index
int64
1
3M
question
stringlengths
5
406
hint
stringclasses
580 values
A
stringlengths
1
460
B
stringlengths
1
460
C
stringlengths
1
460
D
stringlengths
1
460
answer
stringclasses
4 values
category
stringclasses
20 values
image
stringlengths
1.46k
109k
source
stringclasses
565 values
l2-category
stringclasses
6 values
comment
stringclasses
176 values
split
stringclasses
1 value
3,001,755
这张海报与哪个特殊的日子相关?
null
全国阅读日
父亲节
母亲节
地球日
B
ocr
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
https://www.google.com.hk/imgres?imgurl=https%3A%2F%2Fimages.cdn1.stockunlimited.net%2Fpreview1300%2Ffather-s-day-poster_1538707.jpg&tbnid=ed5JF4YsXPPrFM&vet=12ahUKEwih_bO57tD_AhWWDN4KHYwpB-IQMygPegUIARDsAQ..i&imgrefurl=https%3A%2F%2Fwww.stockunlimited.com%2Fvector-illustration%2Ffather-s-day-poster_1538707.html&docid=nki1XMhnLBnOaM&w=1300&h=1300&q=FATHER%27S%20%20Day.%20POSTER&ved=2ahUKEwih_bO57tD_AhWWDN4KHYwpB-IQMygPegUIARDsAQ
finegrained_perception (instance-level)
null
dev
3,001,756
这张海报与哪个特殊的日子相关?
null
儿童节。
父亲节。
母亲节。
地球日。
A
ocr
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t5o/3hJzlNo6+9eUp4blmtEuvNi2SKPm2neoIzj/ACaIVFUgp2ton95FNyhV+rxfxOz87al3Sbi4vb691d2aC6nuvNVl6xNuL8EjBwSByMEDmtm/+KXiC1RrV7axiuOV+0+W3zDsVUtjP4kZ7dqrWdolnbpBF9xf/Hj3NT1kqjTPqJZfSnCKktV/VjP8M2cv73Urvd5s7H5m6tnDMx9yf6108dpeTJ5kVhPLF/C0cJIb6HvWY0kP2TypXX5vl27gC2QBXo2vanPpRtUtlj2yK33h6YxjBHrXTUxUcPRVSW3/AAbHxGIy76xjp009n6dLnFT2t1bJ5txZ3MUX/PSSEgL9c9KzJx/pD/7x/SvRdPv5dW0m/F6kbqqEbduAQVOQck15fZTfabK0n+f5ox97rnof1rCeIjiKcZx2PeyDCvDV5wv0X4FjG/5a2/hhcv5eoWT/AMLLMv1OVP8AJaxaufDc/wDFSagn/Tuf/Qx/jRh/jPVzmKeHf9dT06iiivQPigq5bS7/AJf7tU6khOydamSuhxdmaNFFFYnSVLtfut/wGqtaMib49tZ7DZ8lawehhUVncSiiirMwooooAztfg+0+H9SiT77Wsm367TivI9BR7mSKyi+d7m6ji+9jhsbj+CK7f8Br21hv+R/uNXlfglhpHxBbT5yoz50Ee7+J1yRj32q34ZrnrRu0exltd0qVS29tPnp+B22pKLvV7XRbcCO2jx8sfyhcDPAHAAXp71j658Q9P0bVZ9Ot9LWeW0/dLNvChSF6DjPBbHHvW3pcif8ACU3W/wC9h/zz/gK50/Di4/tLU9SubmCf7TcSyxw7TkBmJGWPG7GB0wOea4MEozc6k9W216JbIzxfNGKjDol829zb1K/uL3w1pz3A2XF1GJ2Xbsx8o4xk9Nw79qn0SaKfW5JQyrhBHFGxwSAAMgfQfrUGuRb9RsdPVvuRrH8vbJA/oKeIYrHxNZRxLtRVx+YIyfc159ScvrTqbxTS+drfhc64QXsFHq02Xo1i0axgs1khtpZ5nkZY0aUMzuWJ555Zs5NWfEs3k6HIufmlYJ+uT+gNZ0v/ABMvFyoRlLdQ35DP82H5UeLpTttIl/iZm/LAH8zXVWrt06kui0X4Iwp0kqkF13f5lLWfDT+INA0e0e8+x2cDi5uJB9/7h4XPA+8Tk9MdDTITpWlaLJYaVJK3mMuWkLNuxtU8ngDavQYFaXiSV4bC2soRhZPvfRcDH5kflVPxEILaCz06L/lkpZvx4/U5NZ4nEzjSdOFkkkn5t9EXRoRnUjUlq2215Jbtl6PTrO/8IG11AZtZl3y/vCvG7d1HIHA6Vnpo3hrU420+zia2lVf3cse5CMcAjPDY9GzV3U5PI8K2sJ+9IqBvy3H+VW4rCwtdKimuIY3khgDM23k4GT9ea2p1KkbU4WtGKvfqZuEE3Ud+Zt2t08zJj0Lw9YBbOeyGpXe3dJ5sYlPTk4b5VHsMU600HwtexPfwWSpHGp8yFCVj6Z5jB29PwPvS6Za315HPdxyRxNcMVaVsllGeQB0HPv2q3eWUWj+H544SzPJtVmbq2T+gxniohiqji5uNo2b2t6W7mrbU+VTfM2lu/mQQaxpVlAyadpXlxLy+2NYwMnHbryam1qfT7nT7e8ljaVpFPk9flJxnODjjj8qq20MVr4UluG+/Ow/Q4A/IE/jUF7rttoXhnTpbu0FwrSN8rY3ABiNwBBycsBjj73UVlTnUxH7qbTco3V1dLXsKoqdH96k9JNPXV6Gn4esGXSbg3BZVnz7HbjGfbvWXBo3guzg+zw2Q8uP5TN+8bGc9Xzn170zwz4su/FM89rPpE6WUyusd3Gp2KAMFXPQNzxgnr3wTV9JX8O3H2adVmtZm3rJtwR0ByO+OP88V0yU8NCEE0opWba69NOzMqVX2s5VFfmeyTtocz4l0KLRLu3ltXZ7O4ztVjkowGevcEZ69MVB8MYt+palcf3Ywv/fTZ/8AZaPiouoprGlXSy7rLyZFVVXhG43EnvkFcf7prX+G1n5Ph+W6f/l5uDt/3VAX+e6u6nG0zsxOJlPArmd3tf5/5HZUUUV2HzoU6P8A1if7wptS2675/wDdqXsNLUv0UUVidQvaoJod/wAy/eqbNJ1oTsJpPRmaRSVbuGX7u3LfyqpWydznas7BRRRVEhXlXjS3fRvGMWpRJ/rNtzGytj94vynB554B6EfN0PSvVa5T4gaX/aHh/wC1In720bzP+Anhv6N/wGsqqvE7cDUUKqUtpaP5jLXXvDniNVuXv4tPv+OHlET57cN1I/2Se3PpNqF74bsrlJNV8RxF2YfL5wz+IGSF9+APWvK4LG31OPypdySr91l/iHuO+KdH4Z2P/wAfvyf9c/8A69cKo0nK7S7vz87HuTy+pGN4Sfltf0v0PZH0xBqv9qy3MH2NcMrbvRQBz07DvWZ/wknhTULmDVf7eijKgN5UnyP8vqrAMPy57V5e3hW4tpP9E8jZztb7h568VaTwr+4TfdbZf4tq5H9DW0cBSV1bd3+fc+XqZo4ta9LfI9JsrnSr67ludO8S2Lee3zeWyGQZbO372Qe3Srlyun38dlfNrMH2WNfvyMv7zacsckj0547VyvhHwtZaTHe6zdmK8lt4w0MbRj5GBJDc5wcgYNb1zNp2v2C3WtaH9oghkZUkVQ2zOMnqGHuenArmqUaFKbpy9d21p1+87Y4yUuWV+nZehbaey8XQJPpOpQStbsVZQeRk8bh1XJXIyORUN1pMKGWXUtWgiuJORuZQB+DEZ7emK47XPAkBsn1nwxdStErBpLTnIwRyp4YFeW2kEnsex5eDwrcPJvd7Vd33pF5Le/Tn86tYKlXbm1e9uuj8xV8e8PCKjLR3tok0ey3cFvrVjavY6nbPZ264aZGDjoOcg46fzrH1b4gaHBq76ZLKJbJo/LkuYMvsckDHAORg5JHTHfPHnT+F7tI3SK6ibd8rK2QGAzjPXPU/nSxeHEh/4+3WXcu3avRevOfWt5YaFPmlbeyfyFgMT9crRpLTf8r/AJnpKaxoNnaFU8Tolvy+2ORd3LbTjA3dfQepq+fsniTSNuj3yTokvzM8rE8AjqcnvkV5bpHgtNQ1aONbh/Kb7y+WMqOmc5A4zn8K9KiTSnu9Ss7fS4IIoLUrJcR8Z24IBAHODkgk54PrXO40uX2bWktF/kduLjLDVEm/e36GjdWEF7ZQacl7GJYV+ZV5JIXGcZ9T+teffEe4ie7stIt5dz26rEu3+HOCxP8AvHy/++WrmLbRrvUJJZftCK6sY23MxO4dQfYdqv6b4d+y3aXFxKrbW3Kq569iSa7aWEjTnzpatJfJHhYjMXKLg+l/v6no2h31mdHg0i2uk026hXbGp2nePUZ65J56HP63LzR9Rv5olu7qLZGu3cqnJBxkkdM8CvOdZsYryBEb5XX5lZeq9vy4/SsG6t9ehgdf7Vne32/d+0yYx6bScfhXJiaVKpJqV/S7t9x7uW4WvLDQrK2t+mq8zU+Ifiu21nxBpum6Yxnt7LMbSbfld2O0hfUDaOeh7V6xoth/ZmjWVl/HBCFb/e6k/mTXjfw+8NvqHiu3uLj50tv37ei46D35x+ANe5110VfUwx3uKNLtr94UUUVueaFXbaMIm7+9UMEW/wCZvu/zq7Wc5dDWnHqLRRRWZsJTJG2Rs1PqvdH92PrTSuyZOyuVCd/z0lFFbnMFFFFABTXRJo3idNyMpVl/vA8EU6igex4ZrOny+H9duLX/AJ5tujb+8p5B/Lg/jWla3KXMG9P+BL/dNdd8QtD+26ampQp/pFov7z/ai7/98nn6Fq8wt7h7aTen/wC1Xn1YWdj7DLcZ7Smr/P1O2jfzPn+kf6U+s7TL2K5T5f4f4f7pOK0a9ChLmgvuPhM6wv1fGSS+GWq9H/wTW0ZdnhfX337vMv0X6Dy4Rge3JP4muj8OtFDoNv5roomkZV3MPnJJAHPUnHSspxaQ+Cont/8Al5mDSN/tA4b8tmPwrc05orPw7bST7VVIw7bvrkfjnpXlVLfW230j+p20VZR8kjE0aN9M8WXFlH/qJGZdvsAGH5bsfiabJ4c0K2me2/teW2l3FljEkYWIEkhACuAoBAA64AqTQYpdR1m61uVdsC7vL/2ieP0UY+v0rDYRPYXV/cfNLPMvl9e+S5x3GCBXFHFSw8LxWjba6WS/zJai4+8rrXc2l8M6I6bk1m62x8SN50eGJzjJ24HQ9MdKjk8FxC5le81N101YwFA2o+STks2MY6YwB1NN0zSnvfCV7sT960m6P/a284/HLD8aibUm1nTNP0WFm81pBHM3+yMYPvxz/wABrpePlyLnWskmvN32LotUZqdNJSto1pv0NTTPDllpe7UvtH2lI4zJGzKvXB+YEf7Jx+J9sZmnammk+FtX1m7+/JIU/wB5scfqxro/EEbx6C8NrFIzfLGqxqSQMjPA9hXEeLm/s3wFZ2lx+6uJJGk8tuvXaePZZM8+gqrN4mMbaRTfldmlerOpLnqO7S3Of8NQ7NJ3v/y0kLflx/Q1smq2nxeTptvF/djH54yallbZA7/wc/n2r2m1GN2eBSpSxFdU47ydvvZUuG3yOn93/Gue1G9+0vsT/VL/AOPH1qTUNR+0/uofufxN/e/+tVrwrof9ua7FE6f6PH+8uG/2R2/E8fn6V5aTk/Nn6fOcMNQUI7RVvuR6D4B0f+zNC+1Sr/pF7iT/AHY/4R+RLf8AAq6qljTf8qrU/wBlb+8tdytFWPjas51pub6leinmJ/7rUyrMi9DNv+U/eqestW2Sb60VO75qxlGzN4Suh9FFFSWJVe6H7v8AGrFMkXejLTTsyZK6M6iiitzmCiiigAooooACN/yv9yvF/Fvh9/D+qvsT/RJ8yQt7d1+o/livaKzde0a31zSXspflf70cn9xh0P8AQ+xNZ1YcyO3A4r2FTX4Xv/meHQTPDOksT7XWuks9YR40+0fK/wDe7fj6VgX1lcaffS2t2m2WNtrL/Ig9weoNJC38H+e2KyoT5JWfX8zuzvCLEUFVhq4/k/8AI9M0mTSdX0eDQVungvYd8ixt0l3EkMGxgg7vr1FaOpxW+mWMUviHU0S0hUCO1hyA+Bx/tMeP/wBVeOXdn53zwytFKv5N9RVOS1vnkT7Q6t/tbif0NTWw0HJza338zyMBy16ipS3/ADsepaF8RrXVtUurC7iTT7CRfKs/9jqDvOcDIx0GFweT1raj8L2bozPq8Uv7v93twAuBgE/McivJ7a30lLR4n3b5F2tIy8r9MZxSw6LF8jpqUCf7W0g9qweGpV5JTW22/wDwx6WaYSGFpqrurpW7HvOkWb6bpflTSxt8zPuXpgnPf2rmtFltxd6przxLHa2ysY1VcdsnHvjH/fVc34V1jStD0y9sNVvFiS7bb9phbfxg8EYyDycYB79OKoeMfGujR+HF0HRLlpUZt0020885x0HOfYdBj2VXDWnBfZjf7+hw4de3ceXY6/SfFum+IdKtfterJY3y5WRd3l7yQQDg/n14Ncr491nT9ZutN02yuGuUtFKSXDc7yxUde5G3k+9cWtvbzWMSbGW4/ibjHPYj2qSCx8mRHeXdt+6qrj6e9dVCKcnKxrmtGOHSSfxfgjs7m+t7X77/AD/3V6//AFq5zUtSlvfk+7Ev8K/19aiZtke//PtVSrxE9OUjIcCud1300Xq938hUV3kRERmdmCqq9WJ4AA9a9t8HeHP7D0lUuFX7XNiSbb69lz6L0+uT3rk/AHh7yXXWb6Ldt/494/0L4P6fn6V6PHqFs7qnmne3TcpHPpyOD7VnCEkrnpY/Fxm/ZJ7b+bLyoqfdWn0lFB5wtQSW6P8AN92p6z21KHOxPNlf1jjba30bG39acb9CZWtqNI2fJV22/wBQtUSzP8zfeq9B/qVraexnT3JqKKKyNgooooAqXEH8a/8AAqq1qVnTFHf5K0izCoktRlFFFaGYUUUUAFFFFAHN+LvCyeILTzYdi6hAv7tuzj+43t6Hsfqa8glhltp3ilRopY22srcHI9RX0HXN+KPCdv4gj+0Q7YNQVflk7OP7r+3v1H6VhUp31R6uCxvJ+6q/D+R5Qp3x0jrvj/OnXNld6TfPa3cTRSr97d6diD3HuKQGrhLnjZ7nn4qhLB4iNan8N7r/ACKlWYf9Wn4/4VBKuyT/AHqltz9//Zy1YUtJ2Z7mZONfBOottGgurdLmDyn/AP2ayI9JhSTe7s3+z/jW4T+7/P8AlVOrxL2Rw5DSTjOb7pL8ySEfvP8AeqxTY12R/wCfxpssuz5K0hanC7OPFc2PxjjHbZPyW7GTSb5P/Qq6fwf4UfVp0vb5NtlG33f+epHYf7Pqfw9cS+FvBcuobL3U0aK3+8sfR5fr3Vf1P616bGiQxpFEiqirtVV4CgdABWcIOT5pHo4jFww9JUKHTS/bvr5igbPkT7lDKjx7HTcjfwtyPypaK6jxSuLGFP8AVebA3/TGQp+gOCPYig2e/wD1s88sn+1Mfl9wFwAfcDNWKKQEK2Ns3yytPKv92S5kdG+oZiD+NXAKgJqehjQ5F3ybK0gKgt4dnzN96p6wm7nRTjZC0UUVJoFFFFAFa5cIm3+9VOpro/v/APgNQ1tFaHNN6hRRRVEhRRRQAUUUUAFFFFAGP4l0mLVtCuk+xJPdxwu1ru4PmbSVAPUAnANeAi515N6f2a/y/KytC/ykdR7V9LVxmv8AjnT/AAhHLbzJLcXclw7R20bAfKfm3Mx6DJx3PtwaI1IUvelFPz7Gn7ypDkTdux4095rb/wDMN/75hkpUu9YT/mFN/wB+3rrJfjLrbT7k0+wWLcflbeTjHAzuHIPOcc+grtfCXxGsfE12tlLC1nqG3csbNkSEDJ2H29OpAJ7VUcXh5S0gr+rNOTEwpOnze7rpuePG911z/wAg3/vmGSkFxrH/AECm/wC/b19M59qo3ur2On/Ld3G1tu7byTjOOg/zxTqYigvelBL1Znh3XivZ029eiXybPnR9Q1tE3PYbE/vNDIP1Nd98MdOl1Ce9vdW01dsG1bdpFYDzOS3DfeI+XntXoA8U6TNvWWVtnK/NHkMPoAePrUVjo8U9olxb3V5apIzMq282ExuOMKwIHGOgFT9Zo1laKV+6d7fIPZV8MmtYqXS1r/M2aKzm0/VrX/jy1JJ1/wCed8uT+Drgj8QaaB4jf5PK0yL/AGvMkf8ATA/nRbzRh8jTorO/sm7/ANb/AG1dfav7yqnl/TyyCMe+c+9N+xa993+1bP8A3vsbZ/LfinZdwu+xp1RGpb/mt7K6ni/hkjVdj/Qlhx79D2pqaI83z6ney3n/AEz2iOL8VXr/AMCJrWAouh2ZRhW4mk33EXkRL8yx7gXY9txHAHsCfr2rXtgvzN/dqtVu1HyM1ZzehpTWpaooorE6QooooAKKKKAKV0nz7qr1oyJvj21QZdkm161g9LHPUVncbRRRVkBRRRQAUVMsDOm6omXZ9+lzDaa1EooopiCvFvH3hzU9Q8VxW6P5ryedIsk2AFiBVh90HhdzKBjJC17WkbP91az7yygk1VVuV3eZanbt65VxjGe/zVhXXNBo6cNLlnfoeORfDq0SB/Nv55Zf4fLjCDjOQA33slcA+rKMda2/CXgtNCf7bLKs+oKxVWjziLjBA9T1Gf5VuR3+oSLEbTTfInaYL9kvpNmxSSMHaOGI5xz161tXFpb2UaNFE628bfdj3fKcY55yR35+teRVoSlHe3puespRUkrFdLm4hfcksq/8CP8AI1l6rbXGoXz3TyxLu2r8zY5PAA+p7eprWkbfHu37lbHlrtwV9ev+FK6/2fAksqS+bOwjjVY89ictzwK4qeHrSqKmm5Ldrsbyr06C9o7J7XsczPpV3Cm50Vl43bW+7mt7wjcy/b7q33f6PtMm3b/FkDOe3HamS3CzJcRJ5X23y18xWUg+WWwMHkHBbpnua0vD+jvp7yy3HzXEi/w/cUZBIHqc/wAq9GjhalGpFWa119LaGOJxlOvRlqnpZW11b1N6inxxO/3Kle22J8vzf3q9nmSPASbVyvRRRTAKKKVV3/IlAgVd8mytFF2ptqKCARD/AGqsCsZSubwjYKKKKk0CiiigAooooASo5Ikf71SUUCsUmtnT7vzVH5Mv9xq0qKvnZHs0Z6wSv/DtqxHbqv3vmarFFJybGoJBSGloqSyLyIv7i0ojRf4Vp9FFxWQV4v8AE7XNf8OeJreS3vpfs88Za3WONf3WAA4JIOSTg59/avaK8n+N1p/xLNJv/wDnhcPF+Drn/wBkrOr8JtQfvnmMnjXW5p2llurxpWbdu2r/AIcVLL4/8RzRskt/fOki7W+VRuH4CsB2dP0/pmng1w8z7/iz0vkvuNoeONeSDyvtd5sX/ZQ9ORyRmpZPiD4jmj2ve3jJ/ur/AIVg0UKTWzf3tA4qXxJP1SOm0nxZ4m1bUrXS7fULpGu7iONWZRhSWGGPGcDGfwr6DsrOSOxt0upftFwsarLJt2B2AGW2jpk84rwX4Y2n2zx/p/8AcgWSZvwQqP1YV9FfrXXRbabbf3tnBiFFNRSS9FYeBS0UVuc5BJArj+7URs/9qrlFNSaIcEyotp/eap0RU+6tPoobbGopbC0UUUigooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAENcJ8WLMXngG8bbuNvJFKP++wD/wCOsa7usnXtMGs6Ff6bu2G5t2iV+u0kHBx7HBqZK6aKg7STPlV13/pt/rT8V1b/AA18YB2X+xmbb/EtxFhvcZbpR/wrfxj/ANAOX/v9F/8AFV5/JLsz0+aPdfecmx2U1v8AWff+827+Q/Kuu/4Vv4x/6Acv/f6L/wCKqP8A4Vr4w/6Acv3v+e0Xtx972o5ZdmLmj3X3nTfBO187xBqV7/zwtRD+LPn/ANkr3CuB+Gfha98NaRdNqaLFdXUgby1YHYijABI4zksePUV39d1JWgjgrSTm7BRRRWhkFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUGiigAooooAKKKKQDR0p1FFC2DqFFFFMAooooAKKKKACiiigAooooAKKKKAP/2Q==
https://www.vecteezy.com/vector-art/699849-happy-children-s-day-balloon-poster
finegrained_perception (instance-level)
null
dev
3,001,757
使用这张图片中的公式可以计算哪个图形的面积?
null
长方形。
三角形。
圆形。
正方形。
C
ocr
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
https://media.geeksforge…-05-05-copy.webp
finegrained_perception (instance-level)
null
dev
3,001,758
使用这张图片中的公式可以计算哪个图形的面积?
null
长方形。
三角形。
圆形。
正方形。
B
ocr
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
https://media.geeksforge…-05-05-copy.webp
finegrained_perception (instance-level)
null
dev
3,001,760
使用这张图片中的公式可以计算哪个图形的面积?
null
长方形。
三角形。
圆形。
正方形。
D
ocr
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
https://media.geeksforge…-05-05-copy.webp
finegrained_perception (instance-level)
null
dev
3,001,762
使用这张图片中的公式可以计算哪个图形的面积?
null
椭圆。
三角形。
圆形。
梯形。
D
ocr
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
https://media.geeksforge…-05-05-copy.webp
finegrained_perception (instance-level)
null
dev
3,001,764
使用图中的公式可以计算哪个物体的体积?
null
圆柱体。
圆锥体。
球体。
长方体。
A
ocr
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
https://media.geeksforge…-06-06-copy.webp
finegrained_perception (instance-level)
null
dev
3,001,765
使用图中的公式可以计算哪个物体的体积?
null
圆柱体。
圆锥体。
球体。
长方体。
B
ocr
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
https://media.geeksforge…-06-06-copy.webp
finegrained_perception (instance-level)
null
dev
3,001,769
哪个公式与图中的公式具有相同的计算结果?
null
a^2 – 2*a*b - b^2
a^2 – 2*a*b + b^2
a^2 + 2*a*b + b^2
a^2 – 2*a*b + b^2
C
ocr
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
https://media.geeksforge…-chart-3-(1).png
finegrained_perception (instance-level)
null
dev
3,001,770
哪个公式与图中的公式具有相同的计算结果?
null
a^2 – 2*a*b - b^2
a^2 – 2*a*b + b^2
a^2 + 2*a*b + b^2
a^2 – 2*a*b + b^2
D
ocr
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
https://media.geeksforge…-chart-3-(1).png
finegrained_perception (instance-level)
null
dev
3,001,771
这张图片中的公式可以用来做什么?
null
计算特定事件的概率。
计算两点之间的距离。
计算两个值的和。
计算物体的面积。
A
ocr
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https://pic2.zhimg.com/8…eafed_1440w.webp
finegrained_perception (instance-level)
null
dev
3,001,772
哪个公式与图中的公式具有相同的计算结果?
null
(a+b)*(a+b)
(a-b)*(a-b)
a-b
(a+b)*(a-b)
D
ocr
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https://media.geeksforge…-chart-3-(1).png
finegrained_perception (instance-level)
null
dev
3,001,773
这张图片展示了安娜每个工作日的作业。你能告诉我安娜星期二应该做什么吗?
null
写数学和学印地语。
写印地语和学英语。
写英语和学印地语。
写印地语和学数学。
B
structuralized_imagetext_understanding
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
https://saintgirischool.…/01/page0001.jpg
logic_reasoning
null
dev
3,001,774
这张图片显示了迈克的课程表。你能告诉我迈克周三应该在什么时间学习生物吗?
null
11:30-12:30.
13:00-14:30.
14:45-16:15.
10:00-11:30.
C
structuralized_imagetext_understanding
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
https://hsdc-cdn.s3.eu-w…vel-1536x602.jpg
logic_reasoning
null
dev
3,001,780
根据这张图片,Dennis 多大了?
null
45
29
47
38
A
structuralized_imagetext_understanding
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https://developer.mozill…umbers-table.png
logic_reasoning
null
dev
3,001,781
以下哪个标题最能描述这张图片?
null
一名女子在海滩上遛狗
一名男子在山地小径上骑自行车
一个孩子在公园里玩球
一群人在球场上踢足球
D
image_scene
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
https://images.unsplash.com/photo-1598880513655-d1c6d4b2dfbf?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1yZWxhdGVkfDE0fHx8ZW58MHx8fHx8&w=1000&q=80
coarse_perception
null
dev
3,001,783
以下哪个标题最能描述这张图片?
null
一名女子在海滩上遛狗
一名男子在山地小径上骑自行车
一个孩子在公园里玩球
一群人在球场上踢足球
B
image_scene
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
https://cdn.5280.com/202…ike--960x641.jpg
coarse_perception
null
dev
3,001,785
以下哪个标题最能描述这张图片?
null
一盘意大利面配肉丸和番茄酱
一份夹有火腿、生菜和奶酪的三明治
一份有意大利辣香肠、蘑菇和橄榄的披萨
一个装满苹果、香蕉和橙子的水果碗
D
image_scene
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
https://tmbidigitalasset…7_20_6bC_RMS.jpg
coarse_perception
null
dev
3,001,787
以下哪个标题最能描述这张图片?
null
一盘意大利面配肉丸和番茄酱
一份夹有火腿、生菜和奶酪的三明治
一份有意大利辣香肠、蘑菇和橄榄的披萨
一个装满苹果、香蕉和橙子的水果碗
B
image_scene
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
https://assets.sainsbury…ich/original.jpg
coarse_perception
null
dev
3,001,791
以下哪个标题最能描述这张图片?
null
一群人走过一座桥
一个人坐在河边的岩石上
一个女人站在俯瞰城市的阳台上
一对夫妇坐在公园的长椅上
B
image_scene
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
https://img.freepik.com/…83054.jpg?w=2000
coarse_perception
null
dev
3,001,792
以下哪个标题最能描述这张图片?
null
一群人走过一座桥
一个人坐在河边的岩石上
一个女人站在俯瞰城市的阳台上
一对夫妇坐在公园的长椅上
C
image_scene
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
https://images.unsplash.com/photo-1653316834393-ddaa68981fd6?ixlib=rb-4.0.3&ixid=M3wxMjA3fDB8MHxwaG90by1wYWdlfHx8fGVufDB8fHx8fA%3D%3D&auto=format&fit=crop&w=1000&q=80
coarse_perception
null
dev
1,000,442
选择午餐室最有可能发生洪水的时间。
想象一所学校面临由洪水引起的问题。 每年,日落小学的午餐厅都会发生洪水。当室外地面上有超过一英寸的水时,水会从门下流入建筑物内。校长罗杰斯博士希望找到一种方法来保护午餐厅免受洪水侵袭。
在干旱期,雨水很少的时候
当学校旁边的河流泛滥时
null
null
B
future_prediction
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FAJUwxrgHODkv6g15fB4l1iysG+x6npcdzuIEMdgBuHX75Prntx+Na0XiWZ3Tz/Gt5NA2CTY6KoBI+8pLDI64Bx3rCU+aTZrGm0kjvIvFeq3EayReD9VKuCQZJoIzgHB4L5/z3roIppmObiKKFcfwzbzn0xtFedQQSatFbvFq/isbom85InSH5xggDcg45b9KrDTHMsry2PjK5TaoRJtWWP5ucgsGAweOnvSv5D5X3PUvtEQPzNj8Khk1Czi5kuYlH+0wH88V5dc+B47nSFH2a7Goklj52qs8ZGcbT3HHIIBOc9RU9h8OdLiv7K5n0+RjFKWnia58yGYEdNpGRjsCTnuSad/Ik9AfxFo0XL6naKPeZR/WvG/G93ZXniy6ure/tJIW24YXCf3QPX2ru/7C0awubiSPQ/D/kSSb0861GUG0DHtyCa4XXdM0ldSluGv9Mto3k3bIQiouecDmt8NLlk3sY1480UmrmZE8bRja6sDyCvINdV8Pxjxnb/9c5P/AECsCN9BRdra5ASB0Tn+Wa0PD3iPw9pGsJeR6i0siKygJbyPnIIxgD0rtq4iLptXuzmjQkpJ20PdM56AUlcTbePDf7msNPv7lQyrlLRo+WyBjfgHJ/pTbnxfrcCSO3hHXBHEMu7+UgA7/wAXNeVod52smCh+hrwTSx+7uP8Aru39K7uXxD4uljvDB4UuwbVcyh9RjyPl3YAGc5U5rhdJuG1K2kuFtoYgZDgI24HgHOdvvWsJJKxE431MuYCC8u54reKQod0iMBgkNlcAcseucZxz61GtvqfiDzL+wt7OytkGxyxBjZhyR85J646Cti70LfJJcQ3627Sqpbzolwcds7sn2zVSS2t7a18u31iBDkr5cZKMc45GMjniuRwd+ax6EZQcbJk1tqOtaTc3FpY3mlzPGAJiIAFHGcE/KT9Oaj/4Szxe80sQuLGARZAYW/XjPHtVvwxpt1f3l+kNjanyJBHPJeP/AMtP9nA9BWlpeg2+nRa1bXKyyzxSrtckFVGQQq5+bOD6CqUpPbYiUIRum9TJ/tDxrdQCRdcUfeyEtB0HphTnv09Kyp9V183ckF54onxkCPycEuepGAARirOuWyLHK9hMLsu+GRSyBEB4PBB5zzyRTtO0WwD36zJp0si/IgaAnzEzyy85B6cj3o5ruyYey5YXkgl0u8czLP4wvLd4wCGlmbackjHy8g8D865y/s5zdPGb68WJBnzZXZwxAyQPXj/9Vd/caVALiSSLSrJ1Mat5cELb0BODs2kHr65/SsjTLmytNVDXokugT8sDE5HGPu555yTmnJ2eoqVLn1RQ0vw7o0uGu7lJCxAcOpUlcY38EYwc/WrcfhuVy8a6bFdRNOzCR5V+UZBBxnnI/GuxsJLaZ7m7Gn2kQMmFU2zq6jA4BQjAyCcVxesafCmr3l0sMkmXBEcLMrIApJwM5PAPJobW9hRi3JxVvmbtv4FhuWiLaXawRsHEojkJJyMLgbcjGfWrVh4JvbUQwiSw+zgfOxt/Mk6Y44wfrWTpmi6te2dldWmpanZ214xESLdlnI5IwCe+D156VX1TQdQhuEtbjxBqjyOqE+bceWq7geOSR26/1NO6fQlqUHa6+R2C+DbZVtHumBe2O7eAUwcEcH8e/pVNvDVjatK0/iERgnK7njBQ++W5ril8MR7wby4e4MRYS41GMAg4KsHJI74Izng1EkHg7+0YIY2tgJG/eNLK5SBc8gvyGOCMYB6HkcU7rsK8l1O0uLHwtctFHqHiaFliUBFh8kMVB4BKAsRnrUK6h4D00/8AIXnlMZ/hnmzn/gK9+nWuVFn4dN/F5dz5aReZHL9ijLGTn5CuD785OOKn/suKbVTEunz3lqyZfYscDyMrZBbG5UyD0Xkn0GaE+wrNLc07nXvAMI3W+m3Ew3D51jcqp7Z3MOc88f1qBvEeixIfJ8M3zR8H/UDb7dWNUU02z0OCCZtIkTbukZ3uA3mAn5dxAIULgZAzmo7bULm/YwWaQ+QVVRHG0hQMP4j8v6VSk9rC5W1fU6GPxy1hLFbQ+EJfNYYiVyqMw68fLmrMXxG1qaIvFpOmWmOgub0qcdOgxTDpd/dJHOs8r3kYk8lkthhM44U9QeOp9TWhoM3iq3ilsINOt7a0iB2SXoLM+R0Xjge3QUne44xi1e5U07xb4u1jWpdPgg05/LTcXtP3w5GR8xbB78e1WrmbXzqtxa3PidtNSMLjdp0W5g3UdeO5rXn0/Ub10ed4oZMKXltwqEsFYEDjp836VTfwzfT30jXeuzyWrDOzau9yMAZJGBgEgEc0rSGnTa3MDSrbxJrIZL3xbdQMZJFVhcRRJtRgN7c5UHJxwc44z1GDrdvDE4hj8T317LhPMEl2xC8nepAPUYHtXo1t4S06IKlxFFcIN25ZIlO/JGCSepHIzTLTwNo1rO8iQbkMpkSOQbkTOMqB3HGMGnySJ5onlkmhxKkssttfmNZN0Vw6AsVAB2sGOMjIJPoRjrUUGmyl1isoXvo3lXbHuVtvGchRwDk17stlGsvm+RGXyzEl2x8yhWHTuFFZY0a10wbLPTYbdF7RmqjTd9WJzile2p5RLp13a2cd9eab9ktYir+ei7y5JIKsVPT9a6/w6NZ0+5GoadpKmWJwfLlYRgqY8YwDkHaQw7c1vzX1nZx7biaGFF42s6gD8M1Th8a+HIJSZNXt8g4IG4n8gOarkUW9ROo5RUbF7UvFXiTUkFm/hO6/dtHcGWO6GDscMArDoSQBwcjNUr2bxpqXyWcE2nQOvlyQ3OpRzBlPDckbs4PTFS3HxQ8MwsES5up5DyFitX5/PFVz8S4ZmaOx8OavcsqhyPJ24U5AY9SBweaztEd29bF218N392l5P4h1B5Jp0AAs9o2lV2qS4UHAA5GBmuUTSG0fdb+ZE25t+fKx7fj061avPHusSIdnhBYEx9+5kPH1woqvb3s97Cs8iwCRvvoiMAh7r97nHrQ+XoK7M+bwn5E02pJa313LKDJ5bAFCG5OAR6HjmtvSNJul0yFTZSWzsmZIwQuGPX/9VdtZXEKaZahp41/cp1Yf3RVS9vW8si2uYm9gSP6VKg3uU5WOcsGlj1K8trSeGO5h2tcJOeec4PA59PxpduqvdXSC3hljmI8wwq5ZOB6gA06ysr601i71K2aKO5u02yvuYlgDnHt0z71pbtScktfY3HJCLmtIrTYjm6nPeI9EtptNhjTzbS5WUFpjb7CFzkk46j2rStdM8LwwrLFq8kULgBI2m2Hr3H3qvPp7yxNG91N83X0P58VEnhzSxgtbKxAxkgDP5UKmi/atqzZft4vD1vGSL+eQuoG/zFchewyfrXHvawW+v/2lE8m1JHhjOxSywjgHgYJIrr4tKsIuUtIvyzU4ghj5WGNT6hQKPZJkqo4u6MFtW1C3mebTBJIZQA63FuVG4ZAK4GBkYzXM/wDCQ6jq+tXDSafbG4hXyJBONq5yf4QOW4xn0Nd3c29vPzLEpPZhwR+NUE0q0ineSOI/vM7xwdxxjJOM596To6mscRpZpfcZDX5n02KwmJQ8ZWG4cIGXoQDnBHtiqF1DOYmMV/OXVflmdTIcjOByM98Z+tdpBdQaXbQwi1TyolC5e52OFHuRz+Jq/oN1pWqapctHc2pZVRBA1yrP1OScE4BJApSS2IjOSldHkOk2dvcWCJrEzxgTGTZIpIVscA5HcE811Kacl8QLW6sOnyiKSNSTjHC4zWxL4V0i5aK4uLq5iNzHId6sWxIGOAF2n5QoJ6iuR8P6Nd3kcr6hvjdJTGsawEcAfeOFz1rPmknY6owpVFdvX0H6v4O1G4+yS29ttKzGMl5AFkIwNmOPRj+FaEV3pmj6hcWl7DKhj2r5UMaBQc5IGSBjkevPNdLBFa2VjpFpOPNia7CArDIkiqwJZixPTIAziryzWFjNdwLpxvrW5UKxLh5EOCCpD9ucgjuap3toYqSjK09jjZ9Q0y/uoViM0cKqQ6squWUjAX5GyMn+L2wKuW9vdiyjey1sIzKNsCzmSTJPTYykdOvOPeoLbS4bHwT/AGbZvJ9rklmDzGAbsNgYBJyCAq8jOMnpVnSxbxWEFtd2AeaNMNcs+XY5/i289x3pwk7WkyqkVPWlF2+8q61q3jPwxafa7ptLvLQOIzIvJDe+ApxT7bxt4gN9HZSeGUmuZIBciK2uBuMZAOcHODgg461fvkiurH7GXL2rkK0UkjMvB4wGB6e5rN1KC1s7qW7s7iYzMNrNb24UgHqcgfng/hTu1q3cyUHK0WtfuLUvxEFjgaj4c1e0btuj4P4kCqy/E6O6cx6doGp3LY6AD+gNZs2t+QiXC3k8LQEB5TGdxyCOQevJ7YqNfFtxBDNcw3D3e5hG0slq+FJ6KWyc/gKSncc6Eobq/wAzSk8b+KJAwtvChj2HH752OPw4qlJ4q8ZyTxwTT6XpplIUF4+R3/iz6UkuoeIbsRPpVmFlbPnbkKhVzgEggHk5xx0rGmsPEseuzS3EcU+pGKOWJTCWJGSgVAQAB1zn60c0hckLLX1Og1Wz8aNp093B4qW6EQy8dowjyMckEcH6cVy8Nr/ayQzz65cNEzlJGu5m+9x8oX159eK6+78E3ZtJLi+1FpTGm9kit44lPHIJA5H49qzLrQpBBHa2+kzGGRTJJGibzgoMOoDcDJB/4D0o1Bct7LY5y48M21vq8TxanaTWBYNI6OA6IOWyhJ9OvT6dK2bmTRzcQ/2PbyXCsr7447dzuPttAB/OtbQtFS00S3S6tp2umnAlnePKOhbG0EnPQdK6+K2s4de04RlRGYpshmwOMYHtQl0FKUVLQ4HTdblWWXSodKYyx/NIpYq6exOOO3FXNPuVj8QvbTC8gN1EcPE4kKBFzh8rgqc9OxPua6a+1TSvD3ii9nWwNxLdRxbpbYgg4ByDk9enT0qrD4q06XW7u93TwG4RBGhjVjlVIOcNwKVklZl80r3gilAviefxPLpQvp0sUthcfaTACWQ4G0gnHXI49OlUrSC5EP8ApC7lJJhO8cp26L65966QeJLa/wBRMlhqzWp8jbsjs1leZgThQGOAeev1rOvbW4tY7OKR1ZhbqdiqpEXJ+TI649TzUq1tBynN/F+RoQL/AKPEePuD+VSBc8AE/rXmtxqfieWS9a0vl+zW9wYVAdAR8wAUDg9x6966iH4a+LL+NHvPEKQ71BKedJIRkdwAK3VRW0Rg4nToyRrl3RB1yxC/zNQz63pNvnzdTs0PvKM/oaztP+CqSSB77xFNMRyQlquD/wB9sf5VqXXwy8GaUPOv575mcfKiShAxHoqgcfQ96TqNbjjT5nypXZmTeN/Dlvk/2isntHGx/wDrVnzfE7Qov9Ul1Kf9xVH6mtr+xfANpHILXw2ZW2th52ZucdcFjVbw/rmk6VolraLpkMV0iFmurezikZh15BGRx7g1nKs7XibPDTi0pKxhH4nPcOkdhoVxM8hITLkk49AqnPFWv7W+IF8ubTws8WT/AMtIGAx65ciugsrmXxZ4hjmtta89LW0YwSLEYzCzHDjbxtbGBwenet2TwQLx915qN9Ow/wBvH8yaFVla8thuhTS+JXPOmsviJc/LNc2NozdFE8Qb8lDGpLLwp4kXUd+uXk17bqp3wRzyJv4wPmGOhIr0aL4e6NGAZLeSVvWSU/0rVt9Ds9Ph8uC32R+isxH60KrBuydzF6HEWnh7SFWN/wDhHrPcx5af96R/30TWhPBFb2ZSG309MHiMQqq/otdHJpkLMCkC/jzUcumuVwEQehxViueZzpqkzNAIVkhPaKVyPXvj+VXdIvQXulFxGxACyRvcbShUYbr7966K98KXE7+a2pzQpySqvhR+ZFcvaeE9D02+u57nxFHKZCSYwynbk5PQknJpWfQvnvokh99fadIyedeWi+UMlYbtyw9/lrIhj0KacrBrTrIxPAY5Gee+DXRQ2HgmaXYRCW7NMroD/wAC4BrqrDw/pYAls7SxI7OiqT+dXsTqlqedJZnUoRcQapO6AGJdgOVI4b8yPpWfqGna2mv6dYWtxdyW92f9a0YBXn5skDjjB5r2hNJiRcDaq+ijFY2vsNOuNPFsFluZHcJExB3/AC4yBnmoklI1p4ipDRM4j/hD9bjAnttQM0qEeWl05VT7HHfvW5b6BrDODfawJkAxhIMEj65rWj1DWk+/ovyjsYyD+eT/ACNR3XjC8066Zbrw3cfZQoPmxBj/AOynP6UlGK2FKvOe5h+LfD9p9itoJbl4YZZl3ySpgLgg5yTzWd4a0yHTbuc2+vadGsknmE4V9xznI54rqbjW7TxFfaVPaxBbK2uo/M87G5yxwQUGTgdyeuK6ZzoQLq9nZNjruhX+opc7i/dWhi4yfUyNJtI5Neuz9pjmLW0WJI1ABwT0GfeoPEU1hpuuaOZ5ohDvcSsGHyjjHSs/XIdC1G7uYXaKytxHH5M9uEG2QEkqAOOQOelcJrujDR4Hu7K4ttRto13SyIQpTkAcAnPX9KUpSSulodWHo06mk5WZ6pqmvaJPoN6La6glklhaONEOXZ2XCgD3Jx+tSRB7LWUj8vEsWmJuRR1YHpk+4ryzw/o0ms6cl+13aWkRdkQMGZzg8nAIxzn8q25FbSIo/smptdXIYK7PGVOzrhCc457HP4UQlKW6HWpUqb9yV/kZNr4zvo7S3hRYltYJzNGsqnhgxO3ccDgkjAq23jf7TqcV7eafptwI4jGsGdqkk53HknPHFZiu8Fk9h5V5HC7OWDtmPcxyTgdDmq2g22ueHY5TZNExnCsx2AnGOAN2D0z0NRKM+hpCtRcbSgrlqd59b8YLeQWr22lSlFuIYXK7QFIIGcEk9eOlS+ILKLQ7e4ltL2d2ZRJHFPEsgbHUM2Mg46cdutXYn1HUZM6hHLJP/wBezEY+parr6but28xgqbc7GB/lVRi5L3tzJV5U5v2ei7HIWtyt7p8dzPf2kEr5Bh8kfLzx9cj2rZ0mSWe0Yvtco5UNtfkcHuvv24p0vh/TftJdWkRy247ZNoz9O1XXDKQu7OBjPmMafJyoc8XOe5ix39vLf4hspHFpM8jIGB811DcAA9Sc9u9d3aeLPFNzbR+X4ObeR80t3epCnsdvX8qxU8L2el3ml6jbGYz31wrzB3yORu4H41293e2ukqGuYpdpPDJCzj8x0/Gk4q2pneU7KK1ZnR3Hj+6Y7T4d05Dx8qSXDD8+KrXngPWNcuIbjWvFty7xAiMWVpHBtB6jOefxrTj8Y2ZUmGznf/abag/rT7Xxn5lwFksCIycZifc38ualSprRG6wWJXvWseffEDwAmi6HbX1ld6peH7QI7gXE5kGwjg8Ad+PxFT6bD4T0mxhS40Sa6nHzlXuCsRJ5B2554x2PNd14o8S6W2g3Nqs7faJ1CbCjBozkH5h68DA/HjrVzwbHbzeF7OZ4IXcFwGaMFh83ritUorWxzuck7SOW0jxCjeKP7Qg0iRIfsog8i0UMfvfK2AoBGOPwr0W1mS7hWVYZos/wzRmNh+BrHUn/AIT7K9f7PAwB23NW600aMEZ0VuwLAH8qe+yMpSXUcY2IwCffPFRPCEGWIUDuSAP1rA8U+KLHRQtlLFNLcyJ5gjjk8ravIyWzkcg9B2rzyfVZ7qcueAf4ZGaQj8TXPKpGD0R6ODy+WIXM3ZHr8dxaSSeWlzA8n91ZRn9KmMIJORketeNLcy8cDjnO3GK7PwZ4hFzqI0qTc8rRsykSs+Aozyp+6O2RRCs5OzNcVlnsIc8ZXOmvPtUKH7JYR3BxyrTBf0wc/nXFajbXt5O8b+GYIpD3jtju+u5a9HZT6VkalqGo2YYwaS88Y/jWUEfkATXVGooLXU8mNGdWVoP9DmtK0GaED7R4bsSP+es0mG/Ik/yrqYIbe2TEUEMORysSgD9BzXLT+KdUlbYkcMTZ5QRMzfrWpp+q6hNj7RpLyj/nonyfz4/Wo9qpvY655fVpxvJp/M1HuAi7lUsfSvMvihaavrX9mSabauwh8xJI1By27GGz7Y9eOteqb08sN5DKxH3SQcflxWTfyGQYG5R7HFVyXOK9jJs9b1CDRbO2eGS5ligSOSVvkLsFAJJPXJ5qKbxMYUCyqIT/AHdzMf04plxCrcPlvq2ariGNfuoo+grNYezumEm2VJtStLuXzP7Lnmk/56xAxn86SdZL0BvIZQRjbcuJv55P6iru2jJrdREtDIGgQuzEmOInBKony9MZ2seOO4qSDwborOXmtzMSMFXc7fyFayLVqJBkVSSG5Mk0/S9PsYBDbWcMKAYAC5/nV2Wztp0xLaxOP9tBSQirIHFaIm7MmfRdPcHEAXjBC+lZ76LFFtEUhUL0BH9a6KUcGqUijvScUK7MNLK5iuHcMpjYYADc0moxEaVcybZC0cTvsTlmIHAAHrWqyjNNI9KylTuUpMz9L0O31DT7W7mDRNLCrFJPvLkA4I9RWXrNlb6derDEWKlAxPvkj+ldGSwOcnPrWBrsjvex5ZuIgP1NYuhy9WVzXNq9u7WbTPDjQyJI1vMgcKeVITBBH1rti27chUFTwRjg15xeW9tDYaXNZWKm6Z0LuGwX+Q5GScDoT+FdnHrr5yAhB5BApVW4q8FcqN+pma5feH/DBWSbS45bmb50hjjGWA6nJ4UZ/wD1Vys/xJ1XkWOn2NrH9C5/mo/StzxL4fXxXcQ3DSTW1zEhjSeIjG3OcMDwcH6VyeqeCb7TNOnuV1eKVoY2dYzb4Z8A8ZzxXN+9kr2seth62G5Uqt2/Mw9QvrvUpnmuDGZHYsSqYxk5IBHO326/hW/pPjnUtK09LLZH9kjJ+dFCyAE56nI6nuK5Pw6LjXbuSKSea3jSIuGSMHJyMDp7+tbi+GNQiuEdEW77h5nxt+oORV04VW07muIr4NRceW50Go3Mx1iRhq0d3uhRTOZgpjBY4Vhn35xWja+FL68CyNPbKp53BjIf0H9aw08MPMySytDDMgO0R5YYPXg46+xx7Vr6XpbaO+62v7pPVEYBD+GK9GM5xVkfPyp05O6Na4+HGnam0T6pfXMskS7FaNthC9dueTjk8e9c/wCMfAVto3hq5v8ASLzUZLqEqwhkl3h1LAHGFBJGfWt+fUb2T71y/Pp8v8qoOXY5ZiT6k5rGdJVNWb0sRUpJKD0MLwNoem3elT3fipLnz/P2xWzSSJmMKMkqDnqTXfWGpaNotu0Gl6YkMZPzeVGEDH3PU/jXOAcY7VKg+YHv60QoxihVMRUqP3mdJe+KZE02eSysWmvEAMcLOAH5Gec+hNc/F4/geVYdTkudLmY4CXkXlKT7P90/nUsQHAq2sUc0TRyxpJGwwUcAgj6GtFG2xi2altMs4WdZVlVhxIGDAj/eBq+hGPWuPHg7T45DLpct1pNweS1hLsU/WM5U/kKn3eMNKGSLDXIPp9lnA/VGNVqDbe7Ookbgmsu7BOeKzE8caWjiDVYrvR524C38RRM+zgbT+daTTxXUXm20kc0ZH3o2Dr+YNNNE2MqZT6VWYDvV6dTmqrikxogoxzxT8ADpTQDmkMcoNWYu1VgCDVqHqM00DNGEdKtKOKqwsAu4nCjqe351R1DxdoGkqReapbo4/wCWaN5jn8Fp3S3FZmpKOKoyrljgVyt78SYpJobbS9HvrqW4yITKPJWTnqueT+Yqe80n4hXkZkla009D/wAsrMCaUfiTj8jSc1eyC2l2bMpSJC8jKijqznAH41hXni/Q7OTyjfLPOekVsDKx/IYrn7nw2Fn3asdQu5Qet67AfkMCt3R9XbQkCWOn6eqDrstwrH/gS8/rWnsqkldWMvb007O4+C/8R6uoOkeGLhYj0uL9xCn1x1NUtVstVsblE1qS2e6eMOBZqxRVyQBnucg8+4rsLPxxFcSBLiwn8w9PIbefy6/zrC8ZXYudXglEMyA26/LKhVvvN2rmqRnHRm8JRlqh91Zf2t4dSxFoF3RIRI8mMsMc8ZrQhivI4UV5Y02qBlUJP5nr9aksCf7Ptv8Arkv8hVgj2rRQVhOTKrQlv9ZcTOe43YH6VGYEU/dGT3JzVxhkVC1OwrlbZsUKoAUdAOBTguetOIpQaYCgcYpWHFGaQmgCFqiYD/8AVU7c1EyikMaB7U9fpTcYp6NQIniByKvwDmqMf3qvQmqQmaEJ4FXU246daoxEYFXEYAd6GIJoo5oTHJGskbcFHGQR9K5W78E6QJTNp4n0qc8+ZYSmMZ905Uj/AIDXWM4AOOnrWBqvifRtMDC71O2jb+55gLf98jNJ26lJPoYMtv4p077lzZ6vEOizL5E3/fQ+Un61UbxRbW7hNWs7vTGJxunjLRk/765FVdR+KGloxjsLa4u3PQsBGP8AGufv/FPiLVbQAW0NpZ3MggYABnOfUMc4x0IFZuS6FKL6ndw3tncpvguoJFxnKyAiqt3rml2GftOoW6H+6HBJ/AZNePaxoV1oV29pMYkdULgtMnzLnsFY4PscGqVlZ6rqlyYdPt5Z5G48uCIuf0zj86j2vkXyo9SuviHpkRK2sFxdMOB0jU/iawtb+Imr2hRIRYwGRN4EEizso9GIOFPXjr0zVCT4Y+KItJW+1O2WztkZUUXEo35Y/wB0ZP8AKvRNG+BmmzWVvc32s3bvLErskEKoBwCBlskjGB74rKpX5VqxqKOUs9I8TatDDqeq2Gp6xYMoLQwXXlbcjI5Cnt22jHrXY+H9f+HmkOqSaA+i3IP+svrUy8/9dPmx+IFel6DpMOgaLa6ZG++OAFdxAGcnJOBU99plhqcRjvbOC4BH/LRA369azp1nU6A0jzK8nsfEnxZ0e4s7mG6soLdFSSFwyEtuYjPTPCjFemTNHAhe4lWNfVztGa80uNCGieOYLfSYkh8xfMVYiRhju/vc54q1qEFzFITdpMH9ZQST+NVKbjsjuwmChiN528j0BhHcRY+SaMj0DA1i3fhnR7iUSPYRqc5/d5UH6gGuIFzLbEvBLJE3bY+2tnTNX8R3BAhiN3GDgtIgA/76ohiGa4jKPZq/MvmdRb2dvZJ5drbxQr/0zUCuD8cf8huHP/Puv/oTV6DbfaGgBuoo4pf7sblx+ZArgfHeP7ch/wCvZf8A0Jq1k29zyuVRdjRsP+Qda/8AXJP5CrOOKr2H/IOtf+uKfyFTkH1rpWxm9xr9KgfrU7DioWFMRCfpSDrTmNR57ikMeDQabmlPSgBrVGVqQ/59arXV9aWSF7q6ihA/vsB+lJtLcCXadxGOKeowa5e98f6JatsikkupD0ES4z+JP9KS21Txlrq7tE8MSpAelxcoVUe+5io/nScolcrOvQEnp/Wo7jWdN0xSb2/ggx2aQZ/LrXCz6P4gudXNh4h8RJawKR5psz5oXIJAG3AJ6Cmaj4Q8NeV/oV1qkrY+ee5KLg+oA6f8C/Olztq6QKmdJP8AE3R45PJ0+C71Gc9Fgj6/zP6d6pap4x8bphY9BTSldDIhukJcqD1Ab/CuY8N6t/whOu3MtnIl3I8QheS1YeYi5B4U8Z4HQ1LZ+KtU1zWJtWvbiJowfJispJSWUYJ5B5we7epqHOTV7jsk7JGNN4j1bVZEfxBqeqxWMwIWSNPl64+7lQQD1xyKwrq1ubaRZFkc2sxIikKhS/tjsa9p09YJNKezlijktw5QxyLkEYA5BqOwC6XfrLpkEa3CjClYQ7Y9MYrZYeUocykYyxChLla+48VuNLvrW7EF3byQOy7084FQwxwQT1Hfiu18L+HIo9Y00yajbXP2gI6yWspbydzbdhyOHHpivcbOe71u2EGvaJDJDjh3wMe+05I/AiuH1jSNK8NeK7QadGLa2dorhwWJVCJBkjvjABx7VxNTTcWvu2OlSUlcn0f4deG9M8fPpjWT6hEln5u+9IYGbKkkgYHQjjHevTLeC3s4BBawxW8I6RwoEX8gBXmWleLYtQ8U/wBtRIRZXKtEAxwyrkDdz1+5nGR9DXoMd3HKP3cmT12nhv8AvnrTjGS3YmzI+IMgXwjOc4PnRH/x7/61bekS/wDEksen/HvH0/3RXL+P5UHhOYu2AZE5Ptk/yrc0l/8AiS2I/wCneM/+OiravuBseaKeHz361SEnNTI2elOwHL3r/wDFybb2hi/k9da+10KMoZT1DDINcXeMf+FnQKen2eI/jl668scdaQJtalUaPpouPN+wwb+v3ePrjpVvZgAAYx7YpoNZ+p+INO0j5bu4xIRlYkG5z+HakorZFupOWjZoke1edePFb+3If+vZf/QmqbUfiFcSbk0+2WBegkl+Zz9B0FctcX1zqUxmubiSWQfLknoOuB7c05Ra3CNNtt2O00//AJBtr/1xT+QqcgiqFjf2qWFsrXMKssSggyAEHAqx/aFkQf8AS7f/AL+D/GuhNWOdp3JWwBzzULZ9Kzr/AMT6dYg8TzsP4beFpM/j0rldQ+IF8SV0/wAP3RPaSdGH6ChzihqLZ2rYyfX0FV57m3tFLXE8cK4zmRgK4iwHjDxUrtJq9ho9vuKsJ5PJb6hcZP51Vk8HW0GtsmqarLqUCSIzSwP8sikgtg5J6bhx0I96zdVdClA6K98daFZZAuWuHHaFCc/icCqVt4m8R68D/wAI74auZ4z/AMtnUlRjjrwv61J428AeGxc6c/h++gghdhBPFE/mkck+aSW44OPwFehy+MfDfhPTLXTIJLq8FpCsUcdnbNLkKMZ3D5QTjn5qh1GXyKxxkPw++IGtc6prNrpcLHmOJ97fTCYH/j1bOn/BXQIJBJql5f6nMecM/lKT9FG78zWRq/xm1hiyaL4VnjyfllvQzH/vhRgfiayQPiD4sXOo+JrDSbRwAUF4kXH+5GSx/EiocrhY9PW18FeCoyxj0nSiP422CX6jOXJryzxf8QNPkvNthrWo6tGc/LIpjVPp6j8K1tK+FXhGFxNrPiX+0Js5KxzpChPuclj+Yru9H0/wPoW06ZBo8Dr/AMtTIjyf99Nlv1pptAnY8FfVvEd8xFnpxthtXlk6DnBy2Ov07Ug8N6pqTh9U1UkH+AMXx7Y4UV6vrLafqXj9pLi5jlsZY4kkkEo28Bv4s07xBYaFZ6C0ekNZy3Tuqs7XG9sdeuTgHABIHQk+9XGUbXkPm0OK8PeB1U5tLee7lfglcgKDg4bGF9PXpWrrng2TR9POqSxQwyN+6ESsC3PPX8K6jwPqVpZW2oxXE8cAE6KizOq7gExkc4IznpkVL401G1v9Iiht7q3lb7QrMqyBuMNzRdONibtMj8JabZXlpd3N3GZHFyVC7vlxtHUCurTyLVNkEUca+iLjNcl4av7a2tb1JbuGPdcllDyAZG0c81qyarZE8X9t/wB/V/xp811ZslQSdzSkua8/8auZdUznpYSdPrXUHUrM9b23/wC/q/41yuvzxT6uZIpEkT7IUypBGS3T61N0Ox594KSfWrdtMVQotkMnnmXYFBJ+X15yf14rpftfiHw7JgSkwj+CYZU/QjK/jx9as2OmWFjMHtliiwc/KQPpWxLej7Oy+bEwIwQSDmkrIZm291deLbmBNU1OCOzVw5tASGY/3V4wc+uTxXpMVz91RgKOAF6AV5cdOs53Z0ZbaRupQ4Un3FX7HVb/AEVNr+Xe2wP3o5sOB/un+lUrCZ6nCu7BLZrQhiHY1xml+MtPnizukjbusw2H9Rj8jWjN4y0q3j3z3gA28JCjSn/x0f4UpNLUqEXJ2RkazKtt8VbIuQFaCMZPb71diHSRcxMHX/ZIryrxH4nsbzxbp2q2MV88UMYWcNald+1icDJ7gnntiluvE9k1yZtPXULZuxEDL/jWUqqWx2UMH7S6bsz1QUk0EFzCYriGOZD/AASqCP1rz/T/ABzeJgXCpcJ6spR/z6V01j4u0i52pJObZz2m6f8AfQyPzxRGomZ1sJOi9dfQr33gbR7vLW6yWr/9Mmyo/wCAn/61ef6loMvh7UZrS4njmV282JwcZQ8DI7HIPFepz+ItJhH/AB/QSN6JKp/XNef+LdRi1HVY5o2j2iELxJn+Jv8AGqlK5zKs4vlP/9k=
scienceqa
logic_reasoning
null
dev
1,000,448
以下哪个词与图片相匹配?
阅读文本。 蝴蝶和蛾很容易被误认为是同一种昆虫,但它们之间的一个区别通常在它们的蛹期中显现出来。当大多数蝴蝶的毛毛虫长到最大尺寸时,它们会将自己附着在叶子或其他物体上,并最后一次脱皮,形成一个蛹,这是一种坚硬的、像壳一样的皮肤,保护着里面的蛹。蛹可能是暗淡粗糙的,也可能是光滑闪亮的,通常与周围环境融为一体。相比之下,大多数蛾的毛毛虫会制造一个茧来保护蛹,而不是形成一个蛹。这些茧通常类似于坚硬的丝袋,但有些蛾也会加入毛发和树枝等材料。
null
null
A
object_localization
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,449
以下哪个术语与图片相匹配?
阅读文本。 大多数动物需要保持体温在一个狭窄的范围内。内温动物,如人类和其他哺乳动物,可以内部调节体温。当周围环境的温度变化时,内温动物可能会发抖或出汗,以保持体温在正常范围内。 相比之下,对于外温动物来说,周围环境温度的变化通常会影响动物的体温。外温动物通常通过在环境中移动来调节体温;例如,蜥蜴会躺在阳光下取暖。
变温动物
恒温动物
null
null
B
object_localization
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,452
与图片相匹配的术语是什么?
阅读文本。 光波的特性影响我们所看到的东西。光波的一个特性是波长。波长测量的是一个波峰到下一个波峰之间的距离。光的波长决定了人眼能看到的颜色。最长的可见波长是红色,最短的可见波长是紫色。 光波的另一个特性是振幅。振幅指的是波的中间到离中心最远的点的距离。这个点通常被表示为波的最高点,或者波峰。我们感知到振幅较大的光波会更亮。
波长
振幅
null
null
B
structuralized_imagetext_understanding
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
scienceqa
logic_reasoning
null
dev
1,000,453
以下哪个术语与图片相匹配?
阅读文本。 火山喷发根据其外观和行为进行分类。例如,在夏威夷喷发中,熔岩从火山中喷出形成一根柱状。这些喷射可以持续几个小时或几天。从这种类型的喷发中流出的熔岩通常可以在冷却和硬化之前行进数英里。 另一方面,斯特罗姆博利喷发是指熔岩以短暂的爆发喷出,形成散落的熔岩喷射。这些爆发通常类似明亮的爆炸烟花。
斯特罗姆博利喷发
夏威夷式喷发
null
null
A
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,454
以下哪个术语与图片相匹配?
阅读文本。 开花植物通常分为两类:单子叶植物和双子叶植物。它们通过种子中的子叶数量来区分,子叶是种子内部的未发育叶片。单子叶植物的种子有一个子叶,而双子叶植物的种子有两个子叶。你还可以通过它们的叶子和花朵来区分成熟的单子叶植物和双子叶植物。单子叶植物的花瓣数量是三的倍数(例如三或六),它们的叶子有平行的脉络;双子叶植物的花瓣数量是四或五的倍数,它们的叶子有分支的脉络。
双子叶植物
单子叶植物
null
null
B
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,477
以下哪个术语与图片相匹配?
阅读文本。 热传递可以以不同的方式发生。其中两种常见的方式是传导和对流。传导发生在一个物体的分子与另一个物体的分子碰撞时。在阳光明媚的夏天,触摸热车门而烫伤手是传导的一个例子。 对流是另一种热传递形式。当液体或气体受热时,受热物质向上升起,远离热源。在炉子上煮沸的水壶中上升的热气泡是对流的一个例子。
对流
传导
null
null
A
object_localization
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,478
以下哪个术语与图片相匹配?
阅读文本。 植物的茎包含不同类型的组织。其中两种类型是木质部和韧皮部。木质部组织将水和养分从植物的根部运送到叶子。木质部只能向上运输物质,沿着植物的茎向上运动。韧皮部组织将养分从叶子运送到植物的其他部分。韧皮部组织中的养分可以向上或向下运动,沿着植物的茎。
木质部
韧皮部
null
null
A
function_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,480
以下哪个术语与图片相匹配?
阅读文本。 “Cleavage”和“fracture”是指矿物质断裂的不同方式。当矿物质断裂并形成平坦的面或表面时,就会发生裂纹。这些表面光滑且常常有反射。矿物质沿着裂纹面干净地断裂,因为在矿物质的结构中存在弱点。 当矿物质通过断裂断裂时,它不会沿着平滑的裂纹面断裂。相反,这种类型的断裂会导致看起来参差不齐或不规则的表面。
劈裂
骨折
null
null
A
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,481
与图片相匹配的术语是什么?
阅读文本。 透镜的形状决定了光线通过它时的弯曲程度。例如,凹透镜在中心比边缘更薄。这导致光线在通过后发散,即相互弯曲。凹透镜在电视投影仪中用于扩散光线。 另一方面,凸透镜在中心比边缘更厚。因此,光线通过后会汇聚在一起。如果你将凸透镜放得足够靠近一个物体,当你透过透镜观察时,物体会显得更大,就像在显微镜中一样。
凹透镜
凸透镜
null
null
B
function_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,482
以下哪个术语与图片相匹配?
阅读文本。 蛇尾类动物是与真海星(或称海星类)密切相关的海洋动物。蛇尾类动物分为两类:脆星和篮星。 脆星通常有五条与中央体盘相连的臂。与真海星不同,脆星的中央体盘通常是圆形的,并与臂部形成鲜明对比。 篮星与脆星相似,但通常更大。与脆星的细长蛇状臂不同,篮星的臂通常会多次分支。
脆星
篮子星
null
null
B
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,484
以下哪个术语与图片相匹配?
阅读文本。 细胞核是真核细胞的一个重要特征。细胞核通常是圆形的,并储存着被称为染色体的长卷曲结构,其中包含了细胞的遗传物质。 相比之下,原核细胞没有细胞核。相反,它的染色体在细胞内是松散的,没有被膜包围。由于原核细胞缺乏细胞核和其他膜结构,所以原核细胞通常比真核细胞简单。
真核细胞
原核细胞
null
null
B
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,485
以下哪个术语与图片相匹配?
阅读文本。 火成岩是指当熔融的岩石,如岩浆或熔岩,冷却并变硬时形成的。岩石冷却得越快,其颗粒就越细。这是因为结晶的时间不够长。像黑曜石这样的岩石冷却得很快,形成了一种光滑而玻璃质的黑色岩石。黑曜石可以被削成一个尖锐的细点。另一方面,花岗岩冷却得很慢。它有大颗粒的矿物晶体在冷却过程中形成。这些晶体形成了有趣的图案,这就是为什么花岗岩经常用于厨房台面的原因。
花岗岩
黑曜石
null
null
A
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,486
以下哪个术语与图片相匹配?
阅读文本。 能量有两种形式:动能和势能。动能是物体运动时的能量。风和流动的水都具有动能。另一种能量是势能。势能有不同的类型。你可以将势能看作是储存能量的种类。例如,压缩的弹簧具有弹性势能。如果没有东西将其压住,它的能量将被释放,弹簧会向前弹出。
势能
动能
null
null
A
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,487
以下哪个术语与图片相匹配?
阅读文本。 海洋是许多不同动物群体或门的家园。其中两个是刺胞动物和棘皮动物。 刺胞动物来自一个希腊词,意思是“荨麻”,一种刺人的植物。刺胞动物的嘴周围都有触手,它们用来刺猎物并将猎物拉向嘴巴。 棘皮动物来自希腊词,意思是“多刺”和“皮肤”。棘皮动物有坚硬的身体,它们的刺可能会从皮肤中伸出。成年棘皮动物的身体通常分为五个平衡的部分,像一颗星星。
刺胞动物
棘皮动物
null
null
A
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,488
与图片相匹配的术语是什么?
阅读文本。 如果某物具有双侧对称性,你可以从上到下画一条线,线的两侧会完全对称。例如,如果你在一个人的脸上画一条线,两侧都会有一只眼睛、半个鼻子和半个嘴巴。然而,如果你从左到右在中间画一条线,两侧就不会对称。 辐射对称性描述的是某物在各个方向上都对称或匹配。雏菊和许多其他花朵具有辐射对称性。你可以从上到下以多个方向将雏菊切成两半——从中间或从左到右——两半都会匹配。
辐射对称
双侧对称
null
null
A
spatial_relationship
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scienceqa
finegrained_perception (cross-instance)
null
dev
1,000,858
如图所示,两个磁铁放置在一起。这两个磁铁会互相吸引还是互相排斥?
null
互相吸引。
互相排斥。
null
null
B
physical_property_reasoning
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
Internet
attribute_reasoning
https://scienceqa-webdem…/17777/image.png
dev
1,000,863
如图所示放置了两个磁铁。提示:相互吸引的磁铁会互相靠近,相互排斥的磁铁会互相推开。这两个磁铁会相互吸引还是相互排斥?
null
相互吸引。
相互排斥。
null
null
B
physical_property_reasoning
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Internet
attribute_reasoning
https://scienceqa-webdem…a/5727/image.png
dev
1,001,085
这个地方拥挤吗?
null
不是
是的
null
null
B
image_scene
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
https://st.depositphotos…ognizable-at.jpg
coarse_perception
null
dev
1,001,086
这个地方拥挤吗?
null
不是
是的
null
null
B
image_scene
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
https://st2.depositphoto…-at-the-pole.jpg
coarse_perception
null
dev
1,001,087
这个地方拥挤吗?
null
不是
是的
null
null
A
image_scene
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
https://st3.depositphoto…-in-an-empty.jpg
coarse_perception
null
dev
1,001,088
这个地方拥挤吗?
null
不是
是的
null
null
A
image_scene
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
https://st2.depositphoto…ina-may-2021.jpg
coarse_perception
null
dev
1,001,231
哪张图片更亮?
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第二张图片
第一张图片
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null
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image_quality
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
http://zuohaotu.com/Download/062010335181_0826373.jpg
coarse_perception
null
dev
1,001,232
哪张图片更亮?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062010363246_07162655.jpg
coarse_perception
null
dev
1,001,234
哪张图片更亮?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062010393888_018238731.jpg
coarse_perception
null
dev
1,001,235
哪张图片更亮?
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第二张图片
第一张图片
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null
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
http://zuohaotu.com/Download/062010402603_020522527.jpg
coarse_perception
null
dev
1,001,237
哪张图片更亮?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062010433198_039140730.jpg
coarse_perception
null
dev
1,001,238
哪张图片更亮?
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第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062010441353_070272233.jpg
coarse_perception
null
dev
1,001,242
哪张图片更亮?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062010480893_033000255.jpg
coarse_perception
null
dev
1,001,243
哪张图片更亮?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062010490591_056278886.jpg
coarse_perception
null
dev
1,001,244
哪张图片更亮?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062010503322_062503983.jpg
coarse_perception
null
dev
1,001,247
哪张图片更亮?
null
第二张图片
第一张图片
null
null
B
image_quality
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zPcpRUVZCCtTw2T/AGjcj1iz+RrMpYppraQy28pjcjBI7iroVPZ1FN9CasOeDidoeKDXLx6/qUeN4hmH+0uD+lW4/E8f/LxZyp7xsG/nivchj6MutjzJYWpHpc26KoQa5ptwyotxsdjgLIpUk+npV810xnGavF3MJRcd0NpKcabVkgaQ0tJQA002nU2mMbSGnGmmgBpFIT8p+lOPSmN0P0qZfCVHc8AKjcfrRinMMMfrRivkpbn0kFoJijFOAo4HWpL5RlJin4zQRQS0MxS4p1JjFMQ00xqeaY1MiQUUUUCCiiigQUUUUDCiiigAoo60UAFGaKM0AFIaKKBC0lFFACUtFBoAKSlooAKTFLRQB9L0ooxRX1588FFFFIBKWjFFIBQcVi33hXS764E+xoHzlvK4V/XI/qK2aWoqUoVFaSuVGcoO8XY5m98LXM+p3V1bX0UaTuG2MhO3AAx79KdH4SY/6/U3P/XOID+ZrpKK5ngKLlzNG31qqlZMw08I6aeJZruUdwZcZ/IVylnDbWE17aRMNkd1Iq7jk43cDPevSOlU59K065LGeyhZm6ttwT+I5rLEYGMopU0ky6OLlF3nqcgCD0INOxW7N4U01+YmngP+w+R+uapS+FLuMf6LqSt6LMn9RXnTwNaPS52RxVJ9bGdigcVDOupadqsNjfwQ7JkZ45YnznHXIqbHJrmknF2krM3TUldBR1oxzTsVIxpFJxinYpMA0wIygWWOULyjq35HNblx4mUufs9kzDPWR8foM1j4zRtzyCDW9LE1KSag9zKdGE2nIvP4gvm+5DBH9QW/rRF4naHEd5AZJWb5fJXAC45Jyaz+mKXAznAzVrG1078xLw1Jq1jqbW9tr9N1vIGI+8h4ZfqKnNcbtKyCSNmSRejKcEVq2mvshEd+uR2mQfzH+Fejh8xjP3amjOOrg5R1hqjbNNoVkljEkTq6NyGU5BoNeknfVHGNpDSnpTaYCGmt90/SnGmNyKUvhLj8R4QyYY8d6btrW1PTpLG5aKQc9R71nFMV8ZzqTuj6yNOysQyZCZFQknNWZlxEar46VUXdGVeNpD4Rkn1qTbS2ibpGHtViWPaealuzsOEfcuVStNIOasBetRkdaaZLiQkVEwqwV6VA4watGUhKKKKZIUUUUCCjpRRQAUlLSUAFFBpaAEooooAKKKKACk60pFFACUdKWigBKKWkoAKKKWgD6YpcUlLX1586JSmiikMSilxRigAooopAFLiiigQlFLSUAFJS0UDOU8WDGsaS3+xKP5VSPWr/AIuGL/SG95B+gqgetfPY5fvmevhf4SEp0NvHe3cNpK8iJK2C0bYYd+DTalszjVrM/wDTZa5qSTmk9jabai7GhJ4WdW/0fUWx6TJn9RVOTRdXhHEcE4H9x8H9a61utJXuSy6jLZWPLji6i3dziJVvIeJbC5RicD92SCfqKuXHhu6s0WXT3Mikbnt3PIJ64Peuq3Ed6Tms45ZTSabb/Qt42d00jhEu0MvkzAxTDgo4waS+u3tGtNiK6zTiJyf4QQea7G+06z1JAt1AHI+644Zfoax7nwjBNHGkd7OoSUSDeA3TPHauSpl1WL9zVHRDG02ve0M5sA9aiMqFtg+dj0VRkn8K6GHw/ZpzM0s5/wBpto/IVoRQw2y7YIY4h/sLiqp5ZUl8bsTPGwXwq5zemWerRXQkgRreBj84m6Ef7vXP5V0h604nNNr1qFBUY8qdzhq1XUd2htIaWkNbmY080nelprdD9KUvhLj8R5943libUljjwdgOfbJ6VyDdaLq9kmld2clickmqbTv618RCi4Kx9b9YiTz/AOpNVf7v1oaZ2XBPFMye1bRjZGNaqpu6NDTgPtDj2qzcZaRgBWXDdSQuXXGTxzUh1CYknI/KolBuV0OFWKhYnDBTg0x8VX+0Fjk0vmZ71SiyXUTHE8j61DL/AKxvrTi2ajk5YmqRnJ6CUUUVRAUUUUAFFFFABmkzRS0AGaKSg0ALmjpSUd6BC5pM0CjFABRRSYoAWiikoAWjNJRQAtJmiigD6Zoopa+vPnQoopaQBijFFFIYlLRRQIKUUlLmgAoNHWkoADSUtJTA5jxgP3+kt/00cfoKzj1rS8Yj/kFH/puw/Ss0189j/wCKz18J/CQlLCdt/aH0mT+dJ3NMztnhb0kU/rXNTfvI3l8LO6b7xptPf7x+tNr6mOx4I2kNONNpgIaQ0ppKAENNpxpKYDabTzTSKBjTTTTzTTTAbTGHyH6U+mt90/Q1MvhHH4jwB2+Y/WmHrQx+Y/Wm18lLc+hTFPWkopKQgooooAM0uaOlFAxc4pG6UUrcigBKKO1FABRRRQAUYpBS0AFJRS0AIKKM0uKAEoopR1zQISiiigAooooADxRRRQAUlL0pOlAC8UYoxRQB9MUopKUV9efOhS0lLSAKKKKAFxSUtHSgBKKWikAlFFFMQhopaSgZzfjIf6Ppp/6ecf8AjtZZ61q+Mx/oFifS7X+RrKNeBmH8Y9bCP90hO9Ry/LtPoQf1qTvUVz/qzXHF2aOl7Hety1NpQdyKfVQf0pK+phsjwJbiU2nUhFWA2kpxpDQA0ikp1NpgJSGlpKAG9qbTqQ0DGmmt90/Q06mt90/Q1MvhHH4j57Y/M31pKVvvH60lfJy+I+gjsFJRRUgFHeinKhb6UANpanEK96eEVeSKBlYAnoKRulWGOfYelQP3oATtRR2ooEFFFHvQAUlLRQAUdaDR1oGFJRRQIXNJQOKKACiiigA6UdKKKAA0dKDRQAe9JRRQAuaSg0UAfTOaWkpa+vPnQpaKWgYUUUUgCiiigQUUUUAFFFFACUUtJQBzvjP/AJBNq3pdp/I1kGtnxn/yA4j6XMZ/nWMeleDmK/ffI9XB/wAIKiuOYj9KkzimTj92fpXAjqO3gO61gb1jU/pT6hsDu020b1hT+VTV9VS1gjwZfExDSUpFJWohtIRTqSgBtJS0GgBpptONNoAQ0004000DENMb7p+hp5pjfdP0pS2HH4j57b7x+tJQw+Y/Wkr5KXxH0Edgoo61PHDjluvpUgNjiJ5bp/OrAHalC0pPp1oGJwtNPJzS+560hFADGqF+9TEZqF+9ADe1HagDiigQUUUUAJmiig0AKKKSigAooooAKKKTFAC0UUUAFFJS4oAKSloFACdaKOlLigBKKMUtAH//2Q==
http://zuohaotu.com/Download/062010532905_0132921013.jpg
coarse_perception
null
dev
1,001,248
哪张图片更亮?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062010541415_0137841242.jpg
coarse_perception
null
dev
1,001,251
哪张图片更亮?
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第二张图片
第一张图片
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null
B
image_quality
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
http://zuohaotu.com/Download/062011003409_0100882570.jpg
coarse_perception
null
dev
1,001,253
哪张图片更亮?
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第二张图片
第一张图片
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null
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
http://zuohaotu.com/Download/062011023667_0156451756.jpg
coarse_perception
null
dev
1,001,254
哪张图片更亮?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011032870_0202351926.jpg
coarse_perception
null
dev
1,001,255
哪张图片更亮?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011041417_0255857546.jpg
coarse_perception
null
dev
1,001,256
哪张图片更亮?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011065517_0213906996.jpg
coarse_perception
null
dev
1,001,257
哪张图片更亮?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062011074600_0147783170.jpg
coarse_perception
null
dev
1,001,258
哪张图片亮度更大
null
第二张图
第一张图
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011083912_0260267679.jpg
coarse_perception
null
dev
1,001,259
哪张图片更亮?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011092520_0286576891.jpg
coarse_perception
null
dev
1,001,262
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011173220_0445846327.jpg
coarse_perception
null
dev
1,001,264
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011191916_0450063799.jpg
coarse_perception
null
dev
1,001,267
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062011223063_0516771790.jpg
coarse_perception
null
dev
1,001,268
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062011230705_0563363297.jpg
coarse_perception
null
dev
1,001,269
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062011240459_0742801177.jpg
coarse_perception
null
dev
1,001,270
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011240459_0742801177.jpg
coarse_perception
null
dev
1,001,273
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062011324186_01473138944.jpg
coarse_perception
null
dev
1,001,275
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011345196_03976452832.jpg
coarse_perception
null
dev
1,001,276
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011360128_04698931028.jpg
coarse_perception
null
dev
1,001,277
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
A
image_quality
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
http://zuohaotu.com/Download/062011364479_05197869977.jpg
coarse_perception
null
dev
1,001,278
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
A
image_quality
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http://zuohaotu.com/Download/062011373576_03642904232.jpg
coarse_perception
null
dev
1,001,279
哪张图片更加色彩丰富?
null
第二张图片
第一张图片
null
null
B
image_quality
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
http://zuohaotu.com/Download/062011381502_06282202152.jpg
coarse_perception
null
dev
1,000,034
以下哪个是这张图片的正确标题?
null
一只大象正在追逐一只狗在泥土中。
一名女子正驾驶摩托车沿街而行。
这座房子看起来干净而装饰精美。
一名女子正在遛狗,停在一个拐角处,看着所有的灯光和建筑物。
B
action_recognition
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
description
finegrained_perception (cross-instance)
null
dev
1,000,051
以下哪个是这张图片的正确标题?
null
一个切菜板和一个放着披萨的金属锅。
一只棕黑色的牛和一只黑白相间的牛和草地
一个美丽的女人拿着一把伞站在森林旁边。
一大群羊都散落在一起。
D
image_scene
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
description
coarse_perception
null
dev
1,000,168
这座建筑钟楼上的时钟有一个有趣的特点,它们使用罗马数字来显示时间。这座古老建筑的钟楼上有两个这样的罗马数字时钟。这为建筑增添了历史感和建筑趣味。除了独特的设计,钟楼顶部还装饰有一个五角星,使其具有独特的外观。
null
这座建筑的时钟是数字式的,使用阿拉伯数字显示时间。
这座建筑具有现代简约的设计,没有独特的特点。
这座建筑具有独特的设计,有罗马数字时钟和一个五角星在顶部。
null
C
function_reasoning
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
reasoning
attribute_reasoning
null
dev
1,000,244
以下哪项是Ernesto的测试可能显示的内容?
人们可以使用工程设计过程来解决问题。该过程中的一步是测试潜在解决方案是否符合设计要求。 下面的段落描述了如何使用工程设计过程来测试解决问题的方案。请阅读段落,然后回答下面的问题。 Ernesto是一位被聘请设计新城市公园的景观建筑师。市议会希望公园有户外音乐会的空间,并且至少有20%的公园被树木遮阴。Ernesto认为音乐会区域应该距离道路至少150米,以免交通噪音打扰音乐。他设计了三种可能的公园方案,每个方案中音乐会区域的位置都不同。然后,他通过测量道路和音乐会区域之间的距离来测试每个设计。 图:研究一位建筑师的设计。
每种设计中至少20%的公园会被树木遮阴
哪种设计在音乐会区域和道路之间的距离最大
哪种设计在音乐会区域的交通噪音最小
null
B
identity_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,270
哪个选项正确描述了塔克拉玛干沙漠的生态系统?
图:塔克拉玛干沙漠。 塔克拉玛干沙漠是中国西北部的一个寒冷沙漠生态系统。这个沙漠中的城镇是中国和东欧之间历史上的丝绸之路上的一站。
降雨量适中
有干燥,贫瘠的土地
有温暖的夏天和温和的冬天
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,282
考虑每对磁铁之间的磁力。以下哪个陈述是正确的?
下面的图片展示了两对磁铁。不同对的磁铁互不影响。所有展示的磁铁都是由相同的材料制成的。
第一对磁力较弱。
两对磁力的强度相同。
第二对磁力较弱。
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,284
考虑每对磁铁之间的磁力。以下哪个陈述是正确的?
下面的图片展示了两对磁铁。不同对的磁铁互不影响。所有展示的磁铁都是由相同的材料制成的,但其中一些磁铁的大小和形状不同。
第一对磁铁之间的磁力大小更大。
第二对磁铁之间的磁力大小更大。
两对磁铁之间的磁力大小相同。
null
A
physical_property_reasoning
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/wBBG7/7/N/jVKivY9jT7Ht+yp9kXP7X1L/oI3f/AH+b/GsPVte1mO92x6tfIoUYC3LgfzrQrnda/wCP/wD4AK83NIKFC8V1R8/xJFU8FeGjuh//AAkWt/8AQa1H/wACpP8AGj/hItb/AOg1qP8A4FSf41mUV83zSPz/ANtU/mf3mn/wkOuf9BjUP/AqT/GvTfhdf3l/p1+15dz3DJKoUyyM5Ax2ya8f7V6z8Iv+QZqP/XZf/Qa1pSfOd+W1ZyxEU33/ACPSaKKK6z6cKKKKACiiigAooooAb+FIzAKSTgUjMqoWYgADJJ9K8b8b+OZtWuJNP02Zk09fld14M578/wB3271M5qKuzlxWJhh4c0t+iOq8QfE7T9PZ7fTI/ttwpwXziNT9f4vw4964i++IviS8fK3aWyf3IYwP1OT+tcnyKSuSVWTPna2YV6j+Ky8jttM8RaxNarNJqVwz5OSXOPy6VvWPjPVLUhZilynoww35j+ua47R/+Qev+8f51fr6nDUKc6EeZX0R+i5fQp1MHTc1e6X5Hquj+I7LVxtjYpMBkxv1/D1FbVeJRyPDIskbsjqcqynBBr0Xwp4h/tSI2tyw+1RjPpvX1+vrXFisF7Nc8NjnxeB9kueGx1Nc/rf/AB+p/wBcx/M10Fc/rf8Ax+p/1zH8zXAecaWkj/iWxf8AAv8A0I1yPj+8/eWlmp4AMrD9B/Jq63ST/wAS2H/gX/oRrz7xlKZPEUqn/lmiqPyz/WuzAx5q3oduXx5q6fY5+ircdgXiikeeCES52CQtlsHGeAQBnjnFVWUo7KcZBwcHI/OvcU09j6BTT0QlekeEtHXTrEXMqf6TMOSeqr2H9T/9auB02AXWp2sDfdeVVb6E817GvyqB6CvNzGq0lBdTy8zqtJU11H0UUV5J4wUUUUAcn448NR6/ozvFGDfW6l4WHU+q/j/PFeFYKk5GCK+nyM188+LLNbDxVqVugwgnLKPQN82P1rmrx+0eDm9BLlqrrozFoqe0tnvb6C0jKh55FiUseAWIAz7c1ak0e6hur23cxh7SLzXOSQ6ZUAqcc53Aj2rCzPGUJNXSOt+FN+YNfubIt8lxDuA/2lPH6Fq9i9q8C8CTGLxrpjf3nZT+KMP6179XVQfun0eUzcqFuzFooorY9QKKKKACiiigBK86+Lf/ACB7D/r4P/oJr0WvOfi5/wAgaw/6+D/6Cazq/Azjx/8Au8jySjNbFz4dvrTWf7MlaEylGdZFYlGCgk4OM/wsOnUVj1xtNHycoSjpJBWnon/H8/8A1zP8xWZWnon/AB/P/wBcz/MV1YH+PD1PQyb/AH6n6m/RRRX2B+rBW34R/wCRosv+B/8AoDVmQWrXEcspkSKKLAd3zgE5wMAE9j27VseGYfI8WWSeYkgIdg8ZyCCjfiPoea56817OS8n+Rz4ia9lNeT/I9C1b/kGTf8B/9CFXqo6t/wAgyb/gP/oQq9Xzp8yUdJ/5BsX/AAL/ANCNeceLv+RovP8AgH/oC16PpP8AyDIv+Bf+hGvPfEtu914vuoY8bmKnLHAACAkn6AGu7Lnaq2+3+R6OWtKq2+36o5+irE1ssUSyLcQzKTt+QnIPuGAP44xVevbTvse4mnqgrnda/wCP/wD4AK6Kud1r/j//AOACvMzf/d/mj53ij/cfmjPooor5g/OQr1n4Rf8AIM1H/rsv/oNedy6DdwzadGWiI1AR+U4JKqXAIVuOCAykj3HWvRvhPGYrPVEYglJwpx7A1rSTUz08uhKOJjdd/wAj0eiiiuw+oCiiigAooooAKKKKAOD+Juuvp2ipp0BxNfZVmB+7GMbvzyB9M14zXoHje2u9f8bXlpbum6xtVIRzjd907V9WJkAFcQ1nImnrekr5bTNCF53bgAT+HIrjqtuR8rmM51KzfRaL5b/iRQQTXdxHBBG0s0jBURRksTXqGh/CyAQpNrU7vKRkwQnCr7Fu/wCGPxqD4UaNFI13rEqhmjbyIs/wnGWP1wVH5+tepZ61pSpJq7O7L8BCUFVqK99kcyvgPQ4rfyYIZYh2IkJI/PNcvrvhefSF86JjNa55fGCn1H9a9PqKWJJ4njlUNGwIKnoRXo0MVUpNK912PpcNip0LRXwrp/keLVZsbyXT72G6iPzxNnHqO4/EUupWn2HUri1ySI3KqT3Hb9MU+XTmhEoa5t/OjGWi3EN7jJGCfYE17rnGUddmfQucZx12Z63a3CXVpFcR/clQMv0IzWPrf/H6n/XMfzNM8GTtN4eiDHJjZl/DOR/On61/x+p/1zH8zXzlSHLNx7Hy9aHLJx7M0dJ/5BkX1b/0I1514uTZ4luv9raf/HQP6V6JpX/INi/4F/6Ea4nx5blNWhnx8ssWM+6nn9CK6svlatbujsy6Vq1u6MqzuUjt4ka9iEQJMkFxCZAOf4OD1HuOazp2ia4laBSsRYlFPULngflUdFezGmk2z3I00m2aOgyCLXrFjjHnKOfc4/rXrw5rxFWZHDqSGU5BHY167o2opqelw3ScEjDL/dYdRXm5lB+7P5Hl5pTd4z+RpUUUV5Z5IUUUUANPavA/Hkol8bakRjAdF/JFH9K9s1nU4dH0i5v5z8kKbsZ5Y9gPqcCvnW5uZLu8mupjulmdpHPqScmueu9Ejxc4qrkjT67k+kTx2ut2FxM2yKK5jkZsE4UMCTge1a1vq9pJpF7FdSEXa27QW7YJ8yNnVtpPbaQcZ7EjsK5yiudOx4kKsoKyN/wUhfxlpYH/AD1J/IE19BV4h8MrQ3HjBJscW8TyZ+o2/wDs1e311UF7p9BlEbUW+7FooorY9UKKKKACiiigBK85+Ln/ACBrD/r4P/oJr0avOfi5/wAgew/6+D/6Cazq/Azjx/8Au8jk01+wl1jUWuZT5Alnls5drHBdWUoRjIDZB9iPc1yFFFcbdz5WpVlU3CtPRP8Aj+f/AK5n+YrMrT0T/j+f/rmf5iurA/x4ep3ZN/v1P1N+iiivsD9WLthMIVl23fkSNgYdC6OO4YAH2xwa2NClt5PF1gYAgIQiRo12qz7GyVXsMY7Dp0rmq2/CP/I0WX/A/wD0Bq5q9NckpeT/ACObEU1yTl5P8j0jVv8AkGTf8B/9CFXao6t/yDJv+A/+hCr1fPHzRQ0n/kGxf8C/9CNcB4hdY/GVyzTvBgoRIoyVOwY/D1rv9J/5B0X/AAL/ANCNec+Lv+RovP8AgH/oC13Zer1GvL/I9DLVeq15f5Fa9uIpbNQ0kMt15hIkiiKfJg5DfKuTnHbt1rNoor2YQ5VZHuQioqyCud1r/j//AOACuirnda/4/wD/AIAK87N/93+aPnuKP9x/7eRn0UUV8wfnJ1VlrdkNVtUupSbER2rFwpJimiRBkDGTyCpx1BzzgV2nwrdZINXdTlWuQQfbBryGvWfhF/yDNS/67L/6DW1J3kj1suqyniIp+f5HpNFFFdZ9KFFFFABRRRQAUUUUAeLeLplsPGPiHMjRyT20fkkZyW3RN1HT7rflWLq+p2d9o1v5Tbbx7h5riIKQFYqqlgemG25x2JPbFdX8WNLKXdlqsaHa6mGVgOhHK5+oJ/KvNuoJriqNqTR8pjZSp1ZQez/V3PXPhLco2iXlsGG+O43kY/hZQB+qmvRK+ePDPiCfw3qyXkYLwsNs0f8AfT/EdRXumj65Ya5aC4sbhJV/iGcMp9GHY1vRmnGx7GW4mE6ShfVGmKD0pCR6iuW8R+KIrKJ7azkV7ogrlTkR+5Pr7V1U6cqkuWKPXpUpVZcsUcb4gmS48QXkinK+ZtyPbg/yqZ7uBoJRcXcV0hjKxBoSJVbHy5bHbjPzHpWN1pQCSABknoBX0HsVypdj6T2S5VHsej+BY9mgs39+Zm/QD+lWNb/4/U/65j+Zq5olmNP0e1tiMMEBf/ePJ/U1S1r/AI/E/wCuY/ma+fryU5ya7nzleSnUlJdzS0n/AJBsP/Av/QjWP4zsPtmjGZFy9u28Y/u9G/x/CtnSf+QZF/wL/wBCNWnVXUqwBBGCD3pU5unNSXQVKbpzU10PE6K1Ne0l9H1N4MEwt88Teq+n1HSsuvpYSU4qS2Z9RCanFSjswrY8P69Jotyc7ntn++gP6j3/AJ1j0UpwjOLjLYJ041IuMtj2W0v7bUIFmtpVkRu4PT2PoatfpXjFpfXNhN5trM8b9yp6/Ud63YvHGqRqFkS3kx3ZSCfyOP0ryKuXzi/cd0eLWy2cXeDuj0o1UvtQtdOtnubueOGJBks5wP8A6/0ryC7+KOvzB0ijtIOwZIyWH/fRI/SuV1DVb/Vp/O1C7luHHTe3C/QdB+FeTKslsfL181pwVoK7N/xn4wk8S3Qht98enxHKI3WRv7zf0Hb8a5THNJmjGK5W23dnz9WrOrNzm9WHSgUdTWjo2kz61q9vYQcNK3zNjhFHVj9BQlcmEHJqK3Z6d8KtKNtpFxqUi4e6fCE/3F7/AIkn8q9C71XsrOGxsoLSBdsUKBFHsBirFd0Y8qsfZYeiqVKMF0FoooqjYKKKKACiiigBK86+Lf8AyB7D/r4P/oJr0WvOfi5/yB7D/r4P/oJrOr8DOPH/AO7yPJKKKK4j5AK09E/4/n/65n+YrMrT0T/j+f8A65n+YrrwP+8Q9T08m/36n6m/RRRX2B+rBW34R/5Giy/4H/6A1YlbfhH/AJGiy/4H/wCgNWVf+FL0f5GOI/gz9H+R6Rq3/IMm/wCA/wDoQq7VHVv+QZN/wH/0IVer5o+XKOk/8g2L/gX/AKEa848Xf8jRef8AAP8A0Ba9H0n/AJBsX/Av/QjXnHi7/kaLz/gH/oC16GXfxX6fqj0Ms/jP0/VGJRRRXtHvBXO61/x//wDABXRVzutf8f8A/wAAFeXm/wDu/wA0fOcUf7j80Z9FFFfMH5yFes/CL/kGaj/12X/0GvJq9Z+EX/IM1H/rsv8A6DWtH4z0cr/3iPz/ACPSaKKK7D6oKKKKACiiigAooooAzdZ0qDWdKuLC4GUlTG7HKnsw9wea+ftY0m70TUpbG8TDpyGHR17MPY19JcVia/4a07xFaeTdxfOudkq8Oh9j6e3SsqlPm23POx2C+sR5o/Ej556U+GaW3mWWGR45F6OjEEfiK6PXfA+s6I7sbc3VqDxPCN3H+0Oq/wAveuZrkaaep83Up1KUrSVmddp2p39zpyi4vbqUZIxJMzcZ9zUlUNH/AOQev+8f51oxxvK4SNGdz0VRkmvsMHyqhH0R+pZXb6lTfkvyG11HhDQmvLtb+dcW8Jymf43H9B/OpdE8Fz3Eiz6mDFCORFn5m+voP1+ld7Bbx28QjiVVRRgADAArlxeMjZwpszxmNiounTd33JgOK5/W/wDj9T/rmP5mugrn9b/4/U/65j+ZryTxjT0n/kGQ/wDAv/QjV2qWk/8AIMh/4F/6Eau0AZGt6NFrNiYmwsq8xvj7p/wNeW3VrNZXMlvPGUkQ4IP8/pXtH41j63oNtrMGJAEmUfJKByPY+o9q7cJi/ZPllt+R34PGexfLL4fyPKKKv6no95pMuy5i+Un5ZF5Vvof6VQr2oyU1eL0PejJSV4u6CiiiqewS2Zxzffb60lK332+tJXw8viPxup8bCigVasNOu9Uu0trKB5pW6Kg6e5PYe5qSYxcnZEMUUk0qRxIzyOQqqoyST0AFe3eB/CY8PacZ7gKdQuADKRz5a9kB/n7/AEFQ+DvA0Hh9Rd3e2fUSPv4ysQ9F9/f/ACe1rqpUuXVn0WX4D2X7yp8XTyFooorc9cKKKKACiiigAooooASsnWvD+n69DHDqETOkbb1AYrg4x2rWopNX3JlGM1yyV0cj/wAK08Mf8+Un/f8Af/Gj/hWnhj/nyl/7/v8A4111FLkj2MfqlD+Rfcch/wAK18Mf8+Uv/f8Af/GpIPh/4dtpC8Vq4cjBJmY8fnXVUH604pRd46MqGHpU5KUIpNdbGB/whuif8+7/APf1v8aP+EN0P/n3f/v63+NdBzRzW/1ir/M/vOz6zW/mf3nPnwbon/Pu/wD39b/GpbPwzpVjdJc28DLKmdpMhPUEevoa26Kl16jVnJ/eJ16rVnJ/eUtW/wCQZL/wH/0IVeqjq3/IMm/4D/6EKvVmZFHSf+QZF/wL/wBCNUrzw1pV/dvc3EBaZ8bm3sM4GBwD6Cruk/8AIMi/4F/6EauH61UZSi7xdioTlB3i7GF/wh+h/wDPmf8Av6/+NH/CH6H/AM+Z/wC/r/41vUVft6v8z+80+sVf5n95gHwfon/Po3/f1v8AGq83gHw3cP5ktgzPjGfPkH/s1dMaOcetRKc5q0ndGVWTrR5aj5l2epy3/CufC3/QNb/wIk/+Ko/4Vz4W/wCga3/gRJ/8VXVYorPkj2Ob6rR/kX3I5T/hXHhf/oHN/wB/5P8A4qtbSNA03QYpI9Ot/JWRgzAuzZI+pNalLihRitkVChTg+aMUn6C0UUVRsFFFFABRRRQAUUUUAFFFFACdazL7QdK1J915p9tM/wDfeIbvz61qUh+tFrkSipK0lcwYfCGhW3+p0+NR1xliPyJxWra2ltaR7La3jiUdkQD+VWD9aXnFU5SatfQ05nyqN9F0FoooqRBXP63/AMfqf9cx/M10Fc/rf/H6n/XMfzNAGnpP/IMh/wCBf+hGrtUtJ/5BkP8AwL/0I1doAKKKKAIpoY7iJo5kV0YYKsMg1ymoeBbWcl7KY27H+A/Mv+I/WuvorSnWnTd4OxrSrVKTvB2PLbrwjrFsSVgEyj+KNgf0OD+lZU1jd25xNazxH/bjIr2alwPQV2RzGoviVztjmdS1pJM+ZFt5p5SsMMkjE4wik/yrZsvBfiLUD+60qdF/vTDyh/49ivoHFG0V5HsVe7Z8qsog3eUm/wADy3SPhO2RJq99gdTDbj+bH/D8a9C0rRrDRbX7PYWqQJ3wOWPqT1P41o9KK0jCMdjvo4SlR+Ba9+otFFFWdIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1b/kGTf8AAf8A0IVdqlq3/IMm/wCA/wDoQq7QBS0n/kGQ/wDAv/QjV2qWk/8AIMh/4F/6Eau0AFFFFABRRRQAUUUUAFc5a/2n/bOt/Yvsfl/a0z527Ofs8Xp26V0dFAHO+JU059Ktf7atzeHzlCWUQ3LdTFSAmw8OOpw3A27jjbkcjPolxaTeH9HlsbK+mf7ddjS7uUizjQspChtrZMe9VUbCMFz8oAr0DUdH0zWYki1TTrS+jRtyJdQLKFPTIDA4NQf8IxoH2BbH+xNN+xo5kW3+yR+WGPVguMZ96AOWsvK1D4OzWMmoxwtLptxbtcXTYWPG6NjnJ+RTwDk8AGrfheCHR/El3o8Wm6JCzWcd0Z9KsxbgqWZQkgyc9ypzz83ArqRptkpQrZ24McJgQiJfliOMoOOFOBx04FN0/SdO0iJ49N0+0skc7nW2hWMMfUhQMmgDibvVddN3eSw6w8UcevxaakIgiKiF1jycldxYFyQc44GQRSw6rrU2p2uj/wBryr/xN7q0kuRFF5rxJB5q/wAG0MCQMheg6V2506yO7/RLc7phcN+7XmUYw54+8MDnrwKQadZiYTpZ24lEjSiQRKGDsNpbOOpHBPXHFAHGeH9Y1mSfw+97qb3K38t3bTRmGNFHk79rjaoIY+Xzzj5jgDiuuuP7X+0N9l+w+Txt83fu6c5xx1zU0enWcXk+XaW6eQzNFtiUeWWzuK8cE5OcdcmrlAGT4Yz/AMIzpuev2dP5VrUUUAFFFFABRRRQAUUUUAFc/rf/AB+p/wBcx/M10Fc/rf8Ax+p/1zH8zQBp6T/yDIf+Bf8AoRq7VLSf+QZD/wAC/wDQjV2gAooooAKKKKACiiigAooooAKKKKACiiigCvNcwwSwJK+1p5PLjGCdzbS2PbhSfwqckAEnoKydasJdQk0xYmlRYrsySSROFZF8qRcg/VgPxqxbWjWKSss91dFuQs0gY8Z4GcYzQBjReNbDJe8s7+wt2tZbyGa6iVVmhjALsAGLLgEHDBTg9KuaV4hj1K8NlJZXllc+Qtykd0EzJETjcNjMOvUHBGRxXNQ22v6pb6lPfaHd22t3NlNBby3T20lpahhxGqrKzEEhdzFfmxyAAFEmgaVqGkX899a6LqEcCaesH2e9vY55ppVbKiNzIwRAN3BKjJHyjFAG6/iN21q50200XUrs2rpHPcQtAsaFlDD78qscBgThT+Nad5qNlp6o99dwWqOSqtPIqBiAWIGTzwCfoDXG+JPD099f6gbLw3H/AGhcyRNba2k6AwEBRvbJDqV29EBDADPU10GuaZNfat4dmjg8yKy1Bp5iSPkX7PMgbB6/OydOec9qALsGvaNdSLHb6tYyu0fnKsdyjEp/ewD9336VAfFGgBXY65pmxNu9vtceFznGeeM4OPpXLR+GdSjsNKjSxVXh1XUriYB0GI5hdCM9ec+ZFx1GRnGDiSx8MXkCaYHsFUweGWsH+ZPlmPl/J19m56e9AHeAhgCCCDyCKhW5ia7e1D/vkjWRlweFYsAc9Oqt+VZel6ZP/wAIxpVlcyz21xBbQrL5MgDBlQAgkZBGf5U7TtMlsdcvJjLPLDJbQosk0gY7laQkeuAGX86ANqiiigAooooAKKKKACiiigClq3/IMm/4D/6EKu1S1b/kGTf8B/8AQhV2gDOit721XyoHgaIE7fMzkflUn/Ez/wCnT/x6rtFAFL/iZ/8ATp/49R/xM/8Ap0/8eq7RQBS/4mf/AE6f+PUf8TP/AKdP/Hqu0UAUv+Jn/wBOn/j1H/Ez/wCnT/x6rtFAFL/iZ/8ATp/49R/xM/8Ap0/8eq7RQBS/4mf/AE6f+PUf8TP/AKdP/Hqu0UAUv+Jn/wBOn/j1H/Ez/wCnT/x6rtFAFL/iZ/8ATp/49R/xM/8Ap0/8eq7RQBS/4mf/AE6f+PUf8TP/AKdP/Hqu0UAUv+Jn/wBOn/j1H/Ez/wCnT/x6rtFAFL/iZ/8ATp/49R/xM/8Ap0/8eq7RQBS/4mf/AE6f+PUf8TP/AKdP/Hqu0UAUv+Jn/wBOn/j1H/Ez/wCnT/x6rtFAFL/iZ/8ATp/49UL6Y93IZLqRd2AFEY4A/GtOigCjpX/IMh/4F/M1ermL2SS2vXigkeNN33VYgVX+3Xf/AD8y/wDfZoA6+iuQ+3Xf/PzL/wB9mj7dd/8APzL/AN9mgDr6K5D7dd/8/Mv/AH2aPt13/wA/Mv8A32aAOvorkPt13/z8y/8AfZo+3Xf/AD8y/wDfZoA6+iuQ+3Xf/PzL/wB9mj7dd/8APzL/AN9mgDr6K5D7dd/8/Mv/AH2aPt13/wA/Mv8A32aAOvorkPt13/z8y/8AfZo+3Xf/AD8y/wDfZoA6+iuQ+3Xf/PzL/wB9mj7dd/8APzL/AN9mgDr6K5D7dd/8/Mv/AH2aPt13/wA/Mv8A32aAOvorkPt13/z8y/8AfZo+3Xf/AD8y/wDfZoA6+iuQ+3Xf/PzL/wB9mj7dd/8APzL/AN9mgDr6K5D7dd/8/Mv/AH2aPt13/wA/Mv8A32aAOvorkPt13/z8y/8AfZo+3Xf/AD8y/wDfZoA6+iuQ+3Xf/PzL/wB9mj7dd/8APzL/AN9mgDr6K5D7dd/8/Mv/AH2aPt13/wA/Mv8A32aAOvorkPt13/z8y/8AfZo+3Xf/AD8y/wDfZoA6HVf+QZN/wH+Yq9XMWckl1exxTyPIm77rMSK6egAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z
scienceqa
attribute_reasoning
null
dev
1,000,285
考虑每对磁铁之间的磁力。以下哪个陈述是正确的?
下面的图片展示了两对磁铁。不同对的磁铁互不影响。所有展示的磁铁都是由相同材料制成的,但其中一些形状不同。
第二对磁铁之间的磁力大小更大。
两对磁铁之间的磁力大小相同。
第一对磁铁之间的磁力大小更大。
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,288
考虑每对磁铁之间的磁力。以下哪个陈述是正确的?
下面的图片展示了两对磁铁。不同对的磁铁互不影响。所有展示的磁铁都是由相同材料制成的,但其中一些尺寸不同。
在第二对中,磁力的大小更大。
在第一对中,磁力的大小更大。
两对中的磁力大小相同。
null
A
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,289
这三个物体有什么共同的特性?
选择最佳答案。
柔软
蓝色
光滑
null
C
function_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,290
考虑每对磁铁之间的磁力。以下哪个陈述是正确的?
下面的图片展示了两对磁铁。不同对的磁铁互不影响。所有展示的磁铁都是由相同材料制成的,但其中一些尺寸不同。
第一对磁铁之间的磁力大小较小。
第二对磁铁之间的磁力大小较小。
两对磁铁之间的磁力大小相同。
null
A
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,292
考虑每对磁铁之间的磁力。以下哪个陈述是正确的?
下面的图片展示了两对磁铁。不同对的磁铁互不影响。所有展示的磁铁都是由相同材料制成的,但其中一些形状不同。
两对磁铁之间的磁力大小相同。
第二对磁铁之间的磁力大小较小。
第一对磁铁之间的磁力大小较小。
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,294
考虑每对磁铁之间的磁力。以下哪个陈述是正确的?
下面的图片展示了两对磁铁。不同对的磁铁互不影响。所有展示的磁铁都是由相同的材料制成的。
两对磁力的强度相同。
Pair 1中的磁力更强。
Pair 2中的磁力更强。
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,300
比较每个样本中粒子的平均动能。哪个样本的温度更高?
下面的图示展示了两个纯净气体样本,它们分别位于相同的封闭、刚性容器中。每个有颜色的小球代表一个气体粒子。两个样本的粒子数量相同。
样本 B
样本 A
都不是;样本的温度相同
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,304
看下面的分子模型。选择元素物质。
null
四氯化碳
null
B
physical_property_reasoning
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scienceqa
attribute_reasoning
null
dev
1,000,305
哪个溶液中蓝色粒子的浓度更高?
下面的图表是两种溶液的模型。每个蓝色的球代表一颗溶质粒子。
溶液 A
溶液 B
都不是;它们的浓度相同
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,306
哪个溶液中绿色颗粒的浓度更高?
下面的图表是两种溶液的模型。每个绿色的球代表一颗溶质粒子。
溶液B
都不是;它们的浓度相同
溶液A
null
A
physical_property_reasoning
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ziYNPIRxj+79TUvjzzP+Ey1DzM/wbfpsXFVFyjBtHRRnVoYeU1pzNJfjcypdb1aefzpNSuzJnIbzmGPpzxXT+F/HV3bXUVnq0xntXO3zn5eMnuT3Hrnn+VcR0oqIzlF3RzUsTVhPmTPbPFOuR6BpZuCoedzshQ929T7D/PWvIb7V9Q1GUzXV3K5JyBuwo+gHArq/H4mOm+H2lDf8e53E/wB7CZ/GuH7Cta023Y6swrzlU5dkrfkaumeItQ0yUFZ2li/iikYkEe3p+FemaPqsZltNSgb9xLw+f7p4Ofof5V49jnFeheEkc+G13DgyPs+n/wCvNb4SbcnB7CwNafPy38z14ciiqGjz/aNJt5D12bT9Rx/Sr9aNWdj6eLukxaKKKRQUUUUAJXnWuWa6rJqNtIcB5WAb0IPB/SvRTyK4OTi+uQevnP8AzNa0kndM5MXFSik9jyW/0660y5MF1EyN2PZh6g96gggmuplhgieWVjhUQZJr1nWdSstM0wzXsSzAnCRMAd7enP8AOuDbxhqcczNZC2sUP8EFun6kg5rgq0owla589Xw9OlKzl8ranovg3w+2g6Uwnx9qnIeXByFx0X8OfzNaetaFY69Z/Z7yM5XmOReGQ+x/pXDeH/iLOLlLfWQjRMcfaEXaV92A4I+lelgggEEEHoRW0HGUbI97CSoVqPJHVLozzd/hXN52I9VjMWerQkEfhmr6w6B8PE8yR3vNTkX5Rgbsew6KPfk/Wu8FfP2q6hJquqXN7KxLyyFh7DsPwGBWc1GnqlqcWMhSwaUqcfee3Wx3H/C1JvOydJQR+gnO789v9K6IXOk+PtAmt43KMMEqwG+F+xx3HX6814z2zW54Q1CWw8U2DxE4mlWBx/eViB/PB/CojVbdpbHLh8wqynyVdYvRjtS8H63pszI1jLcRg8S26lwR68cj8am0nwPrGpTqJrZ7ODq0k67Tj2XqTXtFNatVQjc7v7JpKXNd27HlPinWv7NC+HNIdoba1UJLIpwzt1Iz+PPqa4s/erS1+KWPxFqSSZ3i5kOT3yxIP5Vm54rnm23qeJiakpTd+mlux0vhnxDPBdR2N1K0ltIQqFjkxntz6e1eveFznTpV/uzMP0FeAWqNJdwogy7OoA981774WB+yXJ7ed/QV2UJuVNp9D1MqqSlKz6HQUUUVR7wUUUUAFFFFABRRRQAUUUUAFFFB6UAcLcsX1W7Y/wDPZh+RxXn3iHwrdWly91ZQtLauS21Bkx+2PSu+k4vrkHr5z/zNZOu+K4NFxBFGJ7sjJXOFQe/+FaYiMHD3jxMTClOLc3Y81it55ZfKhikkk/uIpJ/KvTfA/hOfTZDqeoptuWUrFEesYPUn3NcynxC1lJdxW1K/3PLOP55rvPDHiq18QxMgTybuMZeInOR6qe4/lXFSUObcxy+nh/aJ8130urHRlQylWAIIwQe9Y8vhnw6Z98um2auecYCg/h0rA8d+KptL26Zp77LmRd0ko6xr2A9z+g+teXSSPLI0krtI7HLMxyT+NVUqpO1rnVjMfShPk5OZo+iYIIbaFYYIo4ol+6kahQPoBXI+N/B8mu7L2x2i9iXayMcCVewz2I/rXE+FfF93od3FFPM8unsQrxsSfLH95fTHp3r2G5vLe0s5LueVUgRd7OemKpSjUibU6tHG0XFqyW/keBzaVqFrL5VxY3Mb5xhoiM/Tjmun8LeB7y+vIrrU4Ggs4yG2SDDS+2Ow9Sam1X4mahNcMumRR28APytIu529z2H0/Wl0v4mX8U6rqcEc8B4Zol2uPfrg/TisEqalqzyaUMHCr70m16aHdeI9Cg1/SmtJDscHdFJjOxv8O1eSah4W1nTZmjksZZVB4khUup/Ef1r2u2uoL60iuraQSQyruRh3FYuueKNM0RvLuZWecjPkxDc2PfsPxronCMtW7HqY3DUKi9pJ28zzPSvCOp6jOvnW8lrb5+aSVdpx7A8mvRI7SKytI7aBdsUa7VFZMPxA0meUJLFcQA/xsoIH1wc1tNLHPEssTq8bjKspyCK2w0YL4Xc5MPToQi+R3ZveFjnTpV/uzMP0Fborn/CwP2S5Pbzv6Ct8U6nxM9mh/DQtFFFQahRRRQAhHNcPfx+Tq90nrIX/AD5ruK5bxJAY7+G4A+WVNp+o/wDrH9K0pP3rHPiFeF+x5l47mdtWtoST5aQbgPcscn9B+Vcp3r0TxXocuq2sdzaruuIAQUHV19B7j/GvPWVkYqwKsDggjBFcOJi1UbZ8xjISVRt9RO9e3+Dp5Ljwlp0kpJbyyuT6KxA/QCvINH0W81u9W2tYyRn55CPlQepNe5afaRafYQWcI/dwoEX3x3p0Iu7Z6GUU5c0p9LWLYrwvxNokuh61NbuhEDsXgfHDITx+I6GvdBVbUdMsdUtTBf28c0XXD/w+4PUfhWtSHOj0sdhViIKzs1sfPVdV4G0SXU/EEN0EItbRxI7443DlVHvnB+grQv08BabeMiR3l8VOCsMmYwf97Iz+BNdZ4d8WeH7wR6fYKbNhxHBIgTd9CCQT+OTWEILm1Z4+FwsFVXtJLTonudPTWptzcRWltLcTNtiiQu7egAya8X8QeLtR1u4cCV4LQH5IUOOP9ojqa6J1FDc9nFYyGGSvq30O18X+Ef7Yk+3WTKl4Bh1bgSgdOexrgm8K64knlnTpc5xkEEfnnFZ1teXFnMJrWeWKQHO5GINeleGPEba1ZPHcbRdw4344Djs3+NZQUKsrPRni3oYqpdpxk/xMnQPCzafILy+KmcfcjU5Ce5Pc16Z4ZjKaTvP/AC0kZh/L+lczcsSpA5J4AHeu2soBa2UMAx8iAHHc9/1rtlCNOHLE9TBUY021HZFqiiisj0gooooAKKKKACiiigAooooAKKKKAOGv4/J1e6T1kL/nzXj15O91eTzyEl5HLHP1r3DxJCY7+KcD5ZE2n6j/AOsf0ryHxHo8umX7yBCbWVi0bgcDPO0+9LFJyhFo+ezKEumyZi1r+GbqS08S6bJGTkzqhx3DHaR+RrI7V1/gTw/NfarFqUqFbS2bcrEffcdAPoefwrhgm5Kx5uGhKVWKjvcrePEkTxhel84cRsp9RsA/mDXNdq9l8WeFE8R26SQusV7EMI7fdYf3T/jXms3hHxDBKY20u4Y56oNw/McVdSm1K51YzC1Y1ZSSum7mJ2r0vxzLcWvgrSLR8hnEazdslU6H8efwqDwr8P7kXkd9rKCOOMhkt8gliOm7HAHtXX+LdCOv6FJbR4FwhEkJPTcO34gkVcKcuVnVhsHVVCbas5LRHhfSjrUtzbT2lw9vcwvDMhwyOMEUlvbzXU6QQRtJK5wqKMkmuex43LK9up6H4M1aSw8GapK3zizZniB6ZK8D6Z/nXns88t1PJPPI0ksjFmZupJr1iw8LPZeCLnSmKm7uUZ3PYORwM+gwB+deSSRvFI0cilXQlWUjBBHatqiaikz0MaqkadOEui/EbXXeCtRkE02nuxMRUyID/CQecfXP6VyOa6jwdZSNdTXm07FXyk92OOn4fzp4a/tFY5cK5e0Vj1/wzGU0ref+WkjOP5f0rbNVbGD7LZQwcZRADjue/wCtWa65O8mz6+nHlikLRRRSLCiiigBKoavZfb7CSJf9YPmQ/wC0P84/Gr9FNOzuhSSaszgoJOxGCOCD2NTPYWN2we5sraZvWSJWP6itDXdNNvMb6FT5bn98o7H+9VCGUYBBrpdpq550o8rtIL/VLDw5phmdFjjBwkUSgbm9AK4W5+I+syzE26W8EeeF2bj+JPX9Kj+IFy8usQQEny44QQPck5P6D8q5KvNrVXzcq6HlYrGVFNwpuyR6b4e+IxuLpLXWI44952rcR8KD/tA9PrVv4lavNZ6Xb2EDlGuy3mMpwdi4yPxJH5GvKMcc12/iK3udU8D6JqpDO1uhjlPU7c4DH/vkfnUqcpRaLp4ytVoTg3dpb+V9Th6UEgggkEdCKSisDyVc9S/tW41r4X3UzktcpGY5W7ttIyf++eTXlvvXsHhDTWsfCsUFynzT7pHRvRugP4Yrite8FXtjcvJp8bXNqxyoXl09iO/1FdNSnJxUj1cXRqVKcJ7u2pyldR4H3nWZmX7ogO78xisu38OavcyBBYTR5ON0qFAPzrvPD+gnTohZwYlvJzmRx0//AFCnh6UnNSeyOfCUJuonbY6LRbU3upiVhmKD5vq3Yf1/Cuv7VVsLKOwtEgj5xyzf3j3NWu1dU5czPqKNPkjbqLRRRUGoUUUUAFFFFABRRRQAUUUUAFFFFAGdq9l9usXjX/WL88Z/2h/nH41yCiOaMxzRqynhkdcj6EGu/wC1cxr2nG3mN9Cv7tj+9A/hP96taUvss5cRTv7yMOHw3ogk8z+zYC3oRkfl0rltf8b3Imay0d1t7aI7PNQDL49PQfSuqv5mXR71oj84t5CuPXacV5DxiufEvktGOlzxcZVdJKNPS+9jYt/FOu20okTVLpjnOJJC4/I5r0/wh4sTxFA8UyLFewjLqvRl/vD8e30rxjoa6HwTdfY/E8U5JESRStKR2UIT/MCuanNqVjLBYydOok3dM9nur61sIDNd3EUEQ/ikYKKzoPFeg3Uwii1S3Lk4AZtuT7E14zret3Wu6i91cuduSI488Rr6D/PNZxxVuvrojrqZxLn92Oh9BXum2GogfbLO3uMDgyRhiPoT0rk/Ees6b4OhW30qwtkv5lyNsYG1fVscn2HtWb8PfEc0kraPcyF0VN8DMclcdV+mOR6YNcz4zleXxbqBkzkMqgegCjFXOa5OZF4nFxdBVYK0np5ojl8Wa9LN5ranOG9FIVfyHFSW13a6/epDq+Y7mTCLeRAAk9AHHQ/Xg1g9KOa51N9dTxlXm37zuvM72PwFZwyhp7yWVB/Cqhc/jzXX+HNMia8QRRBLW1GQoHG7t/jVO18+9S2hQbriVFz7HHJNdrYWUdhZpBHzjlm/vHua9PlhTj7q1Z9BhMNDm5oqyLlFFFZHqBRRRQAUUUUAFFFFADWUMpVgCCMEHvXJ6npMmnOZrcF7YnJUcmP/AOtXW0daqE3FmdSmpqzPHPGGkSajBFf2q+ZJCpV1HUr14+nP51wNfQd/4eR2aayYRSHkxn7jf4Vy99olmJydS0uNZCfvlOG/Edaiph1VfNF6nhYvL5OXMjzHTNLudXvEtbVNzH7zdkHqfavarOzgtNMisAoeGOIRkMMhhjByPeqFmltaxeXaxRRJ1xGoA/Srgm960pYf2a13NcLQjRTd7tnL6h8O9PuJmks7qW1Dc7Cu9R9OQf1q1pPgjTNLnW4lZ7uZTlfMACqfXH+Nb5m96jab3qlh4XvY0VCipcyjqWGk96ryS1XkulBxuyT0A5NWrXSb2+IZwbeI92+8R7CtbKOrNrym7RKY825nEFuhklbsO3ua6jSdKTToiSQ87/ff+g9qnstPt7CLZAmM/eY8s31NW6ynUvotjqpUOT3nuLRRRWR0BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTWUOpVgCCMEHuKdRQByOqaM9lvlhUyWpzuTqU/xFeUa34buLCZ5raNprNjlWXkr7Ef1r6ExxWFf+H0ctNZsIpDyUP3G/wAKqajVVp79zzcXgVVXungEUE08vlRRPJIeNqqSfyrvtA8Jz2mi6hLcri9ubZ4o48/cBHf3Jx+FdNJ51m+25iaNj3IyD+NSx3AIyGB+lKGEUdW7nBSwUabvJ3Z4iQQSCMEdqK9F1/wdFqVw93YypBO5y6OPkY+vHQ1iQ+BNUeXEsttGmeW3Fj+Ax/hXJLDVE7WOCeFqRlZK4zwFbvJ4mSZQdkEbMx+o2j+f6Vv+NfDUuoSjUrFd84XbLEOrAdCPftitnRtKtdDs/It8szHMkjdXP+HtVqS6UHGck9AOTXZTw37vlkehTw6VH2c+up4w6PG5R1ZWHBDDBFb3hvwzeazfxfuG8kEMdwxuH+HvXqVrot3qDK8yeRD13OPnP0Hauks7C2sItkCbc/eY8lvqay+rwg73uVQyq8uab0INK0qPToySd8z/AH3/AKD2rSopattt3Z7kYqKsgooooKCiiigAooooAKKKKACiiigApjKrqVZQynqCMg0+igDKm0HT5mJEHln1jJX9OlVm8MxZ+S7uFHoSDW9SVSqSXUzdKD3Rg/8ACMj/AJ/ZvyFSR+G7MH9480nsz8fpW1S4p+0l3EqNNdCpbafa2g/cW8aH1A5/PrVqjpRUN33NEktELRRRQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjZVdSrqCD1BGQazptB0+ZiRB5besZK/p0rUopqTWxMoxlujCPhmLPyXdwo9CQaT/hGV/5/ZvyFb+KTFV7SXcj2FPsYqeGrMH9480nsz8fpWhb2FpaDEFvGh9QOfz61boqXKT3ZUacI7IKKKKRYUUUUAFFFFABRRRQAUV5hc30Ud9qUXibWdb0e+N1ItpcLJJHaCLP7oqV/dnjGd/Oc5rqJtfvbe9tNHsLeLVr82a3U07TCCLZnaHyA3LEHAAxx1oA6eiuAuPE91qF/oF1YQTrIft6TaeZtu+aKMjy2IyD8w4OD1zitgeLoJLfQZ4Id6ashmOZMeREse93PBzt+VcccmgDp6K5Cx8YXNwNLu7rSfs2l6pIsdpcfaAz5cExl49vyhgOMM3UZxUI8a3f2K41JtGVdOtr9rKeU3Xz8TeVvRNmGHIJyQRyOcZIB2tFcx4c1XVtR1vX4L2CBLWzvPJhKTbmX93GcY2DIO4tknIJxjABqZ/E0Vtc69HeQeQNJiW4Zt+fNiZCwYcDHKuuOeR70AdDRXIQ+KtTvZPs+n6Cs13DaxXF5FLeeWIWkUssSnYdzYHoo6c1m/wDCXedqUmt2pnksV8OSX4tHkKgushyCOQG4K5waAPQaKwbjxD5N1okH2Xd/aiSPnzMeVtj8zHTnPTtWLZ+ONQu7bRLn+wAsOsjba4vAWEm0thxs4TAY7gScD7vagDuKK5D/AITOUWbI2lk6qNROmi0ScFGlCh93mFR8mw7s7c9sVatvEGoXK6naDSFGsWARjaC6Hlyq4JUrIVHBww5UYIoA6WioppY7eF5ZXVI0Us7scBQOSSa8/sda1KXxZPq1xNOunzaNPdWtiWIVY0kTY7L/AH2BY56gMB2oA9Forzq2bUNO0vw14gfVb64utRuLZL2KWUtCy3GBhY+ibSy4K44HOc11XiLW5NDtrSWOza6e5u47VY1kCHL5AOSPWgDbori5vGOqQf2yraDGZtHUS3YW++QxlN4MbeXlmwD8pCjjrzVnTNQlu/Hl8qTzNZtpVrPHEzHapZ5PmC9ASAM/SgDq6KKKACiiigAooooAKKK8wub6KO+1KLxNrOt6PfG6kW0uFkkjtBFn90VK/uzxjO/nOc0Aen0VzE2v3tve2mj2FvFq1+bNbqadphBFsztD5AbliDgAY461j3Hie61C/wBAurCCdZD9vSbTzNt3zRRkeWxGQfmHBweucUAd/RXMDxdBJb6DPBDvTVkMxzJjyIlj3u54Odvyrjjk1XsfGFzcDS7u60n7NpeqSLHaXH2gM+XBMZePb8oYDjDN1GcUAdfRXFDxrd/YrjUm0ZV062v2sp5TdfPxN5W9E2YYcgnJBHI5xk3vDmq6tqOt6/BewQJa2d55MJSbcy/u4zjGwZB3Fsk5BOMYANAHT0Vzz+Jora516O8g8gaTEtwzb8+bEyFgw4GOVdcc8j3qjD4q1O9k+z6foKzXcNrFcXkUt55YhaRSyxKdh3NgeijpzQB19Feff8Jd52pSa3ameSxXw5Jfi0eQqC6yHII5AbgrnBro7jxD5N1okH2Xd/aiSPnzMeVtj8zHTnPTtQBvUVw9n441C7ttEuf7ACw6yNtri8BYSbS2HGzhMBjuBJwPu9qs/wDCZyizZG0snVRqJ00WiTgo0oUPu8wqPk2HdnbntigDr6K5q28QahcrqdoNIUaxYBGNoLoeXKrglSshUcHDDlRgiugmljt4XlldUjRSzuxwFA5JJoAlorzqx1rUpfFk+rXE066fNo091a2JYhVjSRNjsv8AfYFjnqAwHai2bUNO0vw14gfVb64utRuLZL2KWUtCy3GBhY+ibSy4K44HOc0Aei0VieItbk0O2tJY7Nrp7m7jtVjWQIcvkA5I9axpvGOqQf2yraDGZtHUS3YW++QxlN4MbeXlmwD8pCjjrzQB2lFcppmoS3fjy+VJ5ms20q1njiZjtUs8nzBegJAGfpXV0AcnJaeLkhubETaTf28zOEuLvekioxOFaNV2vgHHVcgVWs/Cmo+HptPn0aa2ung01NOmS9dog4RiyuGVWwcs3GOhHPFdrRQBxum+Er2wvtFupLiCWS3uLy6vWGV3yTgn5Bg8AnHJHApNF8HTWOqak95LFJYNFLb2EUZO6KKWRpJA2RwclQMZ4UV2dFAHn+g+BX0qbT4n0jw6UsmX/T1gJuJgo+U7doCPnBLbm5zxV2Xwpfv4M1DSBLbC4ub+S5Qlm2BWufNAJxnO3jp1/OuzooAwNI0u/wBN17WZnNu9hf3AuY2V281X8tEKlcYx8mc5/CqHibwrda5q1lc280Mdu6C31FJCcywCRJAq4HXKsOccOa66igDlbnSNasvEGoanoxsJRqMUazR3bunlSRgqHUqp3AgjKnHTrWdaeAprW3Nl9rRrZtDk0x5SDvMjuWZ9vTHJ713dFAHFxaFr0+o6DcXx0+KLS4pYmWCV3MpaLYG5QY5x8vOMnk1Jp/he+tNO8IW0kluX0Zs3BVmw37l4/k455YdccV2FFAHBal4ImvxeySCxnkbV/wC0beK4BaKRDCsZSTjjOGOQDjAPtWlpGh32j2OoTWGk6BY30wUQw2ysI+P+ekgUFup6KMe9dXRQBS1PTbbV9NuLC8Rnt502SKrlSR6ZHNczH4HhTxPFf/ar6SyWykt2jn1GeR2ZmXj5mIKYByM4zjjjNdnRQBxNl4Z1kx6Ppd/cWcmlaRLHJFLEW8648oYiDKRtXHBJBOSvatvxDpVxqq6b5DRqbW/hun8wkZVCSQMA881t0UAcrdeHLydvFjK8AGr26xW+WPykQlPn44GT2zxVNND8R6Xra3+mx6XcI2m29m63NzJGQ0ZYkjbG2Qd3tXbUUAVLBr17ONr+OCO5OfMS3kLoOeMMQCeMdhVuiigAooooAKKKKACuTktPFyQ3NiJtJv7eZnCXF3vSRUYnCtGq7XwDjquQK6yigDirPwpqPh6bT59Gmtrp4NNTTpkvXaIOEYsrhlVsHLNxjoRzxT9N8JXthfaLdSXEEslvcXl1esMrvknBPyDB4BOOSOBXZUUAcZovg6ax1TUnvJYpLBopbewijJ3RRSyNJIGyODkqBjPCiqWg+BX0qbT4n0jw6UsmX/T1gJuJgo+U7doCPnBLbm5zxXoFFAHGS+FL9/BmoaQJbYXFzfyXKEs2wK1z5oBOM528dOv51qaRpd/puvazM5t3sL+4FzGyu3mq/lohUrjGPkznP4Vv0UAcj4m8K3WuatZXNvNDHbugt9RSQnMsAkSQKuB1yrDnHDmpLnSNasvEGoanoxsJRqMUazR3bunlSRgqHUqp3AgjKnHTrXVUUAcJaeAprW3Nl9rRrZtDk0x5SDvMjuWZ9vTHJ71PFoWvT6joNxfHT4otLiliZYJXcylotgblBjnHy84yeTXaUUAcfp/he+tNO8IW0kluX0Zs3BVmw37l4/k455YdccVS1LwRNfi9kkFjPI2r/wBo28VwC0UiGFYyknHGcMcgHGAfau9ooA5TSNDvtHsdQmsNJ0CxvpgohhtlYR8f89JAoLdT0UY963tT0221fTbiwvEZ7edNkiq5UkemRzV2igDjI/A8KeJ4r/7VfSWS2Ulu0c+ozyOzMy8fMxBTAORnGcccZpll4Z1kx6Ppd/cWcmlaRLHJFLEW8648oYiDKRtXHBJBOSvau2ooAxPEOlXGqrpvkNGptb+G6fzCRlUJJAwDzzVC68OXk7eLGV4ANXt1it8sflIhKfPxwMntniuqooA4lND8R6Xra3+mx6XcI2m29m63NzJGQ0ZYkjbG2Qd3tWoJ/GWOdO0L/wADpv8A4zXRUUAFFFFABRRRQAUUVQ1DWdL0oIdR1Kzs9/3ftE6x7vpuIzQBfoqG3uIbqBJ7eaOaFxlHjYMrD1BHWkuLiG1t5J7iZIYY1LPJIwVVUdSSeAKAJ6Kgt54bmCOe3lSWKRQ6SRsGV1PIII4IPrU9ABRVRb60kvpLJLqBruJQ8kCyAyIp6Er1APrVugAooooAKKpQanp91ez2dvf20t3B/roI5lZ4/wDeUHI/GrtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFZ9/rWlaUUGo6lZ2bP8AdFxOse76biM1bgmjuIUmglSWJxlXRgysPUEdaAJaKgubmCzt5Li5njggjG55ZXCqo9STwBSwyx3EKTQyLJE6hkdDlWB5BBHUUATUUVUivrSa8mtIrqF7qAAywLIC8YPILL1Ge2aALdFFFABRUFzcwWdtJcXU8cEMY3PLK4VVHqSeBVCz8S6DqFwsFnrem3Mzfdjhu43Y/QA5oA1qKKKACiiigAooooAKKKKACiiigArzLxH4e1RfHNzr1hpOl+IYpLVIZdPu5FEkGO67sgZwfzNem14l8ZGk0DW7bVdInuLC+vIttxNbTPGZQoIXdg4OMCgC7beKoNN8KWlh4V09tHvbzW/7Nlhu8yizmYjeQCcEdMDgdeKsazq2s2R8V+FtXv01Mf2DLfQXXkLE6jBUqwXjqeP/AK9KmhaafgxJObf9/wA3/neY3mfaP+em7Od341i+EQdT+G3i7Xb55LnVJrKWCS6lcs5jEZ+XJPA+lAHSeFda1CLWfB+ipPjT5vDcc7w7F5cKADuxnp2ziua13Wdc13wnNJPq7qsfik2IVYY8GMMpjzgc7SM++ec4p3ilTYeF/h9qVnJLb3v2GKDz4pGVthjTK5B6cn86rTWkEPwo8XLGpX7D4gle2IY5jZdgBBznjJoA6i88SX/h7xJ4oaaSO9Om6NBIrtbxo0suANzMoBwSc4zgdsUttr3ijRrvwnd6pq8Wo2uvOkUtsLVI/s7OoKlGXkgZ5z6e/FHwci614o1RdSH2oXfh208/zOfM3IN2frWP8ME/tPx5La30ktzBo0b/ANnxzSsy2/IX5QT6cc+g9BQBoSeK/F6+Eta8RprEPl6VqjwLbNaIfPjEirhmAGANwxjng5PIx6vdanDZaLNqk/ywQ25uH9lC7jXjkn/JFfGv/YZk/wDR0Vdh8UJpIvhFdtGxUtFApI7gumaAPO/Bev6bZeLdD1caismpaxPcRarCAw2GV8xckY64zjpX0NXnPxTgit/hPKYUCfZPszQY/wCWZDqox+BIr0GBi1tGzHLFQSfwoAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPL9e8P6pD451HXrPRtM8SW9xBHHJZXMiiW32rjC7gQAcE++T+NGz8Uw2nhfR9M8IWj6RPfas1hKt3mY2b5BkwGPJ+YEDpyeAayvjC0vh3X01HRri5sLu9jX7TJbTunm4OBkA46Vt3mh6db/AAbinityk8TC+SYSNvWfP+s3Zzn8ewoAh1/WNYgs/GPhbV75NR8jSftcF2IVibacAqyrx1PH0/LX8M61qC+KtA0MXGNObwvBdGHYvMu7bu3Yz0HTOK5Tw8g1D4S+KtcvGe41S6heOa6lcs7Ko+UZJ4A9vQelS+ME+w2XgS/tHlt7uSyjtnmikZGMexPlyD0+Y/nQBDqur65r3hfSLibWXVj4oFn8sEeMBsxt052FenQ55zgVu3vii/8ADmteNZXaG7fTbKzMTNbojSSMirucqASNxzjOB0GK5W7hS2+DmoPADG9l4heS2ZWIMTKcAg+wJro/C0Ees+J/E8Oor9pS50WwMwkJJcmBSST1znnNAGlb614m0PWPDC6rq8Wp2uugpJF9lSI27lQw2FfvD5sc+nvxgjxf4vh8EXHiltXieOx1EwNbG0T9/H5gX5mAGPvADAHTqc8VvhUG1XxXIdQlmuv7JhZbATSswtxnb8oJx0AH4D0qCf8A5IDrn/YUb/0elAHqHxG5+Heun/p0avK9Rgl/4RLw3dXnhKPRrC2e0ll1uF4pJNmAA21PnG4kHnocd69U+Iv/ACTrXP8Ar0avAPCGoX/iLXtN0HV7+8u9JMyRm0kuH8vauMDAPQYFAH1MrK6hlIKsMgjuKdTQoRdqjAA4A7U6gAooooAKKKKAP//Z
scienceqa
attribute_reasoning
null
dev
1,000,307
哪种溶液中紫色颗粒的浓度更高?
下面的图表是两种溶液的模型。每个紫色的球代表一个溶质粒子。
都不是;它们的浓度相同
溶液 A
溶液 B
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,309
哪个溶液中紫色颗粒的浓度更高?
下面的图表是两种溶液的模型。每个紫色的球代表一个溶质粒子。
溶液 A
溶液 B
都不是;它们的浓度相同
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
1,000,311
哪种溶液中紫色颗粒的浓度更高?
下面的图表是两种溶液的模型。每个紫色的球代表一个溶质粒子。
溶液B
都不是;它们的浓度相同
溶液A
null
A
physical_property_reasoning
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upNNR2jcOjFWHIIPSvVWBVt9ROlc7maeSJ4rjcS0LhwM/nXZRyLLGrocqwBB9Qa8/wBOvDf2WZMeYvyv7+9dZ4duPO07yWILwMUP06j/AD7V5teDjo90TQfLNxZs0UUVzHWFFFFABRRRQAUUUUAFFFFABRRRQBm63cG20uUr99x5afU8fyzWHbgxRIgY4UY61a16bztQgtgfliXzG+p4H+feq6V10o2hc8+vPmqW7FhXb+8fzp094lpA008uyNepJpi1y3i25ZruG2B+RE3ke5JH8h+ta0qXtZqJdNXZbn8bMrkW9sSoPDSP1/Af41paT4tgv5lgmDW8rHC5bKsfTPrXn9AODkV3ywVJxslY6UrHsiu394/nQzvj7x/Os7RLl7zR7SeQ5dkwxPcjjP6VoN0rwpRak4voWiKSVlUkyEAdSTVD+1bV32LfwM3oJQT/ADrifEGtS6lePEjkWqNhFB4bHc1jV6dLL+aN5OzIaueovLJ/fb86heWT++351y/hzVpBMtjMxZGH7sk/dPp9K6V65qtF0pcrMJqxG0sn99vzqrNNJG8U+4loXDgZ/Op2qCQAgg9DSRhI7KORZY1dDlWAIPqDUlY/h2487TvKYgvAxQ/TqP8APtWxXLJWdj0IS5opi0UUUigooooAaSByegrijOJ7i5vHOFkckE9lHA/Suk125NtpUu0/O/7tfqf/AK2a4LXZWgsobdDgOefcDH+NduDp88jjxD55xponn8TQxOVghaUD+IttFWLHxNbXEgjnjMDE4DE5X8+1cfRXrPC02rGioxS0PUlrzS8DLfXAfO4SNnPrmu18M3T3OkLvJLRMY8nuAAR+hqpr/hyS7ma8sgDI33484z7j3riw81RquMwho7HHVa00O2qWgj++Zk2/XIp40jUi+z7Bc7v+uRx+ddZ4a8NPZzLe3oAmH+rjznb7n3rsr4mEYPU1OqbpUD1Dq2ox6Xp8l1IM44Vf7zdhXm97rF9qEpee4fB6Ipwo/CvIw2FlW12Q2ejtXPeK4mfS1dckRyAt9MEf1rmbPWL2xkDRzuyjqjnKkfSu1trmHVtOEmzKSAq6Hse4reVCWGmpvVGT01PPKK373wzMkha0dXjPRWOCP8aht/Dtyzg3DLGncA5Jr0liaTV7j54k/h9GFvM5HyswA/D/APXXR6JcfZ9W8snCTrt/4EOR/WqaQpBCsUa7UUYAqJ5GiZJk4eNg6/UGvKqy9rJvucjn7/Od/RTVbcgYdxmnVwHohRRRQAUUUUAFFFFABRRRQAlISACTS1m67cm20uXafnf5F+p/+tmmld2JlLlTbOd843V3cXR/5audv+6OBVlKqwqERVHYYqrrGpnT7YCLHnScLnsO5r01BtqMTyoXnL1NnzEQfO6r9Tiuf8VWDyrHfRDcqrskx2HY/qa5iSWSZy8rs7nqWOTVrT9TuNOlDRsWjP34mPysPpXTHCypvni7s7403HUpVJBBLdTpDCheRzhVFdvHoOkalDHdRwsiyDdhGwPy7fhS3z2HhayL2lsguJTtTJJJ9SSecDjiiWNT92CfMaJ3NzTbQWOn29qDny0AJ9T3/WrMg3IQDjIxn0rym61S+vZC891K2f4d2FH0HSrml+Ir7TplzK80Gfmids8e3pXNPAVLc97sq5lSRtFI8bjDoSrD0Iptdrq+gRawq6jp7qryqGKtwH9/Y1gjwxqpfabdVH94yLj+ea7qeKpuN27MkraNG0mr2wUdH3H6Dmu6eqOk6LHpaM7MJJ2GGbHAHoKreIr97S1WKJtskuRkdQB1rhrT+sVlGBlL3nZElzqtlbuUknG8dQoJ/lTIb62u+IZQx9Oh/I1xtOR2jcOjFWByCO1dX1GNtHqJ0U0eg6JcfZ9W8snCTrt/4EOR/Wutrzi0vGltYbscSxsG/EGvRVbcgI7ivIrwcZajw7dnF9B9FFFYHSFFFFAGJ4lQnTFcdI5VY/Tkf1rkNctHuLNZIxuaIkkD0PX+leh3ECXVtJBIMo6lTXIeW9nO1rPw6/dbs69iK7MJV5ThxCcKiqI4SgAk4Aya7KbQbG5cuUaNj18s4/SrNjoljZSCRIy8g6M5yRXqvGQSvbU0VeLRL4fsnsdLRJBiRyXYehPb8gK2FqFamWvHqScpOT6hF31JlqRajWpFrBm6OX8chv7OtSM7PN5+uDj+tcLXrGp2EWpWElrNwrdGHVT2Ned33h/UbGVlNu8qDpJEpYEf0/GvWy+vD2fI3ZobMuuu8J7v7Pnz93zePrgZ/pWFZ6Hf3kgCwPGh6vICoH+NdtaWcdhaJbxfdUck9Se5rTG1ocnIndmc3oK9QNU71A1eYjmkQPVWfJQqBkscAetWnOBk1a0Wwa9vFumBEELZUkffb29hVt2VzNRcnyo6qNdkapnO0AU+iiuM9MKKKKACiiigAooooAKKKKACsTxKhOmK46Ryqx+nI/rW1UNzAl1bSQSDKOpU04u0kyKkeaLRySVz3iZW+1QN/CY8D65/+uK3/Lezna1m4dfut2dexFNvtPj1G2MTnawOUb0NetSqKMlLoebRfJPU4aitKbQtRhcr9naQdmTkGrum+GLmeZWvF8mEHJGfmb29q75V6cVzNnocyOl8NKyaDbB+p3EfQscVh+Nd/wBttSfueWcfXPP9K6+JFjRUQBVUAADsKp61pCavZeVkLKh3Ruex9D7GvIpVlGv7SWz/AFFE80oq9c6NqNpIUls5euAyqWB+hFXtM8L399KDPE9tAD8zSLgn6A168q9OMea+hZ1HhkOPDtvuz/FjPpuNaLVJHDHbwJDEu2NFCqPYVG1fPzlzTcu5MiF65fxXCxS3nAyqkqfbPT+VdQ9VbiKOeJopVDIwwQa1oVPZzUjK9nc86orfufDThybeddvYSdR+IpbfQViYPcyBwOdo6fjXsfWqdr3LdWKVx2nRNHpagg7pGyB9elelxrsRVznaAK5bRLBru7S5ZcW0JymR99vb2FdZXiYmpzyuKgnrJ9RaKKK5zoCiiigBKq3lhb30WyeMMB0PQr9DVukoTtsJpNWZhN4ekU/udQdV7B4wx/PigaFeD/mJ/wDkAf41vUVftZ9zP2FPsYQ0W9H/ADFP/Jdf8acNIvx/zFf/ACXX/GtnFGKOeQ/ZQ/psx/7K1Af8xYf+Ay/40v8AZeoj/mLj/wABl/xrYopczD2cfP72Y/8AZmpH/mLj/wABl/xpDpOoHrqw/wDAZf8AGtnn0o59KXOw9nHz+9mIdGvj/wAxT/yXX/GmnQ7w9dT/APJcf41u4oxVc7D2Uf6bME6Bdnrqf/kuP8aafDtyf+Yl/wCQB/jW/ijFHPIXsYf02YsXhyEMGuZ5J8fw42qfqBWwiLEgRFCqBgADAAp9FS5N7lxhGOyFooopFBRRRQAUUUUAFFFFABRRRQAUUUUAVLywt76Py54wwHQ9Cv0NZjeHpVP7nUHVeweMMfz4rdoqozlHZmcqUJatGENCvB/zE/8AyXH+NKNFvh/zFP8AyXX/ABrbxRin7SQvYw/psxho9+P+Yr/5Lr/jS/2VqI/5iv8A5LL/AI1s4oxRzMfso/02Y39l6iP+YsP/AAGX/Gl/szUj/wAxYf8AgMv+NbGaM0udj9mvP72Yx0nUT11X/wAll/xpp0a+P/MU/wDJdf8AGtvFGKOZi9lH+mzCOh3h66n/AOS4/wAaQ6Bdnrqf/kuP8a3cUYp88hexh/TZgHw7cn/mJf8AkAf41LF4chDBrmeSfH8ONqn6gVt4opc8gVGHYaiLGgRFCqowABgAU+iipNQooooAzbnXtHs7sWl1q1jBcnGIZbhFc56fKTmtKvPH0rUdDTVoZfD9pr2l3txNcSSRSKtztcklWVhhyMkDDA4A4qzaapNrmpWGl6BqMmnaWmkx3iyJEskrBmKIn7wMAAEOeCc96AOye5ginhgkmjSabPlxswDPgZO0d8DrirFeYpf6lrOpaCklwkepQT6pZ/aUQbTJGhRZApyOwOOnWtG38WX19beH2iYpN9lmvNVVVUkCFSjR8jjMpxxz8poA72ivM9E8V6vcnRL03d9etfyRi5sv7KkjggSQcMkvljO0lckswIyRUh1vXo/D19rrasxFnqslulr5EeySEXPl4c7d2dpwCCOgzk5NAHpFFcd4ShuR4h8VSy6hcTqNS2CJ1jCj9zEQeFByBheuMDpnJpmqeI7vQr7xHHdSeaIrNLzTk2gE7v3Zj4HP7wL1yf3goA7Sq/2mD7V9k85PtGzzPJ3jfszjdjrjPGa42yl8Rapqd3pLa29pLpdrbrNNHbRObi4kQszMGXAQcDCgd+awofEV7fCbX12QX48KTzbkQFVlSRuQDnjcucHNAHq9Fcndatfx33haFLjCX0UzXA2L85WDcO3Hzc8YrB03VPElxpvhK6k1ss+tDyp1NtFtjHlM+9MLnfhD1JXJ+7jigD0qivNrvxXqthbS6dJfSNONbbTxfC082VYREJd3louGfB28LjvitXQ9Q1bVhrGmpqF8qxLG1nqlxpphf5s7lKOiqxUr1CgYYUAdpVC01jTL+eWCy1C0uZYv9ZHDOrsn1APFTXlvFe2c9rMGMc0bRvtYqdpGDgjkdeorjbCytdR8R2NxoVokOnaJDNALmNQq3DsuzykP8SrjJbpuAx3oA6O18U+Hr26S2tNe0u4uJOEiivI3dj7AHJrYrz7w7c33hfSvD+naxoEVsh8qyFzHcJI6zEYG5QOATxkMeozW74vv9QsbXTRp1wsE1zqUFszsgcbHJB4P+eKAOkqsLqBrp7UTRG4RA7RBxvVSSASOoBwefY1wlze+IYB4qiXX5CNFhFxbyG2h3ykxb9kny42gjHyhTz14rR0O5N34/vbplCmbRbOQgdsvKf60AdnRRRQAUUUUAFFFFABWbc69o9ndi0utWsYLk4xDLcIrnPT5Sc1pV54+lajoaatDL4ftNe0u9uJriSSKRVudrkkqysMORkgYYHAHFAHodV3uYIp4YJJo0mmz5cbMAz4GTtHfA64rjbTVJtc1Kw0vQNRk07S00mO8WRIlklYMxRE/eBgAAhzwTnvWWl/qWs6loKSXCR6lBPqln9pRBtMkaFFkCnI7A46daAPTqK4K38WX19beH2iYpN9lmvNVVVUkCFSjR8jjMpxxz8pqhonivV7k6Jem7vr1r+SMXNl/ZUkcECSDhkl8sZ2krklmBGSKAPTKK83Ot69H4evtdbVmIs9Vkt0tfIj2SQi58vDnbuztOAQR0GcnJrX8JQ3I8Q+KpZdQuJ1GpbBE6xhR+5iIPCg5AwvXGB0zk0AdjRXF6p4ju9CvvEcd1J5ois0vNOTaATu/dmPgc/vAvXJ/eCobKXxFqmp3ektrb2kul2tus00dtE5uLiRCzMwZcBBwMKB35oA7L7TB9q+yecn2jZ5nk7xv2Zxux1xnjNWK8oh8RXt8JtfXZBfjwpPNuRAVWVJG5AOeNy5wc11d1q1/HfeFoUuMJfRTNcDYvzlYNw7cfNzxigDrKK8103VPElxpvhK6k1ss+tDyp1NtFtjHlM+9MLnfhD1JXJ+7jilu/Feq2FtLp0l9I041ttPF8LTzZVhEQl3eWi4Z8HbwuO+KAPSaK4vQ9Q1bVhrGmpqF8qxLG1nqlxpphf5s7lKOiqxUr1CgYYV1d5bxXtnPazBjHNG0b7WKnaRg4I5HXqKAIbTWNMv55YLLULS5li/1kcM6uyfUA8VWtfFPh69uktrTXtLuLiThIoryN3Y+wBya5ywsrXUfEdjcaFaJDp2iQzQC5jUKtw7Ls8pD/Eq4yW6bgMd6h8O3N94X0rw/p2saBFbIfKshcx3CSOsxGBuUDgE8ZDHqM0Aeg0Vzfi+/1CxtdNGnXCwTXOpQWzOyBxsckHg/54rn7m98QwDxVEuvyEaLCLi3kNtDvlJi37JPlxtBGPlCnnrxQB3YuoGuntRNEbhEDtEHG9VJIBI6gHB59jVmuM0O5N34/vbplCmbRbOQgdsvKf612dAHLnwZbxrNFaatqtlZzOzvZ206iPLHLbcqWUEknCkdalm8JWIazfT7i70uW0t/sscloygmHg7GDqwIyM5IznPPNdHRQBgWfhXT7F9KeAzqdOMzR5fd5jSj52ckZJJJPbk07TfDFhpeq6nqNv5ry6icyJKwKIMsxCDHALMzHrkmt2igDndO8Kw6bLbiDU9TNpanNvZtMPKj4IA4UMyjPAZiKc3hSxfQLnSGkufs9zctcuwZd4ZpfNIBxjG7jp0/OugooAybLRIbDWb/AFCC5uR9uYPLbsymIOFVd4GNwOFA649qh1bwzYa1qGm3t00wlsJN6CNgFk+ZW2uMcjcitjjkVuUUAYGoeGIL3UJL631C/wBPuJ41hna0kVfOVc7d25W5GThhg89aSLwfpMJCxxOsI046b5Ab5PJJyffd75roKKAOZtvB9tBe6fdS6jqF0+no8dsJ3TCIybCuFQZ4xyeeBkmrFt4XsbS10O2jlnKaMc25ZlJb920fz8c8MemOa3qKAOdn8JWE63eZ7pJbi+GoLMjgPDMEVAUOOm1cYOc5NTx6AyafeWzazqrzXWN1206iVMdNgChF/Bee+a26KAKeo2Y1HTrmzaaWBZ4miMkLAOoYYypIOD+FY2leFW0pbeFNd1Se0gj8tbSbyPKK7doB2xA8exHSulooA5i18G2dvNZNLqGpXUFm4ktbW5nDRwsOFI+UM23PG4nFauq6TDqwtFnkkU2tzHdJsIGXQ5AOQeOa0qKAMSbw7aTnW2aScf2xEIrjDD5QIynyccHB755qjN4NjN+l7aaxqtjMtpHan7M0WHSPO3O6NufmPSupooAqWNq9nZx28l3Pdsmczzld78552gD24A6VboooAKKKKACiiigArlz4Mt41mitNW1Wys5nZ3s7adRHljltuVLKCSThSOtdRRQBzk3hKxDWb6fcXely2lv8AZY5LRlBMPB2MHVgRkZyRnOeeaks/Cun2L6U8BnU6cZmjy+7zGlHzs5IySSSe3JrfooAwtN8MWGl6rqeo2/mvLqJzIkrAogyzEIMcAszMeuSai07wrDpstuINT1M2lqc29m0w8qPggDhQzKM8BmIroqKAOfbwpYvoFzpDSXP2e5uWuXYMu8M0vmkA4xjdx06fnVqy0SGw1m/1CC5uR9uYPLbsymIOFVd4GNwOFA649q1qKAMPVvDNhrWoabe3TTCWwk3oI2AWT5lba4xyNyK2OORTNQ8MQXuoSX1vqF/p9xPGsM7Wkir5yrnbu3K3IycMMHnrW/RQBz8Xg/SYSFjidYRpx03yA3yeSTk++73zUNt4PtoL3T7qXUdQun09HjthO6YRGTYVwqDPGOTzwMk101FAGDbeF7G0tdDto5ZymjHNuWZSW/dtH8/HPDHpjmo5/CVhOt3me6SW4vhqCzI4DwzBFQFDjptXGDnOTXRUUAYkegMmn3ls2s6q811jddtOolTHTYAoRfwXnvmr+o2Y1HTrmzaaWBZ4miMkLAOoYYypIOD+FXKKAOa0rwq2lLbwpruqT2kEflraTeR5RXbtAO2IHj2I6U218G2dvNZNLqGpXUFm4ktbW5nDRwsOFI+UM23PG4nFdPRQBm6rpMOrC0WeSRTa3Md0mwgZdDkA5B45qtN4dtJzrbNJOP7YiEVxhh8oEZT5OODg9881t0UActN4NjN+l7aaxqtjMtpHan7M0WHSPO3O6NufmPSp/wDhGLv/AKGvXf8AvqD/AONV0VFABRRRQAUUUUAFFFcvrHjax0nV20mKw1PUr9IhNLBp9v5piQ9C2SAM0AdRRWP4e8Q2HibShqGntIYt7Rukq7XjcdVYdj0/OrOq6lFpGk3epXCO0NpC8zrGAWKqMnGSBnj1oAv0VR0vUotW0mz1GBHWG7hSeNZAAwVgCM4JGefWk1PVbPR7QXV/P5MJkSIMVJyzEKowATyTQBforPi1BpdXnsPsN2gijV/tTxgQyZ/hVs5JHfitCgAooooAKK5bR/HWk654n1DQLQXAu7HfvZ1URybWCtsIJJwT6CupoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorlNX8cWOl6vLpUWnanqV7DGJJ4tPt/N8lTyN2SOo5xWtoGv2HiTSI9S06RmgclSHXayMDgqw7EUAatFZ2tarBomjXeqXSSPBaxmR1jALED0yQM/jUun3seo6Za30SusVzCkyBxhgGAIzjvzQBcoqhqOq2WkwwyX04hWaZIIyVJ3SOcKvA7mkt9QNxqlzYmxu4xbqjC5eMCKXcM4Rs5JHfgUAaFFFFABRWdrWrw6Hot3qlzHI8FrGZHWIAsQPTJA/WuXg+J2mMbN7zSdc061vWRILu8tAsLFhlfmVj1oA7miiigAooooAKKKKACiiigAooooAK8w8RxaPJ46u5rLxXJ4c8QR26CZ5lXybhMZXh8BscdD26cGvT68U+PX3tL/wB0/wA6AIb/AMUarrng2zTVLlP7PXxCthf6hZ5jjuLYdXyOinJyRgcCpLtLLT9U8Z6Z4dlDaGPDsks0cUpkijuMYGDk4JXP6+ldSP8AkiDf9eJ/nXJ+BP8AkiXin/rhcf8Aos0AXtFu7fT/ABX4GnvZ47eB/DCRrLKwVSwXOMnjpXMXEOn6h4Hub2ZEeIeLnxI/AEThd2fQEAflWv4z/wCSffD3/rnB/wCi0pLr/klPjn/sYZ//AEOOgC9qEkumeJPGDeH8Kbfw/ALUwHOxAAAVPsvIPtVbTY9K07UvAlx4Yu/M1K+ZRqQjuDI00ZUGQyrk4IO7rjGPbjV+HH/I5z/9i/Zf+gLWP8Iv+Sha7/uv/wChCgDOl0q3Pw38T65umXUbDWpDaSrKw8n97GDtAOMnccn6egr2bW9cXRPB93rMpG6C080A9Gcj5R+LED8a8pk/5Ir41/7DMn/o6Kut+Kv/ACSC5/3bb/0NKAOG0xdY8LJ4S1q+0CWzgt7hheag91G/npcnksgO5cA5GfTnmvfq4L4t/wDJKNS+kH/o1K7az/484P8Armv8qAJ6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDy3XY9JbxxqVxpvi2Tw5rqxRi6+0Kvk3AC/KQHwGwABkE/TrWDeeJtR8QeE9EGsTJHpj659iv7u3YxRXMK4w2RjCNls9B8vak+PP/H/AKX/ANc//Zq63U/+SHt/14r/ADFAHI3q2ljL470zQJQ+gR6QshjilMkUU5xwpycZG7OPT2rW0i9tdN+IHhu5vriK2gk8IwxrLM4RSwbcRk8dOayvCn/JA/EH+5L/ACFS+N/+QD8O/wDch/8AQI6AMI2unXvgbSLy7iRov+EsaNpJOAIX5cH0B2rn6V0GqTXGm6t8QZNCyrQ6XZCBoDnZH5aglSPRMkH2rPvv+SNeIf8AsOy/+hiuk+H3/I4a7/2B9O/9J1oAzdNj0jTPE3glvCt15lxext/aSxXBk82PYCWlGTgg7jzjke1c+2mwQfCq/wDEUbTLqljqrG1mErDyR5qghRnHO4k8fyFbHwW/5G/Xv90/+hCqs/8AyQHXP+wo3/o9KAPUPiKc/DrXT/06NXleqXM1v4J0O7vfFmn6xa2n2WVdDSNIpGIAATcjFiVB5yO3NeqfEX/knWuf9ejV87/DP/kfdL/67LQB9Wxt5kauVK7gDtbqPY1JRRQAUUUUAFFFFAH/2Q==
scienceqa
attribute_reasoning
null
dev
1,000,312
哪个溶液中粉色颗粒的浓度更高?
下面的图表是两种溶液的模型。每个粉色的球代表一颗溶质粒子。
溶液B
都不是;它们的浓度相同
溶液A
null
A
physical_property_reasoning
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+rtj862ax/Dn/IGi+rfzNbFc8/iZ3UvgQUUUVJoFFFFABRRRQAUUUUAFc3r3/IVtv+uTfzrpK5vXv+Qrbf8AXJv51pR+MwxHwFda5XxDqDz3bWqsRDEcED+JveuqWuJ1mFodWuAwPzNvB9Qea9PCpOpqduTQhKq3LdLQo1o6Nqcmm3yNuPkuQJF7Eev1FZ1SW8D3NxHDGMu7BRXfUjGUWpbH0lWMZQcZ7HqYrkvFuqyCf+z4mKoADLj+InoPpiusUYAFcH4qheLXZXYHbKqsp/AD+lePgoxlW1PCy6EZVve6Ixau6ZqU2mXizRE7c4dM8MKpUqqWYKoJYnAA717M4qStLY96UVKLjLY7TxZqBTTIIoWIW5ySR3UY4/UVxVdj4i0yU6HZsoLPaIFcDnjABP6CuOrmwXL7P3fM5cByeytHuwrpxPLqHhCXJLSRHaT6hSD/AC/lXMV3Oh2TWmkKkq4aQl2U9s8Y/ICjFyUYxl1TIzCcYRjN7ppo4aiuh1Hw24laSzKlCc+WxwR9DVGLQrt5NsmyMDrlgT+QrWOJpyje5rHHUHHmul+Y/Q0PnSvj5QuPxz/9avQfDf8AyCFPq7Y/OuWgto7SARR9BySepPrXVeHP+QLF/vN/M15OLqe0bkj5mtXVfFSmtjYoooriLCiiigDm9e/5Ctt/1yb+dV1qxr3/ACFbb/rk386rrXXD4EcFT+IyZalWolqVaiRpEkXrUg6VGtSCsmzdNjxThTRThUstCGuL8Z2zi8gusfu2Ty8+hBJ/r+ldoar3drDeWzwToHjbqK2w9X2VRSOjDVvY1FM8sorqbjwawkJt7sbOwkXkfiOtXNN8MwWUgmnk8+VeVGMKp/rXryxtJRunc9meY0YxunfyLelW7Wuk28LjDBckHsSc/wBamkqdqgkrx3Jyk5PqfM1pOcnJ9Sq9V3qw9V3rRHHI6bw6MaFAfUsf/HjWp3rM8PDGhW+f9r/0I1p9655fEzvp/AvQdRRRUlhRRRQAUUUUAFFFFABXN69/yFbb/rk3866Ouc17/kK23/XJv51pR+MwxHwFdar6hpUGpxASZSRfuyDqP8RVhamWunmcXeJlRqSpyUoOzOUPhO93fLPAV9SSD+WK3dH0GHTG81m82cjG4jAX6D+taa1ItFXFVZrlb0PRnjq9SPLJ6EgqnqmlQarbeVN8rLykg6qf8KuCniuVScXzR3MqcpQalF6nDyeDdQWQiOWB17EsR+mK2NH8Lx6fKtxcus068qAPlU+vua6IUhreeLrTjytnXUxtaceVsYQCCDyKwLzwrYXEhkjLwE9QhG38jXQHpVG/1G106MPcyBc/dUck/QVnSnUjL93uYUZ1YytSbuzPsvDljZSCXDSyDkGQ8A+wrSbpWMPFtgz7THOq/wB4qP8AGtSG4huoRLBIroe4rWrGtfmq3HiIV/irJnJ63rMs1w9vbuUiQ7SVPLHv+FYgJByCQfWldWV2V87gSDn1pte1TpxhG0T6KhRp04JRRtaXqTyOLedixP3GPX6GvQPDo/4kdv7lj/48a8ssgTfQbeu8flXqfh7jQrf/AIF/6Ea8vHwUXp1PBzChCliU4K11+prUUUV5xzBRRRQBzevf8hW2/wCuTfzqutWNe/5Ctt/1yb+dV1rrh8COCp/EZMtSrUS1KtRI0iSLUgqNakFZM3Q8U4U0U4VLLQhpp6U4009KQEbUw9Ke1MPSqRLImqCSp2qu9WjKZWeq0nQ1Zeq0nCn6VrE5ZHU6D/yBbb/dP8zWpWboY26NbAf3P6mtKuaXxM76fwIKKKKRYUUUUAFFFFABRRRQAGub17/kK23/AFyb+ddIa5vXv+Qrbf8AXJv51pS+Ixr/AAFSSZIIXllYKijJJrmrvxNdySEWu2GMdCVBY/XPFXvEjsunxoDw0gz+Rrla9jDUIyjzSVz1cqwVOdP2k1ds3LPxRewyD7TtmjJ5+UKR9MV2VrcRXVuk8Lbo3GQa8xrsfB8jNZ3EZztWQEfiOf5VnjcPBQ54qxvmGEpxp88Fax0wrG8Qa5/ZUSxQgG5kGRnoo9a2RXA+Jyx1+fd0Crt+m0f1zXHg6UalW0tkceAoxq1bS2WpRk1W/mcu95OSfRyB+QrY0XxPcQTrBfSGWBjje5+ZPfPcVzlFevOhTlHlaPdqYenOPLY9YYgIWJ4AzmvMNQvZNQvZLiQn5j8o/ujsK9GsAz6TaiTO4wJuz1ztGa83vLWSyu5beUYZGx9R2NcOAUVOS6nnZbGKnNdSCtfw9ePb6kkW793N8rD37GsitTQLV7jVY2A+SL52Pp6frXfX5fZy5ux6OKUfYy5trGlrWhtNM1zaAFm5dCcZPqKwxpt6W2/ZpQfdcD867t6rPXm0sZOMeXc+ep5rWow5LJ2MPT9MNoDLNgykYAH8Nd7oP/IEtf8AdP8AM1ysnCn6V1eiDbo1sP8AY/qa58ROU1zSOJV516znN62NKiiiuU3CiiigDm9e/wCQrbf9cm/nVdasa9/yFbb/AK5N/OoFrrh8COCf8Rkq1KtRLUoqJGkSRakFRrVdtV0+N9jXsAb03jis+Vy2R0wjKXwq5fFOFRxukiB0ZWU9CpyDUgqGMQ009KcaaelICNqYelPchRkkAepqIOrrlWDD1BzVpCaYxqrvVhulV3qomMys9VZfuN9KtP1qrN9xvpW0TlmddovGj23+4K0KpaT/AMgm0/65L/Krtcst2d8PhQUUUUiwooooAKKKKACiiigANc3r3/IVtv8Ark3866Q1zevf8hW2/wCuTfzrSl8RjX+Ay9Rshf2LQ5Af7yE9iK4uaCW3laKZCjr1Br0FaJYreRP9IjiZR/z0AIH516NHEulo1dHTl+PlQXI1dHnsMMk8qxRIzuxwFAr0DRNO/s2wWJiDKx3OR6+lSWgs1BFqIB6+Vj+lXFrLFYl1Fy2sjfF42VZciVkSCsPxFoTaki3Fvj7RGMbScbx6fWtwU8VyU6kqcuaJz0asqUlKO55XLaXMMhSWCVG9CpFbGjeG7m8nSW6iaK2U5O8YL+wH9a74UhrsnmE5RslY9CpmU5RtFWYzAC4HAFZmqaTZ6ngTDbKo+V1OGA/qKxfEuvSpO1haOUCcSSKeSfQelcrubduyd3XOeaeHwdRpVOaw8NgajSqc3K+h1Y8HxB8teOU9AgB/PNbNrZQWMAit02r1J7k+5rnNB12ZLhLS6kMkTnajNyVPbn0rq26VniXWjLkm7nLjniIvkqSuiu9Vnqy9Vn61jE8maKsv3G+lddovGj2v+4K5Gb7jfSux0n/kE2n/AFyX+VKr8I8P8bLtFFFYHYFFFFAHN69/yFbb/rk386gWp9e/5Ctt/wBcm/nUC11w+BHBP+IyValFRLUoqJGkTk/EurStctYwuVjQYk2n7xPb6VzlaOuRPFrNyH/ibcPoeazq9vDwjGmuU+xwkIwoxUexq6HrEumXigsTbOcSIeg9x7ivRxXkscbSypGgy7kKB6k16wi7UVfQAV52YwipRkt2ebmcIqUZLdimqmoXiWFjLcychBwPU9hVs1geLVZtEJXosqlvpyP5kVxUYqVRRfU8+jBTqRi9mzjb7UbnUZjJcSE88KPur9BUUFxNayiSCRo3HdTUVFfRKEUuVLQ+nVOCjypaHeaTqX9pWQkYASodrgevrVmSsDwkrbbtv4DtH481vyV4deChVcY7HyuOpxp1pRjsVn61Vm/1b/Q1afrVSf8A1b/Q0RPLkdlpYxpVqP8Apin8qud6qaZ/yCrT/rin/oIq33rle56MfhQtFFFIoKKKKACiiigAooooADXN69/yFbb/AK5N/OukNc3r3/IVtv8Arm3860pfEY1/gKksy29u8z/dRSxriL/UJ9QmLysduflQHha6zWEaTR7hVznaDx6AgmuJr2MHBWcup62S0oOEpve9hyO8bh0Yqw5DKcEV2/hzVn1GF4pzmeLHzf3h61w1dF4PRjqU7gfKIsE+5Ix/I1eMhGVJt7o9DH0oOi5PdHV319Fp1k9zLyF6KOrHsK4a88QajeSFvtDxJ2SJioA/DrW54yL/AGS1A+4ZCT9ccf1rj6xwVCHJztXbMcvw8PZ87V2zWsPEeo2UoZp3njz8yStuyPY9RXfWd5Ff2cdzCco4zz1B7g15XXceDSx0qYHO0THb+QqcdQgoc6VmLMMPBQ9pFWZyWqK6atdq+d3nN1+tVK7jX/Dp1BzdWpVZ8YZTwH/Hsa5ZtF1JX2Gymz7Lkfn0rooYinKC1szpw+KpyprWzKlurNcxKn3i4A+ua7zVdQTTrMykbnJ2ovqazdD8PPayi6vAPMX7kYOdp9T71B4v3ZtOuz5vz4rnqyhXrxitkcVedPE4iEFqlcwrnUbu6kLSzuc/wg4A/CnWup3Nq4IkZ07oxyD/AIVTorvdODXLbQ9OWHpSjyOKsdd5yT2vmp91lyK7XS+NKtB/0xT+VeeaVn+ymz0y2K9E0zjSrT/rin8hXh4mPK+Vdz5H2ap4icFsi5RRRXKbBRRRQBha/bSHyb2NS4iBEijrtPf8Kz4nWRAyEEHvXWYrFutBRpDLZym3kPJUDKH8O1bQqJKzOarRblzRKi1KKiay1WHrbwzj1jk2/wA6Tfdp9/Trj/gIDVTaexKdt0VtW0aLVYgc+XOg+V8fofaubPhTUxJtCxFf74fj/GuuF46/esb1frCaUaig4aC5U+hiNbU8RVprljsehQzCpRjyp6eZn6J4aTT5Bc3DiW4H3QPur/ia6EVQGpw/88rj/v0aUapD/wA8rj/v0a56sqlSXNIyqYn2suactS6ahuIY7m3eGVd0bjaw9qgOqQ/88rj/AL9GmnU4sf6q4/79GoUZLVEe1S1TOP1Dwxe2srG3Q3EOeCv3h9R/hVe28PajcSANAYk7tJxj8OtdsdRiP/LKf/v0ab9uDD5be5b6RGu5Y2ry2sd6zaoo20v3IrKyi0+0W3i5A5LHqx9adJQbiQ8LZXjH2hNM23cv+rsLj/gS7f51ytyb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
scienceqa
attribute_reasoning
null
dev
1,000,318
哪个溶液中绿色颗粒的浓度更高?
下面的图表是两种溶液的模型。每个绿色的球代表一颗溶质粒子。
溶液 A
都不是;它们的浓度相同
溶液 B
null
C
attribute_comparison
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
scienceqa
finegrained_perception (cross-instance)
null
dev
1,000,319
哪种溶液中蓝色粒子的浓度更高?
下面的图表是两种溶液的模型。每个蓝色的球代表一颗溶质粒子。
都不是;它们的浓度相同
溶液 A
溶液 B
null
C
attribute_comparison
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
scienceqa
finegrained_perception (cross-instance)
null
dev
1,000,366
Ursus spelaeus 有哪种特征?选择你可以在化石上观察到的特征。
这张图片展示了一只叫做Ursus spelaeus的古代动物的化石。 Ursus spelaeus在大约24000年前灭绝。许多Ursus spelaeus的化石在洞穴中被发现。
长腿
圆形耳朵
覆盖大部分身体的棕色毛皮
null
A
attribute_recognition
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zWhqFul7HLdSsPLXG1WOAOeSagtYkWDYSRIZAB2yM85/CtC+hjeOC0GRGGDMF/iXGf51ta+ok7bHNXbwTyR3XzZSP5vcnoMV1WkysbJ4pI2KxoQwdvzxVDTdICXUcdykbqgZpUPRifu/UCmXNr/xMo7WA7Y25DAHgZFHKr3Y+d25TVsdAS9UT6VPJCHUggvtyfTArOmtp7O/ktb63McyJgtnaw5+8D3q7Dc6fpdgrPcFZnYnKkg4+nYU43kOtSqsU8c0mxtsgBJ4H3eaESxlnKkV6trezlVYh45um4H+Liqms6aNOvBdRT+er8vIoO1uvOT9BTjp/n2xhHmPPAN4DMOOcn371cs9RaNPI5ltyP3ocYKHpn3UHj1rS9tCUr6nORqkkjHz/KHVJSvAb0JHINMbzkkeOQOHJyO+PcVd1O0lsbh3EYNu+CxHaqbSyz+XEMiRcLG+OWU+/c54pWC4zLRwxPtJAGCPXmprWyh1RvKiCxTcDHZuf51aNmyabE83zSeaBkdx1A/n+VULmOWw1VdjFQV3I6npQFy6+k3VtL5SN5LSZZYy42MfTPr7U9rGK4iFtcyNDcAfOWUBWPvzWhZXMWrWgtb1xHcBiI5E4O8DPT1xz71fazi1DfaXf7rUIl+WVON47MPUeooK0OZutLl0nZO1uVII/eD5kY+vtWVfymScXUsg3Kd5C8YIPT8q6yzuZLSdrO9J8lhsYNyEboMeq1Qn0KKaR7M7Y9QjyUOcCZew9+KN0S9GaMN3HdW8ggdQyoHdQcsoP8+9alikTswjGdijAk6r9BXAWl1NpusS3Er7XClDGg6H0wfpXaWU7SB5YG3+btAZu4xn8MVyThys1Tuam4RShG+bOTgjr/hUdy+VjJcJgdQM7qrtJGymTJO04GR1qpdXxCkSSbYwMBh1+lSk3oMuKNkjNvxnJxQ586NW2hyeevQe5rDTWElOzJixwC54q4yAwh5ZMruG0YGGocWtxJ3JGmMhRRDtUdwc1JnICtI+G5BB6fpUIjLxZ6+p/pTk3A4UAADo1ACSZfGTgqMFt5JNQy+UsIUKoJAJO3OaGmk+YMFAb0HSq8kmUbk+uAKdhoWKQJg5ZfXHOatQt9oBDsX29AwrNIdsMvAWpLaX97uUj8+lO10Fi8QjDZGzrg84brUbfu2Odwz0JOSfemmX5zGNu7qCKkZC77g+33qQLSf6tfoKKEX92v7zsKK6TIzJ1Anf5TkselMlRUQYjxj0qWdCJnx1ySPSo9z8ZcA49a53ubrYpSxfOJFbBxyKs2kismd53KciOosKXKs4xgnI9actvKrKEVWJOcHj8abaejA0VbzFSR0Uqw5Vh0PpVhUi2GLyUEJ52gcVUg3IhEuQxOcY4NWMluCQuR17ms3voJ2IZLCwSVWhQ+Z1IJ4qQRh2DysxBwFVTjpSJEVIJmCk8bmH8hVuIomS5VlUcFlyT7ACgLjoYiW3kcd80lxMhbavb2ODSm9eMmMRIGPcjGPwo3AH5yH+g4FArEaKzhQw+Q8hSamy5IViFB7cdKlV1IBL4HuCf6VXljjZlkJjChsdcZpoLExNoxAgQgg/MaieHbEZE+/jCgn7x96fEExuQuQeoX+pqQgEggnkYbJyMVexJg3VrPcSOZ87wdpVeRxVnT7YLIGKHHbmkgjlj1aeGRgIGXMbE/pVy2xFPI5I2jgCuiCurkOWoSQBAWABJPOKlt9Oa+mEKQ5QnOMdSeOv61FHKLktGrDdjPFdRpANtF5rICVI+Udx6/WqVrhsinqVvbeH7fdMoHHyx7uox/8ArrzSeRDePdLEkQL7hGOgHoK7b4h3Sz6gkUYKwrEh4OflOf8ACuGkgkSHk/MBnb/Wh7gtrmtb217fWwS3RPN3B4nDdc9j9CP1q758lv8ANNYsHZcb/Oyd3fjGAPauXhu7qznIUyRt9SproLa4jvY/NgjYOdolLZK5HJOexOOlF9AWpNLfS2XkmTZ8w3Nxz/8AWFYUl7LPfi5dyZMna0fG0Z7Vaa5E2pMt6Q0Uvytk4x6cn86tJYTeasGlO93EPmmMxOSM8FeOgHbvihJNA20zONrc6peB5YmissZJTG6RuvPpXQQSRRy28sKg3McmETGNiDAOfqP88VgiS98yZbe3uJBCcuAAFXHqT7Vd0r7XcWjXDLuvdRkWGID+GNc5P5fzpiub1/D/AGXfwSuN8dw5WQA9Mg/4GuT1hpTqItrafyy0gLFsnGM4OO5rr/FbiFbRo0OzzYxz6kgZ/U1yGsXi2niNZiQwUkt+AP8AWjcNtDauFkl0v7PKA77CrMOPTt+NY9hA8+kE4ImTlCeuQT/9b9a1NNQobZLlmaeeP7TIoPKgnIH5ACq0XmWXiDUEbm1hnCAZ6ZBP9TTGTWM4k0KWI5IgnjkU7ezEjH4HNWdYs1n063uVjyYsqT/s4qIRC2s9ZgDfKvlyR8cYLitO3mS401kyCG4obJ6nMtDHKY2LSJLCwk3xkbio7fnXQX8pu9LS9hlAntzvEmeMA8/gc5rCmL2czNjcEbDA9x3P5Vf0OXEs2nvlkkyVJ7g8Y/DP8qlbl9DSljg1rS/tsWPNAKyY9B1/Pk/lWffRvcaepLE3dou4SA8so5B+uP5VZ8PwrbbykjAFjDPE3TevRh+FQS3MdvraQOSFbdEc8HH3l/HqKYjL1OVNUso9SQAXca4lAI/eA9/qO9U9K1Ga1jiXfmNpfmDsMBP4v1q0V/s68ltnz5MhKj2Oen4/4VSmsPI+3tIjeTF5bb84+VzwOnX/AApNXVhbHTXt2CVIZ5Ij/dIP45rNuJftTbU3qgG4k9SfQ1Jp7zGNfLl2KV2lSBnBHHI/wqpNKILd5N293kx+FZxpqJTlcyjOyX5zu2k4x6mug0m4JhnglyxiKlcjsc1zh+a5iwBgNu/AVs2f7/V7lIiQvlxr+PU05/CC3NlbtWYbFZDjoac0mOVfJ7HHFMtfKWULKgjYcbs8mnXK+QziPDr121z6GhEf3hHy/wC8fWm+QpYjcxIx25PsKXEbQgjbl+Bjg1JDHlmKqdynkp0pXGUmTLOGJU9CDT7cRgERj5s9cVZEaYDMME+pxilVlTOEPXqO1DYAwdI9+F6E57igStIq7NgGOSe9TK/mck5BH5U1AihmZcNnkZqQJo02xIN+cKBRTgiBRiPjFFdZiULpX3SBlLLyQVOMc1GrAKSkS4xwMUxzKt1OC+9Sxx7c9KQsir829W7cVi1qaoEKGXDjYp6nHSrDqpiIVtz5+XjAqPyZZoQVyUIyxHr71MsRjj8wuF7HP9M1FlcLlqC3Vo9odjJjjj5aV7TyVUM6uxPXuKihkkWIbZgEzxn/ABprXEhOdoYr0O6iwEogQAkSMW9DgVJgqoC7D6nceKVNSEhwyNvx0I4zTDemTAaIZPbJwP0pagTmLe7YbcABio9gGRlvoeaaryM25SE4HB/OlBnRioYFv0p2C45UZuASMdRjrTL3YZ4Y3cqro20HjB4FSSDG394C/HORxVHVBuRXDZEbDceuA3enFagnqTaeZmUIyl/m/h7mrsrrAsnmK3yNggdc+hqrprDckpTPORg8VYv7iZpGmtiFdsFgwyDx1rb2d1ciUrSsZSSSzz5uBtGCY1/unI6/570gMhaQbuA2CahZ7jaxncNMeS2eMVatLeW4gDltqO/AHJYk4H6/pVX5Y2BLmkOiJhRSOWHOa2LLWpFVgiHJHJBqjHBb7li3yNIzBf3RDY7HI7c96zluWstWdXQOuOF6HkfpUU5MqaSRuatA168LPGRuhBDAAllyTyPpRYaHbmEjyhLOxBX5c8f5xUEZCPuQsQPlVCSePTNdHpTQ29tJOqqkhUqrMc4raKvqzJtrQ5nW7a2e7kjuVEjxNjeeSce9Ze42Fs8cCqqOc7c8H61a1e5+0XbKFwCOCO+D1NUNRAjiVp547WPYGDS9WB4BC9geuTUSV2CuZ1w2+1llkVVKqeB0q7NeajbwzSQTRxQmCIpui3MWYHIHIxyD271z/iDVrNo47PTWDgAGSfn5z7fjXS6fY3F1dWU+oyFn8kTPEqBVjQfdTHqSckmrSBu7INTjfS/D1ro8Lu99qL7pWJ5Ab7x/kPzrsvCelKkwvrgA29pGYLRQvGAPmP4n9K4WCf8AtfXb3VncBI1KWw9h1I/U12lpqDiwtoIXIXYqkDkYHUn3NO6HYq+KLkTXdmkgBVrmMMB9Qa46/sTfeKLWzcY3zMJB7Zya2tSnW41WwtVPJkMhx/CBnr+dMnWNPGxu2wqw2rzPj1wB+pqYgxlmftnjKeRRld4gQdsICTT9adY9T1a3RP309+iKgH+wM0/wmxttS06e4jdWkiluGIGdxbP9CKZdZv8A4l6pcKwKQymYKOgYhV/qablaNwtrYknhMWmSSZ4ntEQH3Djk/lU+jqzabC6Y2t8v41Dd710OdSrZjbywD9QadoUjLpijnhu570J3WgPcq6zHtuJHPRojkj9aZbMyWFpqEYHmCPzMA98fMPxAH4itLVrY3ekTeWv7zBUHPYjn+VM0gRLotmY8MFjUjjr7fzrOUuW1ykrtmY96sOqT4cBZz5yY75p2sjzILLVRgsrKXHvnB/r+VRyWVtFrdrBdRLLC5KLu7KRkfrVvVbe3ttMktLYMsKJ5ihju55P5VXNrYVtLlTXES5WQDPmbVlGO4wAfxBwaz7u4E9hazPuCDKuqnglfu5H4mrEtwC2m3Lk7HLRSD0zxVFIP9A1OIsQ8L7gmOm3qQfxNUSy6NXhjsobeyt3hZTueaQ8k9tuOlUnneVZTIwdywYt3ByOfemvp9+EWWO2MkMmCHiIOQfVRTLcFblElQjceAaLp7BaxFJcpGinPzZwFHJPtXR6FZyRWryz5FxcN5jY7AdAaz9HtYTqzzTKuY1BjB+vautVA9sHScYIJAA6/WsasraFxXUrSxxRSKEkJyMndUeWcYMgA7ZGTSSBh1cnnqakyfNUx42Z645NYmg1YgASQu4jKkd/enOZEEXLEDuGHNSlmdUMecE/exkj2qq4mSfcScZwBikBKojkyzJtY+vXNK8JVMlgcdl5ouMxxKykMF6ZHP/16SOUFQRJ8x7MP50wIt+04H3SeV7intJgEnAOOhNMkKxyH5cljnPtTGU42rkDuS1OwM1Y3cxJ/uiimRf6pP90UV0HOZktrM1xKQ/yFicH7vX+dNdJEVUaQMSOMHOKkm8955Ap4DH5sdB6VGdgUH5mI6cYrFvU3SLUU06xGNSgz1JFNdmjADqGLf3+hqDfhXTcNpPTNTZWSIBdp55UqePpQDViwkUki58uJEHVckg/pUq2sTqHWPLjrz/Ss8F2ABEpHoGGf1pANx3mZ0YtgknvSsFi9ctGuNpO3ODj7w/CpI40RvllL8fwDI/8ArVjrPIspKyLJt7Yx+verlveNJlWIQHncwxihphY0Bhm2xDt831ppUO22TPHXnGKrCdBlVnDjBONwFUxqNtIoHz7z/D1P0qdQLzKx3JEFkI9OhoUyM/lyGNEIIOUzmqjTyFjx5a9s4zSrKVO5yTjqM/0phYyJ9SvvD2pKsirLYlsBgOVFdSTDewC4s50eFgCGB6+3sazJJI7kkhlxjhWrPFldabL9r0hxubJktz92Qew6ZrWM1syXE2ms/tZVEJBLhTn8ST+QqvcagYiWClbcHYBjBVQOAPQnB/OrukxSzaVdarIvlp5JCo3uQp4/4EaoRSxzwzrIBhpMj1GOM0qiaSLpJO5Sk1CaSV5FtIY8p0TI5zlec+tSuZby3F66qkwJSRVbdtI6HPcY5qq9tJHA6RHcQVAx9a6jw3ZI+l3DTRqQHKhD3yAD/X8qcQqIz9Inlht5pN/zqNyh+c+341ea9eeNShYBjuZQeM1FaxxiNogMhCQffHSnRQxyWyZVjCshjKLweRkVbTWpindkmm26Xt+rSBPs0Uiu+7ney87Pp0yfwrndfC+IfiSLdQzW1vhX29ynLH8zitoOljzDJiNWyAeO9c94akaTUte1RZOIY3KEnpubnFKN22xuxV07TLTUvEF4Fi22tpwi45Ylu/51o6nqLQ6LezDPm3J2J/ujoKi8Igppt3duV+aR5D83J2qT/OqtxG19r+m6aozHBGruufbP9RVp2uxD7yP+ydEgSDmZnEMZxyzAfN+ZYj8Knm16XS7a3iv7Xy5Chx5T7t+DjB9OlN1ORLnVdEtznbvaVuc9XJ/pSbhJ4m04PEJVWFmKEZBHJ6Glew1qJpEk9xqNlcuCbm/LMOOFjBwF/EnP4Va12cfb/EMiMTsjS2jYHrufj9BTNHvBB4klvNu42tm7wp0O44wB9M1nWsrXsIUnc1zqiByfRQMf1p30YjtNPhkj1eEQtj7PZuM57Bf/AK1YfhBTcXWrX7ktJLKRknOeck10lpgSXEwj+YWcxJ7DI/pzXPeC9qaTLztEszHdjtmspP8AdlL4ifVS0djfRPjdJJHwPcE8flUGmqY7V1Zvl28H3Jq/qXlzLNIRk+Yuzj0GP8ap2MtithKs8pSVCrLuXhl7itYfAiZastW8u9ZBg4IFU9GlMWmPtwpt5mjUFchuadZlZ1lS0beQvJDfdIqvpQME2oR3AwyP5pXHBBHJqKi5tiouw/Wv9bpN05A2TYkx2AOMUmtSfubwdMoAp9Rnj9Kh135tOsgwxvnOBjoNy0y/dphcE8koufruA/rT5Xe4XWqMifLaNDv5JkRwfQEEf0NSqzNcGYEFbq3cMR3baQRRMZbzQg2xFEFuF+Xr8rDk/wDfVNtC8ljbR5O4XGFGOMN15/GtCDY8PyGTSYMs5Kkr06Y6VHrFpHZ3dldBdokl+fj354qPwrIPscsJGGSY8+oxV/VBDdTIzSFY0UhMnqx7/TArBX5y/slC4VDbW11C2yVFKMc4+YNWnpvl3UHmOSFycEZAJ71lG5to42R45HwMR7flG49SWPtTy5tCgi8p1YZKqflX8fWtKkOZaCg7G4uxDv4A7DHBphA2qWHfqD0rIF/dzOIYxEoAxyCSa07O5+2RBhhXUFJMfp+Fc7g47mikmSJM8alAOCBjBzUnmPJESmMg/L6j1qsHMZ28D0JIzSl0VhvDHPBxSsMezsw+cFe/XmqxaR87AzdAdwAAq2sYcBVGQo5I4zUHlbCAQTu9e3400wFL4UgjOemRSmPcmV6U1nK8ueg4XIPNRBgVxznOQM9aBWNaNP3Sf7oop8P+oj/efwj+VFbmRlXcrNOyISCCc44zVbczSfcdTjqTVpnP2iQPtPzn8Bmn+XHI3ytx0GQayejNkymcZTYSfQEU6RtrhVcqR945p32SZGK5jJ3ErubpVW48wzgtsDDg45BoSBu5M9zIFzvTPQkqRxUEoEiqQeCeSOFB9qsIR95jub1OcVGztIzgg4PtRqCFitUV/wB4DIR0D4wPoBVv7OrHB3Z64Bx/PkfhVeIjcCQWPpVqOQOTtXacDjFQ2wJPssWMFYyPRlz/ADpxEZBVkGfWkGeBwAT3H8qY4XaUJJO7KgDk0rCFWMOWEWcdwTStAQ3AAx2OTUWwphZOM8j6VLG5jUsMtnjBbNOwXIpzK+EEbH0wKaizwphovoC4BqysrsNoGzvgdxUT3UQmEW1mkPAXHc9KavsFzW02Qyp9kaMlHiKOqsM888/iao/8I7Kk8hhYOhB+VmC449c1oaYkUloG53Hrk4INdHbKzRhVTdu6DH61ulclu2xy1l4fldRHcyFMyZzGc5HoK6OaK3sbKCC2UxxA9DySfWt6PQJpVEpjCRKcu+fesy7sZLi5hijXfl9iAkDjsc1Ti0iXK7OWtdK1C91u4t7KEsTlj6Af5/rXQ+INIh0LwzG9jMzypKp81l++wyGOPQHIrXsoTpl1eKxjVQ/3tw3MduNq/wDfRP4VjeKr/dYJFI+9kxjHTI6YpxtykO9zzfxFcfaLy205JGCb98zLwQgxk+3WsvTj9i8Nav5TFVeVlGe6r0H5kVDHfu/i2RhgqQ0DA8gjvn2qS5UJ4YaPLB2vCjDvjg0tijodMtxbeGBGoUH7MzE98nms/wAMxPd6zqF6QCeEGQfatwqj2scMbnaV2N+IxWT4bgeMX3zEYmGQRz04rK/usq2pQXdL4lsVbJKJjjtjNW7dUbxOvysQtmSpz0ytRWULR+Low5BAd1/9CqxErxeI4MAZa3aP3+VyP5AVVwRSsLfzdWv4UfBa3AVunpT307+x9PtYfNDTLOs5YDochf5EVOhNh4htiUHzKYNwH3+6/jV3xCd9jK0MfmybcDjDDkc1Llr5MaWhYvtQe00PVp+FZYhCGDjq3oKpaCkltokI8tsFd3LDrWX4hkkkSzsGwHml8xiO4PT+VdPb7PJitQCNqjcewA4/U4pyXu2BblG61eGyvFt5I5JXZN6bF3Hce1NuSbry0MZjIHKsPm56c1uNbJZXEckKhy6fN6j61DfCKPGxMHAOQMe9aJ6E7GJods2hRSGKYm5nyHDjCMB6Hrnn9Kq6dPeXGq6u8nzIYvLZ1HAPoK1GlW5JjQf3lJ9Mgisfw9PmznHmMHupx8o6Yz3pPQNzR1yLfZqejxwmXb/dO4cfpSXMQZYVwVaZlyPYsuM/lUWrzbodXk3ALFHFbgepOS39KZZ3jzyC6fhRICB/soh/qRVLYXUpaXC62V+POBidJ4yvuBkfyqCyDeTZxn7vmtKeegVBz/KrOh5bRrxs95XJPoEbP+fWsiG+W2tijHMgttkfsWPP6cUlcGbnhlUSymnbrLMcD0FRatcWsT7y6sEJCoO5qiL4Wtr5FsGRcDLNySfXHanaRaRXd3JPOQwiACgn+I87vpU2s3Id+hBJHdRqks6eX52HRAx6dRxVi1nIVo24OB1qxdypc3gCEkD5QxqtO6m7VEXJRcN2HtWid9yep0FhbwvbyNcHBA3IfeoNCdp7i9ZR+6VlUf72D/iKdZTwC2DT/MI16D+I5pNCMI087ULb5nPHXrxms6j0KjubTRDBJxgdc881VhZJJmC4cY7r0qZcMpJYqM4xmgqS4VDwOoArmNLiRkJHg4B/3qbMsqyEoQV6nafWpBAjZLHYf93NRlPKYYKOB/CvB+tA7jZpfJiYnDbf7opB5MkPmAAOe3algETxSqw2ljnlhjFQyrbIHVWYK2MAdqdg0NiHZ5Ef+6P5UUQ7PIjwmPlH8qK6DEy2t4zcyly2WYkc8daYVUDODtHQ5PFFzj7Q5D4+Y5wMY5qvLIvBzjHWob1KsSFA7As0hB/vdPwp6xIyYGAT0J/rUKXCD1OOg96V1eYnAZSAMr0BNFwYySJYySMM3sCaascp/wBXtU9fQ/lTVhkLbXIUHjJOeacnE24PkKMfLxTuMJZGVyiO7Mvc8AnuKegJwQ0gP8QHakAfziAcnP41ahPlK285LVLYynLfzIiqC3XgMKtWxd180SFW9qrShJJWhX733lY9/anwnYvU4HbvQKxeSRMAuSxxk5Of5VBLKrgNCMEkHCk4A9KcWVo2Xbg8HIqByrviNQqg87qEFiT7WWUJhWz6HNX9GtcanZKBuJuYzksOm4Vl7Y1U7GYn26Cp7aQRvGyTFZI2BGD0Oc00le4HrHi/QrG1lku7ODypfKLsin5XJYcAdB0IqnYWlxFqE0DwSSJDa+dIUOBjGcA+vXiue8f+M3m8B2lzav5d7dubaUDIIwDuYfkKxtG8VavDpR1hJ2eSe1+zkuOA4UgH8CM5q27O4o3eh6Vb6pJqOoW+mNOqW13pwvIWVhnaDtwF65HfP9K5Wy8Yafc/2Y32mKS9j1EWp8j7kg+bEgHUA4HvzXCadpDw+HTqV5cTmV4mt1USHCjOcA/iePer/g3wYmq2GqXKCYJpsHn28qttzP1XP0AOfereupCR6H4ovQmvyoiskcixyFSoHz4I/PArgfFOqeXbyvv4iTKj1bsK2Rff2sEuZHPmMw8xOmzaMV5v4x1JJb37DbvuVGy5HduwpLUHoVvDFsJ7mWaUMQO/qT3rS1WJo4MqRh3LsoH3HXr+Yqfw7A1tp6+bGQG6Y6mrt5Ckrh9vsw9vWo5/eLUdC1GyPAspC5IDK2DnP4VTt1e01aby2Ki4XePw/wA/pSaezW8DQJtEkJ5THVTyGFLd7m2SYBki/eDaPvKfvD/PrULqin3Kt4ZbXV0uujJKrkexHP8AM1Le3Rh1SG76GNwceobg8/WpZxHex4AIM0RjRj/eHI/MZH1qlPvudPR2QKwBgkBHI9D+Y/WqsSaepQ/a4jLACs4wy4BwHXkdfbirEOpTXsSNDb4aTjcT37gmoNOu4p9HTc7K23aw2/xD3NRaRbXStdh1CqJcxdO4qGtLPoO5LLpKyXC3TojSQDhQ3y/n61nareS2NsrRM5lmkAKjkADoM/XPHvXRzv5QCugfruqmlvDNh0VV/iO/heeOaE9bj3RestSjkuUlbOXGCjnkGk1Z9i3BmLBc4j2/0rm4tX+0a1MqQgInR1Hy5HvXRauDPZQSDJCHPJ9q2ilczkzl5737DYzShsOFPPck8U/w06WWivd3KDyUy+T/ABH0/Cs7ULeS7MUESEl5Rux0AA5PsBmrF1KkqWum5220JDzEf3c/1qpbgr2K2oTTtplvFJGVkvpWuXOeoPQe2ABVhMw2V1Hnm2tskjoWZulIXM8k+uzqEtov3VuuMAkcAAeg/p71DeGS00MNK37/AFB/MKdTjPGaGJFnS5PsXhDUJXXIeNYkyOpYkn/x1Sfxqv4fs3uLqa8eENGF2KHUc07VZLhdG0/SVjAUy+YGBGWYqFwfpg/mfWt+3svJiSIOPLQDp3NRKVlYuK1uc9rNhHDc5jwsbgNtHQEdRTLcsYGCnbxhscbq6C9tVkt8IuXQllGOvqD/AJ61zpaYTPaQRBpA3zu3RKcJJoUo6j9/kRqiJvuZT+7QfzPpVq9jkt7eFZFUHCsWHdsEE/1q5pulrbBpGYzTt9+X19h6VHrkEgMLbRsUkfn/APqpc95WDlsjMmnaKM+67q3tGBh0uBMBSFDsR1OTXN3w3RDtniuvt4V2qi8YXbyOOKKuwQJUYSHbkccgGmpIrruLncpIIHB+uaRotwA+TA7Gomg+bgBfq3FYaGpOGyc8tnvQSxYZBdfQnpUCkK23cq8EnAzUXmvkhZCACeSORQkBJLOhYrjIxkgjkfSolL8FUIB7nilEsvItwxK/ecjGc0x7gR/IFzjjJNVYDetw/wBmi/3B/Kilg3/Z4v8AcH8qK1MTMuI282TDAAsc1AbRGTcxZmJ7VJNzcyDcfvn+dRyT7WwV/Kod7lj1TylyIdoH8TgZqGRnJJAI3HJPSmCZ2bJX5B1HepEXJAPrzk9qWw7Ee4Z2biWA44qRLdkVipALeo6VNsRUbA74zSYXeScnjt2pBe4yNVjJkbBJ4yO9DEkoVJGPalMaiPhT1z14pZB94FWyTxtoGiRGzwzc44O3OKgJZHdZMk4BDe1TBtmMqAPXmlmCsfXjnFICFWA9fy61Kzl0wFTH+0KqAlgW2kt6H/GlG5j8yk56AHOKY7FqPhCj5I/2eFqEQrHMN7IWYYAHanpE7DjcDx24FLMpJJUAkdTTI6nXeG7TS9f0+Tw1rAiIL+fagttP+0obsT1rSuvAWn6fpsFvaXLQRbAQHUuNh5JGOpznNefiZGgCNkSZzkY4PatzR/E3iTR8efJ51pEm8usW8wr0yVxzjjkfketX8USXozR07wTLLC8E9+Li0DmRUgUkHnbnB6DJx+tdalyvhvQ9R0828cf7ohTGcAgg5YevUCsa28eCXSzOsgWyBI85PuZPY44yfr+FcV4l8eW2weWVnuASFIbp6Z9Pwo16A0upk67rL6RE8EL7rm4iBwD9zqMn8Oa5HR7Fr683y52A5ZiOpzUDvcapfmSVi8krfMR0Fdnb2sdjZpGgJcj5jim3ZAld6mygijcoo3IBximyqHXaF5IIxVWJZTyq7S3vVtePvHLe1c9jUw0jFtfmUqSYxtcA8kdj7itSKESgvFIDg/Keozj+RyahvrVriMJErRzAkrIp5z6f41FokF1b2wiuJwdzfeQ8gVbd9epJI1vsKojBYJDmF26xv1x+dVJNRgfVhbSxsrTACQY4LD+Jfx5q3qkNy6SGzmwWw0kT/dcjuPQ+9Wlj82OOWS3QT4B6biD7E1XMIy9ED217dw3MTCAndGSvWtgS26MDGSpzngEc/jUnmyIo3W7Ejj5TThdhQN0UiZ7FQamTuxWKzEu2Tl93c0luhickKRnjrxU/2k5zHhiDyMY49qlaQSEF4gpPIG7vStpYdxh0+3SGYRwqDIdxIPU+tPV99iiMAQRjkf59aYTcbRnAG7dx6VYtAZ4NmSSrHBPYdq0prWxMtrnJ6vNNYwGSzQeY5MRHfDe3foKzIomjjYTSgSTDdcMf+Wa9gK3tcN1pySXUOA8eSCRnnOP6/pWfo2lJfSvPqD5gii83yB/E3bPrW1rk3M++u59ZktbC1TyrKFSsKEY4ByWIqxJYzzarCZz/AKPEo27j1ptmjvq9zMq/6sbQuOOa0TNhRkKc1LdtEXFaXLrLHM6yeX8y8qTzipkmC5DnjFY3mtv+VmX261a+0/uUQjJ7msuUu6NISRFd2/J+tRmOLa52Z38k471Cg8yNcMF/CkZih2M4I65xUWKLkSqFYAMQ386oa4c2RyMESrj8jUqM27dG2OOxxVLVZJJLLD7siQYJHFOK94mWxkXgAQEdMV1igywLuwoIBPOc1y9wu6z6c4zW/Z3UjWiYkOCg4UjPStKq0RnTLK9TsK9fzqKRishJUc9MdKhWdnmIA2gdmyc06bBY/MAPQ8VlbU1HOc7WJ6d/WiQkkHII9x0pjNHtAAyRx1/WptwEPK7s8jtTAYAsZPclh78UjqpJ29QRjIzmnE7UBAOT2Bp42k8kL6c0h6mzH/qk/wB0UUQ/6iP5/wCEfyorYyMW5VzLJtJA3nr9ah8iZsHfgHrx0+lLdStHcS7ME7z1HvSQSG4LeYAuCOx5qHcoYQEB5LeuetKJfkJ2ZAHPFLIQm75xjGSaFlAywAMeeopWGyygVgHY5BHIHao5HQvgDn3plvKJFOwhk78fzqZmV1LbQCOgqQSGbgRswAT0w1S+aUypTdx1B6GqwxnzCyrj1qVGDhiWDbuhA6UxjmLY+ZKiPAPztn+IYqYSBSVOCe/rSFzywQ89eaQDYpuNqAbW7kmnJ6NkbcFcGmAYI2An2NNDBBl2Ib+VMC2pzGMMAR/ETzVVplYkB8tnoOKduIXqucZHcmovLjEzzBWC9eTnrQhWJ7SIPdx7ehbOK3dVuVtrX7OnEkhDtj8gKpaRFCZGkDHCLkKw70lyhuLl7ibAEa8Y4B9OtdNJWRjN3Zw+vzgCSNGdEeTcyIx2O47lemfeqFtoV/cYIh2Rt/E9aE9t9p8RQ2RKkKQXx0BPWuvWP7OCu1QgA4HapnPl0Q4xMvSNItbBAsih5SPv44zVvyI45dzFvm/hXofrV1TDLC0mcjd8jFTxTEdSTiQPkdh0rDV6mo2VZ8KY0AUAcZx9akXyjht2R2XqRTmLMi8fIVAIPWkNuu1QWYMvPFJgmRXE8aEHY5Y85FQRy+YWCLkY6UOrl8OP3YHSpbNI/nCkrjHTinoN7Fclty7lO7oCavRy4XoWNN2CQHeykj1FNQeSqnOS1BDdyyspYEEEZpwKYLAkkdapecxcYyAOtDyov3JOR13UuW4F1lt2Cnv2OOR9KgdyjfM+4A8YGCKS0vvLDJxscc09RCQCcccjJp2EQmRycg5/Cr2nykiVMDO4MfYVA8ic4ZeelJazCO/mAOVaLkfSqhe4S1RU8SrvtZFPdCDz3GaisLlLfSBK3Cu8aggdupq5qCC8sZQnMh5GewI//XWSI0Hg60KZDEsxGfTAro6GSRJ4dFuLe4vJyW8yVgAe4HAq9d2kEyqYh5foCOMVQ0dUGj224BgVy2R0OTmtd7iIxLFszjqf8K55PW5tEyHsVBGM4HUgdaiMLxkZT8a1SyqowOnuOKepymNpIPX6UuZjMtYg2OwPPFOeDEfU1caJVbaiZUtxz0qURrt+YA/Sk5MehjwJuckBuBjJPSm3m77KFLbkDjmthYrZVwGPmEkAY4FZOpRyo8VucZdsiri7sTtYqyw74ieoKnFXLFy9lbgggBRk49OKHniEXlFdpHAIp+kSlrUwts/dkkZ7g81VS9iY7k7JGBuCsCMAkZ5qF5YjKRjn/aUkVaxvjPGM1WMLqD8u5fbqKyVjQjkKsRtAPfp0NSQuzjac5HWnxrlVY8djQQqAEHax67aYxd+6QIoOOhY9qY0bq7YnUKCQvy9aaJAzknJwccjipIVaRWYKuOgBNJ6C3Nu3RxbRZkTOwfyop1uP9Gi/d/wD+VFamJh3ex5pgwG4SNwDknmq8UZXc5jxn5uTVuaN4rqYhQ252YE9Rz0FUpph5waIgLt2tx39MVPXQ1RK0pEWwhVyOw60+1nMdu4ULlj021mv56SYYbgOTinx3LR/KME/y/Ghx0FfUslZAS0blW7r2NTJK0iqrcOOoJx+NVxcfK2cNk9R0/8A11IixOQztwvYnmlYdywNvlkMAfbFMU8iNUK9xzxSiVBwpBHqKbiRm3q2FH904/ShIGWl2kLuIBI5J6ikuH2GM7uO9RCYFlByD6kdaS6Ludm0spI5Jqba6h6EM1yPMVFkySfWpWQ+amw9sYqskJjfLbx9R0q7GwWMFmU7vuqDjB96p+QA8E8eCqqAB69D6UNPbwyrE5BkYjLdhUsM2S6ucY5Jz7VQiszdGRiQUU5O48D0pRVxPQ6LSESYSSAgBuMj1AzVDWrlrXTisRHzNg1bs4ns9LLIp3ISxBODz0/SuU1i6kNvIGPTcxP6f1rqjorGEtWVfD8Bv7+5unYgg/KRW5cyXDTKUiGEIAZjWN4ZuBbWUhOMtngVrtfqSP3T9etYyvc1jawrzXEhKttPfI6GmEzRYB8v/d6GmveQM2MkH+VPidJA43bu/K4/U0tUVdMnt7p1AXy3AHGM9KvNIdjbs8dAOKzVmiRBsfc443eopXnUpkSKSB92k4tsNCeNHRizA7m9ecUqTItzIoBwfUVBDcySpuQDPQrnmpcGRyzExsOg9ahoe44qZXx2PNSSMFkQEMwHTHQU5CFHyupOAOetIR82/I/CkxDJSGXdsJ+g7VTkTP3Eb8avPPtyCCM8ZxVWVyZNo5wOeMU0FiDzVhAVgSM88d6abuPJwwB96cSrsNwG0dqX7MjZ2Ii5qr9xWK7SrksEyfZutXNPkZryMFcGQFAPSoltAjjfhx6VZiMcOp2ToMKJBuHTHNVFiaLskZjhaRcheN2O/SsOBXbw9ar1I8zcPq1dJqCsjxW6qEBK9O9clFdBLD7MrYlRyGBPbOa0ZKNHSGIhMIJ+VjgY/hNaTjfhSFUjuhwaxdEmP2q6lZf3YAjVcdT1Jrb+1qo4twCfUisJrUpbDDHJGpG0sDyNxpS21fnC5PQDpSi9XdgRYOOWbgfn3pgdHA3LHuPQ5zkUkMrSttOf4ieD6CneduRlRiGB/OpxGnG6JMHuGp4hjkYRwxNuxyaY7ldnkkDYaPIXkjqD3rGaZrnUAzk4X5Qc+la81mUUggjJwSG4z6VhSqYLhlTja3y5/WqgSy41m8i7l5JG8E+lVreVYrglh8rfL9K2YZ/+JbHKiB12bc4PH1rm7uXYpEWTK0nyptz36043d7lSSVrHTKNgAOc46Ux5BFC4JKnHXPQe9N3lkjkb5m2jdz/Kqsrk5B5AP3euazSKYyS+jY4QEoD1ximG8I5AJPqTUkwWV22gDjvUC2/70bjnsK0SRLv3HLO+VbaoGc7qsQ3SvMdjZY8niolgHmMjEDBqe2iVZgFIZj3xgUpJWBHRwPm3i/3B/KinQxYgjHoo/lRVGZz87AXVwpO0Fzzjvmq8m1MKpADU67kxdT/xASN1PTmoSVlYlyBjpioa1NUxZFJLMh3ADBHpUUSHZtB4J6GjcJJcoP8AGnyxr5ZdQFZT94DkU/IXmQ3UTKRgn8qRCM5cHOP4qsxYu1CFwXx1PeozbyRNt3cH9faqv0Yra3Q2NzGxdGDY6oP6VfS7Vwdy7X9Kp/ZssCIirdMZqYQkdAGkHHTGKV0CLH2hnXb976DpTBkSlThlHOTwc1AwmVgmeD1xUiKuC2SQOMH+lDegJEkkuYiQzjJpjmMxkyMNx59xSyyKVJxwD6VEIEuNjlCSSM56YpJajbNDTtLvrxFkKqtseQWPLD29fxramtrO1xbiaMmFdwjX7qn3Pc02LTmWJRHI6pt+4Dwax7hkt7mQeYnm5wQ/LVrbsZ3vuX7qY4dSOSMgDtXF6uzGzuARjjA/MVrXdxc78iTJPt1qnNpl1ewlM5B4Y46U2ySSy01Us4QSGZlU4HbNW4dOsw7Q39w9tnmKXbuG70I/rU8QRrZEIzsULke3FRmEKzeZEzoON56j8O9ZqTNHG5RmhZJMI8bqCQJYx96noZnVSGzsPIAwR9anaGISKm5x6en50kscdvcKVJVHyrt6cU3IOXqTQxxTqcqoY9G71KdORB5xYu/YLzSRh4E2uSyDjcRgVOgWOIYLZc53A8AVm32LIXtfO2kLtYcnsabJDtlVSXZ8ZBHYVZS9VvkRldl5wtNaR3dAHGWXkkYNTdoCuY7lSSvIHPXNPhuJHiIZQcetSYQMdxAYHoO9MYyOAFwFI45AFNu4iZVXaM9Ov0ptwF8pjwTt64pirIwC8dMcHvUiwHB37VwPmxU7DsVYoo2UswUj+VWFjU9GKjtSW8iSFvnCqOmelS7hJMsYZOe+elDYWGLH8/QEDqTUM8PmzRZBHBLVYeXHnINpYDP1p1ir38sSRbmZ8DGOnNVBakyVjS12E232KctgMiPgjtkD/P0ridXs7eVEuyxTYoR2A9uP8K9V8Y6Q0EEOQ+0KF24znH8uhrhoLJZrae3ccMuPmHUHmum1kZXuRaMLdbC2MKOokBJJBzk9c5/nWisUUigyxuCeuT0/GsZZZPLMeQGQlW2kDof5U7M6MAJiw64cgiudxNDZbAAUKu0DgEZqI7Fxx+AFUluXJ3PICfYmniQceYRntS5bDJRLuI/hzxjHBp6+Z/A4RuhwetQtOVXAYYHtUczB1A6j1U80DsWf3kkbRFcgMDkeo71nX8ard+YVyjKApP8AeFSRb7eZQS5Tuc80zUdj2zYdztIIDdKcdwasQoWCkQK4U5yB6e9U7qSdbYjIxFllUd/rWppYKGeXd8pTG30HQVjSymbT9RdeB5uzPoMgVqQbETGa3iZVK5jB2nscUwKx69QR3HHNKQhjQAsuAAKkADMTxxyfesTUrsVV2yetPBRlQDbnOTnrVS4uYQQWEic8ErxUkYWZS4dAOy96qxNzQa7tkP3Qzdyg5oE9uceWCD6GqLDysIy43DtzTVYMwwcYPpSshnVwbvIj/wB0fyop0GPs8X7z+AfyoqzI5a62/brjcT/rG6fWotqHnOT70t9Kq3k4BO7zWz7cmmRyFjjeeefpSdzRWJFZuAeQakMo2FAME4waRApGCeT+FSfukXHbPTGTSGPW0keOVnQCRgPKCD8zUpi8qDdgAjg460iTKoBC8/XmpZJopYzG6jnsKm7YrWKgaRGLF2596csik8kD608bAu0bhjseahd1B24JPqKYyVVikJ3AseuTVlxbukb4CbeAAapQsQTkEYpk7GXIyR7Ciwi49xGkRjZQ24E5HaoVmRkZVyo6496pZITrgU5XzgllyeOKLD0L0vis2phtbhHLr8qlOA4PQGsy5gvXvXklhCuRnByeCPWrEVqJ72PcquqnOTzj8a6LUbiwl0yBLiJjIGI+4MEdBz1rVPQza1OWW4EtrBPHlW2lWyMcjvWrb6nJb2UjTIpznY+Fyfy5qrqFxFBYC2jt0DB/kPYr/hXN32oTXFvBZwPI7oSrsCCpOeNvfp1pkl/RLh5r67k3FgzEhe2c1uvG9zLGHIAGdoJxg96xtFsms4WMy8se38Naz/KQATuIrNvU1itCOe2VQGVxv34wD0AqPeZIG81MqvcHj8akQt5oHUU2VIxK4Xg96L3E1YkW982MCQDaOlOkk3qUEiqCAOveqEg2NgEsh6HvTB+BIOelFkO5oBX8oHONv3T6ip42ZmV2Yh8c+4qikyBQyyAf56VbhlIwwbqealod9Cw7BGZgpIJ9KWJAzeUoyPvnH8NU3nfzCgJ653dhVmG5VUwT94EGpadhIlVdsmF+9/ex1qtc3bRQGPZ8z8M1StdRxEBXYnPc8Vmz3O8tuOM+1EYjuIjMflAxjrTwXHK5yeM5qK3ZVBdpME8bfWp/MXB5CgHGc1VtR30Gv5kRy2MgZya6fwk1tb30U9z8sS+/U5rEktXU3CTxogU7VUHcVORxV+2sroREJEvJ+UE5Of8AJrWKsZSlc7PWNYtr9Gi3dQeDyTySD+VcsbFo7zevKEEHPFO23kEiNNiGRR/EM8dKcrPGgaSQsvck1UpEJHP6jY/ZdSLRZWKaMY5/iFNjRGyB+Gec1W8Tai8U1tjPLggH07/zFTW0gBUswCHkmspdzWPYneIKFzjoCQOuaUIuS2DyO5zSz3NsV2o3zhuuRjFUHvH4YDgnGanUZejETI+9QRngetMEagFOA1UVuSSSeR9actxlwwPI55NHKO5YZVIH3sjr6fjVSYM0LDOV2kg1O93lsk4Yj65qq0waJl3Y9qaTBvQvyKLfT0cAFpHUMfRVHSsaJB/wjM7YyzsG+uXFdBqkQj0OF9u5vLJJ9DWDEQvh6cc/8e6sD77v/rVRGxpsiAIckEplhnoaFbkbXHHqM1DHMCibgCSMHIpGREOwkM3bPaosaXHvudDu3Nz+lQwgRucLzUnG0/vduOq4pgZfmJbO0HqaYrmgpWTY3Ckd81E8yiQqhUnvxVZGLAfePrgVNHGIstubPTnAxSsM6W2bNpCf9hf5UUlu/wDo0X+4P5UVoYnI3uBfXOO8rZ/M1AMZGB+VTXoP9oXPH/LVv5mmDAVT371JYK7L97kUrMO2c0gOBzzj1o4Axzk+1FwsODsQBuwBxViPsw2nb0PSq+wd6XG3jHFJlFuY7ULK/Udc9apbyVwetLlewP0zSMMnOKBWLUcpWADqc85pxZN2QCc+/SqY60/JAIB69KB2LW+Nl27Dj0xTcRk7UQA9emahjjkklAUgjHetOeFbGxMqr+9lwg9vXH4ZppIlsNPB8ksRhc556Yq9aRxyyi5kDGNidu0chRWFc34trXkDae/pWLfeILzUlS1tAYoEAChPvH8auxD1NbxkuEhjQrgy4DAnJUjvVLS7dLKJiy73YctjIFUYNFmLI8koUg52k5NbAQpGUABz15/pSbWw0mTW7iPcCQVPapxIDg/Lkdee1VEQ4I6+4pcEA5BqGax2LAZYlwGBbsfamkqTvz8x61FijFAWByTyMUx88EZHsBT8DPXNN/Ki4rEWduSMZo8xsDqB7VJtOSCo6cYp4jJHKincXKNj3OcBQ3f5jTWkkLELkH27VZktpI0SQx8MOD14qv5YWlcdhskjM2WAGPSo2O5cFRjsQvNSlB0xSBMf/qp3FYh2svOaDmQ8scdD71OV+XG7A9jTREAOCfancVjsbK7+3aXDetAALQBbghB80p4BPrkYOakbW5YlRWUpF1TeoBP9a4wzXEdqbZZ7hbZnDyxxSbdwH+TWlJffaLZ5JN0r7BulY5JwMVW5Oxp3Hi7T7h2hklhL42YIKsTn34p99qenW+n73uRjG8jdnJ9PrXLzaBJqOnpJEqifJyGGNwzxz6ismfw7NA4V38s+jjn8KVkhX7EdzeT61q4lAPlq3yqew/x6V0LzhYBEq8+orOtbBbNflOWI5NW41I+YkYHak3ctJoibd79eprasktn0jEwwwY/N1IrLOWOSAB2pVkaEny+N3BOMj8qmSuNaET/ubl/JfK8/N6ioC7AjPXHOanZCevPttxTTE55PGR3NVcVmM8x/L2gg4NMcB8Njp19zUyxY7jJpfJZVODzii4tTpL1fP8NWx7lSOlcl5n/FOyerKsf867CxDzaX5LD7g3jP0rjZ1MWl3MJOPLlwAevXFMW6LCv+7COc8cEUowWBbcxHrSjhANnakAYk54H+zSGPZmPGfwqUhVUER5YcMAB+dVwTwVzketXLcROm+b74OR6UMaYittc7i2G549asA7htySOMjpSNsdQVVdx9RUbM6AEnKgY4OKncrY6i32fZ4vk/gH8qKZaPmzg/65r/ACorUyOUvBm/uOv+tb+ZqE4zgVPeH/T7gr/z1bP5moGbdk989hWZZM0BW3EoIO7jANRkEYyBS4Ty8DO7rS7VMSuOOcYNIoTr6mggUuG464PSgEleDx3oAbg+1Ljil2+gpcUAMAIqSNGZ1UAkngCnwBFkBlUke1bOnWqmQtjHck9hQJss6dpyW8QeQAv1P19Pas7V7gXmoKkTfuoBge7HrUer61tmaytD8/AmkH8OegB9fesq+uRp9jkHDt09apR6kXM3Wrj7TdLZwDPdgO9aNnYrbRBAMMfvN3NQ+H9PLH7bN/rHP7sEfrW5LAEcgHI7YpSnrYqMe5TRQB1NLsGfT3qx5IzgHFOKbeOvvUXNCsuUOVOaXBkJPrUpQ9jS7MjrRcCAxkdaNgqxswvJp3lrgY/Wi4FXYMY/WnCIngAYqby/5U1mCoAdufbrRcCIoMdKTb9KkbrSED2oAYjMhIDEKf4fWmMqgnGce9SHG3GAD65pMd8CmAzYR1z/APWpNvPB/OpGBYK27JHGPamFgOpoEJyP4qUckn1pQd3IpADnNA7EkQiWN2lyccAVbsLF5ikUcG5ZGADew5JqGC3+0OijG4kDj610OjRlI3dN2wAqnsO/5mtY7GE3qUroXFvI0akq247iPu4+lc9qWrJHdpCzq8hbGF7D3rofFuoLYaOzjAuJcxrjuSOv4CuH0rS1kQXE+TzkD1NDemoo3b0NsAevamgcZGMVJgeuMUfjWRuMHekKnGcmn4yacCVxzx6etAWIcAjGKQqQM8ntUxwWyFwPSmsoK4IJ57CgVhmzaMY69qVE3OF6Z4/WlAIGBkEUKrPKvIxvBJJxxTA6h3SxWBXH7wx4IA4+n5VyuuWyRmadRlHUnHoR/wDqrorjUTKGneJAkSNIxJ7e1YF3q6ausqxR+XDjGSMGQk849OKu9zO1iBSHCjuVBzTdjKfkfcD1Bp1uqvaI4ByBgBjzU/lFQGYgNnGD1qUy2VyuMYB59qeUcDZzjrTzx1H/AOuhgc/eyaQ7DQHQdTSnbxyxI9TTiMdaTbuOFIz7timGh1Fp/wAecH/XNf5UUtojizg+7/q1/lRWhkc7dQkXs7cEGRun1qq0RP8ACQK35I0WWT5ByxOffNRtAsg6ACsHPU1RiCPOBnn36CpfLJ+UtkD06VomxQDO4im/Y0J4ZiKXMhlAqcHpjsKQRYPQitaGHy1KJt5OeRmkkgBADYye4FHMBl+WDw3Wpfs+18KcggE8dDTnjZXZguVUZ+tW1XzkCwowZl3Hd/B9TVak8xBb4WdVKhiOx6D3NLq+qi2iFnZ/PcS9cdh3Y/T0p0cUTBwko3Ab3IwfSqqWSpJLKyu0jkFnbqR2x7VaSIbuVbS18naWy2CWJP8AEe5NZ8itretMoP8Ao8JycdK19Qc2tiWVCZXOxB6k8cVa03SFsLZVUDzWA8w5zk96c52QRVyVUCIqpwFGBTh9w+v0qURN37e1Bgm4AX6Vz3NrkbIwbBUgEZG70puzb1yR7c1dFrdyESujlfuiR8449KsW9hMv7yTAVuFGefxpXsBk7cD1pVlUJsCLnHUmtNLDM0pbCRkgJjr7k1IthDuyUc/hx+NHMgMgLuJ4/KpordpTk9AO9aiWsQcnaADxgDipREIxtXABochmIYHE3kqpds4AFK9tsP7+FgT93HStcQgTiUZEg/iFSSI8pUOoZR2x0oUrks53yBkggg+1N8puMZP4V0PkBF+UY4A460otyzAY5zjFHM0NGCNMuJF8wLhTULQOmNy8dveuoCPbybQu1lznBzmoxCjoTKnzdRx0o531A5dozjcPwzSGFi20pye2K6L7LGyY2rgYOMU9UAYsEyemTRzgc9FZyEnbtyM8Hiq0qSpOsUmVbrhe4rqJIQRv/irEvUX7ezqvCDGfWtKbcmTJ2RUuL37BbeYCOhAU/wB412+lx7Ilt1+6kYHI9BXBGzfUdatINuIEPnPz1AIAFelF47a1acsBhST+VbnPJHn3iR4tT8UJZzMFtrZNzdcbj0HHep47JTtERAix1P8AQU/w/bm6+1apKTuupWbP+znAxWu0KRqpDAgmuepPXQ3grIzH0yMcrcZ9FZcE/SoxYS8dh71qmMKOBtGc0bT1/nWakyzH/s+QHqMdzmhrKRR8uGHtxWyI1IxjGO9Cw7j93f6gHFPmYjAeKSMZdCPrUZikUbmU7T0roZYlzgrtHYE5xTGhVk69KfOx6HNS3EcXXO7piq325A5WSDcGGDuPQfSp9QtG+1TDPGN/y8n/AD1qqLdm+UxueOcD5se9bxSMm5XL0Fyk6eRwEVCApPXuOKoSPuleKcr5BXkLwQaj/wBVIjoGV1OckYx6YqNrmWa4kPkNI5Jz5agKD9arQV2a0MUcFukcK4TbkHOc1IQrbSc7gc5aorKGSG0RZPvn5j+PapuATkH2rI1BY96NJnkdM96Yv3M+/wBKlLjaAFBx3zUPRcDmgB+QQfU9qadoUBs/nSKRvG4de1TzxjywQFGewOWx71WotDoLTb9ig/65r/KiizRBY24H/PNf5UVoZAY8sxOOScYOKXyueMfzq0baTZu2tgjOc1SuLhYIwW6k4Ge9cbu5aGuyAxZc5b8KglkWEkHDHsFOcU0XUZljjuCPmB/dpk89qe6RWESyttSPOJFPr6e/0qlHuK5BLK6IsgkjVmOeucfUDpUDXkqyBZZEVwM/OOacSJHeSO2CxL1zwx57DsKdcRpcssdwoUbwfORe2MCtEkL0FiktztBXedx6qDmo75biVWt7KbYZP9ZvTkeucVVkjkt7hIoW8xOrFRV6R9yBzH8393PNVsIpw6bFYRFI0Bldf3kpzub8a0PNtjbS7y5aBgo3qRjjP41Lp8/mJJCyuG3DAxkD/Gk1DTBe3kC3E0kdu3DqhADtj16j0qeazsxuNzIFxBqOqafAiMxhbzJFUfKmATyfyrpkhLyZ4P4Yq3a6AtjZL9ntVSCRQ5KEEH61KYcHkD8KynPmZUY2KbWo49e9OFuVBHJ544q8qbcbQSWFBimYSOoYKuAxHaoKKnl4TBGSemKaIpcAYwvbHpVoIV25IH1FIyg/w/NntQBD5IzgnO4UuwlTzwOxqZcp39uBQFOaVwsV8DOev0pccHIq55QaEEKTJ1J7YpiRbhnn6UAQiL2+XNSAsPlTG0dCaeyheMU1kO0Acc072CwxiT99Vz7cVGy9SPyqcxsTwc+wphQ55G0DqaNw2EZQh4ZWB4wOtIMqpXJA9KCQXUAbVPr3p7IeWwcDvQwItg54H1pqpgHnOanyQuCeaayggbQT6jFJDKsjC1gaUhT2CkdSawmjCwyCSQh8En61uTQtd30UAx5aHcecbm7flSapBFaReY8Yl+Qg4XHXgV1UVZGFTVnPqgsbxpY5BujtY9o/vFmyf5VYu9XurjTHswcTzERRejFuM/TGaria1niWEp/pJQlHPpnjB/A1LpVsrazF5qcxIxRT/e4wfyJq27Jk7ux0EOmwWVlFbwtgRIF5Pp6U3YW5OSfpzVlVwDuYtxxRHujyf8iuM6Ct5PQbevc0vIDR/wDLPPP1qf5nOS/vTX65/MUgJbdLNmSJxud8jkYAq8unW0iLmLBJOASSKywvKsG5HKnPStGI+bbJIJk3HqM88nFaJ3M2hrabaIu8Q7s8YJPFV5dJEgDRARgdsZzV8yYYhUVmU9N3GPWk+0Z4YZb2FFxXOevdNXeC0SsVUgsBjcKoTR3RLRQtEIcZBwN35V09wFZGLZCsOmMkVmMCn7zDBe5Peh+RUZGDPpHmL5k7SytjG5n2++eKLWwEYMexEToQEJOfUn1rbCSE8EqPp1p0pMr/AL1vmPUpgGjnexRnLGqqu4AntxRJZxyIcoBu7g4q28QB5B47HqacIht+U9DyvpU3YXMl9OTZmLO4epqjJC0fykEH1IroSFDMAQB1A9qrzFHWMugkTOOcgVabC5gEAMR3zT5PugZY/wBKsS2oMsihMckgg8gVXmS+hhIULIhH3sZOPrXQpIyaZ0ton+hwfvP+Wa/yoptiG+wW3/XJf5CitCDXeZ/sixoQp2jpzmsxdOUu0szkyH7mMYUfjWrDF5kaADnA6mrCxGDAKrk9q4G2r2OheZhpbyRlkstsW45eaRclvoO5+uAO1POmhU88FpZhjEk3zFfoB0rbUAHJA569qR0VsEIPwNHOwsc+2kXt40tyzFIzgiNQFyPq3BP4VA/h64x50UgV+8bMzcf7x611GWI25bGOmaTA2jg57YNVzyDlRySWzxxuqxjzCcZxz+VTHS72SMwxBQ4/5aMeTjsvrXRGyWWTCj5ic+lWWBi3wtFGpXgnHNPnYrHKWNlqCXcW6FUUcvKzBivsB6V0klvHMI/3KnyzkZHSrA8lowFBWQH8DSDjoTz+tS9dSkNVU+bexDYwBjIpuwdT0p+M9vwpwVQN5UHHAHPNSBAVOQcEDOR9KepkClQzbW+8Ox+tP8tshRk4HAPWlAbO3aefWiwIidc5yM44pDEvRFPPrVlNu3OMue3oKlyuchkOO4GKAH6fLZW6FrmzaZwcjnjH0qhKqfaJGRCEZiVHoM1Mwy2BxTgmCOM47f1ouOxXDfKQMgHtTUi+ZmwdoqyI8Y3c57ipNm2NiJcKTgjNFgKcqAoWAJIp0cP8ZIC+m09asbQeDn3oCgrgpSsMqzHaBhMtnGKgSOaRgybNg4bPerblM7CrcnBZRnH+f609SYl2sP3eOFHbFO3QllOaDZtCnftG78fSjYwjI3fKcdDVU60tzbiWG1+V8quZOfQHFXYhhFVl5VRk9xV8hPMJ9j3o0izRkj/lmT8/1+lNZWCrGGIZscj0608KJSfnHHXnpSqkSli8oZgoOD79aagr3E5O1iuUDFklQEDhQY8g/iOlOSOdgqRzxxjkDziSB7dMn8af/a6TxyRW/wB5CVLYIwfSqrTGBF8x98pbgsMj8BXQjJk1t4ZsjJIshWRox1PHPPT9aqxaOks8FxExUwtlowPvNggc+nFXlultVKFAZZOEhVhkkfyHPXnHSmRRzRKzG4cSy8ybXJBGeBg8gDtipnKK0HFN6hJE0Kb3TYhG7LHpUYTk8g47jpUl0t1exGAqCpx5kgOTtHJwOvbnNNaLKFELIvUYGa55KN9DZXtqMKPnKgEe5oMHmNgsRn3qVV4wzEn1xS4KipGVhZeW5PnEjHynFC+ZGysMZAweOtTksxyadjIxQFhscyoPnQt9P509rqPHyq2QeM1EY/QVH5eG4FO5NkE0o2nYCXbkljUe0vGCyjOc80SiVI8qpIHXFJGfMXdkfjxQ9QSsNePJ4OCOhFIwMcAwCyEbc9mI68nvQ0gQDIz6YFEcilgcHjoCKAK8ZSUYbdjHpipmGBjPGfunp9aklfzfvYGf51B5S5XIIII5XoaBhJGBgq4fHJOMfhUUsLTJ8gBb+Ff/AK1WgzKww/BOQMg1saHpf9sajLLK7xW0SiSdsDJ5wFUZ6k/h1NNJt2QnocZNbXCBmXLsh+ZTwRVZJ50b54JQD3NewTaDoMq+Y2lmISZUTR3LGQYx2J29/QVxmtaK+k6k1qZBKhAeOQDG9DyDjt9PXNatSjuJSTKMLZgjPqo/lRQFwoHpRWpma0IBiT/dFSbQTkdaoJcqqqMtwMcAVIt4oYg7yPoK5XF3NVJFojFLuyOSeKr/ANowHqr/APfI/wAaP7QgHRX/AO+R/jS5WVzItjp8vFKox6VT/tGH+6//AHyP8aP7Sh/uv/3yP8afKw5kXcHdkH8Ke5Zjlhz65qi2oW4xxKeO6j/GkGpQHosg/wCAj/GhxYXRdMZHIYMOvpimgOSFDD8eaqf2lB/dk/If40o1OEHIEg/Af40cshXRfKqMe3UGkXABQ8DPaqrasjfe81vr/wDrpj6rEY/lVwf90f40KDC6NJQFb5GIA9KAuG3bvx71SGrW42/JJz14H+NKNUtCWLJNkHjAH+NHK7DuiztyT8x56U5YzjocfSqf9rW/9yT8h/jSjWIAMbZfyH+NLlkHMi+kSknc3lnrkqTmnrEHfAYL04IqnDrNmDmSGVvwH+NKuv2cVwGFs7KhztYDB/Wq5HoTz7l2RGjZo/LUN2wDubPrSAH5nCqEz0zmqk+u2zuJAkw4zjaBz+dK3iKzMcaraFcMC2FHzfXmk4u4+ZWLU+52DyqEJGBxwabkfZ8eUS277+f0pt14isbuNB9mnQ5ycHI/nVM6zbYO1JRkjsP8aOV3BSRNAYkSSaVm3MSq7SOBnv8AgKkunCW4lZJXUg7iF4z9apS6vbOB+6fjp8o/xqWXxDFLB5JSQL7Af41Si3uJvsZNnaJA4+zs8qqdwiIyAvPT8a0EaSRVVlBJ+9t4yf6Usd/aJA8itco4II2AY9+9U/tVpvLDz+Rk5xyfzqtSVYnuGSIoCmSQAwHGKrpcO7yGMAfJ1x2FPa6s3bc4nbnJBAwf1qVNQtEbCxOoxjhR/jQpWVrA0rkAuLme1cxwkZPylvl5/n+NZNympTMFlto9iNt2ZJ8xv5jGf84rfGp2ygkrKSR6D/GkOqWy7sRvyMZ2jP8AOjmlcfLEz7Ww122XfHp8BQqDngMR6HnNXYZLtuJ7fyyep3Cp31iDIK+fkeuP8ajOq25z8knPsP8AGoalLcpWRJsJB5x2470pznBXt1qA6lb/AN2T8h/jSHUrc/wyfkP8anlY20TcAZ44GaHQru3DBGOD1qI6lb5G1ZOFB5A6/nSz6rFNMXkVmY99o/xp8rE2h7Jg88/jTCMnC1H9th/uP+QpPtsWPuv+Qo5WHMiTJXqKcsi/MPLzlcZHY1AblPR/zpftMeM7Xzj1ocWCaLDtEycAg+tV3RTzgUj3MfO0P+JppnQ9mo5WHMmIY+PlXJ9KjZGAyRyOo6Yp/nhWIO4ikMykZO8n3p8rFdDNgLgfKT39/elEI4XcVxx60hdW6gj6cUhYNkozqD1HWnytiuhCoUkENuB4Paul8HXEY+2ae7Kkl0EeIscBnXPy59SGOPcVy6OFYliWHIwQOvrU0ciKzblyMYFNKUXdC0asenNBNLaQWixTG4jkclTHgAHHf8P1rh/GF5FcavHFC4kjtIVgLr0Ygkkg9xliPwqjPq99PaLA19dtbkYMbTMV/LOKzzuJOWz9auc+ZWsKNk7i/J26UUlFWSf/2Q==
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,374
哪种岩石属于板岩?
这是一块板岩。板岩通常由一种叫做页岩的沉积岩形成。当页岩受到高温和压力的改变时,就会形成板岩。 板岩通常是深色的。黑板这个词来源于板岩的颜色。几十年前,黑板是由黑色的板岩制成的。
变质岩
火成岩
沉积岩
null
A
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
1,000,385
完成句子。 北极狐狸用它们的尾巴来()。
阅读关于北极狐的文章的第一部分。 北极狐生活在非常寒冷的地方。它们的毛皮能保持它们的温暖。 它们的尾巴也有助于保持温暖。这些狐狸有着又大又蓬松的尾巴。当它们睡觉时,它们会把尾巴围绕在身体周围。
四处移动
藏食物
保暖
null
C
function_reasoning
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
scienceqa
attribute_reasoning
null
dev