subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
βŒ€
choices_pic
listlengths
2
4
βŒ€
answer_idx
int64
0
3
math
grade-5
reflection-rotation-and-translation
false
true
How has this figure been transformed? It has been...
"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"
[ "reflected", "rotated", "translated" ]
null
0
math
grade-1
find-the-next-shape-in-a-pattern
true
true
What shape comes next?
"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"
null
[ 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", 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" ]
1
math
grade-8
model-and-solve-equations-using-algebra-tiles
false
true
Which equation does this set of algebra tiles represent?
"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"
[ "8x+5=13", "2x+3=19", "2x+5=19", "8x+3=19" ]
null
2
math
pre-k
ordinal-numbers-up-to-tenth
false
true
The first picture is a turtle. Which picture is fifth? first
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"
[ "fish", "turtle", "sub" ]
null
1
science
grade-4
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Will these magnets attract or repel each other?
"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"
[ "attract", "repel" ]
null
0
science
grade-2
identifying-mixtures
true
false
Select the mixture.
null
null
[ 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y0NG+cP5C6zWNUKZ9gVyeAtdRKB+CHRRNwRJL/r/o+XzQE0FUuVJLrW8BvotfncW3SshIGi2SbhhQF5NzdzbCX71uLf/n+Az/5dtD/Ni2Dt6/tZ2wtniOrhv09d2ArkeYmDi4EB7nuhVGRv4ZITSy2Zsu0+JXDq+aoVOpnOP8+U9Sr4+3HM9mt9Hff2PD3dOkdSnBF8/l+OPnxnnTYJqf2d1FMrT0zRSgfHyriFedA9deGOjAd6xQMzMw2fQSiEAmnJ6a5r5TZ/j6kaNERI21XQIpNOKhBHs2bKMj2skNa9eDbXFqepqHzpzl0NQMaDqb164hny/Q3dlNd2eGrnSaG3ZsX5CiC22Qkrlvf4vRz/4NQihAI9K7hXDPBspnDuDkx1uIuSyUQilJfNNOet/9Y4Q6uq7A+FIIPYyMZZHh5CUNIoXgodESHzkwyq5slF/Z39ukn8/fXjA9fZzR0cda/Jm6nmBw8L1kMvtfpC1Xj9fE+q7XJzh//hMNp/giOjp20td3A5rW2hE1Fz5+ZJLPn53jP+3p5a3r0mjiYme5sir4Z56F04cQuZnAko0lsDp6qWth9Hgcs1pDOEv2ZQuBjEXxIzG+8swT3H/w82zeqHP6rEUmrRMydaamYly3fid3rttKV7aLfCTCI2fP8fVvP8bJc0Nkkkl62jvZvXUTmWSCjkyaazZtIBEKoWo1qFYR9TrVkfOc/8InUUg6bn0fHbf9EEaqk6kH/y+jX/wfXDQDNrpf+QGpQx09pK+7nbYb70CLJ8D3EULw4sMUTPHCTKDFOxBGmOWICYLzJZv//uQIJdfjd28aYGOq9VylBDMzJxvEtJiXjqFQhjVr3k8yueNF2nJ1eNVJ6ThFLlz4FIXC801HVYOQNy4hpCBvefzW06OcyNX4rRsHuLYjChcZMj7e7BDiq3+LOPgtRKW4KD2EwBMaOT3OpB/FbOuk98bbMJLJiySMAj578JtcsJ4nEpWcP2+xeXOYCxccKhWfVFoQpp2dW/cTTg0g9RhhU/DFbz7A8MQUc8UyOzduoK+rg1jIwARev2Eda6JRXCcwrpRrM/XME0S33k32urc0lhslhWOPcfZv/hMou9FsCZqGZppo8SRm1wCJbbuJb91FKNMeuMyUQgHlWh3d0ImGQg0jDXzfx3JcdCmDYwsPqUA30GLtyEj6EpJZULQ9/vDZCZ6YKPHfbhzgxq7Ykn6XTE8fZ2Tk0YWtGADhcA/r1n2QaHTwamhxWbyqpPR9m5GRf2J6+iHmH1ApRTa7hYGBW9H1Zp1HMFlz+fXHh6m5Pr9z0wBrEq1TOgiUU8fLjSD/6a+QBx8CqZZXa6Rk1tY4O+uQ3ryTNW98C0ILlKb5QXN8j08+8QXsxAjTkx4hUxCOwvHjNQYHwqRTBkPDDum0pFCIsXfnm9i84ToefPp+Dh4/hO0KDE3Dti22d7TheYp9awd46zW7eeTUKeq2w9qufnbsuhst2d9YngSExMqfJX/0XwOyCYEWiaDFUxjJFHoihR5PInS9sazZOiT5ao3PP3aQidkcoZBBMh4lHYvgOC53XrOD3rZ0Ywdl6/dkOImMd7QYQk3aBrYP//PIFP9wapbfuL6fNwwkWSoxp6YOMzr6ZMse+URiK2vX/vgrtt3iVfVTzs4+xuzst1nsAJ9kcpD+/psuIuRIxeFXvj1EIqTxJ7evpT28xMGrwK/n8apzyIPfQj73KGiXeX98n4zmk44ICudPU50cJ943iOP5TBRzeJ6HrktK9Soly6VQ8NmwwWRk1ELXBR0dGlNTDh0dEl2XFHI2p8/dT3uqjbfe9h40JI8fOoAuPI6OjODVa0gpkVKwsauLXKVC0Quxf9PrkM2EBKq2xdnSFIM3v46QHsLQtMUtvvNkUgrlNQyaJQ7+bDxGX2cb//jAY5wamyBXKpNNxsnE49z31GHuuf063rB3FzEz1LR1GPx6AeVaaIlOhJlkcnaOMyNj3HzNTsAnJOGnd3WRNnX+25Mj2H4fb1mTWvi+EIrOzp04Tp3JyWcXnqdUOsHExFfo7/9BpHwJPt0XwStGynL5FBMTX1uI9FFKEYlkGRi4BcOI0GxlT1YDQmbCGr9z4wDJ0BJC+j5eZQa/mgPHQhx6HHx30aHY7EdpgpSQCsFcoU7h/FmSO1+HCHdiT49x+tTTHDp1kJJbIBYXpDKCQsnFqkNnewghBNWaR0eHxpmzFslEhLZshW899inecIvBB9/8E5Tnijx4+Cl6UnFy1Splq06xVmWqWOJ9d72NN+z5PtrSHYurNgCazsGjT2Izyv1Pv4Bl1Xjfm76PvvaLrff5Z6dUgnIZ3EA39oVgX9Tkw7fvZ7hc45ETZ3jw0DHMUIihmRk+/Y2HmJjNce9dt5IwowhlovBQwka5ddz8KEbSY3R6BkNvHXJNKN6/JUtMl/ze06PoQvB9g4sSUwhJT8+12HaZubmTC26h2dnHiUQG6Oi4/SpYcmV4RUjpOEXGxr7c2OoKgYshTH//zRf5IXOWz68+PkwyNE/IZktRgOfgliZR9SIIgSjMIadHFgkodVSsHXQTqnMIq2mrhIKwptAklMbG8cI9hJOdbEn1kc72UQgLjh4dp+7USSV1TFOQTGoIBBMTDpGwRqWiqFQ91q7xsCwDz1N8++A/sX3dfj703v9EV/9XmRg7yeTsBOenp1BCsn7zzVxz7dtoS6ZaCSk1hqaHeWHkWW67bif3fftxpmenmC0W6e/sBG+Jq8fzAs9BodAyhSsgK+Adgz1UfJ8d6Tj5QpG1/T2EQzozhRInhsd4/NgLvOmau5Aq6HNfVPDFLIo69cI4Bw8+ydu+723LjKDinRsy+MDvHBghZgxya0+c+YUKTdPp67sByyosrPz4vsPk5NeJxdYQja65as5cDq8AKRUzMw9TKp1sOibo6tpDKtVPMyFrLvz206M4vuIPbulf4vIRKNfCK46j7AogAtdGKQ+1ygIpVaILlekLPjejiMkXmoIrAie1lIL6zAS18WGMZCd4Dl2pTt5zx1v4h8JJHj88w9yMjZSKWEwjlQp+QoZkaMQmlTAwTcnUZGPpUvm4vstgVzc/dc8HKFdLzBVmsWyLsBmmu72HkNSWSEiN58+d5E/+7mNUrTmmZsYREtrSbXz7uaOs7+snGY3ge14gMYWAXA6RLyCkXHzeRrDKPEUTmsaNHW382J5tHKvUuOP6vfzpP3+F23dv547dO0FFaIR1IFUSqSI4Yor7nrqfZ595gnffeTP46UZ4XbOkVrxrQ4a85fKbTw7zsdvXsaNt3ipXmGac/v4bOXv2Ply3Bggsa4bx8a+ydu2Pv6Kb0l42Kcvl00xPP0yzHpnJbKCzcyfND+0rwZ8/P86pQp2/uGMd2XBzxIJAuXW8whjKCR64cRhRqzSFfmmoSLJxWQVSD+bsJokTdKFAOTZuJb+o1SvQ7RivX7uf/NQ4Z6aHcH1FueRTKSs0XdDdE2LNoIllKUpFDasOoVCY77vtJxjo2gReEDiRCEdJRGKLzW8xTgRKwJnzx/ifn/lTSnPDzFaqHLUdfOWjpMbQ+Djnx8a4+4Z9bFu7ls5sGwYgKlUqTp2ZSgHH99ClJBWJk4wk0OaXRZUibOi8bftGbq7Vibalee/rbubohRGmCgXWZirgh5t6w0D63VTKJmFTglXCK46jJbphiWtOoPjxbe1M11x+7fEh/urOdfRE5ynik0j00tW1l9HRxxe+Uyg8Ty73NO3tt10NbS6Ll0VK37eYnPwmjlNoHFGEQgl6evY1NnQt5sf54vk8Xz6X52O3r2Eg3mr0LEvIxmdY1YYTj8aqjVz4iIU4yEXYnsBXIHSJprlN91EQStKz+U28v2cvj534Nk88/1VK5dlGWwVzswLXVnR2+8zOBCS4btebuG77nY17yqAty0UZ0VhRcuu4+XM89cQ/c/emXnbdcR2np6YIGTpt0SgA00oxjaRuWRy7cIETQ0PUq3XS5QmeO/8cVT9Hte7je5JENEZ/5yBb+zaxJdVNVDPwlU8yHCIVNvHqVe65dhfXb90UZNjQ5pAeSNHOwvQrNd528zvoyWYoVaskoiVcpdCTPaC1JsrSBfzcNV38YrHOR54e4w9uHSTStPLT0bGNcnmMfP5cY7XJZWrqWyQSWzDNTl4JvCxS5vOHKRaPNB0RdHVdQzTaTjMhj+fq/Mlz4/zcNd3saW/2Qzam7GUJ2YDvNfwYjd+dGoQi4DiI4mQgpZq+VnLA9xWRVIIQeVRlFhFpW7SGw2mSkTa+r2Mr2zffzref/TxHTz9GrVZCSo1iUeA4kkjUI5vp5eatt3HquS+TzA6iJ3pJJbKEQya+UizseVQuyqmiqlP4xWGcyixbOtJs7e4irOn0Z9JIIYLzlY/IZhF9fYH/1VfUHYfHn32c+576Fp5roxuSaAxyOY+ilef0TIHDQydYl+3h9vXXsrlzsDGlK4TjEHdstvT3oDwPNTODlz9LNb6RSHYjWsPCj4cj7N96O8X6WUChrCJuSQTElK0e/Zgu+PXr+/mpb57l0ydm+KkdHSzqlyG6u6+lUplqZLIT1GpjzMw8Sl/fDyw/hleJl0xK1y0zPf1Qk7Xtk0z2k81uoVmPrLg+v39wjNt6E9yzPkOLH8xzAh3yUoSE4HhzyFVuGFWaQXg2uPWWr1k+FJ1g4KPd/eimhjf1HFr3PkSoYVEqBcpDAIPdm+l9439i/47v4+Cxb3D6wrMUK7NUagrfCfOmPfvJ1sdRoso/f+tzeOjcc/1NxOIZbNejLRZFwweninIqQXsAQ9PY09eD7yt85QdOA6Xw5+M5Y9FA5WjooFL5nD33HB4ubVnJzDREwhCNQK0G8TjYOEwUz/H5w+Pcvv5Wbli3ayGoQjkOqlKF2RlEuYzjOJy48C2Sa2psXLsb2ZDu8VCEmLkFT40ANVS9iCd1tETnRU72/pjBf97fy//zxDD7OmPsW1jU8InHu2hv3874+NMLy5Czs0+Syex/RZzqL5mUhcJhKpVzC39LadDZuRtdn9/0BCD4zAszzNQdfv+WwdalQ+XjlSYXjZplEcQoBr6gxjU9B+E6y35lpi6oeyB1g/TGzQgjhHJKuNPPoLVvRZodtETf+j66kGwa3MP6gV3Mzg4xPnqIyuwpsqbJumwP2CVSkQi3b9rAYFsaQ9b5+qFHuWGwF+lGqNsurpDB1O55SAGaHkKPtyOlgHoOfCeY7aWERCKI7ywVwQghTJNipcDE9ChKafhAIukhxOLMalUVYRMsS6JHLL529BHCIYO9/dtQAqhWIT+HNTFMYfgc9XwO23Z44shhQm//Gdau2dHQuxVC6WheJ642Cnj41TmEZiBjS3c0Ku7oTfDmNRn+8Nlx/ted64gbYuGzjo5t5PPnqNVmEULgOHlmZx8jEul/2dFEL4mUnldldvZxlAoMEKV8Uql1JJPN1rbgbNHi0ydn+K/7+uiKtCrVfmUucPtcTtwrhUpkwDDBrS0eX+YrZRem6wJ8n+ia9cRvvAUViy1ED3lyDl/WEEQQKkRzYQzl2TAzSrZWoD2mQWQjSgVGhQJ0Kdje3YHresxWLR4+NcL9xy9w7/4b6cr04Am9ZaejdEBXBoYRQndsDHuacMTAaGuDYjFw+UDAukiERCTK2u6NHD59kJlZ0KREFz6athhz7LrBj6ELqsLmqdFv053I0uva+GcPQ3ESrThD0nUxlM4zMxYX7DN81XG5/V2/yI7BLQ39WyGIIv0MvgyWUrzyNEI3Eea8G2i+mxU/uaODD9x/hs+enuMD2xb11FAoTkfHdoaHH104P59/jvb2W4lE+i/LnxfDSyJlqXSyRUpqWoiOju0tCQJ8pfhfR6bYnY1y10CCZj3Sr5fwKrMvfiOlIJFGZToRkxcusoHmUfdgqCyxfYIQq1teh97ZGayQtPj76ijqDaIuHATlQmU0iEpf5i0XQKXuMlXWKPgpCGV5/MJxhqtP8eO33c2Gzh4imoZQHr7n4ro2dqmA8j2U5+E5ArNisbbNR7MbeSeFjgy3I6JdRMNt/MDdmxkceJQTZx5ndOIktVoxcG+JQMiZZhAY7/vBsmnRLvHUU//K2+sFqJdBBEZKSAK+R1WHkq3IHTvIk3O/w2/+h99lbWdvQ2VQSJVCqRJK1EF5eKVJNC2E0Ft3M7aHdT68s4s/OTTB3QPJhpEadFwms4GZmRNUq1MIIbHtHLncwdeelEq55HIHW3TJRKKXRKKHZin5zHSFxyZK/OXr1rVs+1Seg1+ebvgWLyElBQgEfrGIOzVHZcONuI6+YKzonkWsNod06xQcGKsKKo4CT5HYuYfMdddfRMiFC0MwypYVTKeGEbhGojGwbJaD5/tMzFSpiQThaJjb166jWCly/4mj/D8Tw9yxYRPv3LGTjlisUeZENd8NhKBW9ynMlclqAvQEsmM7MtYFIphBkkpw5/53c/PuNzMyeYqDx77J4RMPUK/mqNUktg3JRtrJaBTcmsPZmVEqIYjLxVfeJyDndXHoNOArOXj2zFE+/tmP8//+5K8RNRo7KTGQKo0ngjA/5dbxKzNoyZ4lw6J442CKfzk7x6dOzPBr+3uZl5aGESGb3Uy1uphAIpCWt7+sdfGrJmW9PkGptLjPRghJJrO5RUp6SvH/HZ/hjr4kO9tag3T96izKvbRhI4SgXqowc3YMp1DBcwVOeD1q9zogeAmUU8PMjSJfeIJKeRbXB83UiW/aRt+7fggtGgsCG5aD68LYWKCHCRHszTHD8173JiLPE0swUxBU3D6kVkc3wuxYt5Up2+XJ82eYK5d44uxp9vf20Z1M4vnLZ2QTSuGHw4hsPzK0DmGmmE9ysHA/38fUQ2wY2M3avh3s3nI7Dzzxfzl74SCup8jnBfE4xKMe0zMOSoAFxFv6D0ZsOG3Bt8twsA5pA558+n7u23UD99zxtobfVyFUHKHmUCII6PXrBYQZD2Iym8YsJAUf3N7Jrz0+zHs3Z9mQDC20OZ1ey9TUEWy7AAjq9UnK5ZO0td24fP9fAa6alMXisYW92kopotEsyeT82wMgeH62yvOzFT5+5/qmb4pg60Itz+X0SM/1mHxhjHrVwEytJ6SHMJdMqcr3cLo2Uk920ZmGaDqBlogT7u1DmuHlCTkf5FCtBuvK83/PbyabP2eejHoEISSlYpHZShpkGM/1cKoVkl0DZGJJ4oZBZ2c3VdvmayeOsbmzg2Q4smzsoxEySPV0IyODCC9Jc8BGEJ7nNtb3DfADc2zr2v30d27giUf/J0+deJhcpUi+oHAtF6ErOjyINbpSIlAojtTgawUoenC4kYQjImHWtvnsNz/HbXtvIRtPNaSljiCKojEmysevzCJCsWBVabHHub4zxoaUyT+fnuOXr+1hcaUnQSo1yNTU4Ubcp0c+/zyZzP6XnKfoqswk37coFk+0NDaZHGxKwxfgX87m2NMRY2u6KXhUqSDAwl8a2t90NaWYOHmeekURa+9HM8LLWHICIXXMaIpI71bqKk4ilSY2sAYZMluX+ppRLMLwMNTqwZTdTJzmrRRGHK1jF/rA7aju65gsCXxVQg/libSFCGfa8XyPmFSsz2S4cc1a2qJRRop5Ts/MtMY2Nvedp6jNCZS3NPhW4Ysc7txzuEMP4c0eX/zcd4lHktx5/Zv5ibd8kHfe9R5u3vc61osk19vwdh3CgKeFGDWznNYzjLkaBnCyDnkPojJIZeAKKBbGGZ4826Q3C4SKtvStcmooq8RSwWFIwQ9uzPKNkQJTNbflO+n02sYCRIBK5SyWNbP8OFwBroqUljVNrba4I1HTQqRSrX6pqZrLY+Ml7lnf1uT6Ch7WX+ZhF84QAqtUpV6pIzQbu5xbJIsIcvMo38N3LHzPDbbnRpP4WgxnLoeat2iBhUEVItAXi0UYHgo2k7k29A8g0mmE3vAIKB80A5nZgN5/M7JtM4Ti5ObmINZFsm89sc41mMl2pGagfJ8eU+fW9RvZ1t2DLjU6YwlyterykT8EQbnDRw4xdvI5ltbvUaqMKk+i7OrFpUiUgkyK7Kbt3HDTG7nnze/nh/vX8VYJXQKUkPjJLkrhDEf8GIdtk4O1QJFaF4KsHkjNHgP8epXx6fOt/Y5B6yb1QHioi6qqKW7piRPWJI+ON4+jTzTaQTjctvBcjpNvMYSvFlclXyuV8zhOEJWjlE8kkiEazdJs4Dw2USaqS/Z3NktPFUzbL2LcVPJlZMjAiGrUcuM4tTxSDwdWrO/h1Ev4roOQGqF4hmimDyUknq8wml0ZKoYUGZgdRR3/GuLkM0G0OqCSGcptfZS0OKFUisTAOgyzAxnrD1Z+GtMYQuBZNZjfh6N8UIHVrjwP6bvc0NfH6dlZXN/lB3bsZn02i23baLKRj1yA1ARCaOhmDCMcJRRJLHlwiXST+EqitW9DZjc39ZFAuRXU9AWUW8OTEqIxRDTZtNQu0Y0w1YrL8XyVwxUP2wuMnB4DZlzIuRAVcK5c5ZFDz/HGG3+giYYXz0SBtKwgIouxlQAJQ+POviRfv5DnHevSC/vIdd0kkeilUplc4Ea5fJps9sZLj/dlcBWkVEsSUUEs1o2mNTvL4YHhAjd2xUkYi1EoyrWDLbCX9UmCa9nBEremEWmL41brWKUCTj1IIy01HS1kgq+witMIqaGHEkxWS/SHowQll0Jo9CKOPwX3/SnMBMtqCzEeUxeIq+fwZIzhCsyu3c3a9/0q4VjHgh9vHtmeDLoYp+7l8HwNZbtQr4Pv0hb1wVcYepTv27KG3d0JepNBHKOuS4ywiRYx0cMhNDOBEe5Hi/cgtVCrCtPwkmudO5CRfpoJie/iTR9DFScWj5dKYMQbe3aD1Snl2qRDIYQU1GyHd6Sh5gfEfDzwFhGRYALuRdrTcuqOQtULEE5ctNLzuv4kXzqfY6ziNLmHIB7vRcrDC/p0tTqM61bQ9ThXiysmpefVqNVGF/4WQhKLdbecM1t3OVmo8e5N2aajAjWfIKCJlFLKhalONnbfRdNx8hMzRDJJpKZhxKMoBb5rt2aF0ECXEexyDr09jookECEDKhWo64jCUfjS70JpYjlBgAQyooprwLkjjzP+9U+z9r2/1NQ6gVJVRLxOetMaQOErAiNpaAh8vxFxbdIr4gx0JNE1SVhfMvX6FlSdgMjFWfziEMR7EeHMYj4hz4aQgYwNLFE1fbyZY6jScKvvVCnI9AaEqRcBhazlcfQsJcflve2CNTo8Ugp0yQt2ICXXG2D7OtfvvAFNaguRVwqX5ZKI+XYN6VoIo9l7oticNkmFNJ6dqTIQTzNv8ESjGQwjjm0HCyK2HdT7eVVJ6TgFbHve4a3Q9UgjgHfR6j5VCHa+bcs0Gzh+Q0ouQgGHTz7LybPP4XuCdYNb2LxuK6nODpySyczoaaLtwTQn9fnYwiW6mgimyOr0eXq29aHV66jRUZTro574GmI5QrY0QpEJwbQJhaPfxpp5H+GOgWAVSdTw5CRKNDZM+QphWYtWuxCN6TNI6hoPBcpDqzqpQI+gte9AmMlgn3ZlCm/mGCgfIfXAAk4OoLVvv+jx/PxZ/NzpiycXpSDRBh1rYOj54PN6Ede1eJ3pcVvEJ+cFmsaQFcQDSBUEqmzefhN3X3dHk6RWKFFp9O2SG/luMIUbkZbDMV1jZ1uUA5Nl3r42vXAdXY8SDqexrAJCCDyvRr0+QSy29jKDsDyumJSWNbtQt0YpMIzYRVb3sbkavVGjkVAJ5qOAlFtn/qGl1Dh6+nm+8tCnicUrjI0Ihqee5plj7fS0X8ueTW8hHGtDeRZC03BqNopL+P4abotIMhqsJXseIjeBGD3aunViPl/kkk39uoBYSFDKTVA4cZBw91p8bw6PySAayXYC6VitBtLO8y6azgISi5a/A/jIRD8yvXbB/aNFOxChON7EMyjfAi2Clhpc4h9twEwi0+vxKxNBgtXme0gJA9tg9DgoF6UUW2WdLdFAh3yyDLaCITuQgV0Csn2b+aEf+lnS0USDlAKF1SDlMr0rwLcrSNV20TPv6Yjxj6dmqXs+YW1+XHXC4TYKhfONbvCp1yeWGbUXxxWT0rZnmjLtBnGTQarnRZycq7ExFW5JWKqcWuB/azy44zo89dzDRKNVlK8TjkAqDcMXphka/hovnH+S3ekb6E52Ykgdu2ohjUgwhS0E7AbR2L7nIqWH1HVUNAaFEqIwA4610M8qmkalgrR2Mj/SmPIWESQk8ygc/hZtmwbBmwumVNcNFLB5F9O8J2AeSoGUiHQa5SsoNyxS0wzWtD0nEFFLXGAy1okfiqGsIkIPI/TwMitPBKs9sU6kXcbPncEvnF+8lucFkrJjLUycRsggX9GoC18twJQDYw68UIe1Enp61vPeH/2vbBjctBgwjcKXcyha1apFBHGuynMQeus4b86EmbVdZusufbFFvTIoF7M4PVnWFEp5V13c9CpImW/6K3CaBg0IBs32FRfKFu/sao02UW59YXYQQlAqF8gVxoinJRNjkMkEqqBtC3p6Ba5b4OD4oyRzEbrb9nDtptvR6haV/BSeF+yt1g0dPaSj6SbpvnbMWBiUGZDoSJmF+Eupo9J9YAZ6jR9rRy4hpQSEFFRHjmEPP0somaFlH+oyfkdXCGQijkoksesVwkOnEdUyuFYQBZRMgufjz44hlIns2MpCNmAhaeRwQbm1gJyR+Q3P8/+oBekqjDha5+5AwvrjoMlAcjsObL0JMTdKrl5jxoNpN3DulL1ASgoXrt+2izf/yK/Qv2ZrUwS/wCePL14kIMb3UK61JFeRojdqoAsYKtv0xRa3RYdCCYTQmlxDRXzfQdNeFVKqpuhyAEEolGh5oIrjUbQ9emNNb5Xyg3R8C+MrqNQrWE4dVQw4FA7D6Eiw0pdIwviYJNVeo1qp8fTpB5mxpnjTrT/Fpq3XYlvnQbPQwyZ6yEBIGawiQLAqUykj6k25xLUQ6KEFF898PvJmlWOhcphaeHOWPHpjhUfTUIYBTpWHjp3k+HSOznqeTHGc27UCpvIQym8krZqvsyNQdxjQub1BsiBZgXLroGugHNzxA8gFw0eCHkZEsshItmWFSabXo7QwvihBW1sgyfv6wKvgPvwlhiyHF6xAOp63YGPM4I5r9/PGd/48sd5mCSnwa5N44dwVjbty6hBOthyNGxpJQ2Os4rScaxgRNC20sIfHcQp4XvWq9+9cESmV8nDdRWNlvghn8+CWHI+6UnQ2hagFKeyWTg8KTVNYVhDIWigQbHPtDl5+IXzMsGBqQtKeVZTrh/jHr/4B977t1xnMbsKtnECZoQXyKKUCUTsxEeiA3tKgCrFwf2FVFqVoAzUvuEYonkKPRFnY6iAEQtMQpollhJiaHKXzwiHM0eNsm57hS0Me/1yBN7eBkdYZtSGtS0zls9702BQGT48i+lr3Kimq0NkWPGwuB04V36m0NlnqqPT6wABqXn3x4yAbuzd1PeiD296GFklz4YEHeG50illNsmFzP9s3beXON3yQWLK3iZDg58/hzR6F3q5ACrxYLgrPamk/gKkJOiMGo+XWvtb1EJpmNkgZeGwCO+Tqqk9cMSkXU0EHEq9VnxTkLR8BJEKLnYjvtaxDKwWGZqBrGmY4kJIQqGFSg+mpIMq6XFAo36ctC9PTBrOzw3zz8U9z71t+FV2049m54MuWBfl8MLi+Fwxgcyd7FlRzEIpCvYSozLQQ0vah4gTLi9HuPrRwFBUNgxlGhMPM2g7n80Wef/pJ7APf5AbyrI/AQAj+Yz/86gXJ/dUwFyJJ0pEw9w/PsD0Cb4xVSGuKju71yO7NC1Mxysc7+TCqvwNRKDUZTk2qQiMy3s+dRoTTyOTg4lTOfBxoUzZg3cDcdxttToiJf/48d990AzftuYZtA3tJGt0tOq2fO4M3E2QOxnJgqR9/ubH33MZM0+rKyIR0ZqutklIIA00zFrQfpRw8r8bV4opJqdRiA4SQF1URKLteUIdQawqe9T1aAw8UphnGscNMTpUwDIEZDnYHhPVAv/R9mJ7yiMfBVxrlUrBldnpumJpVJhXrCTI/5CcCR7JtLxnYps7zPeTcheDYEsc4QN4OItU1I0RizTro6gySpTam+uLUDE8fe4FvfuN+rHKBCzFoN+D1aXiiKIjFkpwoeUxPV9icVsRDBs+VapwrwpkKfHhrD6YnSSiF5/to1RzD3/o8bXv2E+9d19qacDhYky+XG64/H1WegMTAQt+hNJpJKWTgrvLqFqNjY9x1/X5+/B1vIxWJI5x2FgL9hcAvXAgI2VAjUMs5zZeiIViWKUoaD2lM1VolZcCL+ZlSXCTMrhRXSEpFc45EITTkkn3DNcdHFywmH4WGC0a1XCeVyHDb9Xfz9Yf+hbpVw3U1KuXAyxGLQzaraO8SCAGFOR/HUkRjae6++UdJxTLB/cs+anY6EK/N9xMi2FTW0nh/2QGw/SBS3fd9Yh0dxHr6UOHwgrRSSrG2M8tPveUurpk4wt9++1kOlaGuAneLpxRhHLoMnRdKNQ5O2YTw8T2XaVcREXDumfPsNr/AjrUbmCkW2GUqRG6KtiBgtPUd8bwlKa9Fw0j0m55RBM4xKXAth8LELJW5CtWyxZ5YP+l0jNrwNKQs4rF2DDMy79tGVWcCCTlPLv3KzAml/EZkcevxWEijWmp9yYWQLZa2Un4jOdbV4RVL29L0UjYdXOZtVIob99xKOtnGtx77CiPj5xqHJaW8T63k09ktCUcFs1Me+Irb9r2TvVtftzBFi0g7yLMt10TTQDdQiTQXj/jFbZ2oCaouCCSZjdvQ4wmUprVO/75CSI0eqXFvBnIC7i/A4QpcqIMuKqR16JNQ8sCU4AnIKzhZg5Mjk8gLp5mcm6bmOpwGdhJha7bj4vA2x+EiLLG5gvfFJzc0wfTpERzHIN65jmjaIJYGz7YoTJXJjU6iadMk2rppH9yCGU0iEr1QGgn6UNchEnlxfXK+txYyCS+erwnwUUvc7gKW2A/LL2NeHq9ueunLPPT2jbsY6FnDwSNP8PThbzMzOxFYr65gYsQn0yEIhRUZo4Mb1uxgMR2yQujRIBFBw0VENBpMu4UCqmsNKt2JyE8uu6LjK5ioC6ZqAuX7hNs6yWzeiopGLik9pK6RFJDRBT/WFrheJhx4oa6wFPxAGmJCcLKuGLLBiQRWcNF3eeDQARJmlIGOLujtZ6p/J1q8PYjAXwj08JdIxMZzCr1FSnquz9jJcxRmphBSopsGWmjRstUiMfRIHIXCdywKuVlKsw8xsOMGYqkeyG7FmzkeuKxM8yrG8ErI+8rhikgplrhJgum89Q0wNRmkU/av7AF83yMejXPHDW9k15ZreeaJb/D8C88xXcnheh5TExCPRrl95z7iym6NkxQEIWkRMyBjIhGEp9VqqHga7/rvRzv8cFDhy7XwXA+fwNKeqkPOBuX7SN2ka99NhDq7UG3LW4hC0wi1d6NU4D7SgT4dOjRwfcE6ExISgt0Ygt0RSGigKcWFTD8PJDajS8l0Ic+5yTFGDJ010wb7122lLR4n8N3bqNIofmm49UWWOvMSSqEYP3OYarlAorsdIYIp3K0X0c1EcIbrojwPoWlIPUQ43UVl6jyTZ59n/d47g5A8M44XKTOf1/ylour6RLSl1X59WiVj63R+pbhCSSkRYtGwCRTY+TC0oBOjusRF4TST8nKplKVENfSbtmQbb9hyI9d3beL87Chj+Sm8eIx167eztb0f5Tf7PgEjBAMDENIW07bkcgsDqjr6cN94LyKio0bOUT17jnI+TzlfpE6RUFihR+Jkd1xDZvceVFdXIDmaErE263Zme1dgVDQwvw/m+thik8LA7mggiWn0zGRumPfc+A7S63ezJtOO4zrUHQdP+Zwr1okmu4ibZqAnRtsbCQ2mFww3ZZdRno3QTaxyjnJ+hHAq3hgDhRbSca0c1blp3LqF8lUjZC6IqAJwrSp+JIiGF4CM9yGw8dW88/xSKzrNY3jx5xXbJ7okiUGgQ7baHs28uVJcoaTUWqzt4Oat7oC0qeH6wRu0+MVLRUQoxMg5xNg5cOyAVJU6qUiCPelO9vRuRG3aDOEwvueAF299ATUZEHP+YK3W2Im4uAxJKhOsSXeuJ5LsRs5M4J87hZwz0MwwbVt2E9+2C9XeHhCyVguIPb91MJNBGAZSSsJt7WhmGN+pIRqKxNJJTdHkiG8EamyVNeKnHqTv+juIpLtYSD8zj4UcRAqEjtBCgZamACFQuoNfOoOW3IhVqyI0ddE6uW7qaCFJbc7GqQW+VaX8wPMhgi0SeijY2jGfckZgoKlOJEl8mQsc8pfU/eYXFFpnwILl0BltdQsGwmqR5AFvrj5/5RWTstkrr5TCbWSDmEfSkBhSMFv3WJuYd89oXGR0SA155nm0f/g4VHKLH0kRGCpmBGIZ1PmdqE07oXcNRDsCd8iCB8BfvKYQwbKb36STCQH5HEyPwMhxmBtF5GeIe+BbHvmqTWVyiJ5UgnRff+BLnZoKXEwNKSlDIfKGxvMnDjJx/igz4WBwMj50e5BRoDes8MV+EsHz6QZ6OIrZ3kNi726kOYWPiVAxhNIXX9b5/5VCVadRtdnAo2A21BJNw586DaVJnAr4XoNU86tY86tNUsOImji1KqC1uG8EAs2UINQSXikEJprfjRAJfDGNEtYyYy8vSuviKsV03WVvV2tYmu+7eJ69MAxSGuh6lKvFFZJSouvNS00Ke0lmi7ihEdMEE00OVSEb02tLUCvUzp4hWsoFKlPTNXFthGNDqYA2fh6evA/V2Qeb74Qdb4LO9YAIImx8O8g04ftBBM9iYwPp+8JTcOYAWBWEAFNAWEA8DDEJY9U8Y//yafA80tfdgnKchc6XUjI5O8k/P/Flzp0/STqtsJKSaiWCofuc8BVttmBvWz+butaiGyFUJILmumihMEY0jh6OoXd0INatRymFpyYQmoFQJhTrUG/K8mGX8WszkIpBorshuaswNg6ug3Ln0Os2qlynWg/2GGlmCC2kI6QI3HMLyRBabWGAUNzFFzNIMgSr461ST6o4Ag1XjNBanFQFFdKWzHhVxydnLVlSBhynjufZC3fW9Ria9iqREsAwUksa0CryI7qkNxbifHH+bVt8IDX/oELg5nNcePJpOhzobL67AuIdQVFNFKJWhPJ0MMWPnYOD/wq73gQ3vBul8pA7HyhwSrVKSc+DIw8FhKTVvzY/FOlQMNWOV8uMfenvEUaIZFvXwvKi5bl8/bH7GZ86QTIR+FFTKXBtgaZLwlEYK0CROeZkD3dtvpZ4OIZyG1neVMO/F080Zc4AJdwgK8jU8MUuoExb4LwXGqLuQd4GIwXSQrk1YhGD9b0hbNvFsj1q9QpW2ccRGpbr4dVtpDDw/eD+Ph62Z9HW0046HcMffx7fj6NlNiPCKQIHejM5l9cdhdYk2RuYtVzqvs/gkux5jlMNgmYa0PXkS8pbecWkNM1sQLCG1W1ZJXzfa9RTDLApHeGF3OKykpBaEGjQeHuElFTOnqE6OsKIkCih6AirxdDHTB/0bm+sIiiwK0Fs5Nw5KE/Ctz8Jpx+D7TdAz8DFhpSUMHICzj0D4tL+MQVkzKAWYqFWYvJrnyPypvdgRBNIBOOFSU6Pn0FJjXh8kT+GEWyGjITBNEBqFs+NHqRULXPPntcTM+Zzjje5qVr8nj7MzAYF6ZumbmIx6OwADDSvA6lFoGtToBN6DsoqoGoTiOokuiwRjRhkFKhIBKejky8/8AUqpdOEtTh2TSOZUoxOVSlaZXpqXVRKm9iS7cc08rjVGWSsB5HoRsRSjf7w8MUcsIyjWzdpVcEEZwsWMU3SFW02YgSWVWiEqgXPFgq1vXo6ZXCDLFKaeF4NIQS2XcJ164RCi6UudmYjPDhaoOx4QYVZIRG6ibIWM/FWzp0Jsq1pkuFy4MDuiSjCGojpM6hwEpJdgW4VSaJ6tiAKowGxNWDqFNrcEOy4CX/bja36jucFpPTcVh/lYn8uQAKZkKLsCOy5KSqjF8hs3g0qqFsjENiuT6EgMYzg0npIYhJIQV2Hek0QjQqOTZwkez7OG3a9HV0z8L0adLW1buUVYjGXefPLpOvQ2QmahnQiSJkK9L959VgPBzVx4l2oeg5/9hR+eRRQiGyWqvC4MH2SWHqKC5OCSBRydRjJK9raYLI4yz+eO8HmnjXctPZaNrT3o/Jn8JmDxHx6lXkn91JJKYJ4zyU4PFNlXdJs2YcFPvV6ruW8cLhzmWu+OK54i20olMUw5vXKQFRbLVtmFVszYaqe4lxpUa8QemThFN9xqI8MLVxTESz1vVCUTNQEVrWEOPcE4uzjiNEjiJGjiPETjSDhphZ7FtrzjyLPHgr0L6PxxjoWlOda+8EIo5JdqGia5g8UENGD3Du+71ObmQAUvlL0pTp4445baIukqdUUxZJPoSSo1YLE9aZJkzIfJBo4PnuKM14cbeA29N4bEGbiYimZz1+8Lz2bDaRqPg9zc8u40dSCvijCGbSefY3oIQ3hOBQmRrHtAq4tcSxJIi7JzwbesvYOietKst2C0eo5Pv3El/n6scepGjqifT6H6LzRuAx5pH5R3UfHVxyarrB/iZHjeQ612mJ+KCF0wuGei695BbhiSanrcUyzc6HOoufZVKvTjRxCAbqiBv1RgycnyuxqpGsRRjhwAisfr1zEmp5seX5BUMF1uCKYqguShkOiMkJUHyHUiKhebvMXykWePYS67ftQkQSMjoJVaV3alDp+qjeIEvI98L2WxP26CAav5oJTyi9ENEkhuHn9NWzrXsfZmVGOjp/m7PQINbuO50gsK4hmSqWgZukYpk61Xue5kw+xdf1+pB4HEQYaOziFCFxO86liICBaIhHERtbrMD2NEiVUYjDY09NwCy2iQU4hkW1bApfP9Gm8mTHsmsus5aNLSa0MlYJPtivoNN+DRFJQmJNops0zUweYOeJxz0A/cWEum81j/n5CNxsb9hYxUrYZqzpc29GUXhuBZZWwrCKLZfPihMNdl7j25XHFklJK46IqAOXyeMvKji4Et/QkeGS0uOBEF3poIeRfaHqjtNvy96h7MFUXnC1LThaDn7NlwWhFMGMJCg5U3WAzlKPAz8+ictOBpOnugnC0JSBD6aFAJ1J+INIircGqAhb2LnuOHSQ1nf+uUmSiSfav2c4PX/cW7r3+rWzqXANC4fuKUhFKZQiFJZEI1GqC6bkLWHYV8EG5QYACDVdRrYZYkqifbDZoVy4HjotyKnhjTwQ/1Rfw5AS+mEPR6n4D0No2IcJthKQgmdJo6xR09oDUFPFUMI3PTvlEooJaFRxX0NWnEwprHH7hWR5+6n4UlyIkgZ0aii0xcoJ9/e1hnfXJ5kJcgmp1aiG4F4Kp2zAyl77+ZXBVGTJisXULiqsQgmp1Bttu3s+tuL0vyWjV4YV8Y7OYkMhG3kMtkaT/vT9KYuuuxqzR2inN9p/jBzknZyzBaFVwriQ4VZCcLEhO5CUnCpIXcoqq5QXu7FgMunoh1bnowvTclqlfLVmdUE339KwaqtkBT0BM3/fRhGBz5yD33vAW3rTjNpKROJ7yqNUCcgbXUhi6iSYNVHUaf+gF5kZHqNkWNauOU6tSrNVw5rPBxWLBy+R5gRSdv6ddwa9O4WslfJnHk5O42jCenGGRBAq0EDK1Fk2GKOZgaswnN+OjfOjokoRCouEugtlpRTQR6MalUjATnDj9PJVq5aIl5AVoOsKMtRxyfMU3hwrc0Z9sDVFUPsXiaIvUjcXWveSKEVdFymi0H9Ns7CchMHbK5UmaB3p9MsSWVJivXMjPNxlhxhHSAN8ntmYdaz/8M/S8832YHb2NWITlRaeglaiKoDi97UPV9nG7BjG6exdLx7VlYMuexd2Lno2olZhPoC/qZZb66FqX6i8tOXzlE9FN7ti0nx+76R5u23QdPal2NEzKZYNMspsb97yNkBFGOXUkMabGqjx/cpLpOY/zOZeRmkexXkcIkEawnUOKxk7NZse/58H0TCNzgAA8fDmHL5oMCaUg3EY23c3mzrXU6z75nM/4iM/QWY/J8SCCPxoXhEKBplAugW2BkJIdm/cQDUcvMX0rpBFdok8KjuXqDJVt7u5PtRy37TKVyuQCwaUMEY9vvmRfvhiuKkrIMFLEYhuo1caCpiufQuE8bW0bFhV/IbhnQxt/9Nw4P7a1g86IFkzhZhxVy6F8Dz0Wp/tNbyGz7zpyTz9J/uAT1MdGg6QDUnCxst8K5ftE+9aw5v0fINSWpbm8MRt3Qls3zI4GgroyG0zfbr21EBQBIe1G32qGGawXX0bHCop4Ql8yS+/OW6lYe8nLGE56E8lYGx2ZXvBdZHIQmVrDzkGB05C0ftbHtWto1hyVyWMcO36c/lCIYrlMpl4nPz3Nxo6ORYI6TtBAQwsWA8pl/HoOmdkb7D1CgW5imgnesut2omaEA+ePYLk2vi+plBTVskcyI+jolvgKxkaDl2v/rpu586Y3IaW8BCkFYpkSzf9yZo7d7VHWp1rJWiqNYduLRm843PWycp9fZeiaIJXawdzcE/h+UAu6VBqjXs83JSYIEiH99VGNfz2f4wPbOgCQkXRQMH6+OqvnEcq20/3mt9J+6+0UTxwnf/ApKmdO4hQLC+vEy0UoSd2k++3vJLp2PcqqB3tz6vXGGrgNnesRM41sHp6DKE4FvuIlBpbtg92IQzbiKYQZDnS9lmBbgt/1cLDBy0witFCw9cN3iNSLqEw3ZqKrZbfg/PeMeekhJLoZh0gSKSI8/egjfP7wMdrb28iaITYkEqxTCl3TwHWCFZ3hk4FjFB00EyVDqKSF0BqkEBIldOJmhLfsvIMtXWt55NQznJ0ZxlceAklhTmHVfDp7JIb0iMWz3HnDGzGNEP6yM5RCGNHG1N3kmyxaPDxW5CM3DSxZvnfJ58+2RKcnEtuaPDVXj6uOp4zFNhAO91CtDhG4hirkcueIRNoWHiKqS963OcvfHJvibesytIc1hBFBhhOt+SmVQnkKLZ6g7fobyezdR31ygvLpFyi/cJz62DhuqbBQSFPoOkY4THr7blJdPagLFwIyuu5CgSchJX7fNipjw1RDaZxQHOnZhKszROqzhNwK0ndRQM4WuL5CGCbJ/bcgBgZR1QpML2amRWjI9Fpkei0iFIcloVjSqTM8c4GwbdOV6WtUgriU416B75FIdXH7dXfxJ3//5xw8fpytfT2EN2/kmBTskHW084cgNxa4uHwfoikY2AGbbrjo/iKZwM8aiFyBLaxhMNPD8YmzPHH2ECP5STzfo1YVjAz56Jrglo1b6bAV/nKJFYIrIqOZIINHk5T8zAuzbE5H2NfRTFZJpTJJuTy+QEhNi5JK7bokf64EV01Kw0iSTl/TIGXwELncadrbtxIKze9wVHzfYIrPnZ7jH07N8jO7ukCAjGRQVjlwZzSjITmRkkhfP5H+Qdpvex3eXBW/FEU1BkL4dWTpNJohYC4f3GvJ/uxixWKmpGNv+0GMTB9CN/Bdl1KtgCpNYZTGieXOIGfOkqsX0UJRsvtvJ9HVhxoP1pqbpaSW3YJs2zLf0IsIpxthUolu/uyzH2P7+m3cte9OkpF0ULW3sXPS9bwg+VYTCbRQjK5UgorjMDw9wzMC7i/kuUeb5a0xG18sGmKqPIM4+hDCk4it76DF4MmkQVQhZOILCFerXDuwjS2dazkzM8zx8bNMFGdwPY8tPeu5af01qFwO4rHAr9UyfStEKIY0W3PUH8vVuX+kwO/fPIgxn1iLYNaamzuF61oLpIzH1xOLtXpprhYvKfI8nd7DzMyj2HYOIQT1+hy53Fm6unbRLC1/amcn//2pUd44kGJTOowIRRCRNOoySfgDo6eR5iRlYnh1pJYGIfBLk/g6C4PdbGD5vmJitkK+7uF5EG3rwIxnguuZIGJJVLYfz3UoVgvUx05izJ2mf+M6Yl29UKkubQkinEGk1y38HUC0rroBdadIuT7HJ770KQ6ffJpdPWvobu9hoL2D0dlZiq7Fzq03Mdje2JkoBMdHhjk9NU0qEmXWrXHw3DnivsXnNIWpguCRrhB068GtHA9S6UG0cCLIsal8FH5jQ58KSkj09aEsC1WrEa3X2d2WZce67dTrNXzXIWKYaI08n9TrASmbISQy1t5St9HxFX/1/CQ3dyeWpHcU1Gqzjcpji6Fqmcx+pLzCqPZL4CWRMhzuJZXa3Sg2H3BkdvY4mcz6Fml5a0+c6zpj/NnhSf7w1kEMCTLahrIrL1LQab51Gn7Cxp84ETiemw2aeQiBkhoTsyXKmkmiPwG+j1MLkqvO5xuaL9KuGyH0dBehWJrKZAaVEI0YySUKf2MFRWjmonRUCuWUUX4NQhpKByEclDbBQHcHKMXpoXM8e/QQ/W0Zbt+2mbLlUJQmN1zzeuYH1PM9jp8/Sa5ao2J7hHUN1/ep+YrtYfjradgRgVtjEA5BZyPQSg0dhcc+A5tuhLY+lKqghN3SF0TCEIk0FoF8hOcSzRdgdhbl+5cwbAAUMpwJfJNNxPvaUJ4TuSp/c9eG1t03SjE9fQzHqSxIyWh0gGRyx+XH9ArwkkgphCSbvZF8/lkcJ/Di12qzzMycoLf32oXzNAE/u7uLn/zWWf7lbI73bGxDaAZavAM3P3oZ3asBBYQjMDgYrBlXq8GWWgiczqaJiEQol2pUZutEMw3lWtPQIz5ubRLf1XCtKsoL9EjdDBIOKOXh2g71uiARvUTQgFr4JyB/bQ537MkgbC5kBMubQpD1fe7ZvIlndA262vnic4dBwYNHT3JmZpbrd95ELJxceKlKlRLHzp+mVLfIxHR0pXAcmxpB6j5TwrUm3GYGEhMgqgEXDsD5g9CzFX7gN6C3ozGETbtGlY7mZxGYKFXHmz2Gys20TtOaFvhImx5U6BFkvL1FTgyXbf7y8AQ/uaOLwXizs1xSLo+Ry51ukpKSbPaml2XgzOMlbxyLRteSyexjauqBhWMzM8dIp9cSjS4aPf3xEP/hmm4++sw4O9uibG8LI8w4WiyLV56+xNWXQMpgTW9p1I0QIAW1qQJ6pLEg3fhcahIRdnDrZdxiBSHMwNNSyUEjYgnfQ9eaO7sZAuUWG9tSteAUI4qMtKPqc0Hsm6cQZgIt0k5fVNIT70RaOW7ftJFDIyOcnZ0jG49x08ZNhI15iStw7Ao3r+3irg2dOJ7P5MhZOqwcR+twxoL/0g5vjy8zjwRWFIwfh6/9MfI9v42IrgVs1PxecGUgMBtPEEV5MXx/kpaopHS6dTej1NASnS05QOsefPSZcbZkIheVL/Q8h8nJQ7huvUlKriWdXhRILwcvmZRCSNrbb6NQeL6RdD1wpk9OPseaNa8LSsABoHjTYJqDU1V+6+kR/uJ162gzNWQsi+9aQcbYK4kkWW7aUQr8IAOwlHKpqoeQEiMWwag5QdlEIRFNKxFIEeS/XO664TCqI42SThAt3pAmWs++oEJZw8gSmsl8hL2MZvFGHiNu+mzv6eHG9esp1WvUjDZcz0WXgRM/m2jj3lvv5PCZIxydnEW6NtdGg0QHfRq8NfEiPaIB556Cxz6DuOvDQHTJOtW8dJcIo2lVZn4lqb29+WposY6LXECfPD7FmUKd//X69bSUZUcyN3eSQmFogZBSGnR03PGKSMngDi8DkUgf7e23LzROCEkud4a5udMtl5ZC8XPXdBHSJL93YAzLC3xsWqIL0aLDXEXDpUSTGprUkEKjNlukXijj1u3FFSIRJPAXUiy7aiSlRA8ZrbdXDaOhpweiIXya8/wE7RZ6BKFHEVqj4LvyQXkIIwqaiVCKbDSKLgXZRBLXKTGdX5RWUjdJ9O+kGE+z56Ybed/rbmVPBP5TJ/xwanHKbr7tRV0kFDz9ORg61AjfW3qSAM/Br0032qiCKbunp2krsUJGM8hopuV7Xxsq8ncnZ/j16/paUv2BpFabY2LimZaYh2RyJ5nM3uWG6SXhZe/7bm+/mWLxKKXSSSDYOjs+fpBotKMxjQeNT4U0fvP6fn72oXP85fOT/Nw1XWiagZbswcuPBobPi6zkQOBWcT2P0alh8vm5htNWI9qXwMTEq1hY+TK+5zWGSODU6ii/ye+mFEpAIqIRlkvG2zCgtzeQKErha3mkF0Ew7z5ZliGBzlkvBtl/27KoRkidbxh0KR8p/EVpr3zMWDdvf/0bQHOwjRoqZhDynYUAkQVo2qKVXC4v+GMRQK2Ae/YA2tp9tKSVVT7KyuPPvYAqTwb9mkhAV1fwwjWeQ4RTaPHmCraCZ6ar/N6BUX56dzc3dTfXahR4nsPY2NONbL2y0V1purre8LIt7ma8bFLqeoLu7u+nVhvDdUsIIbCsPGNjT7J27evR9XmdTbEuGeJ3bhrgFx65QMrU+MC2DoRuoqV6gprfTRl/l4MQknwpx9cf+iKnLxxGarVgr5fUyKQyDPZtZNeWfazZugksj3qlilWuYpVruE6w2iKlxIxHiWXixO0qWq0abMSat+xTKQTg5/MBATwX15tAap1BxLYRaXVgKy9ILuoU8L1J6OtezNwFoBRB7LYVbJcVoYbE1MFL4DGFbO+BeAKRn2t9YAV0dEJfkPSVkdEgu9z82oOA/NnHSd76JrRQIze558DcRFBq0G/Kl5lMNuncChFKoCe6m4KkBSfzdX718SF+YEMbP7ixVY8EmJo6slB8fn48OjruIB5ff2VkuUK8IhkyksmtdHa+jvHxf11YbioUzjMx8Sx9fdc3CUDFnvYov3nDAL/2+BC6FLx/SxZhRNBSvS9CTIHlWPzrtz7HC+cO4LoaiYQgFoNy2aduzXD05BRHjh9k++bd3HnTm+lZ04c/XyuxedehlOC6qHNFbM9jplKjLR6lYtmE3Wny54foTcRavuOLqSATmhFrrHY0nshzwa2iYib0dAc+vmX0XyVclFZHlOuQHwXXQcTCkHHxY0lK0RTxuTkiS79ohhaJE26VRgqwvQoeUwjZSGOoA1kDMj0BCedTBi60KTDO9GRPkNCh4aJ/IV/nFx+5wK09Sf79rk5kyxBI8vnzTE4+u3B+MO7b6ei4/RLj9dLxCqVtEXR03Em1OkQ+f2jh2NTU85hmio6ObSwGUSru6I3z324Y4DeeHMbxFD+2tR3diKCl+/AK4yinytIHlVJy6vxxjr5wiGRSR4ggKUZbW7DkbduCeFyjWHS5MPY0f/fFEd5+9w+zcXBzi/4jREO/9H2EgLFimb8/eJR0PIrne0RMk4FUgq5EDH0+KWtjI7/v1hf2fi95fCjUQTcae22WQEoo5uHA1+HYAciPBPc3o+jZLuTeW7EGt+INnyOydHxz+QVVgrlcy0d1wIqn0IxwQ6g1vqzpS+o1NREynERPtBLyZK7OLzxynhu7E/zStT0XGTbV6gwjI481Vm6Ce5hmOz09b3tJ1R9eDK9YLiFdj9Hbe0+jKtl8FJHL2NgTGEaEdHotzcS8qz+BLgb4f58cpmh7/PSuLkw9HBCzONkoxdYEIZicncRxHWxbJxYLZialAmFgWcHvwV59jWJpgi9+4+9439s/RE9HH8r3EVJSrtUJh4wgT3okSk8izo7eDv7sgSdxPJ++tiTfv2MTY8UypbrFbKXG+vYMuUoVTdeQCrZ1ZpevLJabg0Q8MCia3C1icgTtC59AXDgBqEUb0K4gCtNoI2dIX3Mj+VgSVSk2q3hQLMDJRsyq57a8qwUFet86pGEsxAdcDjLaFuiQCys2goNTVX718SFu7U3yy9f2EG5ZWpdYVomhoUeo1/NN69thenre9pIqP1wJXtEEV5FIL3197+LChU/iOEWCgI06Q0OPIGWoUVi0SWL2Jfij29byX789xGzd5T9f20MyFEJP9eCVDfxqk46lfDav3cqz7d1MzU5QrUo0TaLrgW1imsFPuRwE+RiGpFQZ59EDX+Idd38Qz4fJYomh2Tm6kgm29ffgdnVhhkK8JZlAmia/9aUHOD01x+muHPm6hUDw9JkRElGTmGmwqSvLpmwbO7o7goCGpfAay3exhhvG8xEzY2if/wTiwvFW6QUBwTTArRE59BhT+BQFpJa77tJDQMkM07Fu64s7L4REi7UjY20sZrsQfO1Cgd85MMo7N7QFQqGlfQLbrjI09EhLwIUQks7Ou2hru+5FbvrSIdSl151eIhTT048wOvpPeF4Qxq+UIhxOsmbNnSQSzcQEEJwq1Pmvjw0TNzR+84Z+1iYCC9Gv5fDKMwuFoYQQTMyMc/jEQc5cOMH41CiWXUcKDU0L7AtdD6SlZQW/ly3Bvr3vJJvt42tPPUs6nmTb2l4293Yy0JElZpoI32dkNsdfffl+/unBJ+jNpMmk4+zdMEh3JMxHPvcVkqbJLRsH2NPfzb7BXvb2dgVVIVoeXQWWciwWRPfU6sgD30R79ptX5HwrAJNI+pS/UJ32Usj5MDmwmbU/9kto4eiyemwwjYTQEl3I8GLaXsuDT52Y4ZPHp/iZa7p5z8a2JVa/wHEshoYebqzaLDY+m72RgYEfeklJBi6FLzVqi75tvh7BK0/KYNqemPg64+NfQalGZSvlEw6nLknMqZrLRw6McnS2xq9f38ftvYnAGW5X8cpTKDsImAgScwpqVpXh8Qs88exDnDj9PJ4fxA+GQgEvLCuYRY9fcHCMfkpegomZHCFD546924lGwjiuy/vuvAXb9Th2fpjnzw3x9LEznBuZwghrbF/XT3cqwdT0LIfPDJMIG/SnE1Qcj99/x93s7u7A9rygREsjnQoq2BEZbBYro3/rMwvxnM3P2+iUi45Pda9jZnaCHrtKSlzMZQ+o+DAejtP2Ax8is/P6i6OuGpDhBDLe2RRBHvTzR58Z45npCv/Pdf28rq85Iihog+PUGR5+lFzuNM0NTKV2MTh478sqML8cXhNSAvi+zdjYl5ia+ibzWYCV8jHNNIODt5NK9bN0B1nNVXzi+Az/9+Q079vczge2dRAzJPguXmUumM6bio5KqWE5Fs8de4qHn7yf6bkJpJBIKRayRE/PeKxbt5eeNfv5/KNPcWJoFNty2ba2j2g4xP5tm1jf38u3nztC2AxhCMk/P/gUz5w9zy3bN2N5DhEzhOd6nJ+cJSogpGncvnmQW9YPYGo6O/u66IhFGCmUSYdNOqIRpCaRwy+gPfJPtKRCCYehpzcQ55OTjfxF850G5U17mcp0UDj4IEnXJrr4ETZg6Tp+pov2O95BZu/NF0vIeekYyyIj6QUfpELw9GSF3zkwSiqk8RvX97OhJYIcQGLbFYaGHmmJ/gFIJLayZs2PYJrLGHIvE0tJ+aolTZUyRE/PWwCfqakHFjInWFae8+e/ycDALWQyGxBisVMiuuDf7+rkmvYov3dwjANTFX752h52tEXQEh1IM4ZXnkHZwSqL73uEdIMbrrmN9QObeezggxx54VmKpTyzc4pEXGGGDG7YtZfrr7mB7myGLzz8JOOzeQ6+cBYpBOGG39FHMDlTwsNFNzQ6UglOj0+gSUm0kWBUaIG1vq69nZwn+cjXHuXNOzcyXCjSFosyU6mifJ937d5GbzoFuakgvGchBQiQboP2Ru1K32sUhWpAQHVunI63vZ/Upl2Uzh6n5tQQUkeLJQlFYyTSHUT71mIk25YEtChAIiNJZKw92NrckI4lx+eTx6f4zKlZ3rmhjZ/c0UnCWLooK6nVcgwNPUKpNNIyZScSmxkcfN+rQsjl8KpJynl4Xp3x8S8xNfVg01Su0DST3t7r6OjY3kj90jqFTNZc/uzQBA+PFXn/lg7euzlLwgiCKPxaHq86t5AOBmiklFFMzU1wdvg0kzNj+K7LmoGN7N56LbrUcJXi+IURTk1MMTI1xzeefI7u9jTPnx1ifDZPzDQZ6MqiSY2JXI5y3WJsJkfYMOjNZtB1jRfGxkmFo2wd7GNibo69vZ3s7etkPF9iNF9iIJ2iIxVjfTrO9+ePkBo/sygJFUE2jDWDgQSbmAzqkM/3lYLhtm46P/TrhFJZFpJWCRYDKlCLG+Wae8yIIGNtQYBuQ8L5SnBwusIfPTtOxfX55b293NoTbxEEASSl0jjDw49SrU4vIeQWBgfvfcl7uK8Er9n03Qzftxgf/ypTU/e3lNITQqOjYyc9PfuaVn4W4Sp4YKTExw5NENMlP3dNNzd0x9EFQbnmag6/XoCWnIiNtW6lGjEToiWRpwI0TeJ5PpP5Ig8cOsZkvsDJ4XFiYQMhJLP5EoOdWSJmiHy1RiYRp1iuMjaT4/zUFMfOjlCtW2i6JB4y2N3XSaFaRwA/fMMehuYK1MoFfjMxRUd+iT6p60FAhKYFeYWsxT3dJR8mN+5m8Ed+IUgs9aJQCM0M1q8jqUbm30A6jlUc/s+xab42lOfNa9L81I5O2ptqHAUQjejxM4yOPoFtl1oImUzuYHDwvZhm5xW05aXjO0JKAN93mJr6FhMTX11SW0WRSq2lr++Gxj6fpYETgpm6y/85Ns0Xz+W4sTvBT+7oYHM6EoTmOnX8Wj7YlDafA/0KIISg7jjUHZeoaTJTKnNkaIwnD58iFguxvreDN167i4m5Ag8//wLPnTyHpguiMZPZXAFdaozO5Th25jzFSo24GaLuuNyxaZBMNIJt1/l3+gh77fzFhvficnILhjzgznfS+8Z3X8bv2FjR10xEJI0WSS7ubkRQsD2+cDbHp05M0xML8XPX9LCvI4q8SDoKXNdmYuI5pqYO4/tuS2xkOn0t/f3vfsWNmuXwHSMlgFIec3NPMTb2BWw713TcJxxO09t7A5nMukbnqCXfFRydq/HxI1Mcmqnw5jUZ3rcly5qEGZDTreNXC/hWsanq2JUFeKAUSgr++aGnEUjedNM1zBVLDLS3MTKT4+FDJ9izeS2zlQqdyQTZeAwEXJjNcejIC3z9wcfpSMd4bnicuWqVuGGi6xq7/Gk+kLa5IfLiyrsDnNbDdL//l0is376MRR2QTuhhZCQVuHiayFhyfO4bKvDJ49N4SvGB7Z28eU2KqL5UNYL5VZrR0ScbIWiLfSWlQXv77fT0vAVdj/Fa4DtKygCKUukkIyOfo1odbjkedMg2urr2NLK5XRxu5vjw+ESZ/310igslizcNpnnPpizrkiZSECS1r5fw68XFOjRXuDZbs20iZohGtRr8hptHahLlKyzHwdC0ICubFHztwBEOHD1DZ9xEt6r0ppOMlKu0tWfxNI3xXJHI2edInD3EnjDsuEzCiCkP8pv3sOa9P4s05yvbqob9oiFDUUQ4FWxXaJraC7bHN4YK/N+Ts5Rdj/dszPKujRnazKVTNUBQN2hu7hTj4wcauX8W5bhhJOnu/n7a22+7qHjXq4kVQMoA9fokY2OfJ58/xGLhqGAfTSzWTW/vfpLJ/mWlJgjqns/jExU+fWKaMwWLm7rjvHtjG7vbo4QaUeW+U0VZJZRdRbk2iyRfnqQL0UKXQGt+fsFkrkDI0IlFw5wenWBbXzeeEoQMPZiyNY3axDDPfOKPkFNj7AqzGHChAkeRraDgQ7lnDb0/+O+IdA80iinJIA2gGUea8cDX2CCQAsYqNl89X+CL53J4SvEDG9p4+7pMS23MVkhqtTwTE8+Qy51qxAMs9kM0OkBv7z2kUjsu2T+vFlYMKQE8r8rU1LeYmvoWrrsYTBvkfzTJZrfR2bkL00ywfFYsge0rnp2u8A+n5nhmusKaeIg3r81we1+CrmgoIIfv4Ds1lFUNKjB4VmMnFizdFXk1kA0SK4KAkWU390tJ5fRRJh74PPbEBUKNBPlSN/ANExVNEO7fQPuNdxPpWRuktwnFAsmom4spaAiKHByaqfLlc3menirTFtZ514Y27h5IkTEvThvdaACe5zA3d4rJyeda1rABhNDJZPbS2/s2TPPVs7AvhxVFSqCRHOkY4+NfplI5z2LHBlIzEsnS1XUNmcwGNM3gUuT0FFwoWXzlfJ5vDBcoOz572qO8YTDFtR0x2sM6UojA+e5Z+I6FcmooxwLPCdxVzSFuL4OsF7VOStxaBWtmAt91EFKiRWJokQRaNImRCML30Ixgn4yQC/euuh6nCxYPjhR5eKxI3va4tj3GPRsy7G2PEllWZwzarlSQGW9y8jkKhWGWJkadD9Btb7/1JSejeiWw4kg5D9ueY3LyPmZnH19YM4fApymEJJnsp6vrGuLxnkZdyEuX2Cg7Ps/OVPnGUJ6npyo4vmJLKszNvQmu7YgymDCJ6lpjeDzwvEAX9exgmm+UhFZ+UMFVzRcbfdGuWow1DIrNB9sxkDpCC0qSoBkIPRQckzqL1QiC77m+z1Td5dhcjSfGyzwzXaHgeGxMmtw1kOLWnjjd0VAj3vFSZAz24k9PH20kC6gvkY4aicRWenreTDy+gdd6ul6KFUtKCNbMC4UjTEx8nUrlHM2drpSPppmkUmvo6NhOLNb1ouQEyFkeR+aqPDZe5sBUmem6S9LQ2JaOsKczysZUmDWJEKmQgdkSlaACqap88NxGcqtG4dRLZIkDguVD0aioIBsVt6Rskn6L9/CUoux4TFQdzhYtjs5WOTxTZazqEJKC7ZkIN/cm2NcRoz8eagRNXGq4gmvX63lmZ08yO/tCw+/Yes9QKEtn551ksze/Ztb1i2FFk3IejpNnevoRZmYexXHyLZ/N65vJ5CDZ7BYSiZ6Gpbjc3pl5BINS9xSjFZsjs1UOTVc5ka8xWQsSdWUMjcGEyUAiRE8sRGfEoDdmkDY1YrpGSJPoEpYWfrsUFApXgespqq7XIJ/LRNVmquYyXLQZKteZqrnUfJ+UrrE+FWZXNso1jcxmqdC8NL/cEAUrWbXaHHNzp8jlTjdl1F1sq6aFSaf30tn5eqLRAb7T0rEZ3xWkhIB81eoFpqYeoFA41DKlz3+uaQbxeC+ZzEaSyf6GGwlevHJqMCC2r5iruwyVbc4XLU7l6gyVLeYsj7LtUfV9dCmICkHEkMRDGklDIyxFYOEvA08p6r5PxfUp2B51x6fi+dhKoSNIGJKEqdMXMdiYDrMuZbI2YdIV1ZtUCrg8EQUg8X2bcnmKublTFAoXGtkqWskohE48vpHOzteTTG5/TV09V4rvGlLOw/cdSqXjTE8/RKn0wkVFzVWjmkM4nCGVWkM6vZZIpL1hFF1OejajlQqOrxoFjFxylsd0zaXkBL8XrIBotrc88TUhCBuSWEjSFtZJGBrZsE5bWKfN1EgYGiFNBOFuLXe9kjYKlPKxrCLF4gj5/DkqlclGla+lZJREo4O0t99GOr13xUzVy+G7jpTz8Lw6pdJxZmYeo1Q6ie+3lmxTDWezpplEo+0kk4Mkk32Ew5kGQeHKSdqMV3Kaeyn3Doho2xUqlUny+QuUy2M4TnnBCGz5htCIRgfIZm8ind57UVGulYjvWlLOw/ctSqVTzM09QbF4HNctX3TO/EYxXQ8TibSRSPQRj/cQDqcxjGjTQL4Ukr5aWGIEeRaWVaRSmaJUGqdSmcS2Swszw9KXRUqTeHw9bW3Xk0zufMWyVbwW+K4n5Tx836FWGyGff5Z8/jCWNdW0MrSIeYJKqRMKJYhE2ohGO4lGs5hmAsOIImVoScZgteT/Vwpimf8Vvu/iunVsu0KtlqNanaJWm6FeLzQKs6pliQiCUChNMrmdTGYfsdiG76i/8aXie4aUi1DYdo5S6ST5/CEqlbONTWvLPZZaWEaUUkfXwxhGHNNMEg6nMc0khhHDMCLouomUOkLowVp3k0P7CnZqtdxPNVxJSjm4ro3r1nGcGrZdol7PY1lFbLuI49TwfXthCXB5IgbZcqPRQdLp3SST2zHNTl5KsfeVgu9BUi7C9x0sa5JS6STF4jGq1WFct9Sy77sVquEPb4SDCUFQRjqEppmNnxCaZjQkqhmkmtH0S5IgKHPi4Hkuvm/jOBVc124csxo/Nr7vXrQf/dL6q0DXo4TDvSQSW0gmtxGJ9H9XSsXl8D1Nymb4vo1lTVOpnKVcPku1OoRtzzZcSy++MrPYK6rl+MVT8PLfXz5oUrSEiV0OUhoYRppodIBYbAPx+HrC4d7vGSI2498MKZuhlI/rlhuJEkao1Uao1yewrFlct9xwM33nukEIHU2LEAplMM0OIpF+otFBIpEeDCOFEK/aVqoVgdds49hKghASw0hiGMnGWq9qTK1FbHsWy5qmXp/EtmdxnAKOU8Lz5vU7D/AvowK86N0RjWVHKQ2kNNH1OIaRIhTKEAq1Ew53EQplCYUyaFrku1o/fCXwb4KUF0MgpYlpdmCaHSQSW4EgMt73bTyvjueVcd0qvm/heTVsO4frVvD9Ko5TYdna2I1ra1oUTYuh61EMI4WuJ5HSQNOi6HoMTQssfil1VtJy30rBv1FSLo/AyImgaRFgub0p81a09yLBwFrj53LGyyouhVVSXhVEw0W02m2vJl5WeulVrOLVwCopV7HisErKVaw4rJJyFSsOq6RcxYrDKilXseKwSspVrDisknIVKw6rpFzFisMqKVex4rBKylWsOKySchUrDqukXMWKwyopV7HisErKVaw4rJJyFSsOq6RcxYrDKilXseKwSspVrDisknIVKw6rpFzFisMqKVex4rBKylWsOKySchUrDqukXMWKwyopV7HisErKVaw4rJJyFSsOq6RcxYrDKilXseKwSspVrDh815HyR37kR7j11lsve8673/1u7r777iu63pEjRxBC8Oijj74SzVvFK4DvyeyfH/7wh7Es68VPXMWKxPckKd/whjd8p5uwipeBFTl9f/KTn2THjh1EIhG2b9/OJz7xiZbPdV3nX/7lX9iyZQumabJr1y4OHDiw8PnS6Xt8fJz3ve99pNNpstks73nPexgZGbnk/T/ykY+QSCQ4ePAgANPT0/zoj/4og4ODRKNRbrzxRh588MGF848fP44QggceeIB77rmH9vZ2urq6+A//4T/geReX5pvHI488wu233046nSaRSHDrrbfy8MMPL3xuWRa//Mu/zMDAAKFQiDVr1vBrv/ZruO5iEYB4PM7/+B//o+W6H/rQh9i/fz8Azz77LEIIvvCFL3DnnXeSSqVob2/nl37pl/D9l1rx4lWGWmH43Oc+pzRNU3/wB3+gDhw4oP7oj/5ICSHUZz/7WaWUUvfee69at26deuMb36geeeQR9cgjj6jdu3erbdu2LVzjXe96l7rrrruUUko5jqP27NmjrrvuOvXNb35TPfzww2r//v1q165dyvM89fzzzytAPfLII0oppT772c8qwzDUV77yFaWUUp7nqX379qmNGzeqb37zm+rYsWPqZ3/2Z1U4HFbPP/+8UkqpU6dOKUBdc8016rHHHlNKKXX//fcrQP3DP/zDss9ZLpdVMplUH/7wh9WxY8fU0aNH1b//9/9eRaNRNTc3p5RS6oMf/KBqa2tTn/nMZ9Tp06fV3/7t36pEIqF+4Rd+YeE6sVhMffSjH2259k/8xE+offv2KaXUwvNt3rxZPfnkk8rzPPXFL35R6bqu/vqv//rlDdYrhC9OBz/zWHGkvPnmm9W73vWulmP/+T//Z/Unf/InSqmAlJFIRM3MzCx8/r//9/9WgCoUCkqpVlLed999ClggkFJKPfvss+rd7363Gh4ebiHlE088oSKRiPqbv/mbhXO/9rWvKUA98MADC8c8z1NbtmxRH/rQh5RSi6T87d/+7ZZ2r1+/Xv3yL//yss957NixlpdBqeAFevDBB1WlUlEzMzNK13X1x3/8xy3f+7Vf+zUVi8WUZVlKqSsn5W/91m+1nPOGN7xB3Xbbbcu27bXGUlKuuOn74MGDXHfddS3Hfv/3f5//+B//48LfW7ZsIZvNLvzd2dkJQKlUuuh6Bw4cIBwOs3PnzoVje/bs4bOf/Sz9/f0Lxy5cuMA73vEOfvEXf5EPfvCDC8effPJJTNPkjjvuWDgmpeS2227jueeea7nX7t27W/7OZDLkcrlln3Pz5s1s2bKFe++9l9/7vd/jmWeeQdM07rjjDqLRKIcOHcJ1XW688caW7+3fv59KpcKpU6eWve6lcO2117b8vWPHDk6fPn1V13itsKJIWa1WsSyLWCx22fOWfj5fFlktU9sml8u96PUAfvqnf5rp6WnGx8dbjheLRSzLIhKJEA6HF34+8YlPXHRuJBK56LrLtQlA0zQeeeQR3vOe9/DXf/3X7Nu3j7Vr1/LpT3964b4AyWRr3e5EIgEs/wJeDvF4vOXvWCxGPp+/qmu8VlhR1nc0GiUajS4MyCuBjo4OSqUSSqklNb1bce+993L33Xfzrne9i7e+9a3cc889AKRSKcLhMM8+++xF39G0l1eurqOjg49+9KN89KMf5dixY/zhH/4hP/qjP8r27dtJpVIAF/XF/N/zny/3TLVa7aJjS0lcLBbJZJYrYPWdx4qSlAB79+7loYceajn28z//8y3T99Vez7ZtnnjiiYVjx44dY//+/Rw9enTh2A//8A/zzne+kw984AP85E/+5IIUvP7666nX63iex9atWxd+IpFIy/R/tTh37hxf+MIXFv7evn07H//4x9E0jSNHjnDNNdeg6zrf/va3W773+OOPk0ql2LRpExBI0qUS7/Dhwxfdb2mfHjhwgK1bt77k9r+aWHGk/IVf+AXuu+8+fuM3foMDBw7wZ3/2Z/z5n//5RbrVleKuu+5i165dfOhDH+K+++7j0Ucf5ad+6qeo1Wps2bLlovM/9rGPkUgk+OAHP4hSirvvvpu9e/fyIz/yIzz00EOcP3+ev//7v2fv3r38xV/8xUt+zqGhId71rnfxh3/4h5w8eZIXXniB3/7t30ZKyU033URbWxsf/OAH+d3f/V2+8IUvMDQ0xKc+9Sn+4i/+gp//+Z9H14NJbt++fXz+859ndnYW27b53d/9XWZnZy+63xe/+EU+85nPcO7cOf74j/+Yxx9/nA984AMvuf2vKr4z9tbl8Vd/9Vdq48aNyjRNtXnzZvWXf/mXC5/de++96pZbbmk5/0tf+pIC1PDwsFKq1fpWSqkLFy6od7zjHSqRSKhMJqPuuecedf78eaWUusglpJRSjzzyiJJSqj/90z9VSik1OTmp3v/+96tsNqvC4bDatm2b+qM/+qOF8+et72984xst7dq3b5/6iZ/4iUs+56c+9Sl1zTXXqGg0qpLJpLrpppvUl7/85YXPLctSv/iLv6h6e3uVrutq3bp16iMf+Yjyfb/l3rfeequKxWKqv79f/eZv/qb6lV/5FbV3796W5/vHf/xH9Za3vEVFo1GVzWYv8hR8J7HU+v43Ue/73zKOHDnCrl27eOSRR140ZuA7haX1vlfc9L2KVaySchUrDivKJbSKVx47d+68bG3ylYhVSbmKFYdVUq5ixWGVlKtYcVgl5SpWHFZJuYoVh1VSrmLFYZWUq1hxWCXlKlYcVkm5ihWHVVKuYsVhlZSrWHFYJeUqVhxWSbmKFQdZunQCh1Ws4lXHPP+Mpv1v8mQFyqvEXMV3ACUPTlaC3+NNG0P/f9yRf/9pLS05AAAAAElFTkSuQmCC", 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" ]
0
science
grade-5
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Will these magnets attract or repel each other?
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"
[ "attract", "repel" ]
null
0
math
algebra-1
interpret-the-slope-and-y-intercept-of-a-linear-function
false
true
While playing outside in the snow, Janet built a mini snowman on a cookie sheet to show her parents. After Janet brought the snowman inside, it got shorter as it melted. This situation can be modeled as a linear relationship. What does the slope of the line tell you about the situation?
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"
[ "The snowman's height decreased 2 inches every 5 hours.", "The snowman was 18 inches tall when Janet brought it inside.", "The snowman's height decreased 5 inches every 2 hours.", "The snowman was 8 inches tall 4 hours after Janet brought it inside." ]
null
2
math
pre-k
rectangles
true
false
Which shape is a rectangle?
null
null
[ "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", "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" ]
1
math
grade-4
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "obtuse", "acute", "right" ]
null
0
science
grade-5
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch, and heat begins to flow between the blocks. The pair of blocks is insulated, so no energy escapes. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
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"
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[ 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", 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", 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" ]
0
math
grade-8
identify-functions-graphs
true
false
Which of these relations is a function?
null
null
[ 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", 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", 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", 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" ]
1
science
grade-4
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Will these magnets attract or repel each other?
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"
[ "repel", "attract" ]
null
0
math
grade-5
scalene-isosceles-and-equilateral-triangles
false
true
What kind of triangle is this?
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"
[ "isosceles but not equilateral", "equilateral", "scalene" ]
null
1
math
grade-3
angles-greater-than-less-than-or-equal-to-a-right-angle
false
true
Is this angle greater than, equal to, or less than a right angle?
"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"
[ "less than a right angle", "greater than a right angle", "equal to a right angle" ]
null
0
science
grade-4
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Will these magnets attract or repel each other?
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"
[ "attract", "repel" ]
null
0
math
grade-1
comparing-review
true
false
Which group has more?
null
null
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0
engineer
grade-8
identify-the-experimental-question
false
true
Identify the question that Candice's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Candice planted 25 tomato seeds one-half inch below the soil surface in each of six pots. Candice added an equal amount of fertilizer to three of the six pots. She placed the pots in a plant growth chamber where all the seeds experienced the same temperature, amount of light, and humidity level. After two weeks, Candice counted the number of seedlings that grew in each pot. She compared the number of seedlings in the pots with fertilizer to the number of seedlings in the pots without fertilizer.
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"
[ "Does the humidity level where tomato seeds are planted affect the number of tomato seedlings that grow?", "Do more tomato seedlings grow when they are planted in soil with fertilizer compared to soil without fertilizer?" ]
null
1
engineer
grade-6
identify-control-and-experimental-groups
false
true
In this experiment, which were part of an experimental group? The passage below describes an experiment. Emilio drank coffee out of a paper cup. He remembered that his coffee shop had cardboard sleeves for their coffee cups. He wondered if using a sleeve would help keep the coffee warm. Emilio placed a cardboard sleeve on each of three paper cups. He left three other cups without sleeves. Then, he poured the same amount of coffee into each of the six cups. He measured the temperature of the coffee in each cup every minute for ten minutes.
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"
[ "the cups that got cardboard sleeves", "the cups that did not get cardboard sleeves" ]
null
0
science
grade-3
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ 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+yZ2Dprr9uZxsTtp8CurLmrRl1xwHoLdf9ybtb6QvZH3RPqwOe6v9jQmNI0Dvx57Spl9W24pT0KBhSsRIwPl+19rqUU7axaqy/vp+AzwUeyMGjZ63M5ZiVxytPua/s9ac4VmK1ng8cNpqXFg82bXHqbLVuaW/dYWJ3NvvOiJ9nbWMyT0SiAuIdn1wx4UNIUDvx87Sg9TZLafta03BntMub6tAoz9xQX0YFzEUgMWZm1h1dAcARXXlvJq0gCdG3M7M/lfwyMUzWZy5kdSTdqcGB/fFV28itltvtGgYHNyXXv5hBJu6MqpHHBcF9uLuuGu5O+5a7h96MwndBzImIp7whq0oq8PGjH4TuSJyOIOCoonqGs64nsPw05vc8vwAKq21zdq6GHwBKDafOOv+hgT2BWj2hXW0YStkcGAfADKqcjHpDNzRZxI6jZYQYwCPDpzB2sK9AAQZujA6ZBCVttpWd90arSl0z/vdGXlFDedMDBo90f7dSa04xm3RVzAlYiQx/hHotTp2lh7ktYPfkFtXclZ9fp+3nXCfIBZe9iwGrZ7s2uM8kPQulQ1bPfENH+RfqvLc/nxaU2Gp4Xc/zm3Sdvu6F1x/rzi6nRVHm2/hNUotO0Kv/0x33X5j/395Y/9/AZiXvJB5yQub3efWtc+7/l6fm0jQx1Nct8cvue9sn8I56eMfDkBi2en/obekp6+zmF1lbfpFVO+wYHZY6dWw3KbYuT/xHebE/4EHY2/EoSgsytnMp1mrAYjv5ny/M6vyz/l5iDPrEIETYPBDg4auBl+K6yv4674POWGtZli3i3jzknv4ZOSjXL/lWcwOKwBTIkYyvvtQ9BoddsVBYX0ZG4r2syhnc5OjFh9lruSjzJX463yosTc9mS3YGAC0/I0s3GtKxEjKrdV8l3v2hXd/vQ8AtpMK/Y3MdqtrOcCRmkJu3/kSvjoTZrulyWfB9X7b5P0+nzpE4GgbiqN5tSWsK0p0te8uO8TCnE3MjpnCxO4Xs6ZwD+uL9pFYdpi8uhIUFExaA1N7juL5Ib8jIXgAjyV/1Kz/U8Pm5Md00Pq+vGi/i7tdxKTw4fwl8V8tvg9n8msxvXkBXaPR0LzUDnV2c7M21/t9mtqNaL8OUcOptjk/iP5632bLDjUcRo0NiGxYt47cumJXcdDssLI0dys/Fe1jckQCsV0j2/SY5Rbn/KZAg3+7xy9aFm4K4pVhf2RO6vwmRx7PRmNIGbTNjxSatAZqbG0LMXm/1dEhAqfObqbUUkm4T7dmy6ob9t1NWsNp+zhU6Qym/l16tekxf65wFmPbGlDn24iwARTNXu4q+r465l4uCujJ/lmf8ech05v8g+tm7MKrY+7l9gFXc1vsVbwy5h56+AVzUUBP8v7wHVdEDgegh1+w62jV1b0T+HzS02d8Hd0lzBTI+wkP8kHmChbnbjnnfvIbzg8K0Ps1affTmTBq9eS3sbbX+H7369q2z4c4Nx0icAD2l2fSwyeYAEPTD1bjPnrjOTJRpxxabdS4yWxtYV+/JZuOJ1NprWV0SBxdWtiyOtkL8Xe2qc/2SCxOp8pSyydpK/gkbQXzkr8lszKfwtpSfszZ0+TQ8Quj72ZLfjLz03/gq4x1fHv4J+aNe4jMynwW/bKBQGMXAO4adA33xd8EgI/exFv7v3XVwc6nXr6hfJTwCG9nLGXpSWd+n4uUhqA49ZB64/k3KRVH29RPibmCnaUHCdD7MTpk0GnXvaPPpDZ/cYmmOkzgNJ7Je2X48CbtsV0jUVDYVpIKwJz4O1v8lh4c2Ae74mjxDOSW1NrNzMtYgq/OyAOxN5x23YTg2Db16S7xITFUWVovbo6NGEpi8a/npewrzmBsT+eh9q8y1jGr/yQ0gL/Bl6ujEjBpDcSHxLCv5OyPEp2tGP8I3rv0Aeamzmfj8eQz3+EMdpSmUWmtZWTIwCbtl4UNQUHhh8LEVu7Z3OuHFmJ2WHlowE0YNK2XN0cExaI9zRnxonUd5lXbeDyZn47v577+17kOhUb6hnJj5FjWFOxxnRVqVxxc1+s3rikSGjTMiprI+LB4Pj/6A4X15W1+zG9zNvF2xlJmRk3g2cF3ENJwJKNRL99QHh80s8Xa0vnQeBbxXYOuxahrfddHaaFU2ti2qyiNgUFRTI8Zz6pjO1h1dCcz+k+kxnr+f3Kii96Xz0f/jROWaqb2HMUzg29v9t/Z7tLV2S28c/g7pvUaTVyA88TIaL9w7ugziYU5m8msbvth7vSqHB5MepfefmF8PPKRZrvTAXo/bou+gt+ExmFTWj8ZUbTO40epEoIHcGPkWMJ9gogLjEan0fLl6Cc4Xn+CPWXp/PekaQuP7vuAP140lQ8ufch1BGp5/k7ePfzrLObNxQe4JWoCf+p3LRa7DaNOT25tCU8mf8rKgl1nPb6Ps1bxY1ESt0ZfwccjH8GuOFAUBT+9CYeikFmdz3uHl7nltTiTxrOIYXWLy/30Jvp0jWBDbhIjwgaQX+OsX1wSFsvW/AOu9ZYd2cqDw2YwYen9VJir+emGfzF+yb0t9ulO/jofuhm6MDyoP8OD+re4zlvpi127dU8MmkUv31B6+4UBMDNqAiOC+lNkPsH7h5e5zlj+OnsDFoeNF4fehYKCQaNn/tH1fNzKRM/T2VaSytRNTzEraiLPDr4DP70Jq8OGSWvApDOSU3ucL4+uo7Cu7MydiWY0y4qdxxWnhZ5p1ZaFPhhJaU0ZsVOmY/SXCv/Zqqmr4Uhey7OkTzY8LJZV017n1rXPsyEvCYDoruEsnfoSC9J/4HhdOYOD+7Lq2A72FR/mqUvvILXsCA5F4eLQ/ryx72uK6pxbd4OCopkcPcr18xQfTnyMP214rc1j7h4cSvfgsHN4tiJl0QLnH0OHQQtH1rySxQxpqYR2CaH4rZwzr9+C5Q21e49v4Yi2SSrOoMe/m86KP1ZVxPBv7mpx/Sd3fOj6+6uMdU2WHSw/xsHyY67bZxM2QrRHh6nhCO+h6yjfzMLrSOB4mI/JB522Y70NcqkYca461if9AqTT6oiKiMTfx+/MK3uYj8lEVEQkBoM6JweKC4/UcLyAv68/fSPdW3BPWTgfNBoGTrsJvcnnzHcQQgWyhSOEUI0EjhBCNRI4QgjVSOAIIVQjgSOEUI0EjhBCNRI4QgjVSOAIIVQjgSOEUI0EjhBCNRI4QgjVSOAI4RHNr6PltczOS12742dJZPKmEKJl5nrIy4NK5xVRwgNaviLK2ZDAEUI0ZbNBQQGUFruaJg4Yz3u3z2t31xI4QnhESxch9jBFgeLjUFgADucljwf3HMSrM15kavxktzyEBI4QnZ0CnCiD/DywOq+YERHYgxemP8NdY3/v1mtwSeAI0ZlVV0NeDtQ5L5ndxeTPY5Mf5rH/eRhfo/uvtyaBI0RnZDZDXq6rIKzTaLl7/B+YM/1Zwrqev0sASeAI0Zm0UBC+btg1vHbLP4gNb/nihO4kgSNEZ9BCQfji3kN597dvMabfaNWGIYEjxIWshYJw39Bo/nHjC8xMuBmNRt0TECVwhLhQnVIQDvYP4ulrHuf+K+/BoPPMpX4kcIS40JxSEDbpjdx/5T08c+2TBPgGeHRoEjhCXChsNmeNpsRZENYAt466hZdvmkvv4EjPjq2BBI4QHV1jQbioAOzOgvBl/Ubz7m/fYljvoR4eXFMSOEJ0VI0F4YI8sDgLwnERA3nl5rlcO2yqZ8fWCgkcITqiUwrCPQLCXVMR3PEzEueLBI4QHckpBWF/ox+PTX6Yv01+5LxMRXA3CRwhOoJTCsI6jZbZ4+5k7g3PndepCO4mgSOEN2uhIDxt2FRev+UlVaYiuJsEjhDeqIWCsCemIribBI4Q3qamBnKzXQXhPiFR/OPGF5g1cobqUxHcTQJHCG9hNkN+LlQ4C8LdfAP5+7VPcP+V92DUGz08OPeQwBHC004pCBt1Bu6/8h6evuZxgvyDPDw495LAEcJTTikIa4BZI2fwys0ves1UBHeTwBHCE06UO38Iq+EnIyYMGMfrt7zEiOjhHh7Y+eW2wKkrL8FaW+2u7kR7NdQWa0uL0RkujP3/C0p2NgADe8Ty6owXmTbsGg8PSB3tDpzG06hzdm5t92CEGymABrK3b/b0SEQLwrt254Xpz/C/l8/29FBU1e7AeWLqX/l+33J3jEW40f6cAzgcdob1HurVc2s6m1+OZ9EnNIq1Dy/H3+Tv6eGoTrOsWFEApoV6eihCiAvV8hLn/913hSshhDgDCRwhhGokcIQQqpHAEUKoRgJHCKEaCRwhhGokcIQQqpHAEUKoRgJHCKEaCRwhhGokcIQQqpHAEUKoRgJHCKEaCRwhhGokcIQQqpHAEUKoRgJHCKEaCRwhhGokcIQQqpHAEUKoRgJHCKEaCRwhhGq0hoYrNFbZPTsQIcSFqTFbDBrQdmm4Rlp6DVRL6Agh3KjK7swWgC460BSaFWV3pWcHJYS48I0KBI2iKEqRBQ7XOtPIpnh6WEKIC4VB49yyifWD7kb4f70erR+5Nr9ZAAAAAElFTkSuQmCC", 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o8fgl1SjOFzSnVP4YGTkI8PZNHh25kA9mPsOem19l640v88SYuzudBvnrhfz/xoNK5pzfkXXzHxlqHcC/H3zT9/q46GEAHG05FZgf4gpZlb+e6wde7ft+Z8Uhrk3OYFHqDbx7ZBPhplAmJow8b7lZSePPm5YWnkyCJZpvGouwudt9065JGMPEfmkBqznabCXGbGVfXdF3z3yO5LA4gC6PKhucLYQZQ4g1RwAX38dhxhCGRySholLcUt6Nn0b4o0cd4URbrAAkhESzrnw3b5Vspt3tYF7ydJaPXUysOYKlOW/45v/ZqDtZyl0YFSNtbjulraf56OSOTqdGLa42luX8FZNixKgYsHucnbbZLyQKoNNVD629fugjoizhAJS2VHV67bOSnZxsOU2To3N9G0qyWD71fhLD+/HQlytZNuneS9rmNdGj+LR6N980HeW62Kt80yoH13G4vgS76vyONXy3uUlTAFh1/PNLXtZqDAXA5Tn/aqLd7a3Nagql3tly0X3czxKJgkKr237JR1ni0vWowDGgALC/vog9dd9euVhdlskPBs3g1qTJrCx4jxp7I68c+RAjBqrs9YD3nP8nad/nL5Mf49d5b593WuZS3V2+4QyKd5seHe9F+ZdxP2RQRH8ANp7Y3em1eUNnsjj9Vlpd7bS57ISZQvCoHg7UFPFK9nsAnLLVcLDmKOPjU/3eZrnde3UvOaRfp2k1bY0BCZsoUzgPj5jHm8c2kt1QfMnLq5zpJSnnvaZ07LNzu01d7eNg2L99SY86pWpxeQ/vraaw814raCpDQSEtYiAANfZGX9iA9zB7Zb43jB4ZuQClizdqV+od3itaZ46uglW4KZRV+esB+OrUfh4Zv4hlk+5l2aR7eWjs93m7cJPf67K528lpPkZySD/Swr23GjS4bOxtPBKQe3JMipHfTniIXTWH+eORjy5rHbaO90JXV43ODD49M8/FnNm/VlMoph5+lbEn6FGBU9Z6GoDELi7RtnScy4cYLzzS2aW6KW6pIMYcQUJItF/bPNTgbRSe6R9paVfFIRodLWw48TUAB6qPUNlax+ayvRTUn6Cg/gSfHNvOir2rWLF3FetKdlHWUsWfct7HYvQevHpUD5GWcN45solt5dlkVeZypKGUzFPZlDZXdb3dhgLMBhOTo77t1+xuKOTd4i20X6D56y+TYmRlxj9T1V7PU4f+ftaRyqUpb6sFvHdqnyvWEkGb207DWbc/XEiLq40SWxUKCqnn3MclAq9HnVKdsFVR72whPTLlvNfOnNPX2BsxoJAcFsfJtprz5jtzCO3s4ty/K2vLs7gzZTY3J07irZItF5zPpBh5YszdPJv3ll/r9ceMpHFUPPCp7/uJCSMpWPyu7/utC1/tcrmPb3/B97VBMfDk5Pt4cvJ9vmm7Fv3HBbeZ3XycRpeNm+ImYDGYfNO2VmVztLl7jfMQg5nfT1xCflMpfyr6uFvrymsqwYNKSnj/TtMVFAaH9ye3scTvda0tz+KRtAXcPGASBefcbnG2CTEjGB6RxIcnd1xu2X1ejzrC8aCy9lQWIyMHkXLOwMKRkYOotjdS2HQSs8HEc+MfOG95i8FEauRATrRWdbr572IO1B9lY8VeJsamcnPipAvONzwiibiOBnNPdcpey9HWcjIihxFjsvqm7a0r5LOyrG6t22oM5S+TH2NXzeFuhw14m/i7a/OZ0i+90/QJsSOIMIWxsWKv3+t6u2QLJ1qruGfoHAaGxV9wvrHRQwnv+MMmLk+PChyAN4rXcbKtmuVjFxNm9F4Gn50wngmxI/jz0U9xqi7sHidjoocwOmqwb7kwYwjLxy4myhTOi/mrL2mbT+euYkvVfl7I+CfuGTLnvMvv46KH8bP0Rb7R1j2Rzd3ON41FJFiifX0bm7udrPp83ixa1+31v3L1vzAgLJZhEQNYPnbxef8u55T1lcIPGRQez10p1wEQbgzhX9MXcaT5JB+f2un3elrddh7e+wcq2upYNW0psxPGd+rxmRUTN/afwN1DbpQrWd2kfFrtvXV0/oWD/aLiHx1Era2Okd9bgMV6+Y3Vu1KuY1rcaPqHxpARM5w2t4O8xhJO2xv4+OROvq7N980bZ4nisfSFXB3r7TE4PC7eLtnCBye3++Z5fvyDjI8ZhsVgxq26MSkm8hpL+NuxjRxsPHZZNV4TN4YFg2YyOmowbW47RsWA1RRGi6uNwqYyNlTsuejdyF25YqPFL1Fm3SEaXDa+Fz/Zdyq1qfYAbxSupbDpwqcZ/lo/+/nzjkrP9uj+1/jydDZwae+Fq2PTeDz9DiJNYVgMZvbVH+GlgjW+IRSXwqQYmT/wGm4dMJnksDja3HZMipEIUxin7Q3kNZbwXulWjtsqL3ndZ+S+/473i/EZ0FOGSTjscDiP+Ig4ql+5vPfC2o7uRtAETl8VYjTz4LDvBXy9pw977yCOHzkGg+nirbp21Ynd4+SOQbNIs3qv8h1uKeW90q18WLr9osuKS9PXA6dHNY17I7vbyetHP/3uGS9R7idvg6Iwav4dmEL86zssSPYOeKx2NJJVly9hIwKux/VwxJXl8LjIrMvlb0fX612K6IUkcEQnuxry+aAk87yhEkIEgpxSCZ9T9jqyag+T2yCjosWVIUc4wie7/iirj3+ldxmiF5MjHOGzqrj746SEuBg5whFCaEYCRwihGQkcIYRmJHCEEJqRwBFCaEYCRwihGQkcIYRmJHCEEJqRwBFCaEYCRwihGQkcIXTh32OKgoLd+6QOYwA+MEzGUgkhumZvh1OnoKkRgMSo/t+xwHeTwBFCdOZyQUUF1Fb7Jt2QPpvXF3f/s7clcITQxeU9APCKUlWoPg2VFeDxPvp4bPJofnvnc9w2bm5ANiGBI0RfpwINdVB+Cpze58YnRQ/g2QXLeWDWfRiUwLV6JXCE6MtaWuBUGbR5H5UdEWJl6dzHWXrr44RZwgK+OQkcIfoiux1OnfQ1hI2KgX+afT+/XvA0CZEXfn5Yd0ngCNGXdNEQ/n7G7bx41/OMTEy74puXwBGiL+iiITwhZTyv3fMKM1Kna1aGBI4QvVkXDeFh8UN4fuGz/K8pi1AUbW9AlMARorc6pyHczxrLk7f/gkfmLMFsNOtSkgSOEL3NOQ3hEJOFR+YsYfm8fycqLErX0iRwhOgtXC5vj6bG2xBWgP897S5euGMFKf0G6VtbBwkcIXq6Mw3hqgpwexvCM1On89o9r5CRMl7n4jqTwBGipzrTEK44BQ5vQ3hM0ihWLlrBvIzb9K3tAiRwhOiJzmkID4hK9A1FCMTHSFwpEjhC9CTnNIStlnCWzn2cf5v7r1dkKEKgSeAI0ROc0xA2KgYevPb/suKHz1zRoQiBJoEjRDDroiE8P+M2XrrrN5oMRQg0CRwhglEXDWE9hiIEmgSOEMHGZoOTpb6G8NC4wTy/8Fl+NPVOzYciBJoEjhDBwm6H8pPQ6G0Ix4RF89S8ZTwyZwkWk0Xn4gJDAkcIvZ3TELYYzTwyZwlP3v4LYq2xOhcXWBI4QujlnIawAvxo6p2sXPRc0AxFCDQJHCH00FDv/SCsjo+MuD79Wl666zdMGnK1zoVdWQELnLb6GpytLYFaneiujt5ia201RnPvOP/vVUpLARg1YCS/vfM55mfcrnNB2uh24Jy5jbrs6x3dLkYEkAooULprm96ViC4kRvbn2QXLeei6B/UuRVPdDpxlt/2cTw6sDUQtIoCyyw7i8bjJSBkf1GNr+pqjp48xNH4wnz++FmuIVe9yNKd8Wq2qAPPj9S5FCNFbra3x/jdwT7gSQojvIIEjhNCMBI4QQjMSOEIIzUjgCCE0I4EjhNCMBI4QQjMSOEIIzUjgCCE0I4EjhNCMBI4QQjMSOEIIzUjgCCE0I4EjhNCMBI4QQjMSOEIIzUjgCCE0I4EjhNCMBI4QQjMSOEIIzUjgCCE0I4EjhNCMwdzxhMZmt76FCCF6pzPZYlbAENHxjLRCG7RI6AghAqjZ7c0WgAgjKJV2Vd3TpG9RQojeb1oUKKqqqlUOKGr1ppFL1bssIURvYVa8RzYjw6G/Bf4H0uzOHyioj9AAAAAASUVORK5CYII=", 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" ]
2
engineer
grade-6
identify-independent-and-dependent-variables
false
true
Hint: An independent variable is a variable whose effect you are investigating. A dependent variable is a variable that you measure. Which of the following was a dependent variable in this experiment? The passage below describes an experiment. Read the passage and think about the variables that are described. Many types of bacteria cannot survive on objects made of copper. Dr. Yang was considering using beds with copper bed rails instead of beds with plastic rails at the hospital where she worked. She wanted to know if copper bed rails would reduce the number of patients who got new infections. To test this, Dr. Yang had beds with copper rails placed in half of the hospital rooms. Over the next six months, 430 patients were admitted to the hospital: 215 patients were put in rooms with copper bed rails and 215 patients were put in rooms with plastic bed rails. Dr. Yang counted the number of patients in each type of room who got new infections while they were in the hospital.
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"
[ "the number of patients who got new infections", "the type of bed rail" ]
null
0
math
grade-5
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "right", "acute", "obtuse" ]
null
1
math
grade-2
cubes
true
false
Which shape is a cube?
null
null
[ 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QcGZQQGSgsbunLNM0wXrAsihuKc/NNtYCXRS5qtZGimIgtaOVvsU6ZLkIOV2oeaN4gUMo5IEU8kLweRCJ8OB5juXMTSCnC9B1A6mUDi1fhJwpIJMpHjmdT86y4xGJ8g2LehjqkdX8FrAo7siYH48fyMhkWnMeqyhyNZ1oUjtEYCVbQCZTwG4pfyIVizrf/JLUvOAxezNESlvguzVa06gJAKkUqa9n0gXoWvFYOQESSaUwSd3EIDlU76S3fqtQj0bGrJ9K2lDElVskbj1IalH9M10zkEkXIMtFaPkiUikder4IWS6aUgOFY5sER6Lk2isFB8gKfF+F3E6TvVJCgKwV2ZfLf07tlH/nel/so5AkD/jS3UvweSBJ5H1p5+9Ofy/bI264z3tsZcEueIGrKzRA0g3lgAwWlGwRum6Y32Q5rZvdVsof6vGCH/X6oZD9nXV+LhqeFBo1AdKfi+c5iEHSHUjs8TqimqMoBnTNQCjstV9cgIT15aUcUjuaI7rQkLbsx/8aNGIDIGJX5ND7cqGqa2Gl7JWPtxLNWkmlhADgEzhznxZAOjLSNa3tjpjNQO8Ujc6yNi5uUneEuCeBRmyK1fJLpfh24ibxmoUeMdBIfgs0JC6RdTfZPYtqDovPaJ5dU9zGgp/lxC02JMDv50o1WLYTgmEdRTGgKEX4/VzDbboaGnHQ8F45omUwTgr1ptE0AWhQ3Mlpsj39pwbaQzIY1BvqUSM0FXGtdh9hMHTNML1pe8QN95EDQwA0fDIgozuh1YTYIN9Q/ZbScFX96nXSYt3tB8Ux2gv1hfrTKA2LS/OTrYTG+iwwTkRlmtBMfgs0IW64z4vJqbK8DMbPYUo7FWgqTQCaEBcof2vWGjyPldFdUE+ajbZAk+JevR6E38/VXUPLYFRCHfH7udLumOZoeskTvYj4Kou6jKOhfrRCWqAF4s7c7AVARotsCphRD0UxzGoC9aVZmhY33Oc1D6HYXGdRl1EL9eLKtWDTgzJKS1ZH0/C/FldZaYxRha4ZWIuT7p43bjZXu62kJeKOjPlwftQHXTMQ/5FFXUaZ+I8qdA04P+pr6YGNLduPcvsuOb91LZ5jUZcBgEZbEsioH62iZeKWoy6w8pI1fmYQD3TNwPlRX8MLxo+ipTsAP/hdPwBgbVVlFYYuR1EMrJVKYNSLVtJScSsrDAtz+618aobLoJ9/KysJlbR8z/V774fh93NIJa1vA2d0BtsJDakkmSV77/2wLa/RcnH9Ac5MxBe/U9hArcvQNQOL3ykAyIDMH7Bn17ItXS5mbvYgNshDUYpsoNZlrLwk/ZFjgzxmWli3PYxt7VkqB2rsfIjuILWj2zogq8Q2cWNDAt69IwEAFl5kWcrQ4eiagYUXWQDAu3eklk421MPWhli370pmysAO9etsFr8vpwi370q2v57tndw++F0//H4OmxsqNjfY/rROZHMjj80NFX4/Z3uKQLFd3NiQgHulksji91m24LzDkNMFLH5PUoR774dtTxEo9vfOBFk9duVaELoGPH92wPLdDkHXjNLnSSYaWrVI/CS0RVyATEzQfPf5Mzar1gk8f7Zv5rUf/K6vra/dNnH9AQ4ff3LGnFVbeKG066UZNrDwQjFnxz7+5EzbX79t4gJU3gFzsLayxCoNbmRlKWcOxj7+ZMC22bHjaKu4QPVg7dVyjlUaXMbmRh6vlknAaedg7DBtFxcgg7XffNgHgExOMHndweZG3pxk+M2HfW0djB3mVMQFmLxuw0nSAqcoLsDkdQtOkxY4ZXEBJq/TcaK0gAPEBWrlZaUyZ7DwQnGktEADp+7YBX1Tvri/h80NsjRu+heBrjk+yUnomoHF73Pm5+A0aQEHiQsQecN9PD77cxKbGyoyGR1vz/Q64iTEbkFRDDx/tm82qPv4k4FTK3kdhyNShUpGxnzkzRrkIacL+PZhhi1EbxOpHR3fPsxAThcQG+QdKy3gQHEBMknx8SdnzO44s0/3zaI3wx5eLecw+3QfumZgciqAjz8541hpAYeKC5Snh+kuipWlHGafyKxfQ4tRFAOzT2Rz+v3dOxI++kPkVKZxreCoHLcet+9KGBnz47M/J5FKFvDtwzQmLokYHW/8qCEGYW1VxcpLBboG+P0cPvpDtOUdZ+yC+9tPhgEAvx047Us5HjVn4PO/7mK5FBkiUS+uXGcDt0ZQFAMLc/vmifCTUwGyU8XhURYA/r5D/u8acSnLizl8/tddqCpJGSamAhgd87Oy2QmgTehoWkC32rTiTIZ24VpxARJ9//ll2iyOi6IHE1MBnD3njtvcafDmdR4rS2RDI0B2LLz3ftgVUbYSV4tLWY/n8fWXe9jeIuWySNSLi5MiIgOOT93bRmpHx6tlxUwLYoM87r3f55pc9jAdIS5lfi6LR9/IyJQ2YjKBa4UNhb24fVdy3AyYVai4HfHJXr0exKVpEbNP9/HsKRl0pJL7kMJejI37uyqFePM6j/iqau6m9vs5zNzsxY2bva5LC46jIyJuJWrOMAWmAzhR9GB4xIez5/wdWYUgp9qo2FzPmzlsKOzF1evBjhO2o1KFozicQgBkVm5wSEBsUHB1JULXDGxvadhKaFXtXDslJTiKrhCXsh7PY34ua1YhAIAXOESivKskPkpWoNzXwK2DrpPSVeJS1JyBl4sKnj3dNysRlEjUi8iAgEiER3/UOan/blJHKqUjtaOZAy0KaeXZi0vTYkelA8fRleJWkt4rYHkxh5eLCjbWanddUJF7JS+CogdSuPXt4A8jpwvIKkXsy4W6ogLk2KVL0yImp5s/gdyNdL24lag5A+tx1fzvcDSmSGEvBB6IDJBVU5FIOTJLIe+x6YauGZAzZRFTKfIaqR0Nmo4je6rFBnmMjPnN/7olsh5FR5XDmsUf4DA5HTCnPqnIWwkN63EV6b0CMhUnxNeLhK0gFPYi3Oc1JR0cErpe1KNg4tahWuRyr9f1eB5qroit0sBoPV4+RXM7oZnlt7rP6eeq1reOjJHVbUROT8cPqloNE9cCVK7yohT7Gxgz6uPYheQMxnEwcRmuhInLcCVMXIYrYeIyXAkTl+FKPHSyR2aH4TAcDnVU4ABPb2m6e+kA2GfyMhyKXCCOAkCvF+ASqmH8K3O6F8VgWOGdMMAZhmFs5YHlLLFaZ41iGA5E4EikvRQEYj7g/wGPTx15Ah7s+AAAAABJRU5ErkJggg==", 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" ]
2
science
grade-3
identify-vertebrates-and-invertebrates
true
false
Select the invertebrate. Hint: Insects, spiders, and worms are invertebrates.
null
null
[ 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", 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" ]
1
math
kindergarten
circles
true
false
Which shape is a circle?
null
null
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1
math
pre-k
represent-numbers-with-pictures-up-to-3
true
false
Which shows 1?
null
null
[ 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", 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", 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" ]
1
math
grade-4
scalene-isosceles-and-equilateral-triangles
false
true
What kind of triangle is this?
"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"
[ "scalene", "equilateral", "isosceles but not equilateral" ]
null
2
math
calculus
describe-linear-and-exponential-growth-and-decay
false
true
How does h(t) change over the interval from t=1 to t=3?
"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"
[ "h(t) increases by 3", "h(t) decreases by 6", "h(t) increases by 400%", "h(t) increases by 6" ]
null
3
science
grade-6
identify-how-particle-motion-affects-temperature-and-pressure
false
true
The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature?
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"
[ "neither; the samples have the same temperature", "sample B", "sample A" ]
null
0
math
pre-k
count-pennies
false
true
How much money is there?
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"
[ "9Β’", "7Β’", "8Β’" ]
null
0
math
grade-2
equal-sides
true
false
Which shape has 6 equal sides?
null
null
[ "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", "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHv0lEQVR4nO3d308TWRQH8O+0MKFIEUOya58ggV0SDQ9KhAQDCn84vwwmsEEfjCasmGB8KPtAREYojg6zD9Wsa/zBzNx7zrnt9/NmsO1N+23nzp1z5kZ5nudHKXBwDiQZ8CkHUWUDEdCsA38MA7/HQHT0Ic93T7WHRb1sYRQYeHne/UcrBmaudVNIVFWSAftnQDsF/j4Haqefun9gyMilZr2bKQB4nwG17Ks/ELn0JVMfc6CmOxTqFwwaiWDQSASDRiIYNBLBoJEIBo1EMGgkgkEjEQwaiWDQSASDRiIYNBLBoJEIBo1EMGgkYkB7AEU9enSCo6NUexiqbt6MsbQ0pj2MQoIKWrud4q+/Eu1hqHvz5gOmp4fRasXaQ7myoA6dGxtvtYdgRmjvRTBBe/78DO12fx8yv9Zup3j+/Ex7GFcWRNDSNMfW1on2MMzZ2jpBmobR8R1E0HZ2TtHpXGoPw5xO5xI7O2F0f5sPWpJkePKEJwA/8uRJgiTJfv0flZkP2traW2RZGIcHDVmWY23N/omB6aAdHl7g1auO9jDMe/Wqg8PDC+1h/JTZoOU5sLl5oj2MYGxuniA3/MNvNmjPnr3H8fFH7WEE4/j4I549e689jB8yGbRO5xLb2++0hxGc7e13Zs/OTQbN8htmmeUvqLmgWT8EWGd1ymEuaNYntdZZPYkyFbSDA/un6SE4PLzAwYGtZSEzQcuyHOvr9hceQ7G+bmuh20zQ9vbCuJQSiiTJsLdn59KdiaB1OpfY5a3BndvdtVOMYCJom5vhlLuEJE1zMycG6kFrt1O8eBFOAV9oXrywUTCqHrTQSpJDZOE9Vg3a/v65iW9br2u3U+zvn6uOQS1oLM+WpV32rRa0nZ1TLmcISpJMtexbJWgsz9ahWfatErStrRNTq9b9Isv0piviQXv9+kJ9YtrP9vfP8fq1/PVk0aDlObCxcSL5kvQdGxvyFTKiQbNaK9VvNGr+xIKWprnZ6s9+tL39TnS5Qyxojx+zPNuSTucSjx/LffFFgnZ8/BFPn3I5w5qnTxOxqYxI0FiebZNk2bf3oB0eXrA82zCpz8dr0Kw2StD/SRxxvAZNcg5A5UnMob0FTfqshqrxvSrgLWjS6zRUje91Ti9BY7d5mHxeufESNI1raVSdz2vRzoOmVR1AbviqrnEaNM16J3LHR72g06Cx27w3+Ohydxa0JMnYbd5Ddnfd9nQ4C5p2lw255bpLzUnQLPQNknsu+26dBM1CJzT54eqzrRw0bgbW21xtblYpaOw27w8u5t+VgsbNwPqDi83NSgeN3eb9pWqXe+mgcTOw/lJ1c7NSQeNmYP2pyuZmhYPG8uz+Vrbsu3DQ2G3e38rWGhYOmqVbipOOMhkoHLS5uWbhF6HeUiYDhYM2OzuC8fHBwi9EvWF8fBCzsyOFH1c4aFEEPHgwVviFqDc8eDCGKCr+uFLLG5OTQ5iaapR5KAVsaqqBycmhUo8tvWC7unoD9XqJaFOQ6vUIq6s3Sj++dNCazTru3uWJQb+4e7eJZrNe+vGVLqovLIyi0VDffIU8azRqWFgYrfQclVISxxGWl8cqDYDsW14eQxxXmyZV/jm6ffsaWq246tOQUa1WjNu3r1V+HifHvYcPy08SyTZXn62ToLVaMWZmhl08FRkyMzPs7GjlbCbv4jhOdriefzsLWrNZx/x8tTMTsmN+frTScsa3nK5NzM1VW2shG5rNuvPiCadBq9e53NELlpfHnF/1cb7aOjMzjImJctfDSN/ExJCXEzsvy/oPH5a7wk+6oqj72fngJWhla5ZIl89aQ28XKu/fv87ljoDEcYT79697e35vQWs0alhc9Ddwcmtx8brXAgmvpRd37jRZ9h2A8fFB3Lnjt+TLa9BY9h2GsuXZRXgvJpucHCpd/kv+SX0+IlWLEt8YKk7yiCMSNIk5ABUnOYcWq8P2fVZDxUivCoh98r7XaagY6XVO0Z8YdrnboHHlRjRoPq+l0dVpXIsWnzT5qg6gq9GqrlGZnfuod6Jf06wXVAkau9x1VO02r0JtvWFhwW1NOv1cs1mv3G1ehVrQ2OUuS7tLTXUF1WXfIP2Yhb5b9aV6drn7Z+E9Vg9aqxXj1q3q93ag77t1y8a9UdSDBnQrCFj27V4cR2bqAU0ErdGoscvdg/l5O/evszEKsMvdNR/d5lWYCVq9HmFlRX/S2itWVmzdY9hM0ABgerr8XZ/pP5OTQ5ietnXXdFNBA1j2XZXVhiBzQWOXezVWa/7MBQ3oVn9aOVsKSaNRM1vFbPLTtPyGWWb5C2pzVLB7CLDK+pTDbNCsTmqtsn4SZTZoADc3u6oqm4FJMR00gJub/UrVzcCkmA8ay75/TrM8uwjzQQO4udmPuNgMTEoQnx7Lvr9Puzy7iCCCBnBzs2+52gxMSjBBA2yUJFsR2nsxoD2AIlqtGPfuNXF0lGoPRdXNm3Fwv+5BBQ0AlpbGtIdAJQR16KRwMWgkgkEjEQwaiWDQSASDRiIYNBLBoJEIBo1EMGgkgkEjEQwaiWDQSASDRiIYNBJRG/xccp5kugOh3vMlU4MRUBv53Km1fwa8Z9jIkSTrZgoARupAdPQhz3dPdQdFvW3hOhDleZ7/kwIvz7sp/JRrD4t6wWDU/SX7cxj4LQb+BXEswr9dsGGOAAAAAElFTkSuQmCC" ]
1
math
kindergarten
subtraction-sentences-up-to-5-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "3 βˆ’ 1 = 2", "1 βˆ’ 1 = 0", "2 βˆ’ 1 = 1", "2 βˆ’ 2 = 0" ]
null
1
math
grade-7
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
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"
[ "no trend", "positive trend", "negative trend" ]
null
0
math
kindergarten
compare-two-groups-of-coins-pennies-through-dimes
true
false
Which is more?
null
null
[ 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", 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" ]
0
technology
grade
icons
false
true
This is a(n old) logo of which famous app or program?
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"
[ "Microsoft Office Excel", "Microsoft Office OneDrive", "Trello", "Steam" ]
null
0
math
grade-1
compare-money-amounts
true
false
Which is more?
null
null
[ 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", 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" ]
1
science
grade-2
identify-solids-liquids-and-gases
true
false
Select the liquid.
null
null
[ 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", 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", 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" ]
0
engineer
grade-6
identify-independent-and-dependent-variables
false
true
Hint: An independent variable is a variable whose effect you are investigating. A dependent variable is a variable that you measure. Which of the following was a dependent variable in this experiment? The passage below describes an experiment. Read the passage and think about the variables that are described. Shane's daughter complained that the apple slices in her lunchbox turned brown by lunchtime. Shane read that when apple slices are exposed to air, oxygen in the air reacts with the cut surface of the apple slices, turning them brown. Shane's favorite cooking website said that pouring lemon juice on the apple slices would slow down this chemical reaction. Shane cut an apple into ten slices. He put five of the slices into a bowl and poured two tablespoons of lemon juice over them. He put the other five slices into another bowl and did not add any lemon juice to them. After one hour, Shane counted the number of apple slices in each bowl that had turned brown.
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"
[ "the number of apple slices that turned brown", "the amount of lemon juice added to the apple slices" ]
null
0
math
grade-7
describe-a-sequence-of-transformations
false
true
What combination of transformations is shown below?
"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"
[ "reflection, then rotation", "translation, then reflection", "translation, then rotation", "reflection, then translation" ]
null
1
math
algebra-1
perimeter-area-and-volume-changes-in-scale
false
true
Look at this rectangle: If the height is doubled, then which of the following statements about its area will be true?
"iVBORw0KGgoAAAANSUhEUgAAABEAAAAOCAYAAADJ7fe0AAABFElEQVR4nM2SMYrCABBFn5J0go29rYXkICKIeIlArGLjASTxBlrrBRTTpUlhISG9IDZJ6kAkldXfYlkb3UVis68c/rxhhmlIEh/S/FTwJCmKgk6nw3q9fhnebDa0223m8znX65Xj8fgsmc1mtFqtXyfu93sWiwXL5ZLD4fCQGD+BKIpI05ThcPhS4HkeYRgSxzFJkhAEAaZpcrvdQJLu97ssy9L5fJbjOFqtVnrFaDTSdruVJDmOI9/3JUlNAN/3GY/H9Hq9N874jHG5XNjtdpxOp1oCACMIAtI0pdvtAlBVFYZhkGUZnue9J3FdF9d1H4XpdEq/38e27T8bTdOkLMtvSb0FYDAYMJlMyPOcxv98+7p8AVpCjmHj7gZ/AAAAAElFTkSuQmCC"
[ "The new area will be 3 times the old area.", "The new area will be 4 times the old area.", "The new area will be\n1\n2\nof the old area.", "The new area will be 2 times the old area." ]
null
3
math
grade-4
elapsed-time
true
true
Look at this clock:What time will it be in three hours and forty-five minutes?
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"
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[ 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", 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" ]
1
math
pre-k
addition-sentences-up-to-5-what-does-the-model-show
false
true
Which addition sentence does the picture show?
"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"
[ "2+1=3", "1+1=2" ]
null
0
math
grade-2
identify-the-fraction
false
true
What fraction of the shape is purple?
"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"
[ "6/7", "3/7", "10/12", "3/9" ]
null
1
math
pre-k
rectangles
true
false
Which shape is a rectangle?
null
null
[ 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"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", 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2
math
grade-2
certain-probable-unlikely-and-impossible
false
true
If you select a marble without looking, how likely is it that you will pick a black one?
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"
[ "probable", "certain", "unlikely", "impossible" ]
null
2
math
grade-6
absolute-value-and-integers-word-problems
false
true
In the game Treasure Seeker, Aisha and her friends sail the open seas looking for treasure. They earn points by collecting gold and jewels, but they lose points if they crash into a reef. The table shows their scores at the end of the game. Who has the highest score at the end of the game?
"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"
[ "Jacob", "Aisha", "Hansen" ]
null
2
math
grade-8
identify-congruent-figures
false
true
Are these shapes congruent?
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"
[ "no", "yes" ]
null
0
math
grade-1
square-corners
true
false
Which shape has 1 square corner?
null
null
[ "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", "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" ]
1
math
grade-4
scalene-isosceles-and-equilateral-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "isosceles but not equilateral", "scalene" ]
null
2
math
grade-1
count-to-fill-a-ten-frame
false
true
There are 7 shapes on the frame. A full frame has 10 shapes. How many more shapes do you need to make 10?
"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"
[ "1", "3", "6", "10" ]
null
1
math
grade-8
model-and-solve-equations-using-algebra-tiles
true
false
Which set of algebra tiles represents the equation – x–4= – 12?
null
null
[ 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]
0
math
grade-7
describe-a-sequence-of-transformations
false
true
What combination of transformations is shown below?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAEyCAYAAADA5Kd8AAAbcElEQVR4nO3de5yWdZ3/8bfgAoZAo6XOYBBBtmjkYdQUEY8d1LVa3da1k4cwM1eDLM1SO2B5+pmUmqmAa63lIa21zazVWGhSU4c8boVDNbt6D+aJo4AF9++PkdlOyzDw5b6Z4fl8PHg4yn1dn+8gPO7XffG9r3uLarVaDQAAUES/ei8AAAD6ki3rvQBg03XpHadm3oKf12X2TjvsnjMOv7IuswFgQ3QFdkdHRyqVSj3XAmxi6hXX9Z4NABuiK7AbGxtTqVTS3Nxc0wW0traa2Ydm1muumRvJw53/OOfYq2o3M8n53zqlpvMAoCR7sAEAoCCBDQAABQlsAAAoSGADAEBBAhsAAAoS2AAAUJDABgCAggQ2AAAUJLABAKAggQ0AAAUJbAAAKEhgAwBAQVvWewHAxjFt2rT069cvs2fPzgsvvJCGhoYccMABSZLTTz+9zqsDgL5LYEMfMmnSpMyePTvz589PtVr9i5+/7bbbkiSTJ0/O6NGjc9BBB+Waa66p9TIBoE+zRQT6gGnTpqWhoSEzZsxIW1tbqtVqBg4akCHDBmfsuDHZa8KuGTtuTIYMG5z+/fulWq2mra0t1157bRoaGjJt2rR6fwsA0Ge4gg293JgxYzJ//vwkSf/+/XLgYfvmhH/+xzSPH/d/HtN6z6O57oqb858/uDcLFy7MlClTcuWVV+aJJ56o1bIBoM8S2NBLtbe3Z7fddsvChQuTJHtN2DUXXHVWho/codtjm8ePS/P4cXmqfUHOPuWiPNDycNra2tLQ0JCHHnooI0eO3MirB4C+yxYR6IXa29szduzYrri+9Lpz8/U7LlunuP5jw0fukK/fcVkuve7cJMnChQszduzYtLe3l14yAGw2BDb0QoccckiWL1+egYMG5K5Hv5nDjz5og853+NEH5a5Hv5mBgwZk+fLlOfTQQwutFAA2PwIbepkDDzywa8/1F9dxS8i6GD5yh3zxqrOSJG1tbTnwwAOLnBcANjcCG3qRjo6OzJkzJ0nyyQs+ssFXrv/c4UcflE9e8JEkyZw5c7Lk2RVFzw8AmwOBDb3IGWeckWq1miHDBue4U/+h28c/XXkmJ77j4xk79ODs/Zoj12nGcaf+Q4YMG5xqtZofXfGrDV0yAGx2BDb0IvPmzUuSXHXTF7t97H/c/pO8c9+Tcu9/zu3xnDXnf+5/XuzxsQCwuRPY0EucffbZSZKBgwas9R7Xa3z+Y9Pyym2G5vRzTujxrObx4zJw0IAkyf3fdkcRAOgJgQ29xC233JIkmXDoXuv0+H/64DvynZ9ek1332nm95r1pz7FJkl8/+Nx6HQ8AmyuBDb3Es88+myTZa79d1+nxp559XLZ6xaD1nnfIEfslSVYs/cN6nwMANkcCG3qJpUuXJkneuPsbajLv1TtsmyRZ9YfVNZkHAH2Fj0qH9XDpHadm3oKfJw/XbuaqVauSZJ32X5dw+NEH5YwTpmbV76s1mQcAfUVXYHd0dCRJWltba74IM/vWzHrNreXMeQt+XrNZm4JKpVLvJQBAr9EV2I2NjalUKmlubq7pAlpbW83sQzPrNbfmM1++cn3OsVfVbOT0k/bI6tWr03rPozW5in3HrbOSJAMGDkhTU9NGnwcAfYU92NBLDN76FUmSx35emw9/eWZB591DBgz4m5rMA4C+wh5s6CUatn1llixemru//9N1+hTHU//pnKxatToLn1uUJFm+bEU+/O5PJUmO/sBhecuR+6/1+Lu//9MkySsbhm7gygFg8yKwoZf4u6Pekq9eel0eefAX6/T42T+8L6tW/e8dQP7wh1WZ/cP7kiR779/9rf7WzDn4sAnrsVoA2HwJbOglPjn1o/nqpddl5YqX1mkf9mMv3LXes1rveTQrV7yUJPnIJ3r+SZAAsDmzBxt6kZ12fl2S5JRjPr1R55xyTOdWkp3fVJt7bgNAXyKwoRe56KpzkyRLFi3N9Vd+e6PMuP7Kb2fJomVJkuk3X7ZRZgBAXyawoRdpHL593jyh83aEF37qq1230ivljltn5cJPfTVJ8uYJzdlxhNvzAUBPCWzoZW750YyMGLVjUk0+dcpFeap9QZHzPtW+IJ865aKkmowYtWNu+dGMIucFgM2NwIZe6MYfXJOBgwZk5YqXcuib3rPBV7LvuHVWDn3Te7JyxUsZOGhAbvzBNYVWCgCbH4ENvdCOI5oy66HvZsjQrZNqcsYJU3Pc4VN6fDX7qfYFOe7wKTnjhKlJNRkydOvMeui7toYAwAYQ2NBL7TiiKY8vaOncLpLk/paH87bd3p/T3nteWu95dK3Htt7zaE5773l5227vz/0tnZ/7PmLUjnl8QYu4BoAN5D7Y0Mu1PP7vmX75v+ayL3wtSxYvzV3fa8ld32tJ//7984qtt8qOI3fIkKGDs2TxsjzZviAvLl2eVatWdR0/ZOjWmfLpD2fSae+r43cBAH2HwIY+YNJp78uk096XT5zy2dw758H892+ezKpVq7Jk0dL84pG2v3rMiFE7Zt+Je+aSqz5b28UCQB8nsKEP+eNYnn75vyZJ7mtpzaIXFmdYw9Ds8/It/lytBoCNR2BDH7UmosU0ANSWNzkCAEBBAhsAAAoS2AAAUJDABgCAggQ2AAAUJLABAKAggQ0AAAUJbAAAKEhgAwBAQQIbAAAKEtgAAFCQwAYAgIK2rPcCoDc7/1un1HsJAMAmZotqtVpNko6OjlQqlXqvB3qF29umZcGy+fVeRp+2w+DR+dwx36j3MgCgx7oCO0laW1vT3Nxc0wWY2bdm1muumX1rZj3nAsCGsgcbAAAKEtgAAFCQwAYAgIIENgAAFCSwAQCgIIENAAAFCWwAAChIYAMAQEECGwAAChLYAABQkMAGAICCBDYAABQksAEAoCCBDQAABQlsAAAoSGADAEBBAhsAAAoS2AAAUJDABgCAggQ2AAAUJLABAKAggQ0AAAUJbAAAKEhgAwBAQQIbAAAKEtgAAFCQwAYAgIIENgAAFLRFtVqtJklHR0cqlUq91wOQpqamVCqVNDc313spANBjW675orGxsS5PaK2trWb2oZn1mmtm35qZxAt+AHotW0QAAKAggQ0AAAUJbAAAKEhgAwBAQQIbAAAKEtgAAFCQwAYAgIIENgAAFCSwAQCgIIENAAAFCWwAAChIYAMAQEECGwAAChLYAABQkMAGAICCBDYAABQksAEAoCCBDQAABQlsAAAoSGADAEBBAhsAAAoS2AAAUJDABgCAggQ2AAAUJLABAKAggQ0AAAUJbAAAKEhgAwBAQVtUq9VqknR0dKRSqdR7PQBpampKpVJJc3NzvZcCAD225ZovGhsb6/KE1traamYfmlmvuWb2rZlJvOAHoNeyRQQAAAoS2AAAUJDABgCAggQ2AAAUJLABAKAggQ0AAAUJbAAAKEhgAwBAQQIbAAAKEtgAAFCQwAYAgIIENgAAFCSwAQCgIIENAAAFCWwAAChIYAMAQEECGwAAChLYAABQkMAGAICCBDYAABQksAEAoCCBDQAABQlsAAAoSGADAEBBAhsAAAoS2AAAUJDABgCAggQ2AAAUtEW1Wq0mSUdHRyqVSr3XA5CmpqZUKpU0NzfXeykA0GNbrvmisbGxLk9ora2tZvahmfWaa2bfmpnEC34Aei1bRAAAoCCBDQAABQlsAAAoSGADAEBBAhsAAAoS2AAAUJDABgCAggQ2AAAUJLABAKAggQ0AAAUJbAAAKEhgAwBAQQIbAAAKEtgAAFCQwAYAgIIENgAAFCSwAQCgIIENAAAFCWwAAChIYAMAQEECGwAAChLYAABQkMAGAICCBDYAABQksAEAoCCBDQAABQlsAAAoSGADAEBBW1Sr1WqSdHR0pFKp1Hs9AGlqakqlUklzc3O9lwIAPbblmi8aGxvr8oTW2tpqZh+aWa+5ZvatmUm84Aeg17JFBAAAChLYAABQkMAGAICCBDYAABQksAEAoCCBDQAABQlsAAAoSGADAEBBAhsAAAoS2AAAUJDABgCAggQ2AAAUJLABAKAggQ0AAAUJbAAAKEhgAwBAQQIbAAAKEtgAAFCQwAYAgIIENgAAFCSwAQCgIIENAAAFCWwAAChIYAMAQEECGwAAChLYAABQkMAGAICCBDYAABS0RbVarSZJR0dHKpVKvdcDkKamplQqlTQ3N9d7KQDQY1uu+aKxsbEuT2itra1m9qGZ9ZprZt+amcQLfgB6LVtEAACgIIENAAAFCWwAAChIYAMAQEECGwAAChLYAABQkMAGAICCBDYAABQksAEAoCCBDQAABQlsAAAoSGADAEBBAhsAAAoS2AAAUJDABgCAggQ2AAAUJLABAKAggQ0AAAUJbAAAKEhgAwBAQQIbAAAKEtgAAFCQwAYAgIIENgAAFCSwAQCgIIENAAAFCWwAAChoy3ovoNaO+tTc3PPooiQ/runcca/tn/9orulINqKP37EwjywYkTz8TE3njhq8Xa72+wgANmlbVKvVapJ0dHSkUqnUez0b3RGfXVS32d//7LC6zaassx8eUbfZF+z633WbXStNTU2pVCppbvZqAoDep+sKdmNjY12e0FpbW2s8s/PK9fcun1CziUee1pIkm8Gvbf3m1nzmy1euLzp625qNPOvW55JsPr+PNocX/AD0TfZgAwBAQQIbAAAKEtgAAFCQwAYAgIIENgAAFCSwAQCgIIENAAAFCWwAAChIYAMAQEECGwAAChLYAABQkMAGAICCtqz3AvhL06ZNS79+/TJ79uy88MILaWhoyAEHHJAkOf300+u8ut6tpaUlc+fOzdNPP5177703SbLvvvtm++23zx577JEJEybUeYUAQG8nsDcRkyZNyuzZszN//vxUq9W/+PnbbrstSTJ58uSMHj06Bx10UK655ppaL7NXamlpyXnnnZf77rsvy5cv/4ufnzVrVtfXW221VfbZZ598/vOfF9sAwHqxRaTOpk2bloaGhsyYMSNtbW2pVqsZMHBQBg8Zltf97a4Zt+f+ed3f7prBQ4alX//+qVaraWtry7XXXpuGhoZMmzat3t/CJqu9vT0HH3xwJk6cmFmzZnXF9eChw7LNdjvkTeMPyJvGH5Btttshg4cOS5IsX748s2bNysSJE3PwwQenvb29nt8CANALuYJdR2PGjMn8+fOTJP3698/eBxyeo46bnF32GP9/HvP43Hty2/XTcv/sO7Jw4cJMmTIlV155ZZ544olaLbtXuOmmm3Lsscd2/W1A42tHZ+I7js4Hz7lgrcfNOP/szLn91nT8dn5mzZqVUaNG5Vvf+laOOeaYWiwbAOgDXMGug/b29jQ0NHTF9bg998/07z+ec79881rjOkl22WN8zv3yzZn+/cczbs/9kyRtbW1paGhwtfVlkyZN6orrwUOH5cNTL83198/rNq6T5IPnXJDr75+XD0+9NIOHDku1Ws2xxx6bSZMm1WDlAEBfILBrrL29PWPHjs3ChQuTJGdd/PVceN2Psv3wkT06z/bDR+bC636Usy7+epJk4cKFGTt27GYf2ZMmTcqMGTNSrVbT+NrR+U7b8znq5Mk9Ps9RJ0/Od9qeT+NrR6darWbGjBkiGwBYJwK7xg455JAsX748AwYOysw7f5mJh717g8438bB3Z+adv8yAgYOyfPnyHHrooYVW2vvcdNNNmTlzZpLk7e89MdffP2+Dz3n9/fPy9veemCSZOXNmbrrppg0+JwDQtwnsGjrwwAO7toVMmXpNj69a/1+2Hz4yU6Z23lGkra0tBx54YJHz9iYdHR1d20IaXzs6H7vs2mLn/thl13ZdyT722GM3+78lAADWTmDXyB9eXJA5c+YkSU468+INvnL95yYe9u6cdObFSZI5c+ZsdhH42c9+tmvPdYkr13/u+vvnde3JPu6444qfHwDoOwR2jSx68LzOABwyLO96/2lrfeyyJYsy/ZKz8sHDxuaovbbJyUfumpunX5I//P73az3uXe8/LYOHdEbgu971roKr37S1tLSktbU1SfL+T5y31seuePHFzJh6do7b6/U5cuTW+eD4nXPDl76Ql1au7HbOmnPPmTMnL8y7b8MXDgD0SQK7Rv6wuHNryGeuuG2tj1u9enW++LH35Dtf/0qef2ZBXrntdnnyt/Ny/ZfPy3WXfbrbOWvO/9BDD23wmnuLc845J0nnrfi6e0PjZR87KTddfnGeqfxPGrbbIU/9+olcf+F5mXn+2d3OOerkyV1bReZ/98ISSwcA+iCBXQNLftG5H3jAwEHd3oZv3qMP5KH7fpytBg/J1/7tocy885c5YcoXkiR3335Dt7N22WN8BgwclCS54oorNnDlvcPPfvazJMnEdxy91sc9U3kys267MUly2b//JF9/oC2TL706SXLnDTPXadaaGYt+PXd9lwsA9HECuwZWdnTuvd5jv7d0+9httmvKZ664NZ+/6t+63gS58+77JkmWv7g0q1ev7vYcbxi3V5LkrrvuWt8l9xotLS1ZsWJFknR7n+vq6tU5/eKv5hNX/EvesHvnr9Hrd2tOkry4dEmWLV7U7bw1M1b/foVtIgDAX+WTHGtg9Uud4bbmg2HWZrvG12S7xtd0/fvC536X22+4Mkmy78FHpl+/7l8T7XPwkXn0wZ903Wu7L3vwwQeTpOujztdmux1H5O+OP/lP/tvs796cJHn18Nes0znWzFq2eFEW//bhJEf0bMEAQJ8nsGugump5kuT1uzT36LiPHrNf2v5rbgZu9YocdfzkvPcj567Tcdu8aockye+7eVNkX/DYY48lSYZu86oeHzvn9lty8+Wdd145/uyp63zcwEFbZdniRXlp8TM9ngkA9H0Cuxaqnds6utt//ee2Hz4yzz79VBY+93Rm33Fzdtl9fPY5+Mhuj5t42Ltz0ZkfyMqVK7PDkT9eryVviMGvGpzR+9cmPh9s+UWS5NVNO/bouB/deH2+NOWkrF69Okce/+G85R/fv87H7jjmDXn+dwuy6NcP9mgmALB56Arsjo6OJOm63Vkt1WNmpVKp+cye+tSXvpkkafnRbbngjPfm4rOOy/Q7Hs82r26s88rWbtmzy+q9hLW64xvT8+WPfzjVajXvPvXjmXTe+t0RZGD/Wv8+Gphk8/gz2tTUVNN5AFBSV2A3NjamUqmkubln2xg2VGtra41ndl7RreUTeL9+/bJ69eo8Pveebq9i/+qR+/OLh+7LK7fdPgcecUySZMJbj8rAQVtl5Yrlmf/Lh7sN7Dk/uCVJMmDAwHzv8gllvol1dORpLUmSi47etibzPjfrDfm3X92TZypPrtPjH/jxnfnKmR9JtVrNh6d+KUed/NEez3yy7VdJkgn77V7jEHwuSTaDP6OdesOLYAD4a9xFpAa2Grx1kuSJx7u/CvjrXz2aay85K1+74GNZ8ORvkyQP3TcrK1d07uMe1tD9XuPnn12QJPmbAQPWc8W9x5id35gkWfz8s90+9sWlS/L/Tjsxq1etytGnTFmvuE7S9f+iYdue7/sGAPo+gV0Dr2zovJp734+/1+1jDzjs3WkaOSZLFj2fDx05Lh84ZHTO+VDnnSp2GrdXxuy8R7fnWDNnyLBtNmDVvcPOu+2ZJOt0i73//M5NeeGZp5Mkd3/7hrxn1xF/8uOxn7Ws08w1s8bs8qb1XDUA0JcJ7Bo49Ih/SJL86tEHun3sK7Yemgtm3Jm3HnV8tnl1Y5Ysej6Nr3ldjjruo5n6tdvX6TZ9a+bsd9DhG7bwXmD38RO6PlhnRjefxrjixf/dG77wmd/l2Y6n/uTHSy/fT3tt1swYMHBQdmneewNWDgD0Ve4iUgOnnnl+rr/qkry0csU67cN+1fbD89HPXbVesx6fe09eWtkZiu8/5cz1Okdv88Y9987cn87JnNtvXeuHzRx18kfXe1vIGnNuv7VrJgDAX+MKdo2Mev3OSZLP/fNRG3XOmvPvtPOuG3XOpuTUT3few7rjt/Nz29XTNtqc266elo7fzv+TmQAAf05g18jZF1ydJFm2ZFG++43LN8qM737j8ixb0rk/+JJrbtkoMzZFu4+fkHF77ZMk+cYlGy98v3HJ55Mke+w3MbuPr+3dWQCA3kNg18h2jTtm9zd3flT6tRef1XUrvVLm/OCWXHvxWUmS3d+8fxqHjyx6/k3d5C9+KUmybPHCHP/mnYqf/7i9d+p6c+PUq/6l+PkBgL5DYNfQ1TfeleEjRiWp5rJzP5Snn2ovct6nn2rPZed+KEk1w0eMytU33lXkvL3J9sNfkwtndH4wT+U38/OlKScVO/eXppzUtTXkwhnfTOOIzevFCwDQMwK7xr76zR9mwMBBeWnlipz49rEbfCV7zg9uyYlvH5uXVq7IgIGD8tVv/rDQSnuftx59TN75vhOSJHfeMLPIlezj9t4pd94wM0nyzvedkLcefcwGnxMA6NsEdo01Dh+ZW+5+JIOHDE1SzUVnfiCfPPFtPb6a/fRT7fnkiW/LRWd+IEk1g4cMzS13P7LZbQ35c5+5YnpXZFd+Mz9/P2bb9Xrj421XT8vfj9m268r1O993Qj5zxfSSSwUA+iiBXQeNw0dm1iPPvLxdJHn0gTmZdMQuOX/yMXl87j1rPfbxuffk/MnHZNIRu+TRB+YkSYaPGJVZjzyz2cf1Gp+5YnrXdpFlixfma+eekePfvFNmfuHT3R474/yzc/ybd8rXzj0jyxYvTNK5LURcAwDryn2w6+g7s3+Zb838Sq6ZNjXLlizOvXffnnvvvj39+vfPVq/YOtvvOCqDtx6aZUsX5+knf5PlLy7N6lWruo4fPGRoPjT53Bx74ul1/C42TW89+piM22ufnHvK8Zn70zmp/GZ+bvzyhbnxyxdm8NBXZuBWW2XH0Z1bSJ6cPy8rly/vCuo19thvYqZe9S/2XAMAPSKw6+zYE0/PsSeenqlnnZy5983OU//9m6xetSrLlizKr3/x0F89ZviIUdljnwNy7kVX13axvUzjiJGZ/v1Z+fk9LbnyC+fmsQfvz0srV2TZ4oVZtnhhnn+64y+OGTBwUN6459459dNT3YoPAFgvAnsT8cex/K2ZX0mSzP3ZT7J40QsZOqwhe7x8iz9Xq3tu9/ETMv37s5IkP7+nJf/10IN5/ne/y8MP3Jsk2XWvfbPNdttl5932FNUAwAYT2JugNREtpsvbffwEEQ0AbFTe5AgAAAUJbAAAKEhgAwBAQQIbAAAKEtgAAFCQwAYAgIIENgAAFCSwAQCgIIENAAAFCWwAAChIYAMAQEECGwAACtqy3guolyNPa6nD1F9vJjOTs259rsYTBybZHGYCAJu6LarVajVJOjo6UqlU6r2eje6s65bmsfZV9V5Gnzb4VYMzev/X1XsZfdKowSvyoTG/q/cyNrqmpqY0NjbWexkAsF66AhsAANhw9mADAEBB/x+2l+5+6WMGMAAAAABJRU5ErkJggg=="
[ "reflection, then translation", "reflection, then rotation", "translation, then rotation", "translation, then reflection" ]
null
3
math
grade-2
place-value-up-to-hundreds
false
true
What is the value of the underlined digit?
"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"
[ "10", "100", "1" ]
null
0
math
algebra-2
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
"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"
[ "Law of Sines", "Law of Cosines" ]
null
1
math
grade-5
is-it-a-polygon
false
true
Is this a polygon?
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[ "no", "yes" ]
null
0
math
grade-3
reading-schedules
false
true
Look at the following schedule: When does the city council meeting begin?
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"
[ "2:40 P.M.", "11:10 A.M.", "12:40 P.M.", "11:45 A.M." ]
null
3
science
grade-2
identify-solids-liquids-and-gases
true
false
Select the liquid.
null
null
[ 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", 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", 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nJ7Asm7m5BULBIOl0klqtwUa+RDab4tZbDrH/wDShSBgEAa3bZX3dNUlWVtcplSp4FIVwJEyhUGRtbQO/30cyEWdxaQW120WSZUzTpNFoIksSkii63nzAz9BgluHcoGtKXGvdc2wCiX1ER+4hf+rPsA31zd7qm4YbOlOa3Qr5E39K+cJ/I5g+gic6SmXuOzsD0o7DyMgQuaEBlpZXKRXLpJIJgsGAG+7RdURRRBRF1G6Xs+cu4vV6GR8bxuv1MjM9icejYNk2Fy/OY5omgWAAj6IwJIkoskK32yWVTODxePB6FGRZIhQKoSgKgii8tr/g2Hgjg0RH7qV04WsEM0cQdyiKHBRFJhwO4TgO6+t5FEVmcCDD2fMX8fv8ZDMpUukkkiyDY2PqBoVCifnFZdc5GhqkLbRJJOK0e/ayIAhIkoTHoyBJEpZlMjE+Qrersb5ewLJMDNOkXKmRSiVYW9vYmu03X3fNLA+AAKl9DzH/xL+iOv8tkvs+fiNu+w3HmyKl41iYagWtvkincoHawnfpFE64lXWOQSA2iuCYlGe/Qe6Oy4oVr8eDAyTiMVrtNhdn5zl4YIZIOEQ4HKLb7aIbBvl8keHcID6fG8drtzsQ9CMrMpFwmIGBNJGwG6/0eD3Isnz5hjgOoUhoR+ZD8Sivy4NNTH6Q+ZVnaa6/RHTk3svhLQd8fj9Dw4MUCyWSyTiRaISu2mV0OEeyZy86tk23o24Fz0vlCrnBga3Z/PSZC0QiYYZzA4yPjbhfGNumVm9gOzaapiPJMh4gGg3j8XiwLBOPx4PZWyWazTYjw4OUyhVK5QqKLBONutdElq+4vY6D4k+QOfDj5M/8NeHBO/GEc2+cADcJb8rRqS89wcozv4+keDG7DXzRYbJHfhpveAjZF0NUArSLZ1l+5t8y9p7/J/745A7b0rQsTp48QyAQIDc0QK3eQJJEUqkkrWYb27ZoNFq02m38fj/xWBRJEqnWGjQaTWr1OjPTk2SzaSTxJiSnBJHCmb+hufEKE/f/hpuVunJ93C7IBRAFQMDQNC7NLVIqVTh8+ACBgI/lpVWqNVeWFo9HiUTC1Gp1dE0nk0ltOXaW5RJycWkZ07R66cgYgoBLNkkiGAxQbzRdyZvPh9pV6aoasVgEj9eDR3Fn293g2CZLT/8hciBH7q5/fLV58hbjSkfnTY2mXXgFvblEeOAYw3d+Gsc28cen8IQG3BJS2ySYmCaYPkDpwtevCqTLksTk5DjhUJBqrU44FEKSJNqtNsVSCdOyyGRSTE2Nk0jEsHspRZ/PSzIR4+533U42s42QmwQRcFOKjrMlbrCvCJjbtoNtv+Y6Tnz8/Vhai8bqC7vfvO3xQ0FA13RmL85x/KWT2LbN+NgwhXyBS5cW8Pt9xGNR0qkEq6sbzM7OY5kWgYAfwzRZ3yiwsLiCKIkYpkEgEGBwIMPtt91CPBbBME1WVtboahrnL1yi01EJhoJIkohhmNQaDRxAEF7dRBEkD5lDj9Jcf4bWxvHXuAZvPd748u3Y6K01EiNHaeWPExu7H0kJUJn7LplDj14+TpRIzjzI0g//kE5ljkByZmu23LTHPB6FVDKBrhvMzS2RGxpgZHiI5eU1bMtGlETCoRCKIiMrirtEb+oJHQen58V2ektluVylVKliGgbJRBzDNBkczJJIxLeG1e60sS2rJ264hj7RcVACSeKTH6B08RuEh25HUoJcy5uoVKrUag1qtTqDg1mi0QhLSyvousHIyBDVap1Wqw2CwNiYG2P1+XycOHGGZCJGOBxCkWXW1wtsbBSIREK02g7pTIpgMIBhmAwOZIhFI+Ryg67mshfLDPacxlfVWm67d/7EFPGx+yic+jP8qYO989obeMMzpWV2MdoF4rnDBCIxqvOPk5z+KNWFJzDaxW3Lmk0gPkkoc5jyxa/hbCv8EgSBfTOTTIyPunFJ22J0NMfC0jILi26mxuf3kc2k3Zifx3VUdF2nVCxRq9XpdjXUbpcTJ8+ytpZH1w18Pi+pZJyhoQEi0TDxeAzLtOh0OpTLFTrtDrquY5gmrWaLdrtDqVhG1/WrT9RxiI/dj2Mb1JefvmYywLZt8htFwqEgo6M5lpfX6LQ7DA0NMDiYQdcNotEIU5NjiILA6uo6+XwRHIeZ6XGEnnNXqVSxLIuRkSEmxkeZmZ7AoyhEohFGx4ZJp1MoioJn88vZu447ZuzrtMiSUx/B0htUL339+m/8W4A3TkqtgW008QSipMZvp5V/AdETRAkkqcx/jx3BWUEiOfMQ7dIFOpWd6TuxF7PLDQ2QzWYQBYFYNEo2m2F8bIR4PIaDK5zVujpzsws8++xxTp48S73WABx03ehld7ysrq4zv7jM4uIKqtqlWCxTq9YpVyqYppsVaTZbLpk7XXTDpNNRqVRrFIpl7F4G5TIcZF+MxNSHKF/6NqZWZ7fAsyiKTEyMIssS1Wqd4eFBqtU6+XwR07RIJROsrKyxuOQuzyMjrkD3zNkLW6nUcChIMBREUWRyw0MEggHETdNkk3SbM+HmQxR3pEw3M0CvaZo4DrI/Qebgxyld+Fu0xvLr5sDNwhtevg21hICBrPiRvUHCyUEqc98lOfVhNk5+kfj4e/GEsr0LaeOPjREauJXSha8RSEz36rQvQxRFcByyAxmyg1n3GtvuBd7YKNBRuwwNDeDxKIyPjyCKIp2OyisnzqJpGjMzk4iiRCabxjRdooVCQXRNxx/wUy5XmJtbRFVVVLVLKBR0c+GxCOVy2ZW+dVSqldqOZR5wZWCj76Y6/z1qiz8gte/hq4UmvQxVp6MyOJDhlRNnkGWJiYlRuqpGsVRmIJvBdmxarTbFYplQKMjgQMYtHtP1LdswHo8ibLNT3Z9gmW72ptNRaXc6CIJAu9WhXK0iSzKBgB9fL80JMD428ir1PIBjERm6k9ry0xROf5Hhe351TzTOesOk1FsbSLKIpHjd+NfYbcwf/yqx0fvwhgaozD3GwC0/d/kFgkhq+kEWnvo92qVzhDJHdpWGbS5J7VabZrNNp9MhGHAFGbVqjXqjSaPRQpZdD9TN/Pip1RsE/H4kWabV7tBsthBFgXAohN/nZSCbodFsIssSqVQSQQBFcWOa4XAISZRotTtYltUzybbH+xwkT4Tk9Ecpnv8KsZF7kP3xncuk4xAIBrAdh3y+yOhoDo/iodNRkUSRaDTM6uoGgiAQCgV7oS+NQrFMLBYhFo0QjUZIpZJbNqFtWVRrdTRNo9ls4zgOA9k0c/NLyLKELMmYluXm+kXRFXIIAh6Ph3gsclnY8SoQJIXsoUdZ+MG/obX2AuHc3W+UEjcMr2v5NppNyq+8wvn/8l+49Fd/gscfRhBdMYE3lCSWnaRy6dvEJx6gvvw0WmNth23pi44QGbqd8oWv49jGrp/RaXdYXFxmbm4RQ9dJxGPEEzGSyQTrGwUURWE4N8Dk5BihcIj19bwbz5MkJFkmGPARCYfw+32EgkE6qsrq2gYerwev14vH49kKu3S7Gq1mG8cBn9+HaZpYtjuTra/nUbvdy8IHxyY6fDeSEqC68H12zR07DqFggHg8ysZGgXqjQTqVJBgKYpoWoWCA0ZEclmVRKJaIRiMcObyfsdFhovEoCAKGbtCsN9hYz/PKidOcOHmGfL6EpulEI2EURWHfzCThcAjLsUmlkySTcQQBVNXNYpmG0QsHCVtRiGvCsfHFxkmMv4/C6S9g6c3XQ4mbgusmZeXkSb770z/Ndz70IU586lM0X3wMbyixwz5MjNyC3pzHtg280REqc1dIpQSB5PRHUOtLtAqnrw6xCAKq2qVebzAxMYokSeQLJWq1BqIokEomKJXKrK0XMHSDTCrJvpkpNE2nq3ZZWlqhUqlhmSayLCPJEvF4jGw2TVftYls2Ab8PATeA7/V6abXb5PNFSiV3CRcFAVEU8fm8V2RGHEQlSHLmISrz39/pzF2BYCDA1OQ4fr+PM2cvIPdUQLbj0NU0Bgcy3HbsKJlMCkl2c/ONWoPz5y7yzLMvMr+whCAIDAxkGR9z7dTh3KCrMdV1V4bn9bpSN7+PRDy2ZY60Wm02CkVmLy1w8tRZ5heWWF1bf/Wb6zgkpj+EY7YpX/zK9VLipuG6lm/bNDnxr/81+je/ySigSAJixocnGL18kOPgCURIDO2nMvstUvseZuPE/0V84gNuV4lebY43kiOaexflC18nlD60s2OF4xCJhLDtLGtreXxeDwMDGTyKwomTZ7Ftm7HRYSLRMKVShc66SjqVRO12ScRdUa3iUWjUm+7NyRcI+P1MT43T6qiYlolHUQgE/MiyjIODLInYjoPX46GDuiWlMwyTrqrt8HJdG+x2Kpe+TWXuMbJHf4bdgumWZbG+kSedSnJg/zRraxs0mi1mZiaJRaOIkuuc2KbJRr5Is9Wmq6r4/T6GhwexbZulZbfEwq3z9qHpGppuUCpXULtu3U82k0bXdXx+P16Ph66mEQ6FtpyjZDKOJEpbqdVrq4gcZG+UzKFHWX/li0SG78UXHb8eatwUXBcptUqF2osvkgK8gOMVEBN+ZE9o54EOxIePUFv/W0ytji8+QeXStxm67Zd2HJaY+hALT/wrmvkTRIbuvGxb9mbKVrtDJBzC6/Ny/vwshw7t58D+aXx+H4Io0qy7HSOCgQCCIJBKJVhaWqXd6TA2OkwwFCAUCqIoipuC9CjEr3RetkNwx7499hkMBXcNrYiyj9S+j7H+yp+5zlx44CrbUlFkNy7aU7s7DkxO+vD6vOA4tHvmgazIrtMVDDA4kEbXDBYWl4lGw1vls/VGk2KxTLvdwet1szdDQwOu6dFqo3ZcE8MwTbqahigIjI4OU6lUATcn7vV6XlPWimMTHryN+vIzFE59gZF7f9M1zd4GXNfyLSoKot9/WUeuOVirTVqVpStunIPsDZIcPUJl7jvERu6lsf4S3fri5aXacfCGh4iOvpvyxW9gm9taKzsO4UiY8bHhrWV1M65Xqzdotto4tk27o6Ioci8/rCEKIjPTkxw6uI9ms8X8/BLrG3kq1do2m9C59sPe/LmtIcI1KwVtQgO34AkNuAqoXaAoCqlUcmvGisWjeH1eTMNAVbtcuDhHrd7AsiwS8RiNZptSsQI4jI+N4Pf5mJtfolKtEQ4FXTV7JEykJwCxHcdVCkkSPr+XQNBPMBjA6/GQSMSo1eoIgsDi4gq6obtfhuuAIMqkD/4EavEUzdWnr+s1NwPXRUpvPE72Ax+gRm+xshx4vEL5xPNo7fIVvX5sooMHEOwWWitPIDlD6eI3r/C0HRITH0BvF2htvLzDtnSLBAVGRnJ4vV6WlteoN5qkUglq1RonTpxhZWUNENB1g0ajRb3RpFKt4unNjIcO7uPwof1MTY65At7tcb1tD9O0dqQj9Z620e6FohzYdc0TJS+pfQ9TX32Wbn3l2unHrUtiU8gXOX3mPO12h8nJMfbvn0LtdN1s00CGWqPBS6+cplAskUolGRvNucRaWqXd7qCqrtQsFo3Qbrap1RsoiszIcI52u0O93sDv9xHspSazmTTTU24K97pFKD1nNDH1AIVTX+jFZN96XLcgo3b+PI/9xE+QOHeOCOCIAvxsloHP/ji5g1d0+BJEamtnKSycIXP477Fx8s8Ze/f/jD++rUJQEMmf/ivahdOM3/8bbq58GxzHoVSq4PV6aDRbmIZJrV4nlxtE62rIikI+XwBgfHyEgN+PonhcQcS2U7JMk2az5Rb7KzKdtorHozC3sIRpmgxk0hi9Ssf19TwTE6O02x1EUSQajSAIAkOD2auuh+PYrqjBGyV3xy+/yhUWOHv2ApVKjfHxYSzLplKpMjQ0SCoZp1SqsFEoosgy6XSSVqtNvd4kEg5tfUkkSaLT6dDt6vh8Xnw+L4lEnHAoiN/v2/qca6VKXx8ELKPNwpO/Qyh3P9mj/+PrfP3rxxsWZMT272f605+mJIpY4C55T1apvHIctZm/araMZKaQZYdubZFg6uAuggyHxPj7MdQajbXju842mqaxtLyKKAj4fF5isShLS6usrRdQZJlbjh7i1luPEI1GUbweEMDUdSzTpFFvsrGRJ18ocuHiHMVS2bXD2m0cIJ1MMDM9SW54kKHBDIMDGQ4emAHHFYooikLA7ycY8O96PdwGBh+jufESam3+2kobx2FwIMvU1DiXLi2SL5QYGc6hqiorqxv4fF7SycSWg+X1ekmlEr2qTJNWq02r1SadSjI+PsLRIwc4cHCGTCZ1mZC9z9kyP7Y/YNvqwHVUQThInhCZg49SnfsaavXSa73ghuN1xSmnfvZnUW67jSa9c1vR0L63SHH++FVlq6LsIT1+G/Xlpwhnj9IpnadTmdthWyrBNImJ91G++HVso8P2KyYIAoIoEotGGBoeQvEobOSLjI+PcOedt5BMJRB6WSCtqzF/aZF8vkChWKbZbCMrrpGuKArpdNINp3Q1crlByuUK+UIJn99HIBgkEo3g8XqJxWNouk611ujF/CAYCu1e+ejYBJL7CaT276qA2nYieL0eCoUSkxOjTE+NMze/iK4bBAI+NvJFLs0tIDiCWyZSqbKyuk6lUiMcDpFKJgiHgqysrrO+nnfTh7azcwbcNr7tjRh0w6DVbrOxnmd1dZ1mo4Xa6b72je7ZzaHUAQqnvnB19+SbjNetpzzzf/6fnPoH/4AJ03QZnfEg/+oBpj7+PxJK7Gx34jg2Sy99FTl6CMfWsU2dkbv/4eUQiyBgqFXmH/+XZA7+BLHx9+28udu0is7WU+5zakel1Wq7/RyrNarVOgcOTBOJhNG6GguLK9i25VYWyq5K3O/zEe559R5Fpt5oUa83CAb8vTqZGpFIhFDILcUYHMyysVHAMl1hbSqV2KlRFEQ65Yss/fDfMHLv/4Ng6sCuWSpwA9u1Wp1YLLrlxBmGSTqdJBIOsb5RoNls92rUo6iqSqlcpdvtMjY2QiIew+v1IorbqhwtC9O0aLfbNBot1G4XwzAoV6pkM2kGB7NIksTCwjKSJBIKBYmEQ0Sjkcs59WtBENGaq8w/+XsMHPsssbEPXD9JXifetJ5y8tFHCdxzD1uyhIKO8d0VirPPY1s7szSCKJGauJ3W2nMEUvvpVGZ3CjJ6SuhNaZibTdhuBlyeETYdoE6nQ71Wp1AocfL0ORRZIhaLkkolWFxcoat2CQQDDA5mmJocZ2wkhyzLdDqqW4ZbKKGqXRSvtye8cPD34paRSBhwsC0bj6LQarbcYwSBZquFqnavMlMCiSlCA7dQOv+VV51RfH4f4UiYZrNJvd5ElmSy2TShUJBGs0U2k2Z8fJh6o8H6RgGfz8eBA9Pcc/cdDA0N4A/6EUS3hr3T7lAqlTl95jxr6xu02h1sx8Hv95FKJpiaHMdxHJaX11hb2yCZjHP48AFGR4eJJ+OIsrz77L8djo03nCM1/RGKp/8cs1u9fpK8SbxuUvpSKfZ/7nOUvV42b4HwXIP6Cydolhd22laOQzA+RCCaoJ0/TTh7hNL5K+qpe9Iw29aprz53TdvMMAxq1Trnz19iI18kO5DmvnffhQOcOz9Lq9UmlxtkI1/k7NkLSJJEo9HEsm0ikTCJeIyhoQG8Pg+lUpkL52cpFkpYls36eh6hp8OsVGqsrm1gOTZr63ny+QKO4zA9PUloN09WEElOP4RauUR7tyzV5mG4qvF4PE4mnSQY9DN7aR5V7ZJIxAAHx7bJ5QY5eGCGTDZNIBh0e1M6DivLqzz//Escf/kklWoNSZLIpFMICLRa7a3GWKZlbc2Csiz11PoSmqbRVbusrqwzf2mBtdUNVlfXsaxX6WDiOMQn3o8oiZTP/+21j7vBeEPStbFHHiH83vdSpTevVU3M76xRvPAclnnFlm6CSGr8dtrFE/hiE3TrC7RL57bdvJ40bPIBKrPfxNpNGrZVC11nZGQIn8/LiRNnaDSapNMp7r7rdu688xjNprsch8NuViMQDGAaJuVyhXA0TLPVotFoEQwGiEUjDAxmCPfEEZsqcY9HIRaL4PV4GB3JEY26WStVVbGs3du9+GNjRIbeRfH8V3F22dJuE5ZpUqvVmF9YQlU1RkdyLC2vsri4gt/vI5FMMJQbQPF60DSNYqFItVpzzRzDZGAgw/joMK1mi4UFV3Na7PVL2kwWmKaJgEAmm0aSJBxcU6fd05BWKlVK5QqNZpNCoeiKjq8JB0kJkj38Carz30Itn381WtwwvCFSeqJRDn7+89QDATYXbOGlFo1nT9MoXLxqtvRHMkRSQzQ3XiaUOUr5wtdwti/1jkN89D4cx6G2/MzVs43j9CoTPayv51lZWWM4NwhAsVhiaWkVy7IYHxvh0KH9KLLMqVNnWVlZIxD0k04nqdfq+H0+JFHEtm2qtXpPR9lTg+Pm4QIBP4osI0tues6y3G5thm64fcl3gyCQnPkIWmOF5saJa86WjuNQrtQYHMyyb98kwWCA3GCWyYkxvD4fkiRhGiZrq2u88spplpdWabfa1Ouu49VqtSmVqygeDxMTo2SzmV49e4V8voRhuCuQg+v8Bfx+QsEAiqKwtLTCqTPnkUSJfTOTWD179OLsPLV647Iu86pB24QyhwlnD1M49Wc41i5C6BuMN1w4ZrbbPPbJT2L93d+RxQ2qO+8KE/7V9zB1388gKwG28sKCgNaqsHD8qyT3/QTlXuoxPHhsR9yyPPstKnPfYeK9/wuyN7Lj9Z12h4XF5a1y3KXlVdRul8mJMXCg3W4TjoQBN6SjaRq27VAslSkWSziOQzKZIBDwk4jH8Pl8yLKbFbFt213yrvKwr0gYv2rhi8D6K19ALc8y/t7fQJR8l8e//S3Ztg4IW/9D0zRq1ToLiyvE4xG8Xh+6rtFuq6RSCWzL3rIpBwYz1OtN1F6X4M2WLm5jL2g0mlurQTQaxrTcJIHaUZEkiXA4RKvt6jHX1tyOI6lkAq/XQygUvNoJEgT0Vp75J36XzC2/RHziw9e+Dm8AN6xwTA4GOfj5z9OIRtlcsISTbdo/PEdt/dzOFdhx8IYSxAYmaay/SCh7lPLFr+/81jkOsdF7EQSJ2tJTV5EhEPBz8OA+PF4PqqqSzaa3JFzNZgtBFFFkudeE6iLtjoppmsSiEYaHhxgdHUHtui1imq02Xp93y5PeVd29W3ryNZCc+jB6p0Rj9cVXtS23/8u2bcqlCqdPn2d1bYOpyVEMw+SVV05RKlcZHMwSCYcolspcnJ1H1/QtsW+90WB9PY+hu+lLSRLJZHrtBX1eytUqFy7Ocf78JQKBAKFwGKPX+kWSRELBgNtaUBSxrFfpT+Q4eEIDpPY9SOnMn2Oopde8Fm8Gb6rE1tI0vv+pT6F+8YsM9J5zjgQJ/vpdTL3/k3j84R0BXENtMv/C3xGbeJDa0pMM3PLzRHLbBRkSlfnHKJ3/KpPv/1/cfQavGJ5lWdi2Q6lcodlsMTqaQ1W7vRYtEtlMGk3XCYdDrK2us7i0QigUxB/wk066DkYgEEBR5K1xuQPfFmju/b55aZze33fMprtdNkEkf+ovaa6/xMT7/hnS9tViFzQarpppeWWNXG7Q7fbhuIVwoiS6pRutNulkAk3T0XSNTkdFURSazRaBgJ9oNEIwGKDd6jB7aZ5cbpBwKLj1hQuHQ0iS2GvEsO3Lty0st+N8rkkHAdvssvCDP8CfPMrg7Z+95nm9XtzQXkKS18vBz32OJ775TbRyGS8gnO/QefIi1ZmTZKfffflgx0HxR4jnDlBff9G1LWe/QSh79HL3CccmmruLyqXvUl14gvSBj3PlTXXFvALJZAJRFHj55VN01C77ZiaJRiJUazUWF1cYHc0Rj8fIZNKEQq6aSNwqznfc/2ybdquNqnbdZqa1OrZtMTw8hCCIFAslms0WrXYHcNwZ1utlaCBLbnhwlxvokJh8gNrSU9SXnyYx9eFXDaq32x1ESeTw4f3Mzy/j93uZGB9F1w2azRaRSBi/30en47aoqdebZNIpgqEAmqYhCCKFYomcMkgiEWNamKDTUUkmE3i2N+3ajXCvScIr4SAqfrKHHmX5+f9AdPR+AqlD1/na14c3XYWevfdeBh99lPLmE4YD3ytTOvU8Wrty1TIcHz6Eo1cQZB9Gp0xz/aUdnrjkCZGa+SjV+e9jdMq7Gt/1Wp2LFy+xsrJOLBZlYnwEwzB6dqTNwYMzjAznSKWTRONRJEVGFEXazRYry6tcOH+JC+dnMQyDfKHEhdk5Go0mXq8HWZJRO120bpdoNEIyGSeZiDMykmNibIRUMu6m93a7mY6DEkiRmPwgpYvfwNRqXDOv5zgkknF03W3yGom4bWVAcIP7Hg/z80tsbBTQdbdUeHpqnFa7TbvdIRAI4Pd7sUyLlZU1Xjx+glqvkG5HdePmrLj90cOm8ETTtK36eK3XicSyLotVtlIXvTbckcHbyJ/8U3dbwpuAN91LSJRlDnz60zz+la+grq8TAJz5Lt3vz1Pe/wpDB96/7WgH2eNK28qrxwlljlCe/SbhwWOXBRmOTWToDsqXvk114XEyhz7BjtmylyP2KApTU+O9xlKLJBMx4vEoqW2d1Jxelqbcy4wEAn6azTaxaARZdrWMuaEBckMDNJstCoUS8XiM2UvzBINBhkeGUDweWu0i6UyKeDLh3tPN4ew62zjEx99LZf5xaotPktr3yDVno81GVZVKlUajhc/npdtVuTS3iNfrdZfnSBhV7bK6usH4xAgDAxmKxTLNppvBCfh9DOeG8Hq9hCOh3p477kpg2zZWL+PTarXpdjUM0+2NOTDgFud11C6ddoeRkRzr63mKpTKKojA4kOk1AhN7YpKRrXr79P5HmH/iX1FffJz41INvhj67X5cb8SbpO+5g+Gd+huIf/iF+cKVt369QvvsF4rlD+CPZbTfQJjqwj+rqWRzcdtSN1ReIjd3fW+rcsoPUzENsnPwL4mPvRQmmtr0eYrGo242399yhQ/t2pP8sy6Jaqbk9iHpN+FNJN0UoiiLRWJRKpUKrLaJ4FDemGfCTSafQdb3XkwgKG0WCoQCDg1mWl1e3WlU3W+2tkolAwO196fFsmiAOsi9BavojlC5+g+jIu1GuLDLrQZIkcsNDnDt3cUsPWa7UkCWZVDJBIhknny9i2RaJZIxLlxawbXcmnBgfcXec2NYvyLYs1HaHYqlMp626/d0zKZYWV0AQ3EC67DbCEgUBTdcxdB2f10uhUMTr9ZBJJ928vN9PKBjc6q++VUjX0yyk9j9M6eyX3J0ngpkbQaMt3JAmMoIocuBTn8IYG2NLVrEp1li4WqwhKT5SY7fSzr9CMH2Q8qVvYRtttpY6xyI8eBuKP05l7jF2XQK33WRJkkBwO1ScPz+7tdOCK0owicUiRONRCkXXorYs0+196fVy6dICP/zh8xRLZUzLYml51Y1LGiatXk9MRZbd6kHZ3cLZcRxq9QbVap2NjQKl8pVmik1s9D0IkkL1yhr4Xc5j//5pFEUhXygSCPhJJuPkC0XarTbxeBTDMFld2yAWi3L40H6OHTtCIpVAkmUs08SxbPIbBZ5/4WXOnruAqnYRJbe6sdloutvnBf0US2UWFldotTq9HSlUdN1A03XA1ZdGIxHC4RCy7IqoJUkiGrsiV+44xEbfg+yLUjz3l7yaM/dGcMM6GyWOHmXs53+eIr1O5w4IP6hTffEl2rXVq25aODOF4hGxzS6W3qa++vyOMMpm2UFt+QforY1r5mkdx6FaqTI/t8j6egHDMNxvsyy7hVPzi3Q6XUQEJifH0DSdl146xeLSKo1mk1AoyOTk2FYZ78hwjkQihmm4y5xlmYC7HUq322VhcYlSuYLjOAQDfrpd1x6r17YLYh0kb4TUzMeozD2G3spfc/zgUjaZiDE4kGVjvUCnozI+NkKpXKFYKJNJp7j92FHGxkfw+DxuXLKtUiqWefnEadY28oTDIUZGckTCYVRVdXegqNSp1ZuuECUYJB6PMjaSIxgMbGWBcrlBEok40WiE+YWlrWsiKxK+zY1Jr+Kc24Q1e/hRGstP0C6cuG6eXA9uaLutfX//7+Ps28fWnJfXMR5bpnjpBRxrp1hBlBRS47fRKZ4mkNxHefZbOwUZjk0oewueYObqqshtMAyDufklV5Y2lMVxHBqNJpquc+zWw9x91+2Aww+feYF22/VMp6fHGe1twCRJEpVKjeWVtV4vcRuPx0skEiKRiBMKBvH7/b1GCB6GBgeIx6LEohFsx2FwMEsyEUdW3N3CnG32ZnT4bmRvhMrc7mUTbB3qsLaeZ30jz8hojomJUTqqSigYJJNJkUwlkBQFQzeYvTjH08+8wLkLs0iyxNDgAJ12h/WNPI16A2CrgjORjGHblttpQxLdnu+WhcejbJEyGAiQSMSIx6Lc9+67GBsdIRaNXCbkNQftSveiw3eTP/ln2OaNa8J6Q0kZnZlh6pd+iaIgbNXzCM/2xBqVRXamH21CyRF8wRCW3sKxNOorz+6YUUTZ25stn9lZQ74Nm3XQY2PDnDs/i23beH1eQsEA7Y6KrutksxnuuP0WLMtifn6RQrFMV3NtKVEQmJmeIBIJIcsSyWSCxcVlGo0WtmXT6AXmQ8EAkV5O3dNrby306rS9Pi+O7bhLea+F9VYkYd/DVBee6I3/GgF1QWBifJTbbjtKNOpmpVLJhNsX3efBNE1mL87x7LPHqVTrDA5kGBzIcunSAktLK5iWha9X0w7QbncoFsvIsszgQJZoJEwmneK2246yb98Uo6PDZLMZQqFQr6mBhCi6uk9Zltzw2fW0VhQgNfMQppqnOvet6+LI9eCGN+JvLS3xnR/7MaInThCll358X4z4//x+Ju7+xM6OuIJAp7rG8snHCWZvpVtfZuK9v4nkCbO5Zji2yeIP/g3eyBCDx35hV4dhdW2j1z7aR7PVplyukMsNEQz4mV9YwnEc4vGY27BekjB0g2Aw4NqQSytk0m5vyGQyjsejUKnU8Hg8JJLxLcnc5ni3fu4S89vs47PZHwkEbKvL/Pf/N/yxcYZu/xTXbX/1NJPlcoV6vUm9Vic7kME0emr0dpuREbfh6crKGq1WG5/Px/jYsDsDbgugv/6SiNcBQaS68ASFs19m4oHfxRMafN1vcUP7U+6G0OgoU7/8y5Qkic2wsXC8SeO509SLs1eJNQKxQYLxFIZaxbHNniBjmwJd8pDa9zHqK8/RrS/vOtsMDWYZGMhQrdV7HctySJLYU8a4Mb5EPEYwGHBDKapb3+33ebnl6CH8fl+vuX3bVX1Xa7TbHRzb3tmQYKv68Yqyg82xCm576O3tXkQ5QHr/I9RWnkGtLV5ztrwSakfl+Esn3V3MYhFi8SiO41BvNMlm02QzaQoFt/NcOpXkXXce495772QoN0gkGnF7dl5nevRNwbGJjdyNN5SiePYvuZbI+fXgprRwnf6Zn8F755006FmITQvrOxsUzz2Hqe8se0AQSI3dht5cxBsZpjL3Xcxuje22ZTBzCH98nMrsd3a9yJulE9lMCl03uHRpgVKpQjgcIjc0QKVax+4FkVPJOB6vqzY6eeoslmURi0dJp5KkU0lyuSGOHDnI2PiIG265IvDssG2uu0ZQese/HYvQ4DF80RHKF796fTdNEGi120TDIZLJBOfOzVKp1AgGA4wMD6KqXRwcBgYyHNg/zcTUGOFI2L1ir5eIguB+UQQJxNfxECQ291AXJB/Zw5+gufJDWvmXr/+zr4GbsmWJP5tl36c/zYnjxwkbBhKuWKP1w7PUps6RGr1tRwDaF04TTuVQ2yVwbGpLP9zR2UwQZZIzD7Hy3L8nXnsAf3x815tr2Q66rjMzPUm1Vuf4SycZGcmRzaQwDaO3K1gNVe0yNJhlanJ8yzZUopGt7IfjuO+jazrdroaDuywLCBQKJTxe1+Fptlq9pgAtJEly62kiYWzL2tq5wuNR3G5w+3+cpWf/iE55lkBq36uS07FtAgE/hXyJ4to6I8NDKLLC6so6AwMZstm0GxfdNCNesyPxJjYJCNgWtqVh6x1Mo42lNbGMNpbexjLUa6joBSTFh6QEEBU/kieM7AkheQL4oqPExu6lcOoLBJIH3B2L3yBu2tbKEz/5k1z6wheoP/44ScBRbezvFine8RzRzDSKb7tYA1Kjx1g4/lW88X1U5r9HdOSey0FnxyaYOkAgOU159psM3/npXT7R7QOkKAqdTgdJEhkacve1WVhcIpNOMTI8RCwevapBvd1Ta+u6ztz8kqu5dByazVYv+5FBkWV8Ph9en4dEIo5lme6uEz2VjWlZ7sM0abfcuuxsr0OaoetEoyGk0BilC19hJPGPuLIV4hYE0LoaJ06eJRQMMDM1wUa+SCgYYGxsmFA4dHmdec0ZcXPGFnBsHbNbR2usodbm6ZQvYrQLWEYbbN11biQRQZSQZGVnO50d18rEttz9LW3HAcedKUUlBIJIa+OV3s4TP/EaY7s2bhopvYkE+z/7WY4/8wyRbhcZEM65Yo3KzGmyU/dcPthx8ARjRAcmaVQKCEBt8ckdggyh16Z6+Vq7zPaEipblhkBi0Sinz56nq3Y5eGDGbaGyLeujaxqNRpONQolQMEC2t0VdIuF2/VUUhVQyzsZGkU5HZWxshGazxfp6Aa/PhyAINBtNAsEAwWCQVrNFq9WmVmsQCgWwbZtiocTM9ASCAM2WijX5IOUTf0y7ePaqncy2n4fX6+W2W4+wsLjM2fOzHD1ygHQquVUa8ZroEd42OnTry7QKp2kXz6C31sDR8XgD+CNpoiOTKL4wijeIKHsQJQVBEN0vzDXjwq497dgWtmVgmRqm1sHotjC6TWw1RWvjpTdFypuyDd4m9EaDx372ZxG+/nXS9Oi1z4/v129n+kO/gDe4Pf0mYGhN5l/4Mkp4DFOtMH7/b6AEktuOcVh+7t8D7LrL7OWzcpc1wzCQZHlLcqZ3NWq1Og7uFnmq2iUSCRMKBtwmU90urVYH0zSIx2MkEwkqVXdX2mQy7pbfVmvEYlFUVSMRj7oput6Wzg6uB25ZFn6fD90wGM4NbuWMHdti6Zl/i212GX/Pr15zNto8B63rCkz8Af91zooijq3TrS1TX32e1vpxLK2MNxB2a6Vig3iDCSSP74rPdno35/VSQdghVEYQWD31HYTgkd5We9eHt2QbvE14IhEOfO5zPPvkk0RbLRSAS126359zxRr737ftaAfFFyExfIDK2iKCKFOd/z6Zw9sEGYJEcuajvab+lwgkr2Gb9W6g0tvFVu92WV5eo1avI4oSA9k06VQSTdNZW9ugVqujaTqpVILckNsVw+P1oHU1wpEwC/NL6IZOLBrFcUCWFcBVektBCcuytrrwbuog3Sb729oJOk5vT/FHWHjyd2jmTxIZuuPatqXjXN4z8lUJ6RLeMtq0Nk5SmX8MrXYJXzBMYmiaUOLdKP7I5WZVTs9VuwFe8pVkdmwbrVMlOjj6pt71ppISYPhDH+LiRz9K5W/+hiy4Yo0nqq5YY+gQ/khmh9omNnSQ2vpFRE+c2tIPiI3fjyeY3rItA/EpQtkjlC58jZG7p3aGbK5At9ulWq0jiiLNVqsnADaYm1/E4/EwOpojEgkTi0WYm19kYXGZ4dwQAb9bKhGLRQCB244dRZTcRvkDAxkQ3Jlz86aMjY9c/eG7SttsAslpwkO3Uzr3fxPKHL6qXc3rgiBhaQ3qK89Qmfsullogkhln8NiDeMPJ3mzobF27mw3b1LF0HW/kzW0YddN39ZEDAQ59/vM0YzG2ih+WumjfW6S0cNy1UbbgIHsCJEeOuFsAC1C9UpAhiCSnH6RTvnhVU//tcByHS5cWuXhxDq9HYXAgS6ejks8X3VTj1DihYJD1vLt3zeYWe+NjwwwMZIgn4lves6LISKK408FwHLZHEHYtpdgNgkhq38N068u9djVvoN2eIGKbGtX5x5l7/Lcpnf0Loqk0k3c9yuDB9+GLZly70LFfY5a9gRAETENFLdfp5l+tQvK18ZZsNTVw331kf/zHLwuBHRB+UKPy0nE6tSvSh45NdGAGj0dClP3UVp7ZKcjolbSGB45ROv/VazYAEASB0ZEhDh6Y4fhLp8gXSigehdtuO0IqmXA3URJFDh6Y4dChfRw6fIChoYHLwe+bdTN744+O3Evp/Jex9G3qqNdC7xq0C6dYeOp3yZ/8z8QyA0ze9SjpyXehbJafvFVE3Dk4DK1F49IqJ/71/wej/caJ+ZaQUvJ6OfDZz9LJZLaKzNjQMR5b2V2sIXtJjd2K0SmCA5VLV7apFklOfxS1On9FDflOVKp1Op0OU1NjRCIhLs7OU683iMXcXuM+v49oNIIiyzt7U95sCCLJmQfR2wUaqzvz/dd+jYSp1lh76b+w+IPfx+uxmHzXT5CevAvZE7xBs+L2ZID4Go/L4aZN6J0aSrFD8b9+mfm//ds3PIqbblNuInPXXQw++iilP/5jNi0O4Zk6tXtfITF2C5H0thCPYxNKT+BfPYOui9RXniU+8QG8kSE221RvNvUvXfgaweT+XbvODmTTSLJErd5geXGFo0cOkkwmkJVtG4fuWgDWu9hbs/PmH3azy8TL92XT6N90Jq4Fx8YXHSY+/j6K579MZOiOHfn+KwYDQLtwkrWX/gtYdUZv+SCh5GgvyvAGbcUdhOqFeEwD29KxDA3LNHAs4wrzyh2PKCuIkowoe5AkT+/fHrqtKnK+S6qtcuZ//98Zet/7CI3sYm+/Bt4yUoqyzMHPfIbHvvxl1NVVt2yiYmJ+d43iLc8Rig/vEGuIkkxq7DaWTz2OIPmpzH2bwVu39UoUBJLTH2X+yd+hVTi9s4a8h03vNR6NEjsavkzGK4m4OTM4Do6lY+lNDLWK0S6hq2XMbh3LaGOb+hUvExEVH5InhOKLofiTKP44sj+OpAQRJLfmBnafxZJTH6a2+BS1pR+QnPkYVxeZCTi2QXn2WxTO/DWx7BiZ6QeQvW9kZrz8JbMtHbPbQetU6TaKaO0qulrD1NrYlga2ueM7udt7uckvEUH0IMpeJE8QtbYORYMoUDt+nDN//Me863/9Xy9XUV4n3jJSAqSOHWP0536OjT/4Aza/P8KLTRrPnaI+cSvxwUPbZkuHYGKYYCxNp9WhvvI88YkHrmjqP0Q09y5KF79OKHPomnE/V9Iv7ryJPSI6loHRLqFW52iXLtCtL2GqVRzHRlL8SN4osjeC5AmgBK7s8e5gmyp6K49avoipt7HNrpsV8YTxRXIE0wfxxydQ/EkEycNlb9jBEx4kPvkApQtfIzp8D7I/ti3LJWJpTdZP/F80V3/I0P53Ex06gMDrnB0FEXAwtQ6d2jrtyiqd2ipGt46IieKR8fi8hEM+vKkYkuJBVmREUdqKr7qX6zJDHcfBcWy3uMwwMXSdZq1KdX0DVjVEIAss/MmfMPrwwwy8+927Du1aeEtJiSCw/1OfYuW//lfac3OEAKdpYX0nT/HW54gkx5GUy9sXC6JIavwYiy9/CwRvr6n/L+54y+TUh5l/4l/R3Dixs4b8mmNwb5LRKdMunKG++hzd+gqS4scfHyc28m580WEUfwLJE3JDNqLEq5vfdi+XbGDpLYxuFa25Rre2RHn2G1h6B9kfI5DYRyh7FH9s1M0NCwLJyQ9RXXicysLjZA7+pHvugojeLrD6/H/AbC8ydtvDBGKDvXO7ntnRJZNt6qj1PPX8LK3SPNht/AEfsXgEf3AUj8+HJMuvPpNtI6BlWVg9Nb5pGFsPyzDRNR3BK+NEZRwgAHg3Nrj0pS/tcVIC8YMHGf+FX2Dpt3+bAO7iJpxo0Xr6LLXp8yRHbtth7wWiA0TSwzRKeRqrzxOf+AD++MTW8uUJDxIdvffqGvIrIYg4tolamaW68ASt/ElExUd44DYyB38Sb3gQUfFvLeOXbUN6P1+lO1nv/UXZi6j4UIJpAqn9vZm0i9Eu0qnM0sqfZG31OUTZSyhzhEjuTnyxCVIzH6N08evERu/DE8qg1ZdZfvb/QKLN+B0fR/FHrm927M1mZrdNPT9Lbe0splrGH/KSzSUJRsfcwP+uPYM2+12aGLqGpnXR1S5aR8Voq+gNFaulYzU0nKaB0zS3fgodG7oWQteBpS420AI6ikJkauq1x33ladzMNOO10Jib4zuPPELi7Fk2OwY5t4YI/drdTL3vf0DxhbYtYwLdZomF41/BtiWiw3eRu+NXtp2BgN4qMP/E/8bA0Z8jOnLPzhsoiDi2Qatwhsqlb6NW5wkkpomNv5dg6gCSp7el8Gs5J73PYrNH8w7nBi7bjVe+xzYv1bExtQbt0nkaay/SrS3gCaYJJPdROPO3pPY9RHTkXpae/kN8PpGhQx9E9gauM8UoYKh1KitnqK+fRUQllkoQSSTx+HxXhN0cbNvCNAy6aodup4PabKPV2+jVNmZJxS52sYsaFHWoGAhVE9oWdG0EwwHTducFwAR0oAuoQNfjQZmZYfqXf5mDn/40Sii066g3cWWa8W0hJcArf/AHzP7Tf8qYbbv31yPAp4YZ+aWfJjN591X238b5JymvziJKHsbv+3X8ienL5BNE8qf/mnbh1OWm/r1YY7t0nuL5L6NW5ojm3kV88gF80VHX/ny15XC7KMG2cCwdU6tjdOtYWhOjW8PSW5haA9vsYps6jqXjbDkrl/PBwtZbyoiyH1H2IogSlqHSLp1DrVzCNlRkfxzFHycYjZE79AFE2W3jsp3Uu43T1NpUV05TXT2BLBokB7OEY3FEpbdq2DaWaaJpXdR2i06jiVptopVamGtt7NUOzloXNnSEigENl3xYzo4Iqs3VBNRkGaJRPLkcoZkZYocPk7r9dtJ33klwaOi6wl1vae771TD9sz/L/Be/SOOll4gBju7gfK9M8V3PER3YjzcQ20HMxMgt1PPzmIZGefbbDL9rgu3TVWLifdSWnnJryMffh9Fap3D2v9FYfYHQwK2Mv/c38EfHLodRdvF06am1bbOL0SmjNVZQ60tojVWMThlLbyKICoKkICkB1+aUfUhKENkbQ5K97qxvmziW4eoVzS6W2fvZbWBpTUy9iWMZWGYH2+hi6S3AQW9uoMgi3sAY6+ee6Ami6e0SPEooNdZLS/Z0n5ZFPX+B4txziE6TgdwQ4UQCQZKwTQO11aTTatGu1eiU6mjrTczFFs5CB1Y1hLwOdRM0G8HhVQnYBTRJwolGUYaGCM3MkDt6lPiRI0RnZggND+OJxba1xnnjeNtIGRweZubTn+bMP/pHhHv904VZle73L7lijX3vvXyw4+AJREnkDpCfe5nG2gt0yg/07DZ32VQCaRITH6B88etYRpvS+a8i++OM3PMPCWUOu+m8q8IowhZJDbVMp3yRVuE03doCptZClH14w1l8kRGiw3fjDQ8i+xPuTCeIOJbpOjZqBb1TwmgX0Vob6K08tqniWBqOpfUmOsHVLArg9XkABRw/tm2i1mzUdh1dN+lqSyxdOofa27YP3H0k48kEuenbyR39EIovgtYqkb/4DN3aAqnBNNH0MI7t0KzXaNVrtIpV1NU65nwT52ILFrsIBQMaJsJrzIBXEXB6moHDh0kcOUJ03z5Cw8N449tm4huMt42UAJOf+ASX/uzPqD/9NAnAsRz4/jaxRji9zdmAeO4w1fULaJ025dlv4U9M76iHiY3dT2XuMTZO/DmZQz9JYurDbuezXghpC73l0NKatEtnqS0/TbcyjyAp+JNTJKY+QiA+gRJIIipB1y41uy5xSxdRq3N064uuSFZvImAhyQqy148nECWeTiJ7Aq5K2+NHlGQEUUIU3RKCTYGvbVvkLz5NcfkCS4urdHo7N7ilvjuvVbFUo91qIUoKofQYpbln8QcEhibHME2D1UuXaK1X0BbrWBeacKGDsNyFmoloXn6zTQIabFuC30YC7oa3zabcxIU//VNe/vSnGdd1JHDXkJ/KkPn8I4wc+TBXijHKSy+zdvYpRNnP+P3/lGB6W2wTgU5lFkGQ8CcmLmdYtl7vvpfeylNb/AG1lWdwbJNw9giR3N344+NI3shlEnZKqJU5WoXTqLU5LLWCKLobo/rCKXyhBJ5ADMUbRFJ8blbpqpTnNuHGFfZrfvZpzj/7FRbml1FV/VXNL8cBr1dhemaMSCxKOB5FFEVaaxW0i1Xss02E822ENR06FjivQsBIBHlwkND0NLHDh4kfOULswIG3hYCwh2zKTYz9+I8z+6d/Su273yVFb2J8qkb1nuMkho8QjOd2hGZiA/uprpyhUy9RvvgNAsl920oLHALJmd6vVzgFgojezlO59B3qy0+j+JOk932M8MAx5EACELGNFp3SOVr5k7Typ9Bba4iiQyCSIjGQwx+5HY8/gqR4t5HvCoHs9RaGlRZZOvk4S4urr0nI3kswDNPtuCYo1M7WsE/V4Uwb1jTo2lc7IVcQcODwYeKHDxPdt4/w6KhLQM+bkM7dJLztpPTGYhz43Od44emniXY67oDWdfTHlikefoHAsYFtwV0HyeMnNX4bS698i/rqiySK5whlj+zIm++AIGIbHSrz36N88RsogRSDx36R0MAtiEoA22jTKZ2nvvIcrfwJLLWENxAinBwhOPF+vKEEkrwZUtkeu3wT+kTbprx0go21FTqd7msS0nHA61MYGEiSKMk4f7qEsaSid+zLNqAoYm8ScGbmHUPA3fC2kxJg5MEHufjBD1L98pfJ4M45wjMNave+QnL0FsLpyR2ki2QmCSWGaBQXKF38GsHUvt1TjL3NlzZOfBGzWyNz+KeIjtyLKHnQm2vUV1+gsfocemsVXzBCcnCKYOIePIHY5ffbDBvdMCtHwDJUWpVVms3O5YjPFdj8OMUjE4uHSYeiBE9oWN9Yp1AxaESjyAcGCU1NkdlcgvfvJzQygi+ZfMcQcDfsCVIqoRAHP/95nn78caLNJh6AsoH52BqFW54jGM/tFGvIXnfTqMoKjdUXaBXPEB44tsO2dByL6txjFM78DeGhOxi95x8hecN0SueozH2PVv4VFI9ENDtFeP9teIPxm6/UFgRAxMHt/GZZ9q7aEEmS8AU8RCIhot4AwWUb4e/KtM+2KDgigQ9/mPt+8zeJHzyIL5F4RxNwN+wJUgLkPvABUg8/TPVLX2Jzz1jhhQaN507RmLiV2MDBHbNlODlGJDNBZfk0pfNfJZg+iCgqvZyvRv7UX1JfeYaBWz5JePBWmhsnqFz6FlpjkWA0w/Dh+wnGhxBlLzeFiNukYY5tYRsaht7GUBuojQLYOuFIEEESESV3EwGPR8Hn8eAXFHwtAflcF+eVMt1LHcqajT46yuRnPsPBz3wGfzp948a6x7BnSCn5fBz87Gd56lvfIlap4AVoWFjf3aBw7DnCyXHXttsUa0gS6fE7aBTmaKw+Tzt/inDuXVhak7WX/zPd6gK5238ZU2sw//3/N6aaJ5qdJDfzY3hDiW1xyxtExK2t/WwsQ0NXG2itMt1miW6rhNaponfqmIaKbRhQN8mZERwljGA4iA0boWoiFLrYq3WMvEa1adJAwBoeZujRRznwK79C4vDh68qSvJOxZ0gJMPCe95D9iZ+g/Cd/wlDvOeGVnlhj8jzJkWM7xRqJIeJDB8nPPk3x/FfwJ6bZOPFFOuVZorm7yJ/+K2ytRHxoP7Gh+9xygd5r3zQZt+ezdRWtVaFdW0etraN3KtimiiQ5iKK7VBuqilHu4Cx0EE61sM620Wqmu5Wg6eAYDobtoAG6JGEnk4TuuoXJBx9k9GMfI7ZvH4L0Bup53oF42+OUV6Lw7LM8/vGPk8vn2dzN2jkWIvRr9zD1vp9D8YTYCr8IAmo9z+wP/xzLNAgPHqO5cRJvOIskQjy3j3jusCuKfdPOirDlgdumjtau0q6u0a6soDULOJaK16fgDwVRfD4sy6TTbNLeqKLN1nBONLDPtNDWNBqaTVOSEIaHCYy6CnJBUfBlMoQnJ4kdOkTi6FEik5MoweCbup7vBOy5OOWVSN95J7m/9/co/dEfMdx7TjjTofPUBarTp3tijd4fHHeLveToLayff4La4lP4wmkSuSkSw4dRfJE3NyvuUPe06dQ3aJWWaNdWsLQGiiIQjIRJjKZRvF4Moyd2nVtCna1gn6zjnGphLHdpqjYNQcBMp4nfcw9HH3mEofe/n8CQuyaIkoTo8bxulfaPIvYcKQVJ4sCv/AqP/bf/Rmd5mSDg6Db290qU3vU8sYH9eLaLNQSB5Ngxqqtn8Eey5I580LUZXWXEGxjAZSIanQat6irN4jxqbQ1sFX/QRyoVJxDJIisKutalUa1SvzRPZ66MdboOJ1uYCyrtlkXNAT0aJXT3bUx/7GOMfOQjxPbvR/L5XnMo/71iz5ESIHn0KKOf/CRrv/M7+OkpGC+qqE9corz/BIMzV4g1/G7aL5Y7iDecAvs1BLlXYbswo+GGmgqXUGtrCOiEIiEGR9MEwmEkWUbrdmnUqtTzRdoLZcyzdTjRxLrUoVMzaTjQ9vvx336I4Y9+lNGHHiJ5660o4fANvEo/utiTpEQQ2P+Lv8jKX/817dlZwvTEGo/3tkEZPIQvvLmNiYBlalimdpXc7bU/53L9Sru6Rn3jAp3qCiIaoWiY5MQg/nAYSZLRNY16tUK9UKS9XMY4W8M50cS+0KFbNmjYDk1FQdl/gOwDD3Ds4YfJ3HUXvmTyR95bvtHYm6QEYvv3M/GLv8j8P/tnBOlF/Ja6aN9boHTgOMOHP8SmAtzotnAcu+ddX5963LYM1Poa9Y2LtMrzYLYJRkIMTwzgD7v705i6TrNWo1Ys0lopo1+o4pxo4pxro+V1mqZDQ5JgeIT0e9/L/ocfZvC++wgMDfVtwzeBPUtKgJmf/3kWv/QlWqdOuWUTNvBUlUpPrBGIDQECeqeOJHuRPa/SnazXFs1QGzQK89TXz2OoRfwBL9mhJKHoOJKiYBkG7UaderlMc7VEd7aKc7KBc7qFsa7T0mzqgoCZShG/5x6OPPIIuQ98gPD4+FuurvlRxZ4mZXhsjKlPfYoLv/qrBG3brSdcuyzWGD32MIIoo7XKKP7I7kVjPTGu2ihQXTtLuzSHLBlEkgkiE/vx+HzYlkmn1aJRKdNYL6FeqmKfrMOpFuZyl7ZqUwe6kQjhe25j6qGHGPnIR4gfPNh3WG4C9jQp4XLZRPOFF9yyCeh11niZxOgthFMTdNsVfMF4rxLRviziNVRapSUqq6fRmxsEwz5yEwMEwhEA1E6bylKeer6IOlfZ8pytBRW1ZVHfclgOMrTNYfFEIm/jFfnRx54nZWBwkH2f+QwnX36ZkGm6QuCSgfHYGsVbn8cfyWKoTSKZqS0yGt0W9Y2L1FZP45gNoskYuZFpFI8XratSWl+jXijt8JztSx26Pc+5pSjI+6bJPPAAxx55pO+wvMXY86QEmHj0Ubds4skn3f7pgPCC21mjmp3AMnU8wRh6u0pl5TSNjbNIok4ymyEcG8K2bZr12pbnrJ+twYkmzsUOWsmgaTs0RBFn02F55BEG3vMegrlc32F5G/COIKUvmWT/5z7H8eeeI6pp7mxZN7G+u8HG5JOIHg+l+ZdQ6yv4PA4Dw1m8AT9qp83K3CVay6Utz5lzbfS8Tst0thyW2N13c+Thh8k98ADhiYm+w/I24x1BSoCxhx9m9v3vp/rNb17un/5yE+2VNaSjUWx1mWwuhSCKNKoVGqeKdC+6njOnW5jrOm1tm8Ny7NiWwxI7eBDZ7397T7CPLbxjSOmJRjnwuc/x3FNPEWu33YG3LYS/LSKk/JCFjdmFrZwzp1pYy13Unue85bB85COuw3LsWN9h2aPYcyqhV4PZ6fD9X/xF9L/6K7JsC5PfFYVJP5xuYS+odFvWZYdlYoLMAw8w2nNY/KlU32HZY9gzbVveKPJPP833f/qnSa2u4rbJB0cADWg60BBFyOVI3XcfI488wuD99/cdlj2OdzwpcRxm/+IveOk3fxNhYQEZMEQRO5kketddjPQclsjkZN9heYfgnU9KAMehcvo0q9/9Llq1SmBoiMxddxHbv7/vsLwD8aNByj5+pHDT9/vuo483iz4p+9hz6JOyjz2HPin72HPok7KPPYc+KfvYc+iTso89hz4p+9hz6JOyjz2HPin72HPok7KPPYc+KfvYc+iTso89hz4p+9hz6JOyjz2HPin72HPok7KPPYc+KfvYc+iTso89hz4p+9hz6JOyjz2HPin72HPok7KPPYc+KfvYc+iTso89hz4p+9hz6JOyjz2HPin72HPok7KPPYc+KfvYc+iTso89hz4pgVOnTiEIAk899dRN/6yf+qmf4kMf+tBN/5x3Mvqk7GPPoU/KPvYc+qTchnw+z4/92I8RDAZJpVL8+q//OrZtb/39Bz/4Ae9973sJBAKEQiEeeOABnn/++R3vcT3HbMfGxgZjY2N88pOfpN/p20WflNvwW7/1W3z0ox/lqaee4p/8k3/C7//+7/PHf/zHAFy4cIEPfehD5HI5nnnmGX74wx8SDof54Ac/yMrKynUfsx2qqvLxj3+cqakp/tN/+k8I/f19XDh9OCdPnnQA59d+7dd2PH/vvfc67373ux3HcZx//I//sZNKpRxd17f+3mw2HZ/P5/zLf/kvr/uYT3ziE84HP/hBx7Zt5xOf+IRz5MgRp1ar3exT3NP4v4vuYxP9mXIb7r///h3/vvfeezl37hwAL774InfccQfKtr15QqEQ+/fv5+WXX77uYzbxG7/xG/zgBz/g61//OtFo9Oac0DsU75i9Gd8KXEmOYDBIu90GoNFoMDAwcNVrwuEwzWbzuo8BeO6553j88cfxer10Op0beQo/EujPlNuwScBNtFotQqEQ4BK20Whc9ZpGo7FF5us5BsDn8/Hss89y6NAhPvnJT2IYxo08jXc8+qTchiuD588//zyHDh0C4M477+SFF15A1/Wtv9dqNc6dO8e73vWu6z4G4JZbbuGOO+7gC1/4AqdPn+Zf/It/cRPP6h2It8+83TvYdHQOHDjgfOlLX3IWFhacf/fv/p0jCILzH//jf3Qcx3FmZ2cdv9/v/PzP/7xz/vx558SJE85DDz3kpFIpp1AoXPcxm47OJv7oj/7IkSTJefLJJ9/6E98juNLR6ZPScZzjx487gPONb3zDeeihhxy/3++kUinnt37rtxzbtreOe+qpp5z3vOc9js/nc0KhkPPggw86p06d2vFer3XMlaS0bdv56Ec/6oyPjzv1ev3mn+wexJWk7O/N2Mfbjv7ejH3sefRJ2ceeQ5+Ufew59EnZx55Dn5R97Dn0SdnHnkOflH3sOfRJ2ceeQ5+Ufew59EnZx55Dn5R97Dn0SdnHnkOflH3sOfRJ2ceeQ5+Ufew59EnZx56D2LTe7iH08d8zNvmnbOvDIJ5vQ6tPzD7eBjQtON8rIA1Jl5///wO6d8mEaNYyCwAAAABJRU5ErkJggg==" ]
1
math
grade-3
identify-multiplication-expressions-for-equal-groups
false
true
Which expression describes the model?
"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"
[ "4Γ—2", "4Γ—3" ]
null
0
math
pre-k
more
true
false
Which group has more?
null
null
[ "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", "iVBORw0KGgoAAAANSUhEUgAAAdoAAABeCAYAAACEstXVAAAGcklEQVR4nO3dz29U1x3G4e+1gTsYBxs1atUNYmPiRaJkYYT3WbQCRURd9c8siajKgr0JXkTKxthdpGxKlUjYYJsZyuh2MR2JcWbG8+OcuRfreTaEgM65n/HixYCZoqqq6uW7iH+eRrzpRryvAgCY0aUi4pPliI2ViD9ciShedqrqh9d1PxYAXDx3r0dcOjjtfeePVyI+u9ZbYQBgNm+6Ec9PIv79LmL/NGLp9fveDxhZAJjfJ8u9TY2IOO5GLHU/+AEAYH79Tf1vFbFU76MAwMVmaAEgI0MLABkZWgDIyNACQEaGFgAyMrQAkJGhBYCMDC0AZGRoASAjQwsAGRlaAMjI0AJARoYWADIytACQkaEFgIwMLQBkZGgBICNDCwAZGVoAyMjQAkBGhhYAMrpU5+VHh914fdQd+H/X15ZjbX25pieajY5m0dEsOppFx+ItdGg77SoOnr+N/b12vPi5E512NfTnla0ibt4q4/ZmKzY+uxplq1jkY55Lh44cdOjIQUf9HcV3v1RVRMQ3n+a7pNOuYvfpcTzbOR754oxStoq4s70aW3dXa3/BdOjIQYeOHHTU3/H9r71vsw/twV47Hj18NfULdFbZKuL+gxuxsdlK9GTT0TFIRxo6BulIQ8egujoWMrS7T0/iyT+Okp759Z/XYuvutaRnnkfHaDpmp2M0HbPTMdqiO7IP7d8fHsZPP56mPfT/vvhqJe49WM9y9lk6zqdjejrOp2N6Os63yI7+0Gb58p7dnZNsL1JExE8/nsbuzkm28/t0TEbHdHRMRsd0dExmUR0fSj60B3vtePI47af7wzx5fBQHe+1s5+uYjo7J6JiOjsnomE7ujrOSDm2nXcWjh69SHjlWij8kH0bHbHSMp2M2OsbTMZtcHcMkHdpZ/vr1PDrtKp7tHCc/V8dsdIynYzY6xtMxm1wdwyQb2v7XOi3a7tO0Hxwd89ExnI756BhOx3xSd4ySbGj3994u9FcjfZ12Fft7b5Odp2M+OobTMR8dw+mYT+qOUZIN7SL/YDnn3TqadbeOZt2to1l36/g47k42tC/+1Ul1VK1362jW3TqadbeOZt2t4+O4O8nQHh12a/m0v6/TruLosHv+TzyHjjR0DNKRho5BOtJI1TFOsqGtW6oPeN10pD2jCc+gIx0dac9owjNclI5xvPE7AGRkaAEgI0MLABklGdq19eUUx9T+DDrS0ZH2jCY8g450dKQ9o+nPkGxoy3Lx717fV5ZFsg+4jvnpGKQjDR2DdKSRqmOcZL91fPNWmeqoWu/W0ay7dTTrbh3NulvHx3F3sqHd2GylOqrWu3U0624dzbpbR7Pu1vFx3J1saG9vXq3l0/+yLOL25tVk5+mYj47hdMxHx3A65pO6Y5RkQ1u2itjaXk113MS2tlejbKX7AOmYj47hdMxHx3A65pO6Y5SkX95zZ3t1ob8qub62HHcyfHB0zEbHeDpmo2M8HbPJ1TFM0qEtW0Xc//ZGyiPHuv/tjSy/GtExGx3j6ZiNjvF0zCZXxzDJ/8GKjc1WfP2ntdTH/sa9B+tx89aVbOfrmI6OyeiYjo7J6JhO7o6zsvzLUFvb1+LzL1dyHB0REZ9/uRJffJXv/D4dk9ExHR2T0TEdHZNZVMeHiu9+qaqIiG8+TX/47s5JPHl8lPTMew/WF/4i6RhNx+x0jKZjdjpGW3TH97/2vs06tBG9d69/9LdX0enM936DZVnEX/76u4V+uv8hHYN0pKFjkI40dAyqq2NhQxvRe2PdZzvHsbtzPPULVpa9v/Z9Z0F/DXscHTpy0KEjBx31dyx0aPs67Sr2997GwV47XvzcGfmilWURN2+VsbHZ6n0hc80f6LN06MhBh44cdNTXUcvQnnV02P3NO9uvrS834t0cpqGjWXQ0i45m0bE4jRhaALio+kPrjd8BICNDCwAZGVoAyMjQAkBGhhYAMjK0AJCRoQWAjAwtAGRkaAEgI0MLABkZWgDIyNACQEaGFgAyMrQAkJGhBYCMDC0AZGRoASAjQwsAGRlaAMjI0AJARoYWADIytACQkaEFgIwMLQBkZGgBICNDCwAZGVoAyMjQAkBGS5eL3n+86db7IABwUfQ39XIRsbS63PvO85OIY2MLAHN50+1takTE6nJE8bJTVT+8rvehAOAiursWUVRVVf3nXcTBaW+F31d1PxYAfLwuF73PZG+vRPz+SsT/AC5UpWPDxsDnAAAAAElFTkSuQmCC" ]
0
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each green ball represents one particle of solute. Which solution has a higher concentration of green particles?
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"
[ "Solution A", "Solution B", "neither; their concentrations are the same" ]
null
0
math
grade-5
compare-decimals-using-grids
false
true
Which decimal is less than the one shown in this diagram?
"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"
[ "0.4", "0.9", "0.8", "0.79" ]
null
0
math
pre-k
count-pennies
false
true
How much money is there?
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"
[ "9Β’", "6Β’", "8Β’" ]
null
2
math
grade-2
place-value-up-to-hundreds
false
true
What is the value of the underlined digit?
"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"
[ "40", "4", "400" ]
null
2
math
algebra-1
factor-quadratics-using-algebra-tiles
true
false
Which area model represents the factorization $9 x^{2}+12 x+3=(3 x+1)(3 x+3) ?$
null
null
[ 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PaFJZpQpSRSFPldvI1D0ydS9SHzL87fhB1b2+Q7fduznsUcwgU/fI1J1I7OAkqelEjY6+8bzu/NYPNW5CYdjjmECm7pGpW5HYwfV0dah299Na/cBjPGkcIVP3yNS9SOzgTtf+Sd0dl7Rry2NDx267d7NKK24McarcRqbukal7Zgpu37O/ULr5tDZ+72dDx2pe/p1Ovf1H3f3dn2jxyq+GN1yOIlP3opbpnq11uvDXdt3345VDxw5sP6Hjf27WvY+tUNHUCVld38wl6uIvbVTHhSadP10nSWo89pbq33xJt9//iCZOnh7ydLmJTN2LWqZV6+aoraVLzfVpSVLDofd0pPqs1m2qynq5SYZ2cCXTKvSZhct1fP9OpUpKte/Zn2vF176j6bNvDnu0nEWm7kUt00nlhbph6XTV7WlU4ZTx2vPUEa16YJHK500ek/XNFJwk3bLqHr30q0fUfqFZ8z+/VjdWfTnskXIemboXtUyXrZ+r7Y8fUFtLlxatqtT8FRVjtraZS1RJKiqdoWTBBPV0tatqzTfCHscEMnUvapmWlKWUX5DQ5c5eLd84b0zXNlNwnufpjW0/1eSy2fJ9T2eP7g97pJxHpu5FLVPP8/XqlsMqnVUk3/N1pqZ1TNc3U3AHd/5WHenzuv3+R3Tj0lV65/Xnwh4p55Gpe1HLdP8zx9XW2q21m6p004qZqn25YUzXN1Fw7x6s1rs1r+mOb/5A4yYUasEX7lZba6OaT9aGPVrOIlP3opZp/d4m1e9r0vrNy1SQSuqW1bN1qblTje9cHLMZcr7gWhuO6S9/+LW++PWHNamsUpJUPHWmKuYvU93rO0KeLjeRqXtRy/TcyUva+/Qx3fHtz2lKxURJ0qSyQlUunqbaXWfGbI68Fy76viRtKB35g3cd/UBvNmZUMjHpeq7IaH+/Tysq47prUYEkMnWBTN27OtOdjVtU0/GSyopnZW3N1vYmLSu5S3dXPjjix7448LW73N/BAcDHoeAAmEXBATCLggNgFgUHwCwKDoBZFBwAsyg4AGZRcADMouAAmEXBATCLggNgFgUHwCwKDoBZFBwAsyg4AGZRcADMouAAmEXBATCLggNgFgUHwCwKDoBZFBwAsyg4AGZRcADMouAAmEXBATCLggNgFgUHwCwKDoBZFBwAsyg4AGYFKrjy4rjkea5miSbP04zi+NCPZOoAmbp3daapOcr0ZTfTTL+nGam5gc6RCPLgpbOSeqW+V+0dvcqLsRkcKd/zVJifp6WzkkPHyDQYMnXvWplWla7R7uatOpduVCIZv86jR6e/L6Px8SJVla4JdJ68Fy76viRtKB39SQ419el8RybQIFE0ozg+7EnzUWQ6OmTq3vUyrU1X63z3GfdrpuYGKrcX0wO/Oik4APg0GSw49usAzAr0Htyg2nS1WrobXJwqUspTcz52G06mo0Om7l0vU+/CDnndx52vGUvdrNi0ewKfJ/Al6hOH71NPplOxBJvBkfL6PY2PF+nRJduGHSfT0SNT9z4u096Dy6XM/0ixLLyv6flSfJrG3frWqB4+eIkaaAdXm65WT6ZTM0srg5wm0s6lG1Wbrh56hSTT4MjUvasz9S7skDIXlFc0K2tr+p0t8i7sCLSTC/Ry1tLdoHiSV8Qg4onYsE+hyDQ4MnXv6ky97uNSLC+7i8Yy8rrrg53C0SgA8KlDwQEwi4IDYBYFByCrGs9/oId+dFr3f9/910k+iZPvwQHAtew50Kbf/Ferpk+59l/1yjZ2cACy5pmdF/Wv/1ihlX9fHMr6Jgtuz9Y6bfv3vcOOHdh+Qlv/5TV1Xrwc0lS5jUzdi0KmT3z/BlUtnBja+iYLrmrdHLW1dKm5fuDrzA2H3tOR6rNat6lKRVMnhDxdbiJT96KQ6ZSScC5NB5l8D25SeaFuWDpddXsaVThlvPY8dUSrHlik8nmTwx4tZ5Gpe2SafSYLTpKWrZ+r7Y8fUFtLlxatqtT8FRVhj5TzyNQ9Ms0uk5eoklRSllJ+QUKXO3u1fOO8sMcxgUzdI9PsMllwnufr1S2HVTqrSL7n60xNa9gj5TwydY9Ms89kwe1/5rjaWru1dlOVbloxU7Uv82+ABUWm7pFp9pkruPq9Tarf16T1m5epIJXULatn61JzpxrfuRj2aDmLTN2LQqZdlzM6dqpbx051qzXdp0xGQz83t/aOyQymPmQ4d/KS9j59TGv+aYmmVAx892ZSWaEqF09T7a4zqlw8NeQJcw+ZuheVTE+d7dGPftk47Ni//edZSdLty0v00D/MzPoMpgpu5k1T9OCWtf/n+F3//HchTGMDmboXlUyXLijU879cGOoM5i5RAWAQBQfALAoOgFkUHACzAhVceWqOMn2eq1kiKdPvaUZq7tDPZBocmbp3daax1M0Dt/bLJi+uWGpBoFME+hS1qnSNdjdv1bl0oxLJeKBBoqi/L6Px8aJhN9Ul02DI1L1rZRqbdo/U+B/yO1ukWBZePDxPik8LfPPnwDd+lgbuO/nRW4rh/2dGau5178JOpiNHpu5dL9OBO9sHu7XftcRSCwKV2+CNn50UHAB8mgwWHB8yADDLyd9kqE1Xq6Wbvyg8UuWpOde9nCLTkSNT966X6cAlqvu7ZcVSNwd+/01ycIn6xOH71JPpVCzBZnCkvH5P4+NFenTJtmHHyXT0yNS9j8u09+ByKfM/UiyThUV9KT5N4259a1QPH7xEDbSDq01XqyfTqZmllUFOE2nn0o2qTVcPvUKSaXBk6t7VmXoXdkiZC8ormpW1Nf3OFnkXdgTayQV6OWvpblA8yStiEPFEbNgne2QaHJm6d3WmXvdxKZaX3UVjmcCf0PKnDsAsCg6AWRQcALMoOABZ1Xj+Az30o9O6//vuv07ySUz9i74APl32HGjTb/6rVdOnhHOHe3ZwALLmmZ0X9a//WKGVf18cyvomC27P1jpt+/e9w44d2H5CW//lNXVevBzSVLmNTN2LQqZPfP8GVS2cGNr6Jguuat0ctbV0qbl+4OvMDYfe05Hqs1q3qUpFUyeEPF1uIlP3opDplJJwLk0HmXwPblJ5oW5YOl11expVOGW89jx1RKseWKTyeZPDHi1nkal7ZJp9JgtOkpatn6vtjx9QW0uXFq2q1PwVFWGPlPPI1D0yzS6Tl6iSVFKWUn5BQpc7e7V847ywxzGBTN0j0+wyWXCe5+vVLYdVOqtIvufrTE1r2CPlPDJ1j0yzz2TB7X/muNpau7V2U5VuWjFTtS/zb4AFRabukWn2mSu4+r1Nqt/XpPWbl6kgldQtq2frUnOnGt+5GPZoOYtM3YtCpl2XMzp2qlvHTnWrNd2nTEZDPze39o7JDKY+ZDh38pL2Pn1Ma/5piaZUDHz3ZlJZoSoXT1PtrjOqXDw15AlzD5m6F5VMT53t0Y9+2Tjs2L/951lJ0u3LS/TQP8zM+gymCm7mTVP04Ja1/+f4Xf/8dyFMYwOZuheVTJcuKNTzv1wY6gzmLlEBYBAFB8AsCg6AWRQcALMCFVx5ao4yfZ6rWSIp0+9pRmru0M9kGhyZund1prHUzQO39ssmL65YakGgUwT6FLWqdI12N2/VuXSjEsl4oEGiqL8vo/HxomE31SXTYMjUvWtlGpt2j9T4H/I7W6RYFl48PE+KTwt88+fAN36WBu47+dFbiuH/Z0Zq7nXvwk6mI0em7l0v04E72we7td+1xFILApXb4I2fnRQcAHyaDBYcHzIAMIuCA2AWBQfALAoOgFkUHACzKDgAZlFwAMyi4ACYRcEBMIuCA2AWBQfALAoOgFkUHACzKDgAZlFwAMyi4ACYRcEBMIuCA2AWBQfALAoOgFkUHACzKDgAZlFwAMyi4ACYRcEBMCuWzBv4j/cz4Q4CAC4MdlkyT4oVxgd+ONktdVFyAHLY+5mBLpOkwriU19rr+//dGe5QAODa8iIpz/d9/70r0qnLA+3X74c9FgCMTjJvYOf22QnStHzpfwFobjl5r8Po1QAAAABJRU5ErkJggg==", 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", 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", 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" ]
2
math
grade-3
identify-multiplication-expressions-for-arrays
false
true
Which expression describes this array?
"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"
[ "3Γ—8", "8Γ—9", "3Γ—9" ]
null
2
math
kindergarten
fewer-and-more-up-to-20
true
false
Which group has fewer?
null
null
[ "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", "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" ]
0
math
pre-k
fewer-and-more-compare-in-a-mixed-group
false
true
Are there fewer triangles or rectangles?
"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"
[ " rectangles", " triangles" ]
null
0
math
grade-7
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
"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"
[ "no trend", "positive trend", "negative trend" ]
null
0
math
grade-1
simple-fractions-what-fraction-does-the-shape-show
false
true
What fraction of the shape is purple?
"iVBORw0KGgoAAAANSUhEUgAAAVgAAABkCAYAAADDoygiAAACB0lEQVR4nO3UsW2TYRiF0deWBwgbRBSR6FgAiQ3oGIAiE1CnoGUDJBZIlw0iZQB6aMgGMMFPh1LHfvRhdE53u1s9u23btgHg5A4zM18/f5vHH79XfznKts3sdqtfPN/l1cV8+Ph69Q3ghPYzc/ZxnTnvuM7M/Pz+a/UF4MQOT8enL28X3TjOzfX9zMy8e/9m7ZFnurt9WH0BCOxXHwD4XwksQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWICIwAJEBBYgIrAAEYEFiAgsQERgASICCxARWIDI4em4ub5fdOM07m4fVl8A+Gs/M3N5dbH4xvG21QeO9PLVi9UXgBPbbdt27m0C+Cf9AexdIZF0y/DMAAAAAElFTkSuQmCC"
[ "1/4", "1/3", "1/5", "1/2" ]
null
3
math
grade-3
read-a-thermometer
false
true
What is the temperature?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAEOCAYAAACzXGCqAAAVzUlEQVR4nO3dwXHbaLcm4Je3em/oBjCG/wSangQETgKmIiAZgVsRkIpAcgJDcnXvTnQCV2TVzHYIJzBCRyD8CYxnoRZ/y227WzIstprPU8USAZLA6V69PnXwfb2PHz9+DAAA0Il/23cBAADwdyJgAwBAhwRsAADokIANAAAdErABAKBDAjYAAHRIwAYAgA4J2AAA0KGfftSF67rOarXKZrNJXddp2/Z33ynLMv1+P8fHxxkOhynL8keVAwAAT6LX5U6ObdtmsVjk3bt3aZrmwb+vqiqj0Sjj8birkgAA4El1FrBXq1Umk8m9TnVZlqmqKsfHx1/sTtd1nc1mk/V6fe93VVXl/Pw8/X6/i9IAAODJfHfAbts2k8kkq9Vqd248Hmc0GqWqqj99ncVikeVymfV6vTt3fn6eX3755XvKAwCAJ/VdAbtt2wwGg9R1nSTp9/uZz+ff1Xn+vBM+Ho8zn88ffT0AAHhKj15F5PNw/csvv2S73X73WMdwOMz19fXuOovFIqenp991TQAAeCqPDthnZ2e7cD2fz3N+ft5VTSmKItvtNsPhMElycXFxbwQFAAD+qh41IrJerzMYDJL82BGOT7vkRVHk+vo6RVH8kHsBAEAXHtXBPjs7S3K7SkiXnevPFUWxC+9t2+bi4uKH3QsAALrw4IBd1/VupY/pdPrDO8r9fn+3Lva7d+9+6L0AAOB7PThg381Cl2X5ZBvCvH37NsltF/vTZfwAAOCv5sEBe7PZJMmD1rj+Xv1+f7dRjYANAMBf2aNGRJLk559/7rqWb7pbtu/XX3990vsCAMBDPDhg320A89TbmN8F+qZpnvS+AADwEI9eBxsAAPg9ARsAADokYAMAQIcEbAAA6NBBB+y2bXerogAAQBcOOmBPJpO8fv16d9y2bSaTSXq9Xo6OjrJYLPZXHAAAz9JP+y5gXy4uLnZLDt45OztLktzc3KRt2wwGg5Rl+aSb6gAA8LwdZMBumiZnZ2e5urradbDbts3FxUVubm5SFEWKosh0Os1yuRSwAQD40w5yRGQymWQ8Ht/bLKeu61RVlaIodufKsrSxDQAAD3JwHezZbJamaXJ5ebnvUgAA+Bt6dMBeLpdZr9cdlvJtm82mk+t8+PAhRVHk6Ohod67X6+Xq6up33eqmaVKWZSf3BQDgMBxcB/vzznWv18vHjx93x+v1ejdzvVwuMxqNnrI8AACeuUcH7NFolGow6LKWb5pNpz+8Y35+fp6Tk5O8ffs2Hz58SNu2GY/HP/SeAAD8vRzkQ46fOj8/370fDoe7DvebN29ydXW1r7IAAHimDm5E5HO//PLLveOqqizLBwDAox18BxsAALokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwI2AAB0SMAGAIAOCdgAANAhARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwI2AAB06OACdtu2mUwm6fV6OTo6ymw22312enqaXq9377VYLPZWKwAAz89BBuwkubm5yXa7zXK5TF3XSZIXL15kOp3m48ePu9d4PN5brQAAPD8/7buAp1aWZebz+b1zd6E7ST58+JCTk5O0bZvj4+N7HW4AAPgjB9fBTpKmaXJycpKjo6MMh8NUVZUk2Ww2Wa/XefPmTabTad6/f29EBACABzm4DnaSFEWR0WiUoiiyXq/Ttm2Kosjx8XHevn2b4XCYJJlOp3n37p0xEQAA/rRHB+zlcpn1dNplLd+02Ww6u1ZRFBkOhxkOh5lMJlksFvnll19+Nw5SFEVn9wQA4DAc3IhIXde7hxqT+yF6tVrdm8d+9+5djo+Pn644AACevUd3sEejUarBoMtavmk2nWa9Xn/3ddq2zcnJyW7sY7FY5Pr6Osltl/z09DSj0SibzSZt2/7ugUgAAPiWg+tgV1WV7XabFy9e5OXLl7m+vt51sc/Pz3N+fp7k9h8QV1dXxkQAAHiQg3zIsSzLry6/dzebDQAAj3FwHWwAAPiRBGwAAOiQgA0AAB0SsAEAoEMCNgAAdEjABgCADgnYAADQIQEbAAA6JGADAECHBGwAAOiQgA0AAB0SsAEAoEMCNgAAdEjABgCADh1cwG7bNpPJJL1eL0dHR5nNZl/9bLFY7K1OAACep5/2XcBTa9s2SXJzc5O2bTMYDDIcDtPv93N2dva7z8qyTFVV+ysYAIBn5eACdlmWmc/n9861bZu2bXNxcZGbm5sURZGiKDKdTrNcLgVsAAD+tIMbEUmSpmlycnKSo6OjDIfDVFWVuq5TVVWKoth9ryzLNE2ztzoBAHh+Dq6DnSRFUWQ0GqUoiqzX693YCAAAfK9HB+zlcpn1dNplLd+02Ww6u1ZRFBkOhxkOh5lMJlksFhkOh7/rVjdNk7IsO7svAAB/fwc3IlLXdeq63h3fjYTcBen1er37bLlc5vj4+OmKAwDg2Xt0B3s0GqUaDLqs5Ztm0+m98PtYbdvm5OQk4/E4SbJYLHJ9fZ0kOT8/z8nJSd6+fZsPHz6kbdvd9wAA4M84uA52VVXZbrd58eJFXr58mevr610Xezgc5vLyMkny5s2bXF1d7bFSAACeo4N8yLEsy3sbzHyqqirL8gEA8GgH18EGAIAfScAGAIAOCdgAANAhARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwI2AAB0SMAGAIAOCdgAANAhARsAADokYAMAQIcEbAAA6NBBBuzVapVXr16l1+tlMpmkbdskyenpaXq93r3XYrHYa60AADwvBxew67rO6elp5vN5bm5u0rbtLkS/ePEi0+k0Hz9+3L3G4/Fe6wUA4Hn5ad8FPLV+v5/r6+vdcVEU9z7/8OFDTk5O0rZtjo+PM5vNnrZAAACetYPrYH/q4uIiq9Vq16XebDZZr9d58+ZNptNp3r9/b0QEAIAHObgOdpK0bZvJZJKmaXJ1dbXrYh8fH+ft27cZDodJkul0mnfv3hkTAQDgT3t0wF4ul1lPp13W8k2bzaazaw0Gg/T7/Wy323vnPx8H+Xx8BAAA/sjBjYjUdZ22bTOfz3/32Wq12q0okiTv3r3L8fHxE1YHAMBz9+gO9mg0SjUYdFnLN82m06zX6+++Ttu2ads2r169StM0SZL5fJ7xeJzNZpPT09OMRqNsNpuvBnEAAPiag5vBrqoql5eXKcsyZVne61ifn5/n+Pg4dV1nNBplOBwaEwEA4EEOLmAntyH7zucBejgc7h5yBACAhzq4GWwAAPiRBGwAAOiQgA0AAB0SsAEAoEMCNgAAdEjABgCADgnYAADQIQEbAAA6JGADAECHBGwAAOiQgA0AAB0SsAEAoEMCNgAAdEjABgCADh1kwF6tVnn16lV6vV4mk0natk2StG2byWSSXq+Xo6OjLBaLvdYJAMDzc3ABu67rnJ6eZj6f5+bmJm3b7oL02dlZkuTm5ibb7TZnZ2dZr9f7KxYAgGfnp30X8NT6/X6ur693x0VRJLntXl9cXOTm5iZFUaQoikyn0yyXy1RVtZ9iAQB4dg6ug/2pi4uLrFarjMfj1HWdqqp2gTtJyrJM0zR7qw8AgOfn4DrYyb9mrZumydXV1b1QDQAA3+PRAXu5XGY9nXZZyzdtNpvOrjUYDNLv97PdbnfnvtStbpomZVl2dl8AAP7+Dm5EpK7rtG2b+Xx+7/xdkP70ocblcpnj4+MnrA4AgOfu0R3s0WiUajDospZvmk2nnazo0bZt2rbNq1evdh3r+Xye8Xic8/PznJyc5O3bt/nw4UPats14PP7uewIAcDgObga7qqpcXl6mLMuUZblbAztJhsNhiqLIer3OmzdvMhwO91YnAADP08EF7CT3lt37/AHHqqosywcAwKMd3Aw2AAD8SAI2AAB0SMAGAIAOCdgAANAhARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwI2AAB0SMAGAIAOCdgAANAhARsAADokYAMAQIcOMmAvFosMBoPd8Wq1Sq/Xu/eaTCZ7rBAAgOfq4AJ20zQ5PT29d64oilRVlY8fP+5e8/l8TxUCAPCcHVzALsvyi+G5bdtMJpMMBoNMJpO0bfv0xQEA8OwdXMBObjvWn1qv16nrOi9fvsx0Ok2S33W5AQDgz/hp3wX8FfT7/Uyn08xms93x0dGRMREAAB7s0QF7uVxm/Vu39ylsNpsfdu3hcJjhcLg7/rzDDQAAf9ZBjoh8rq7r1HW9O764uEhVVXurBwCA5+vRHezRaJTqk6XufrTZdJr1ev3d17lbRaRpmsxms8xmszRNk8lkkvF4nLZts1qtcnV19f1FAwBwcA5uBrssy5yfn+/eJ7cjImVZZrVa7R50vPsMAAAe4uACdpIvjn/0+/30+/0nrwUAgL8XM9gAANAhARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwI2AAB0SMAGAIAOCdgAANAhARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwcZsBeLRQaDwb1zs9ksR0dH6fV6OT093VNlAAA8dwcXsJum+V2AXq1Wef/+fbbbbW5ubtI0TWaz2X4KBADgWTu4gF2WZebz+b1zZ2dnmU6nKcsyRVHk/Pw8y+VyTxUCAPCcHVzATpKiKO4d13Wd4XC4Oy7LMk3TPGlNAAD8PRxkwAYAgB/lp8f+cLlcZj2ddlnLN202mx927buOdVmWSXLvPQAAPIQOdpKqqrJYLHbHi8UiVVXtrR4AAJ6vR3ewR6NRqs+WuvuRZtNp1uv1d1/nbhWRu5VCZrNZptNpXr9+nX/+859JbgP2drv97nsBAHB4Hh2wn6uyLHN+fr57f/d3u91msVikKIpst1sjIgAAPMrBBewkXxz/KMvS2tcAAHw3M9gAANAhARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwI2AAB0SMAGAIAOCdgAANAhARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwcdsFerVXq93r3XZDLZd1kAADxjP+27gH0qiiJVVeXq6mrfpQAA8Ddx0B3sJGnbNpPJJIPBIJPJJG3b7rskAACesYMO2Ov1OnVd5+XLl5lOp0mS09PTPVcFAMBzdtAjIv1+P9PpNLPZbHd8dHSU+Xy+38IAAHi2eh8/fvz4oB/0ekmS8Xicly9f/pCivmSz2WS9Xv/wmeler5cH/i8BAICdgx4Rqes6dV3vji8uLlJV1d7qAQDg+Xv0iMhoNEo1GHRZyzfNptOs1+tOr9k0TSaTScbjcdq2zWq1sqIIAADf5aA72MPhMFdXV3nx4kV+/vnnbLfb9Pv9fZcFAMAzdtAPOSa3DzYK1QAAdOWgO9gAANA1ARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwI2AAB0SMAGAIAOCdgAANAhARsAADokYAMAQIcEbAAA6JCADQAAHRKwAQCgQwI2AAB06OAD9mw2y9HRUXq9Xk5PT/ddDgAAz9xBB+zVapX3799nu93m5uYmTdNkNpvtuywAAJ6xgw7YZ2dnmU6nKcsyRVHk/Pw8y+Vy32UBAPCMHXTArus6w+Fwd1yWZZqm2Vs9AAA8fz899ofL5TLr6bTLWr5ps9k82b0AAOCxDrqD/XnHummalGW5t3oAAHj+Ht3BHo1GOR4Muqzlm86m06zX606vWVVVFovF7sHGxWKRqqo6vQcAAIfl0QH772A6neb169f55z//meQ2YG+32z1XBQDAc3bwIyLb7TYvXrzIy5cvs91ujYgAAPBdDrqDndyGbGtfAwDQlYPuYAMAQNeeXcBu23bfJQAAwFc9KGBPJpPd+//2n//ReTHfcvy//1eK3G4O82kdAADwV9L7+PHjxz/zxclkksVikX6S/5mk/yOr+ob/nqROMh6PM5/P91QFAAB82Z/qYM9ms124/j/ZX7jOJ/dfLBY5PT3dYyUAAPB7f9jBXq/XGQwGu3D9V/GPJE2Sy8vLDIfD/RYDAAC/+WbAbts2r1+/Tts0+a/st3P9uTq34yJFUeT6+jpFUey3IAAAyB+MiFxcXKRpmkzz1wrXyW0909z+I+Ds7GzP1QAAwK2vdrDbts2rV69StG3+71NX9QB3oyLX19d2YQQAYO++2sFeLBZp2zbTp6zmEe7qWywW+ywDAACSfKOD/fr169R1nf/31BU9wr8nKcoy19fX+y4FAIAD98UOdtM0qes6b566mkd6k3/VDAAA+/TFgH0XVKsnLOR7VL/9Xa/XX/3ObDbL69evMxgMvvh527a5uLjIbDazUyQAAI/205dO3gXs/hMW8j1+/u3vr7/++sXPm6bJhw8fst1uc3p6mrqu0+/3d5/XdZ3BYLBb6q9pGrtEAgDwKF/sYH/48CFJ8uJJS3m8/m9/vzYi0jRNfv75591x27b33g8GgwyHw1xfX+fq6srGNQAAPNoXH3IcDAZZr9fP4gHHO/+WpKqqXF1dffHzwWCQ4+PjbDabe9+ZTCap6zrb7faJKgUA4O/siyMif0eXl5ep6zqz2Wx3rmmaLBaLr4ZyAAB4qG/u5Lh5qiqeQFEUqarq3rn1ep2yLH93HgAAHuuLAftQdkRsmuZg/lsBAHgaXwzYL1++TJKsn7KS7/D+t7/Hx8cP+l1Zlqnr+t5Dj4vF4t4YCQAAPMQXA/bdyET9hIV8j/Vvfx/ajR4OhynLMoPBILPZLIPBIKenp7raAAA82le3Su/1eknyLFYS+UeSJsn19fWDw3Hbtjk9PU3TNOn3+3n79q2ADQDAo301YJ+cnGS1WmWeZPTERT3EJskgSb/ft9QeAAB799VVREaj21h99mSlPM5dfW/fvt1rHQAAkHyjg50kr169ut02PH/NLvZd97osy1xfX++7HAAA+PY62Ofn50mS0ycp5eHu6ppOp3utAwAA7nyzg538a9v0N0kun6ioP2OSZBmz1wAA/LV8s4OdJPP5PEVR5H3+Op3s5W+voigyn8/3XQ4AAOz8YcAuyzKXl7e963e5Dbb7tMxt9zq5HWHp9/t7rAYAAO77w4Cd3G48c9cpnuRfAfepvfvk3vP5POPxeE+VAADAl/3hDPanFotFJpPbiFsl+a8fVNSXnORfW6IL1wAA/FX9qQ72nfF4nO12m6Iosk7y77ntKv9I73O7U+P73M5cX15eCtcAAPxlPShgJ7erdlxfX6eqqrS5ffDxH+l+Nvt9kv+R2851k9sxle12m+Fw2PGdAACgOw8O2MltJ/nq6iqXl5cpyzJNbmej/5HbwF0/spg6/wrsJ0nWuX3Icj6f5+rqKmVZPvLKAADwNB40g/01i8UiZ2dnaZpmd65I0k9ynKT87fW55rdXndtdGdtPPivLMtPp1DgIAADPSicB+05d11kul1mtVvfC9p9VlmWqqspoNEpVVV2VBQAAT6bTgP2ppmlS13Xqus6vv/76xcBdlmVevnyZfr+ffr9vBAQAgGfvhwVsAAA4RI96yBEAAPiy/w+LNn+aOfK4CgAAAABJRU5ErkJggg=="
[ "30Β°C", "35Β°C", "40Β°C", "25Β°C" ]
null
2
math
grade-4
compare-decimals-using-models
false
true
Compare 0.72 and 0.9. Use the models to help. 0.72 ?0.9
"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"
[ "=", "<", ">" ]
null
1
math
grade-1
square-corners
true
false
Which shape has 1 square corner?
null
null
[ "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", "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" ]
0
science
grade-3
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ 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", 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", 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" ]
2
math
precalculus
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
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"
[ "Law of Sines", "Law of Cosines" ]
null
0
math
grade-3
compare-fractions-in-recipes
false
true
Does this recipe call for more red onions or mandarin oranges?
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"
[ "mandarin oranges", "red onions" ]
null
0
math
grade-7
interpret-circle-graphs
false
true
The head of a small customer service department is reviewing the number of calls her employees handled last year. Which list is arranged from the employee who handled the most calls to the employee who handled the fewest calls?
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"
[ "Nolan, Nicholas, Colton, Ben", "Nolan, Ben, Colton, Nicholas", "Nolan, Colton, Nicholas, Ben", "Ben, Nicholas, Nolan, Colton" ]
null
2
math
grade-1
addition-sentences-using-number-lines-sums-up-to-20
false
true
Which addition sentence does this model show?
"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"
[ "6+3=9", "6+5=11", "6+7=13", "4+3=7" ]
null
0
math
grade-2
interpret-bar-graphs-ii
false
true
Stacy went to a furniture store and saw some beds, stools, and couches. She made a bar graph of the furniture she saw: Which piece of furniture did she see more of, stools or couches?
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"
[ " stools", " couches" ]
null
0
math
grade-8
perimeter-and-area-changes-in-scale
false
true
Look at this rectangle: If the base is tripled, then which of the following statements about its area will be true?
"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"
[ "The ratio of the new area to the old area will be 3:1.", "The ratio of the new area to the old area will be 1:2.", "The ratio of the new area to the old area will be 4:1.", "The ratio of the new area to the old area will be 2:1." ]
null
0
science
grade-5
identify-earths-land-features-using-photographs
true
false
A plain is a wide, mostly flat area of land without many trees. Plains can stretch for many miles. Select the plain.
null
null
[ 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", 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", 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" ]
1
math
pre-k
fewer-and-more-compare-in-a-mixed-group
false
true
Are there fewer squares or triangles?
"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"
[ " squares", " triangles" ]
null
0
math
grade-6
model-and-solve-equations-using-algebra-tiles
true
false
Which set of algebra tiles represents the equation x+8=14?
null
null
[ 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]
3
math
grade-2
equivalent-amounts-of-money-up-to-1-dollar
true
true
Look at these coins:Which group shows the same amount?
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LQRCmqylMBEE47n0MQ8M0TaLRGF++6y6uuvIKvvCFL1FZWXVaDHs2bLZhw3qqq6vzNjuP5tnvwjAMdu3axWc/+1m+973v0dTUhGEYtLe3c/ToUW677TaeffZZ9u/fz913350rr/6wcDqdbNiwgUQiwcTEBJ/73Ody1zvZd7r22mt59NFH+bM/+zOcTudpee4HQXB8jF8/8HM2b/wtLkWmxOehrbkByWKhtboMhyJjYmIAL7+xEyxWRsfGuWzVAvYe7GRhSwOFfjeCKCEoVg72DJEUFY4camdyMkBlcyuXXLWWWQuWIJ5jOjd57qfGfXxikjUr5p2X3M/2uL+vc6KqKt/562+jWGRuv/0O7Hbb9CIskpEMz30Uuq4hyzKmmW2yJmCaJpOTk/zDP/w99977R/h8ftLpjAiWw+HIlWGapoCmpZFlORemV1WV0dFR/H4fgiCSSiVJp1WKijKaE+l0mlgsQjKZJBwOc/ToURYuXMTRjg5WrlqFIIi5d/hdoSjD0MnmCmzZuoWnfvMkK1eu4s47v/yhhbPyNsvb7KOw2e9C07RcIuoVV1wBwIoVK0in01gsFp588knmzZtHeXk5druddDp9Wp8vyzLpdJpXXnmFlStXoqoq27Zt4/LLL8dut/Pcc8/lqqS+8pWvUFBQcFqf/34wDYOdr77AH339j1m7YjGqqnLx0vnUlhXQPzTOgf5RrBhcvmIeslUBE9a/sYNCr5uUqlNeXcrhQ11cunwesiyBIKDZXGzYuJVEOs1Vl13ISDjJLx96BDWV4rIrL+fmL38d+Rwoq85z/2Dck2mNipqy85L72R7393VONm7cSEfHIXQd1q698vg/FkQykuGZBTkTLs/g7TC7ymOPP054Ksidf3AXo6Mj+Hw+pqaCFBUVIUky0WiEiYkJiouLcTicJJMJpqamqKiowjRNVDWFIEiMjY3gcDjYsWMHy5Ytz9znT06QSCToPHqUefMXsOmtN7ngwouora2bPuXK6LqW+1cUMyduw9AxDD138v7bv/0b1qxZg9Vqmw7Xf3CcLZsFAgGqqmryNjtP5tmxMAyDffv2cdttt/Gv//qv/Pd//zcLFixgeHiYL37xi5immauyUVX1tD33RMjmqnR1dQHQ0NDAK6+8QjQapaSkhIsvvphHHnmEv/zLv8RqtZ7RdwHANBnu6+W/f/IfHNqzkxlVFTRUlbJy8Tx27dpPUjdpriiib3gC2SLTNqMGmyUTCdMMk2A4isdpJ21COBjG6/fiddnABNGm8Mqm/TTVVVBa4mfH7iM0tLQyMDrCb9/YTFlZOZfdeBvzlq048zzz3PPcP0bc3zOTJZlMcvToEXbu3M3qVStzp8OMP3Nspq6Z2zAkyTKdmGii6xog0N3VidfnQ9M0fD4vyWQSTdNymhWBQADFopBIJIlGo4yMjNDZ2cnRox1MTIyTTqdJJOKEQiECgQBuj4cXX3yRoaEhysoqaGqayYUXXUJlZTWlZeXs27ePUCiEIIgYhjE9VmbulA3krgQym4fBipUr+fn99yMIEIvFPrBBz6bNuru78zY7T+bZsTBNk56eHr7//e/zrW99i4aGBr71rW/hcDhYs2YNHR0dmaqjROKMOyYAqVQKwzCYM2cOoihy4MABnE4nd9xxBytXruQXv/gFTU1NPPnkk2f8XQCOHNjLPXd+gcBAD6sWzuPGixZT5nZiUZM4FIUqv4tIIkV5SQGt9RXYLBKiLJFSrOw91MmGLXt5Y8dBtu06xJHeQbq6+onFEpiGgS5YmNFQRVWpn+07DhJLqQweOcj8mdV89at/gAWTn//Td3n4vn/LzZGPEnnuH477xu0HzlvuZ3vc39M5GR0d5dXXXuWCCy7A7fHkEuXevlM3EASJTE5AdhHWjjnhwvj4BH39/TQ3N5NIxJCkjKKmz+cj08I+hWmaRKIRAoFJotEotbX1aJqGzaZQUFBIIJApBXW53Pzkpz9j86bNOBx2hoYGkWUJURQoKirCalW45JI1WK3W6eoCI5cPcPyGR+4dDSOTILl0yRKSySS7d+8iGAx+YIOeTZuZppG32Xkyz45FOBzmRz/6EUuXLmXevHnEYjGSySSXXnopzz//fM5Z+CghyzKJRKYUe9++fVxwwQUkEgkA/uRP/oTNmzcTiUR44403ztg7GLrGpvXP8Z3/8yfUlxfTWlXKmrkzeH37AXQEBsZDlFcUMxVLUFtWSHmRD1mSSKZU1m3axX899BSxZJq68iIuXNTGRasWMW9eCw6bwsR4kMOd/XQd6cTnsCEAfredIr+beYvmMdA/wsHtO1ixsIVZs9s4smcnTz3wM9Kp5Bnjm+d++rlfdB5zP9vj/q4lA4Zh8MSTj1FcVMSFF16Erqu5BS6zEGeVOvXp74m5TUTXVUQx08U1Ho+QSqX4/j/+E16Phz//8z+f3jT8ub8rLS2jq6uTGTNmEI8n2LVrO7NmzWJkeBhZzpyQB/oHCAQnueKySyktK6erq5OiomKOHDlCTU0tL7zwPC0trWiaRnV1NeFw6LhcgLdvr8xpfQYxt6lkKxXWXnUVBw4cYO/e3VRVnXrC4tm2WXNzC2OjI3mbfczn2bFQVZWnnnqKPXv2cPvtt5NKpXI/S6VSfO1rXzsrzkkWjY2NzJw587j3Ghwc5KabbuLgwYP09vbS1tZ2RvJPtr+xkb/59rdZMqeV2bVltNVUYFVkFrTUc7h7EAmoqailyO3AMDJjF0+l+PVLb2KaJotbG1nQ2kgqnaaorpHHnnwOU9Ox2RQaKkuIxhK0ts6C2BTBySmaayswZBlZ0BgbD5LWDMJBg7WrF7C7L8DLLzxHX3cXd//5X2NRzmxVR577aeJeW8/jT71wfnI/y+P+rpGTaDRCZ2cndfX1uWTC7GYhCFLuJCiK8jEnxuymkql60DSV4eFh/uov/4rvffd7RKMRfvazn+J0ukgmE4CA1WrDZrPT1jY7l7w4e/YcJEmmprYWl8tNaWkZr772KoODg1RV1zAxMUZtbR3z5y9EAHbu2E5jw4xct1hJkgiHI9N3/tr0hpHdNLKKnpl3zSRJGhiGyXXXXcfA4AC9vT0fKFnwbNvMYrHkbXYezLNj0dPTwyOPPMIvfvGLXJO+Y5FIJM6aYwLkuhwfC8MwqKmpIRQKkUgkePPNN0/7c4f6+/in7/4NC1uasEngczroGhonnkhTXV7M4vltzGyoREul0TSdtKqyu72LH/1qHV6XkyuXzaPA60YQBAqrarHYHCxZsQzTNIglkmzed4Se8SCR8VEGJsMkNBNRsaBrOno8QV1lCcVeJ7NnNbHnwFECfT20zZ3L0SOHefKh/zmjY5Lnfvq4Kw73ecv9bI/7u0ZOnn3uWRrq66mqrEIQxFwVQlZ3Ils6CZmweqaEUpzeSDK/m73bLywsBEzWXHopHo+H++67j6985SvI8tsZvZmSRpNQaApJsnDo4AGe/M1TiKLIooULuO666ygsLEIQmNZJMNm8+S2WLFmKo7eHqakpKisr2Lx5MzNnzsRqVTAMY/p9DTKVHeK0LobluI0DMmJ3DoeD2W2zKC4u4Te/eZLbbvvkKRnzbNusvf0wjz/+RN5mH/N5lsXExAQvvvgiixYtIhwOn7aFL+PwaUSj0ZwGytjYGKZpUlJSclqa+iUSCb7whS/w7//+7yQSCXp6eqirq/vwLw8EJ8f503u+isNhp611BgUWgeFAmFhKxeXxUKfI2NBJJo1cZO7V7ft55vVtXH3hctwuJ06HHauugwCpVAIxGkANjFNW4EOxyMSTSToGR3l0/esU+f0snZtpmGgxDUxdoNjjoKTQzWRgCtkwaG1poqqmnLq6OtY98ywVBW5WXHvraa/YynM/vdyF6OR5y/1sj/sJIyfZDquHDh1mxoxGdP3tJLps1DqzkWS1Hd7eNCRJJivp3dl5lMsvv4KhoSESiQR2q5XLL7uc6667NhdSyqh1JtA0FUmSicfiWCwyTc3NfOELn+e2W29h7rx5iKKI1WrFarXh9/sAgYaGBnRdo7KyknnzFiDLFkpLS5FEkcrKSgQhc9evaSpvK+1mnps5kWdKP7MbiyBA26xZ7N27B6/Xc0qT45ywWVNT3mYf83mWhaZpDA0N8dOf/pRVq1YRj8c/0OccC9M0CYczPYuqqqpoaWmhqKiImpoaFi5cyOrVq+nu7mbfvn0fWkTONE2CwSArVqxg2bJlPPjgg8dciX24z33kv37K1NgIS2Y1UeWyUuBygqbTUFZEkctKOp2ZZ4qScSwHxiZ5a187f3D9ZVgFWNRcw8H+UawOJz39Iwwc7SIZjSDoKiZQ5HPhsNm4dOEsPnfjVSxrqafAbZv2nkUkxQKSgKlqeBx2iqoraGqsprN7kNDwIK2tLXz3//0THfv3cHyZfJ77Occ9HD5/uZ/lcT+hcxKcCmK32RgeGaGwsPi4nwkC0/f82UoECVF82xPKhK51xsZGSSZT09US4HS6cTgd7Nu3F4fdjt/vJ5VKMDY2ysDAIKIoEg6HsCgKTqcDn89PaWkpuqFTWFjI4cOHSSaThEJT0zLZCoWFhXi9flwuD6IIkxMTVFVVUVxSwtjYGAP9fYCALMu5ioqsMFZ2k3ubR4ZTZWUl7e3tKIpCLBY96QlyLtjM4/HlbfYxn2dZhMNhfv3rXzN37tzTEnEQRZFIJILP56Ouro5YLEYkksnjyXZtjkQiXHjhhcydO5eNGzdis9k+1DMNw6C6upr777+fyy67jMHBwQ/NY7S3k/Xr1jGjqpz5deWYgsCh7gHqKkqwyRJmbmxMVFVDkiX+57lXKSvw4nU7mdNUg+J0UlZajCiJuN1OAuEosVAE1TAp9rlRFAWPw4YkSxT53JSVFiDIMqYoYtrtmc9PayAIyBaJ2nI/qWSKRCRKTW01s5oaqC0t4vEH/4d06vRpzeS5n37u4anwecv9bI/7CZ2TaCTC1NQUixYufMfPsiqY74Q5HcLOfPXoo79m/vz5KIoVn89HNBpmz569tLcfprKqmng8SjQaZWhoiHQ6cyet6zp+vw9RlGlvP0xBQRHFxaU4HE6qq2voONKOKIrs37+fSCTKxMQE4+Nj7N27G1GUqKisQrFY0FSNuroGxicmiEazOQH69Htnhb2E6c3u7dwAUZQoLCxgKhRC0zUmJydPyojnjs0O5W32MZ9nWezdu5fdu3fzve99L1cF80GRye8R6OzsZHR0lE2bNhEKhYhEIiQSGS2YycnJaTuM4/F4mD17Ng888EBO8v6Dwmq10tTUxKFDhxgaGvpQn6WpKn9y1//C53GxZulcygv91JeXsHR+CxZZpMjvxjQhraqYpommaQSmIoxMBkGxUd86A4fbjSZYGB4YYsuOfQyOTFLodbP/cDcFbgdetwNDzyQIulwOLDYrFbMW4VZkBAQMRERJQrJZERULopRZYjUtSV1tOS31ZcxuLOf//slX2b9rJ3ve+u1piRjluZ8Z7oc7+s5b7md73E/onKTTadrbD7NyxYrj7svh7b4bv7txZMPvgiDQ19fHVCiM3e7AMAyKi0spLi6lqrKSm276xLRIlYiiKKRSSXRdR5JkhoYGc5UPnUc7+P73/wGLRSGdTlNeXkZ1TQ2qqlJeXs7Bg/txuVwcOnSQ0ZFRTBN0XaO2rp5kKsHrG18llUozMjKS2xCy7y6KUu7rjCaFhCCIqKqK31+AxaIwNDhEJHLyJ9pzwWYdHUfyNvuYzzPI5GscOnSIgoICdF3/0IvcxMQE//qv/4ppmnR0dDA8PMzAwACJRIL+/n4GBgawWq1YLBZEUWRqagqv10tzczMvvvjiO8bsVKCqKnfccQfbtm3j8OHDH4rLxhefIxCJsnjWTGZUliLLEul0mmQ0jk2xkEqmSafSCAjohoGuG0TiSVRNp8DtZMeO/fjqmlETMZZcsJqyogLmzG2ib3SSArcT3TBxOO0oSqZPk0WxYpgGqElsDhei3YpVERCsFhDAVDUM3cQ0TGRFwe+1k9bSJEULDlngmktX8/2/+Q6Twx8+YpTnfma4+12O85b72R73Ezone/fuZWhomDlz5x4TSs+EpCVJmpbkPjF0XWfdunX8wZ3/i3Q6ja5rdHQc4ZlnnuaOT30am82G1WpFUawoikJFRSVOp5NYLMLMmTOZmgryyCMPM6Opmc9//vM8/8I6fn7//XR3d6MoCkfa23E4nKSSKXw+PxPj4yxfsYJEIp5LtKmtrUNRrLhcTiYnJ6ZD7dp0TsPb2hnZU3i2IsRqtWG1KtONzCKnpF55Lths5syWvM0+5vMMYP/+/ZimyTXXXHNKUZesc5GJ8BiMjo4iCAJlZWU0NTUxc+ZMHA4HdXV1FBYW0tPTg6qqOBwOdu3ahaIoeL1ehoaGCAaDrFq1iiVLlhCNRkmn04yNjQFvVwidOPL1TkxMTDBz5kzKy8s5fPjwKdkii3QqyYaXXuTaSy7Eoqt43E50PbMYK4olN2YejwtFseCw2/B6XTitCrIkMRaNU1xSyuHDR6idNY/EQDezV6wmOjlFOJqgrLQI0zSwFxZikpl/vf3DDA0Oo9tcpAUJU9dRNTBSKsgyosMGmJiahmRoCJikFQ9WI4Vg6syfWU9bXQ2P/uJ/PpRTlud+5rgXFvrPW+5ne9xP6JyEw2HcbjfZUDRkQr+6rh2TjPg2jn1IJBJh69atDA4OMTk5QTqtsnv3Lh5++GEsFgXD0NF1PVdB4ff7KSsrxzQzUuSlpeXcccenKSkpRZIkFi1cyCUXXUg0GufHP/4xdoeDVCrJmksvp/PoUS6+5BI8Hg8TE+MUFWWqLKamQoyOjaEo1ukeLJkBk2WFbGO2bDXINAOyGhWynJEZHxwcRFWPL4F8L5wLNisrK8/b7GM+zwzDYHBwkL1791JcXPz+fzANURTZvn07R48epauri8OHD9PT08PevXu57777MAyDo0ePYhgGdrudkZERysrKMM1Mz6LW1tbc30iSRDAYZOPGjTz77LOZBLuBASYmJujr60PXdQ4cOHDS1UOapjF37txco8UPgpH+Xo4cPsjAxCTL585EVTXS6elQtqojyxJ2u/WYajAxI+VvmOiGQaHNiuEuIBKK8NprbzGW0PjPn/8Poq+AaDLBoc4++keDiLKC3WGnc2ic57fuYd+hLv74a3/Cob4h0qaE1SqBopDNjDYlOdNSXpLQdQNrKoQmSKRFJwUlBVRXlrF/724C42MfiHee+5nlfrR38LzlfrbH/YQp95qWqUyArMJlpsV8to8JHB92z5Z8CoKAoig4nE7+vz/7M7xeD3fc8SkkWSatqkSjYUzTxGq1k1EzdWCzZT4rlQoyNjaKKIp4PB4sFguBwCTz5y8gFotx3333ceutt7B161beeOMNQlNTXHDhhShWhVQqRXl5RS787vP5cgl2Ho8X0wSLReHY/ixvc8uWrWb0MgCqKisxTZOpU1DwPBdslgm5R/I2+xjPs3g8jizLBINBiouLTyhHL0kSNpsNh8ORs6HL5SIWi9HQ0EB/fz/FxcXTVUlWAoEAlZWVRKNRfD5f7hpnYmKCgoKC3DXSnDlz0DSNoqIidu7cyTXXXEN3dzctLS2k02ni8XguGXhiYgJJkrBa314cbTYbyWSSeDz+jlOToijs2bOHtra26dLs9xSvPh6myZOPPcbM+lr0RBSnzUZWMyeVToMgYFWU6aRpAYvFMu1EZkoqrRYLBU4H4Z4OLrhgFYe7evEWFHCBbpDWBULRKA2LZtMzESQ8MoypaSSSaWyyxEQ8RVNFKa50DKugAzKiCClkbGhogoxVBs0UkUwNAQNBT4GZxhBkWuor2LrvEF0dRygsKT15znnuHwn35XOaGQnHzkvuZ3vcT+ic2Gw2XC5XLiybTfA7FtmfZReS7NdOp5Mf/8ePAejsPErHkXauvOpqHnzwIXp6emhsbHxHGaIgCPj9BRw6dIC6unqsVhtPPPEkW7duZkZjIy+9vIHHHn2UQGCStWvX4vH4mJoK8P++/31mt7UyNDxMTXU15eUVVNfUoOs6FRUVdHV14fV6p3uvmMdtepnvZcc5c5LV9YyQVklJCaHQFMMjIyc3Uc4Rm7344ku8+uqGvM0+xvMsnU4TiUSw2+1IUqajsiAIjI+P52xz8OBBJiYmGBwcRFEUVFVFVVWCwSAzZszA5/ORTCaZmJgAwOPxkEgkmDlzZk5yXlVV0uk0xcXF1NTUMDY2RjQaxeFwIAgCF110Ea+//jqRSIRHH30Uv9+PqqqUlJQQiUSYnJxk7969xGIxUqkUqqpmHEqHg9WrV2OxZO6ws9Efr9dLb28va9euJRwOT7cdOEmbpBK8uf55ZjTU8ekrL5y+PsskAQrTi7RpGkhSRh9HVfXMidIiU+R3I0kiC9sa8HndRCMRxoZHKC8ppLC0lMGOIyye3crIeAC/VWF8PEhRiZ/LVi5AN3QcBSUERocJRuKMhVQK/RKqYMUuZPo9KYKOiYCUTqIZAhbRwEiriIoFJIWa5kZ87i088cDPWLxy9UlfheW5fzTcJ4MR/Hbrecn9bI/7CZ2TycAkk5OTuXvybLXBiU40x35wJoxrABmDdHZ2Ul5ejmHoPPboY4yMZGTC3y3ZsaWljfHxUUZHR1m0aAGvvfYKF198CXd95W5kWWZ0dJS6unp0XcPt9vCHd/8h+/ftpaKying8webNmxkYHMRhd/DSSy/S0NhEaWlprpwzU0khHvfs7LtkNCpEMpoVpy5mdS7YrK2theeeeyZvs4/xPItEImzZsoVLLrkkpy5rs9mIx+OUl5cDMDAwwJo1a3C73YRCIQoKCigvL2dsbAxFUbBarQSDQRRFwWaz8Y//+I/U1NQQi8WmS7Yz7+7xeIjH4yQSCQRBIJ1Oky3rjsViLFmyhJdeeonLL7+cBQsW5JzBZDKJzWablu8XcqXIwWCQgwcPUl5enhNeKy0tzdlmdHQURVGmhfJOHgf27iMYieG2KSgWCxaLTCql4nI6UNWMc6jrmYU6I5CXWcjjkXjGYbJZ6Rsao3cqzoKZdiwCdI1MUu62s/tID7ffcAUvbngTl92Kz+NiT0cPC5prKSsvRVQEPIVeBJsDj9tFNBjAW+gFwwBRQMg2rrRYkDQVI6UiKjKSxYZpClgllVmzmvnF488RDYdwe3157ucQ95df24RdsZyX3M/2uJ/QOUkmEiiKBRCmF9LjF9p3Q+bnmSQcwzAZHRvjoYcf4qorrsTjcXPV2mt4r48QBIGSkjIAent7aG5qom3W7NxzZ8+ey/btWyktLaWqqobS0jJ2bN/G4iVLkGWZ1atXoSg2tm/fylVrr0ZR5Ol30ZEkIXc1ANnN4u3mbKKYGUBVVQmFQnjcLsrLK96T77lms8HBgbzNPubzrL+/n/HxcWpqanJJpzt27GDXrl3ceOONpFIpli9fjtfrRRRFXC4XIyMjGIZBOBxmYmIC0zSx2WwEg0G8Xi/xeJze3l7a29ux2WwYhkFZWRl2u51AIIDL5cJms1FbW8vRo0dJJpM4nU7Ky8vRdZ1IJMKLL76IzWabTmQ2cLvd+P1+BgYGKC8vx+l0Ttu9hI6ODlpbW6mrq+PBBx/ks5/9LIZh0NrayoEDB2hpaZlW+z059Lbvp7ailDkzahEEAVXVsVotOeEpSRJJptJYrZlrrowPZWK3WzFNk4sXzKZ/bBJJCLBsXhvzW2o53DdOTDRomtmM3WZjTkMV8VSatpZ6/vvJ9TyyfpA/uOUq/J5ikG2kxro42D9ITVMThq6DJCFOj7wqZE6xVtnE0FVMUcTQ05iyE9GUKfG7qCgq4OCuHSy7+NKT5p3nfua5z6qrIJY8P7mf7XE/4cVu5h46cw8uCGIuDH0iZBP/fvdrSZJxu1x84uabWHPppQwODU+H5cV3/M3vwjB0XnzxBT7zuc8dd7oURZGFCxcTj8fZtWsHv33tVS66+BJGR0dJpdJMTk4yMjKE3WafvuuWp8s531YTzeQsiLnNK7t5ZDcTURQZHx/HX1DIe2+R557N1q9/KW+zj/k86+7uxmKx5KIkAKWlpdMJuZlk297e3kzim6oiSRKRSARJknC5XNTV1dHQ0IDP56Ompgafz8fixYsZGhrCMAysVisej4dwOAxkrpG6urro6elhx44dlJaW0tLSQnV1NZs2bWJiYoKSkhLq6upyn93S0pJ7J8hEdrJRl2QyiaZpuc9ubW0lIxBlUFJSQl9fH4FA4KTtYRo6I4ODtDY1Eo/HsdkULBYJTdORJAmLJVPK7XY5kab1FxQls4in0yq6bnDx4lmYgkTn6AQH9uxDtrnwN7ZytLuPxatXMTU2hmGaeAoKsPl93LRmOfUVpYyMBwmOjTE6MMIjz6xn3aYdvLVzf2b8pxO8dVNEEQysQibJWxAFTMPENEHUYsiyFa/XQzSZYtf2racwE/LcPwruunH+cj/b435C58Rmd+QWiIz09vFa+IZhvKPMM7swHgu3y8Wjjz1OMpnE5cp4cMfewZ8InZ0dPPzQg8xonEEiHmdsbARNU3OfLcsyra2zWLRoCa1tbWzdupVgMEBRUTGJRAKLxYIgvh2azr5n5t+MauexIl6ZzSv7X+braCxGWWkp3lO49z4XbFZWWpa32cd8noXDYTweT06d1TRNKioqCIVC+Hw+qqqqsFqtueuXbJlyNnrhcDiwWCzY7XYcDgcOh4Oamppcvsnhw4eJxWKEw2EKCwtJp9NcdtllVFVV4fV6cblcWK1WnE4nl112GfX19bnvy7KMLMu5hFyfz4coini9XrxeL3a7HV3XKSoqwmq1oqoqHo8nN6bFxcWn3KgwlUzisUhUVVdit8gYRuZ+XVEsiKKAphnY7bbctVR2sbZalemoHYiCiMsqUltUgCgIaGqSxuoylq+9nr/+9t+iayoOm0JZkRfNhMKiAj73+dsRBYEje/YgG2nuuutL/MU37ubaixYjCCYpMp8tCwYYGgljWv/GIkNaBUwEwBQECrwuSgt9tB/pQE2dfOVWnnue+8eZ+wmdk5nNTWi6RiIeJ9sk6Ni788wCfvxdOpD73ezi4nA6qa6qRpYzfV+yJ9lsxUI6nUTT1NydtKqmsdnszJ49h5WrVpNIJCgtLT9hiF4QBCoqKpkKBpgKTjE1FaCsrJyX179MUXEhuq5hGJkExSwyPKTpTSPzfUmSc9UVhmEQi8XQNA2ny0XqFCSGzwWbXbLm0rzNPubzTFVVLBbLcRu4pmlYLBYcDgderzfngGSvWex2e+53DcMgmUySSCQIBALE43Hi8Tj2aQlq0zQZGhrC6XRisVgYHx9n48aNOQ0T0zSJxWIMDw9jmiaqqqLrOmNjYznJ+2OflbVhFrIsU1hYmHOOYrFY7nMrKiqIx+PT5eUnB11TsaATjcaoKCvGMExsdmvumZmEwIzOjMViQZCOvzoUBAGbTcHn9bDlQDvO4hJMqx09OEKpDf76j79C9+AodpsVQ5QJJkysPh8WbyHxZIriAi8btx/g8M6dhAMTqPEoZkrFJh37DDLJgmZmcUYUSOsCpmGQVtPYbTYmQlES0QipxMn3SMpzz3P/OHM/oXNSVlZObW0tG17ZkDuBZhfZzMILv1tV8bswTZN9+/bx7W9/m4qKSubOXcDz657l6NGOzIOnw96joyPs2L6ViYlxZFmmoqKSefMXkEjEqa9vQBCyIfJ37hyqmmb5ihUIokhvby+qmmb33r0UFhQdl8NgmjrZMitdV6fD75n3z/DLbGTpdJrR0TFEQaCsrPyUFslzwWbJZCJvs4/5PANyVy7H2iCbpNrT00MsFkOWZUZGRnjrrbfo7e3FNM1coun+/ft59dVXOXr0aI5vPJ5JlGtubsbhcKCqKmNjYzQ1NVFfX09JSQnRaBRJkujr62NwcBCLJSP0FI1GicVibNy4ke3bt+ecHNM0GR4eZuPGjezduzf3rO7uboaGhpAkCUl6W1FXUZScU3my0NMpCu0yKQRcfh+KzUo2XJXRzMl8liRJyIoCRsYBFqXMWMty5t+akkIWNDewf88+nDY7VrsT1BQOtwWbywkIKGiIosTA4SNEBjqorqqgckYj1916E6lkgmhSJY2MKQioqXRu7NOmmPGxxUxjNAQBRTIzFQxGGpsiIUsCiXiM5Cm0IshzP/PcVd04b7mf7XF/l1JiO9XVNYxMlzhmT7S6riOKmdB0ttvrsd5YFtn/d7s9/N13/47amhqefW4dPp8Xq6JQUlJCYWEhV199NeXl5cxfsBC73Z5b5AFcLieyrBz3jN+FxWIhMDlJdVUVqqbjcLgoLy+np6eb2bNnY5rHnrozZarZhMS331VCFAXS6RTJZJKpqSkuvXQNXV2dzJgx491nyDloM7vdPq2zkbfZx3We6br+js0763gEAgGamprYuXMnsViM7u5ubrjhBv7pn/4JQRDI6LykUBSFT3ziEzz99NOYpplzCoLBIEVFRWQTZpPJJKlUiuLi4lxlkGmaeDwepqamsFgsuTJlu91OTU0NZWVlpNPp3BVPf38/X/ziF9myZQuRSGT6+k5EkiRCodBx5d6pVApRFE+pw7JhGCAIhCYDOFwOJENDT6ZAENETSQA0TcdikTGmc10EScxdt2myBVlTqSgtZOmiWTy3YRMdnb3UVfhxFZThdBezfPlStr7xFp0DwzhsNor9HtK6hJ6IYeoaQjJCYXkZVsFEMTJ2ynaFNwELBrpmIkw3gsQw0BNJJJtt2hkz8TodWGwOkumTj6LluZ957js2baFveOy85H62x/2EkROfz0thgZ/tO3ZkHma+7Ym9nfD3/iJJV199NWsuWUNpWRl33H47alrFMIxM59PaWurrG7HbnbjdnpySZxZZlc1jtS3e8fKiREFhIclUipqaaqaCAa65ei07duxA0zLJlclkikAgkPMms4mJbydLGrnSVZvNRmdnJw0NjezatQuP5+Tb2Z8LNrNY8jb7+M8zH3B8GXImN8fA4XBMJ8RZclyKioqQJIlEIpFLRM0KpQmCkHv/cDicS9LNXplZrVYcDgfhcJh4PM7U1FQu8iPLci7JFcDlcuX0THQ9o86bTcg9tnux1WrNvQdwnCMSDAaxWq052e2TgTR9xVekCMhaGgwT0WJBlKWcQuaxV4KCJCGIUqbskcwiKioWJMVCPBRlYHwCp6CiRmOoahIQsPiKmL9sHod6htjZ3s2kJqDHQkyG42haCkk0mLHqCg71DmdWaFEAUcptBiYgZhfpbOjdbgPTIGbIiJJMJJ5EM4yTbCaf5/5RcZ+zeM55y/1sj/sJIyc+nx9V1Zg9exbjE+OUlb5dGXDsAv67iYmGkTnVZTcAr9fLRRddnPv52rVX8/y653j1tdfo7OomnU5z1dqrcbneGdbOnPSOV9r8XZimic/nI5VKkUgkiCfiOQ2FcDjMvn17aWtrw+v187Of/ZTPf/4LWK2WnOeWTiex2exAZrGWZQtjo6MsXbqU2tq6d2xk74W8zfI2+yhs1tbWxp49ewgEArmoQ7Z8N+vIZVUhS0tLeeONN/D7/TmnInttkkwmc//abLZctCSb0Do+Po7T6SQSiVBVVcXk5GTO0fL5fDkBt0Qigd1uJ5VKkU6nc89OpVK5qqLh4WEKCwtzyblZ1dhjHSlBEBgdHcVms1FaevKKmbqmEUmpTMQS6KLE0PAYRYV+poIhtGQat8NOJJHE67IzEghTVuhjNBDC7XIQjSdwulz4FQlBlvjFC69x5YpFlFSUY/P4p8dex4iHkZBZPKeJYp+HLXvbmQwUUV5azED/GF6nnR1v7mVWZQE6IqKukUpqWK0SAiaaIGNYbFi0FJpqIFtEDFVDABwW9f1uLvPczyZ34TzmfpbH/YTOiSiK+Hx+TNNk/779x20aJ0L2FJbph/Lui7zL5eLW2z7JDTfeRCqV4sCBfUQj0RNuGqqaub+yWN69KVr2rl2WZZLJJOl0mv6+PgoLCnh5/XqKS4opKCji8OGD1NfV8eKLz3P99TdgmtmkoEyToswGxfTGk+D1N97g1ltue0/Ov4u8zfI2+yhslunrI3D06FFmzZqVi8R4PB58Ph+RSASHw4GmaRQUFCBJEiUlJei6TjKZzCnLKoqSi5L09fWxatUqXnrpJRwOR86xCIVCDA4O4vf7iUQiFBYWkkqlGBgYwGazMTk5SSAQwDCMXMKs0+nM2SyrCmuz2SgpKUHTNBwOB1NTUxQUFOR+7nQ6SafTDA4Ocv311x8XaXk/iJKE1V9E8USAaDRBKhhGddhJBMMMT4aQZQm3wwa6TnQqzKaeQapnziQdTxCaCDA+GsA7s5bBoUlmVJSxcm4zhqGRTkVBNdDUJKJVweEqoLq6HDUap7a2mpJZC1n3yEPsOpzpBXTjNVdSWOBB0jIhalGRMQWQLXYMNYWMDpKIqKYxTTlzDy+KIOiYhoFhGkzFEu/oJ5Xnfna5253+85b72R73d7XINddczfe+9z00TcudyoaHB5GkzF3y8PAwlZVVGIbO2Ngo1dUZhcmJiXGsVivptIokioiSSHFxKaOjI6hqmqGhIS6//EoURaG6uoZE8sTJMKlUErvd+Y7vZ0/R2ZLN7CLocrkoKyvP9Dnxejl69AjxeJRvPv0MX7v3Xuob6tm1ayfPv/A8uqYxZ/Zs6urrAYjFYlgsFh577DFqamoYnxinqanppCfLuWKzdDqFzebI2+xjPM88Hg/Nzc0cOHCAxYsX88wzz7Bs2TJuvvlmwuEwTzzxBDfffHNOW8QwDBRFyQmyZXl1dHQwc+ZM1q1bR1FRESMjIzQ3NxONRgkEAoRCIeLxODU1NSQSCXw+H8PDw2zfvp10Ok1RUVGul47P56O7uxvTNJmamsLr9WKxWFAUBZ/Ph9frRVVVrFYrxcXFPPHEE9TU1FBSUoJhZBR+/X4/XV1d+P3+d7QdeE+IEn5FYFDXiMdipFSNSChCMBpHtMgY0yq1siQSTmn4i4uZUewkFDaZVdjA6HgAq83Kjv1HuP7S5firygABLRbD4nCBLqDH4qRFKwVFfvb3j1BT5CM+NUZbXSWfufpC5OmQumCamfC2ICBjYJgSmppEAHRTQCJz90+2Y7NpIkgiiVicMp+XiCHgtCnvQzjP/aPkrgrKecv9bI/7u64CXq+fqqoqenp6csl0gUBgOkkuSTyeJBFP0D/QR3FxMcFgkFgsht1u55VXXqWtrQVVzXQb3btnNzW1tRw+fIiWlpbcM5LJFMkTbBq6rufau58I2dwE0zSxWCwUFhZy5Eg7LpeH+++/n1tu+QSzZ88mkUjyx5dehixbiEYj1NbWI4oibreL/QcOUFtXj2Ho2O12JiYm2X9gP9dfdz3z5y941/yD98LZtpkkyXmbfcznmdvtzpXfCoLAW2+9xQsvvJBz7AzDYOvWrcdd86iqyoYNG3L2TafTWCwWhoaGEISMMFpNTQ39/f04nU7KyspyuiSQEXlLJpMoSmYRsVqt2O12SkpKqK6uJp1O85Of/ARRFKmsrMRqtZJVr+3p6TmhfV944QUAHA4Huq7zv//3/6axsZHR0dFTutaRZQuSKOMtLGAqFKGkrhJJN6izWdFFCYsAqmZgVyRaG6uQZAlBFHE47MhuFz5BICI7GAuG6Bsap7G1GQCLx0FyahI9lUJ2OJjo7cFiU2hsriUajNBz8ACLZjdlkvZ0nawOsKRYMguwaWKoaURZBEFAwsy0lc9eUQoCgiyBIDAeCNEzMk5VYzO2E0T38tzPIvf+PixWy/nJ/SyP+7s6J6IocuONN/FP//yP/OxnP+VLX/pfRCIRkskk7e3tBAIB7rjjU2zbvhWn08n2bdv4xC238KN//3cuvugiREHg8suvYNu2LRiGSVFRMVNTUxw8cIDm5szGUVRUyLZtW5k1a/ZxzzZN/V3v4bN35tkQvyzLuFxuGhtncKS9nb/6y7/in//ln7n33j8C4M033uDqa66joqKSb3zjG9x77x8xMNDPpZdeiq5riKJIOp1m586drF61Gl3XaWubddIT5VyymcWSt9nHfZ7ZbDYSiQSFhYVMTEzwF3/xF6RSKaxWK/v27WP16tVMTEzkEmZ1XT8uipJOp3O5H9FolL/+678mGAzmnJZsMmwqlZoWd1KPc4ZM0yQYDB5XPWUYBjfddBMXXHBBrnFgIpHIPTvrgGQrdaxWay6Pp7y8HFVV6erqYubMmadURgyg2O0kkQjHkxR4HZT43JiGmUv+Y7pSwDRN3O5pJ0nMCNSJmoYsiWz87Rv8wS1XISkWnnn2VRrrK5k5owZJsRINhlFDUSZCEQqKCnBaFdwV1ZRFU3T3DVFTVox1+uQnyZmyaBMBXTOQxIyugyhLmXcSBdAzC7UgZRZwM60SSaSYWVOJxefJiWTluZ8r3KMUFPnPU+5nd9zfM35aUlLKrLZZbN+xnaGhQRYsWEQkEqatbRb9/X3IskxNTS3FxcV86lOfpq+/j7/4879g757dFBYWMjIygiQpNDc3IEkSN9/8ieNOih6Ph92797Bo0WIkScLt9qBp6Wkp8BNrTmRs/7bIjChKWCwiiqKg6RqDQwN8+ctfxuPJ9AxZuWoVu3fvzGx4qSTV1VVUVFQgCJmNMZlMYrEo7Nu/nxtvuIH9Bw5QVlZ20hMlb7O8zT5Km4miyPz58+nq6sp1741EImzatIlf/vKXFBUVUV5enru+EUWRkZERqqur6e7uprKykvb2dl555RVuvfVWHn74YXp7e0mlUkQiEaxWK6+++ipXXXUVFRUVHD16lHnz5pFKpdiyZQvz5s2jpKSEwcFBdF2nvr4ei8XCnj178Hg8KIrCa6+9xvLly5EkicnJSXRdz+W9ZGGaJj/96U9paGhgy5YtXHPNNVRXV1NUVHRK9pAsCpLFisXUUZEwUmpmcbTImZOaKGCaAqauY5h6RuvBnC6rFAWOHu1jycI27G4XokVm7RWrGBwc4fU3dnLBhStxF/uJT07R0TNMk2IjMBkiEu+itaUeb+VSQoFJxEQQRDGzGAsgiIBpZu7YJZmUIWFRVXJ9CmQJUzcQFQUjkWQyHKFvZIxrL74SQTz5K6089zPPvXtgBBTrecn9bI/7e9ZpWq1WGhoauXD1at588y0UxYLP56OwsACnw8nGjb+lsbEhkxwXmETTVIaHh9i2fQfbtm0nEgnj8bhyWfkulxun03XMEwRuvvkm/upb3+KVV17Jnd7ea8OAzKaRLYPMCF7pKIqCx+Ol82gHo6MjRKOx3Km3vLycoaEh5s+bh2lmFPRUVctdhbz00kvU1tTw2muvceutt53anXfeZnmbfcQ2u/TSS9m8eTPbt29HVVVee+01Wlpa+M53vsP69etJJpO53zUMg5deeolHHnmEnp4eFEVhaGiIe++9l/Xr1xONRtm1axe/+tWvCAaDNDQ05K5tQqEQu3fvJhqNsnHjRoqKikin04yNjbFu3ToEQaC/v5+uri5ef/31XHLrCy+8kFOC7erq4oknnkBV1dw76bpOOBzm7rvvxuv1cs899xCPx9F1naqqqlOyhQCUNM5kRk0Fg70DGJqKqesIUqanByYIsowgisiKgqhYEG0KsiQSN6F7eIwivxfRIiMpCg53ITV1NcxfOJdtm7ZhcXiRbDYuWNhK12iQQ71DzGio5pfPv86vHniY9u3bEGU5k/wsiQiiiKbpCJiYooApSSioJC2O6RUcVFMCAYxUCkyTvv4RRgJBVq5aled+jnFfMbf5vOV+tsf9PZ0TQRC45JI1HO3qYmCgn7GxsenFXKCouBjTNFAUG08++SQTExMEg1Ps2buXRYsWUV1Tw5tvvUV5eTmTkxMn1C4QBIHa2nokUWT3nj3TYV+Jzs4OwuHQO0pIj/07w9BJJBKk06npUlCBgoICysrKMQ2DzZveRJ5Wr1RVDZvNxuc+91l0XZvWWcgkOQ4MDLBnz26qq6uZM2cupSUnf999rtksFJrK2+w8mGcul4tLLsk0IhQEgcHBQX7961+zd+9ePvnJT7Jr167jOKxcuZJrrrkGm81GKpVi8eLF/OQnP+GKK64gnU7T0tLCqlWrmDdvHqqq0tbWlkuinTNnDqlUivnz5/PQQw8xMjKCKGa6K+/I6dNknLNoNEo0GmX27NmMjY0RDAYpLS1l7dq1xzliBw4cyGmzLFy4EIvFwsGDB5k3b96pG0MQqGxsJpJIkxZEUkZG18GYVqVEEEDXEabzXkzdABOCiTT/+p+/ZOmcZiSbgt1TiEVxoKoJ0vEEhUUFNDTXsXPTNuw+H2lVo7+zi/KyEkLjk1y/aiGLFrRR19RAZCqCKAoYuk4oEueVN3ex/3AXO/d3cvBAByPDk+zbfYBgJMGew110dfdkLut1A8FqYeu+dkqKiqhqOMWE8jz3M85d1Y3zlvvZHvf3VbiSJIm7v3oPBYV+/vf/+T8w3d7e43Fz1VVXU1lZyd13/yEXXXQJV155FVdecSUXXXQRy5cv53996U4qK6tyd//vhjVrLiY5fVc9OTlJIpHAalV4r2JoXTcYGRkhmUximuQ0FWrr6jCBRDJJLB4jlUoxMjJCZWVVboFMp9MoikI6neaNN9/gK1/5KoFAgMsuu/wDJXWeKzaz2ax5m52izX5f59kll1xCaWkpDz74ILfffjurV6+msrKSxx9/nKqqqlz+kWmazJgxA4fDwcKFC4GMc3PnnXdSVFSEYRgUFRUxb948BEFAVVVaWloQRXH6Oq0mV0r9zW9+k4qKClKpFGvXrmXZsmU5x+7qq69GlmVSqRS33XYbhYWFqKpKZWUlVVVVuVyScDjMvHnz2L59O52dnezbt4/HH3+cT3ziE7ky5FOF3eXBcBdR5XWxcfNuDF3H0DIVCxgGpmGAaZKQHQiKBSOV5qn1G/nS9ZdS3zwDu7MASZRRU0l0LU1Il3nsmQ14isqZu+ZyDrb3UjNrNuF4nP7ePorLSukeDqDLVoLjEzjLSkkamSiby6GwqLWegf4RhFQSCyabt+7F47Yz0jvAyMgkteWlmQRCRWbz1v0kUymuvu4GpHfJGctzP3vcq1tnnbfcz/a4v7/8JhlthaVLl3PN1Wt58skn0DQVQRDx+/1YrVZ8Pj82mw2Xy01ZWTk2m52CgkJ8Ph+SJONyuU74uaZpMjIyzMqVq3ML2MjIEM3NzVgsCm9fWL0TFoucu8dOJOIIQiYfwO8vwOFwTOs/2DEMg/379qFNq1ZmRLBk0mmVvXv34XA46OzspLW1Lae+eTqQt1neZmfSZvX19YyOjlJVVcXExASLFi0iFApRW1vLunXr+NGPfoTX6wUyVzvHqrJmeFly1TdZG70XspGO7O9lE2eP/bksy7mmhCf6PEEQKC4u5oEHHmDFihWUlZUxd+5cGhsbEUXxlJRyf+eDWbDqQsZCUSx2J2MTQVKJJIaW0VkQZAlBseAQ0hjJFKORBF5FoaK2AmM6wpVKxlBjUeLBICVuBxdedhnbdu1HmxonmVaJhydRZJkdhzrBIrNi2TymxseQHC5EiwNvQSGaphOJxNmwdT+6JDEaSdI1MIxVsZCKJYmm09TXV7P3cCcAqiny0HMbcLncrLp8bZ77Ocg9OjV+3nI/2+N+Us6JKIqsXnUBo6NjhEIhOjo6puW+T+rP3xOTExM4nS5aWprRdZWSklIUxfa++QCiKGG1ZioXMp1QBSKRKA8+9CD/+m8/YGBgAI/Hw9NPP4PP72PB/Plke5Ck02l279lNd3cXxUUlaJrOqlO893s/5G126sjb7OShKAqf/vSn2b9/P+3t7fj9ftrb20kmk1RXV1NaWsq+fftOmNcSCoX45je/yWuvvXZS7QHeD4KQ6Ye0c+dOBgYG3uEIQSYy1tHRwSuvvMIFF1xAe3s7W7dupaOjg9raWubMmfOh3sFfXk19YyO6IDAxFUFRLBhpFVPTwTBB0zNf6wbf+pefYbNm+inJig2rzY6toAx3WRUWm4ufP/BLKgpcXLjmYnoP7GckFMHpLeaKFQvoH59gajJIKpVg7tLlFBf4cTtsWGxWPDXNyLLEinnNLF/Qwuy6MmY11HDR8rkkolHaZjczPDxKWXEBCLBn70EaysuoamyiqrY2z/0c5O7yl5633M/2uJ/0ymS32/nzP/9LTOAXv3iAoemW6e924jqZk1g0GqagsIBoNEJhYTEWi5XKyur3DXmbZqbra/auO5FI8PAvH+LLd32Zt97axBe/8Hnsdjs//vGPWbhwITfccCOKYsm97/j4BIcPHeKKK64kEAxw/fU3nJJC38kib7NTR95mJ49ly5YxY8YMxsbGcgmrL7/8Ml/60pe4+eab+a//+i9isdhxDojVauUf/uEf8Pl8XHvttfzZn/1ZLurxQWC329m2bRs7d+7khz/8IevWreOJJ554h9OjaRpvvvkmdruddDrNAw88wFVXXcW2bduYPXv2KVfp/C4UuwNvzQyIxwjF08TiSSKhCFo6U8lgmiaGqtHeO0iB28WaVYsRZZl0IkY6FUOPhdDiMdzlVdxx41ru+/HPCA910bp0GS7BRLQ5qamp4JoVi3ltyy7SoRBORWJ0MshIOEVkYgLF5cHu8VNeVkSR101VRQlOr5vRyRCL5jQhJhLUVpRQVVKAoensOtRFe98A199wA4r15FVx89w/Ou6mrJy33M/2uJ/SscnpdHLD9TcwZ85cfvObJ3P9NU6E99IryG4o/X39FBQU0dvTTWtrKxlp8vd+h2xTMUHI9P/YtGkT/+/7/8iDDz7Ep+74NP/w93/P8uUr+NznPs9dd93FmjVrkCQxp9kwNjbOI488wtIlS/nBD3/ALZ+4Jaf7cCaQt9mpI2+zk8cXv/hF/H4/GzZsYNasWfzwhz/kpZde4sEHH+SWW27hjTfeIBgMHtd35//+3//Ld77zHR577DG+973v8cADD/Db3/6W7u5uJiZOnFSchSAIOSn/vr4+tm/fzr59+2hoaOBXv/oVN9xwA2vXrs2NS7ZnTiAQ4J577iEWizE5Ocnf//3f89BDD3HTTTdRXv7ebQtOBoIgMHvlxbT3DxJKJDnQ2ZcZD03DNEz0VBoTeGPHPj51xQX4SkuxObwY6TSamiIZnyIemiQ+1Iu/tJxbbr2ZNzduRouHUOw2IuEJJJuTRa2NvLRlF30j48iSSEV9A6GhPmwuL0YshOTyElV8uc6xk2OTDIwG6e4ZxCJJ1FSUYKoaE0mN9qO9zFqwiGUXX5bnfo5ynwqOn7fcz/a4n3JMd+7ceSxfvgKP28Pf/O1fMz4xnvvZsafY7AL3bifbDRvW4/f7sdmsLFi4GEWxomlpDEMnlUq+4/dNM9M5dXR0lH379vH1b3yNr3/96zz2+BMsXLiAR3/9a6677ppc7xGr1Tbdf+XtEPvo6BgvrX+Ju758F7t37+YH//YjKioqT9UEp4y8zU4deZudHIqKiliwYAFlZWU89dRTRKNRhoeHueeee5gxYwbPPPMMTz/9NA5Hpq2Brut4PB7i8TiBQAC/308gEKC1tZWenh6efPLJ4xy+bF6Kw+FgZGSEZ599lr6+Pn79619TW1tLYWEh9957L5s3b87J3Lvdbys+hkIhDMNg+/bt/Pa3v+W6667D5/PR2dnJwoULqaurO6VeOu8Fq93OvX/1d+zv6CKY0hkLhDF0A0PTkBQLSVUjEk3Q0lyPbLEjKzbsBSWYpoEs2xAtMvFIhGhgjP4jh2msruDxp9azcME8fv7Th/AVFrHwgtV8cu0lDA6Pg2lQVFRIKBRBcHqQvEXoCASiSXS7D1PPnF7TyTjllZnqLEEUCCWS/PN9v8BbUMAf//m3kD5EGX6e+5nl/qtf/ua85X62x/0DWWfVqtVYrVZKSkr4xS8e4PrrbqCpqYmM3Pfx/k42JH7s16Zpkkql+Y8f/5jKykqKi4spLy+nqLCQSDSKbbpV+/jEBGNjY0xMTBAKhenp6WZ4ZARZkli1ajU33HAD1dU11NfVIUnydKlnRp8i27k2lUqhaRo7duwkHA5xxeVX8MILz3PzJ245bhE90/gobOZ0OhkbH8/b7BRs9nGYZ9dddx3Dw8OMj4/zox/9iK9//evs3buX3/zmNyxevJjbb7+d119/HYfDwcyZM4GMk3LrrbcSDoe59dZbKSkpYffu3axd+3aSmiAIbNu2jUAggMvlYsaMGRQUFNDY2Mjw8DCbNm2iqKiIRCLBggUL0HU9F6HJ/jsyMjKdCNzKnj172L59O7IsMzrdlbm6uvq02qK0cSbLL7iY1ze8hCjNwe93IysWBFkinEohCAKptIqg2DBScSzuAtRUDNPQcPrLSIY60JMppMIyUqMDVBb5sVlkJkMRDh/tZvaiJbQtWMyGdesyYfNElKq2OfT1DzGzxcXk5BThwASTdhtu1aChuoyG6rJM23pBQE2neWPHfpw2OxdddQ2+ouI893OY+1Qsft5yP9vj/oGcE0EQWLx4SS70ff9/3c8N11/P/PnzkWUp9zuieHyvF9M06e3tRhBEVq9ezYoVK3hlwwZef+MNxsbGjkukk0QJURQQRJGmxhl4fV6uuuoqWlpaqKysYGBgAFVVaWyckX0rdN3I9fTINmpLpVIcPdqJaRosXbqMxx9/jD/5k/9DYWHhB6H+gfHR2CyjP5G32fk1zyRJ4nOf+xyRSIRgMMjDDz9MOBymqamJz33uc2zZsoW+vj6i0SiNjY25/JKsXWtqaohGoxQVFVFcXHxcRU62WeHcuXNxuVwEg0H6+/uxWCysWrWKcDiMpmlUVFQcF3E5fPgwixcvprKyEkmS6OzspKKignA4TDAYZO3atR+oUeT7QRAErvrEJ9mwYQOb9x7ErcgsaqtHiCVIRuPYFIVoKAIWG4KawkhEcRTXoUeD6HqagpoGRnq7URIqpfU1mNEwvYOj1JaVsHHrLloXLaGpqZH/HBlHV1VESaDYITMZzygJG1qKotJKUuEpissLUSfHkWUJU9cxBYHdPcO8vvswvoJCrvnEJ09LQnKe+5njXl1SfN5yP9vjLpjvl1H4HjBNk8OHD7F9+1bGxseJRqJ86lOfQlHebqaWVdnM/D50dLQDAl6vl8LCAkAgEAjgcDgYGxtDFAUUxYrL5SIWi1JQUIiqasTj0dzCOdDfjyRbGBjoZ8aMJtzujDqoruuoqoooZmTHA4Ege/bsoaysDFXV6Orq5JZbbqW+vuGDUv7QOJM2czpdxON5m52v82xsbIz77ruPQ4cO0dTUhNVqpbKykr6+Pq677jpefPFFrrzySiDTV+dYXZFs/yBd149zMtxuN/fffz/V1dUsX76cw4cPU1VVlSuj/l1kukoPo2kajz76KJdddhnRaDTnAA0PD3PZZZfR2tr6oVSF3w/dRw7z51+7myKvh0Wtjaye20wyleaXL2zk4kWzWbRiObaSKsx0EtIJUGyZNu7JKGo6yeadB3E7HNQUOth7dBCX10d/dw9LL7qQuuYWfvivP+COq1bjKShE01V01cDqsGOKCvu3bMFXXERwZJiS2hpsagIR2Lj7INv2deAoKuVP/+bv8RWcGcc1z/30cff4C+jt7DovuZ/tcf9Q7psgCLS2tnHrrbcjINDW1sbf/d3fcvjwETRNn17odDRNBTLVDvX1jfT391FQ4EcQBKamgsiyzEMPPYQsy0QiUUpLS3JqnE888TiDgwO5MkmAUDhMcXEJTqeTdDrF8PAw6XSaVCpFKpVCVTW2bt3Kb3/7GhdeeCHRaATTNPnmN//0rG6yZ9pmokjeZufxPCspKeEb3/gGs2bNYmhoiCNHjjBz5kyOHDnCX/7lXzJrVqbRYE9PDz//+c/59a9/TSgUwmazIYoiqqq+I8E4Eolw2223sWLFCgBaWlpwuVzHOSZZoTlRFPF6vfzgBz/A7XZz9913E4lEkGUZQRDo6Ohg7dq1Z9wxAahvbuErf3gPh7p62Ns1wJv7jmBTLNxw4RKe3riVt97aQnjwKEY8jGlzgZoCNYWeTpGYGMMvmUSDAbS0SpFVoqi4EGdRKfc/8DCxSJhlc1owtDTpVAxJkpFliWRgEsPQaJo1g/UbNhIMRdmzay+6YdI5Nsmewz2MROJ86n/ddcY2qDz308u9wO89b7mf7XH/UJGTY5FMJtm6dTOh0BQdR4/icbspLi5h/vz5aJqaaycvyxa2bt3CxRdfjGmadHV1oesmLpcTt9tDd1cnLa0tBINBkskk6bSK2+3mwIH9rFy5EkVR2LZtK3W19Rw4eICqqioikQizZs0imUyxa9dOdN2gqamJdDrNwMAAzc0zWbZs+WkNpZ0OnG6bhcNhYrFY3mbn+TwLBoP8x3/8Bzt37iQej3PnnXfS3Jxpi24YBp2dnfzoRz/ir/7qr3jjjTew2Ww4nU5Wr15NIpFAlt++Jnu3Mm5BEIhEIng8Hl5++WVmzZpFcXExTqeT7373uzQ3N1NZWYlpmng8Hrq7u7n11lupra39yOyjqWmef/zX/ORHP6B1ZhMLGqtpqixC0Az2dvURjMRZPGcmleUlFNU2YLG7iI32oqspEvEkA4MTNNRVIthdiOkoD63fys233ML6dc9x41UXIpuZfiYWqws1lUCSLAx0d7N19z40TaeyppLW2nI2vLmDnuFJQimNu77xp7QtWHRaVJXz3M88dyEV4eGXt52X3M/2uJ+244vNZuPCCy8mFJoiGAjQ0tpGf38/X//617nzzj9gzpzZbNy4kcPt7dz+yU+iaRrpdJr6+gZeeulFuru6+OTtdyBKIhaLhaKiYt588w1eeeUVvv71bzA0NIwkSaTTaSrKK3jjrTe5/trreOyJx7nowotpbz9CZ2cnV1xxBbJs4b/++36WLVvBJz95x2mrBjjdON028/sLOHjwYN5m5/k88/v9fP3rX+eJJ55g3bp1/OQnP+Haa6/l5ptv5ujRo4TDYWbNmkVvby/Lli1jy5YtrFixgg0bNnDw4EFaW1txOp3MnDmTdDqNw+HAZrORTqdzHA8cOEBJSQnt7e3U1tZy5MgRvF4viqKgqiqXXnopqqry8ssvU1NTw2c+8xnKyso+UsdNtihcd/tncHk8/PVf/BmGmqZjYIRbLlhAqd/PnMYaXti0G103WdTaQNusGXgLChFlGZu3AE9hEbJixWJ3k45bQVcpK/bTUFNJb98IjTXFaGoKUVJIBMZw18xkb1c/KVPiyktXYBMNfvjfT4DFRnvPAP/0459Q2zQzzz3PPc/9JHDaIifHwjAMdu/exeDgALIsMzExQSQSoaDAjyiK1NfXT/f1MNF1jWg0xsjICB1HjnDd9dehqiqSJCGKIoFAgFc2bODqa67FYpFzip6HDh2ir6+XyooKVC3TzTQUCpNKJUkmU1x66WUfWtjpo0TeZqeOvM3eG4ZhsG3bNh599FF27dpFSUkJt912G5s2bSIej3Pvvffy0EMPMXfuXCYnJxkeHubaa69lw4YNFBUVMTAwgNfrpbm5mb6+PoaHh7nhhhvQdZ0jR46wcOFCjhw5gsfjoauri5UrV2IYBuvXr8dms7F9+3ZuueUWVq5c+ZFWeZ3IDm+uX8cP/u3f8NssFHrdLJhRQ0NFCS67jVAsQefgKPFEAo/HRXN1BT6vC1EQkBQrkt2O1eHgZ/c/wqdvvhosClu37aK62E9M1xgOxEBPo9gcNFaVUOhxsv7NHXR0DzAaDFHT3MYf3HMv5TV1vK/ATp57nnueO3CGnJMs0uk0kUiEzZvfYmRkhGXLlgFw6NAh+gf6kESJiopKFi1aSDqtYrVaEUUxF57PhJQhHo8TiYTZtn0bE+PjFBYWMnNmK3V1dUiSxKZNb7Fp0yauve46Vq5YhcfjOeuh9Q+KvM1OHXmbvTcCgQCvvPIKjz32GIFAAI/Hw1e/+lUcDgff+ta3uOeee3jhhReor6+ntbWV/v5+Fi5cyNNPP82CBQuor6/niSeeoKWlhdraWjweD9u2bWPRokUMDg4yOTmJzWZj6dKlmajV4cM0NDSwdu1aysvLz3h+ycnANE0mx8f41p/+MXv37OLqC5YTU3XmVhezYGYDhm6ALBGNJXjqlc3s6ujm+kuWM6epHr/PR1XjDJ594mmaqkuJWx28unkXo8OjrFq2iGXzm7AYOqIpsL9nkP946AlmzpjBwfYjfObOu7j5U5/9UEqgee5nk3sjzz7xzHnK/eyO+xl1To6FqqZ56623CEfC2KxWPB43mqaTSqUYHR1DlkWSyRSKYsHldKFqGoauk0qncblcOBwOdE1DsVoZGxvHZrMSjUbp6u5h7VVrWbhw4Rm/z/uocao203QNXcvbLD/PToze3l7Wr1/Ptm3b2L17N+Xl5fzhH/4h7e3tXH311fzgBz+grq4On89Hc3Mze/bsoa2tDYfDgSAI/OpXv+LWW2/FYrGQSCTYuHEjJSUlzJ07l97eXp5++mkWLVrEkiVLWLBgwTlzzZWFaZpoapqnH3+UR3/x31gtMo3VlVjQKfE4KSv00VBZhsfvJZlOc3RwnJHRMSKxTPfqZCKJKEvUVlXSUFNFod9BKp5kYHiMkfEAm/YdoX94DL/XS82MJm7+1Gdonj0/17o+z/33j7uiWEglU+cl97M97h+Zc5KFYeiEwxFUVSUajbBr1y6mpqaIRsN4PB4ikSiSLGGRM8qUofAUWjoTfrfZ7cyc2UJlZSV+vx+fz4/dbv+93SxOFnmbnTryNjsxdF1neHiY9vZ21q1bx/j4OPF4HF3XsdlszJkzh9mzZ9Pa2srLL7+MLMtccsklvPnmm1RXV9PU1MTg4CB79uxhYGCAdDpNYWEhlZWVXHjhhRQUFBxXonwuwjRNRgcHeGPDizzy3/ejGgZLW2dQ3dTCUF8PoWCQmbWVtDXVU+Bx4HQ6EKwKRjxJUtOZDEU40N5J5+AYE1NhCouKIJVky6EOli9Zwqe/fDfV9Q043R+wy/IZRJ77KXJXLBiJ1PnJ/SyP+0funLwbNE3LSZEfK5KV1V4QpwXG8ngbeZudOvI2exuqqnL48GG2bt3K0NAQU1NT9PX1EQwGCYVCKIqCx+NBkiTi8TjRaBSHw0FdXR2zZ8+mrKyMyspK5s2bR0FBwdmm84EQCwV5Zf1LvPLSiwz09+G2SNSWF2PqBoGUSmJqClEUkESRwYkABR4XVqsNUVHwKjKmbCGsmrTMnsv1N1xPTXPb7838yXPPcz+XuZ8zzkkeeeRx9hCPxwmFQkSj0Wm126Ps378/93OXy8XixYspLS3F7XbjcDhwOp3v2STw9wlqOsX46CjjI8P0dR+lq/0wu7duZmhsAlEQkCURm1XB43BQ2zqbxsYGame2UVFZTWlZGQ635/c2spbn/u7cJUnEfp5yP9vjnndO8sgjjzzyyCOPcwq/H3GoPPLII4888sjjvEHeOckjjzzyyCOPPM4p5J2TPPLII4888sjjnELeOckjjzzyyCOPPM4p/P+ap0VrTgu4hQAAAABJRU5ErkJggg=="
null
[ 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", 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", 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" ]
2
math
grade-2
greatest-and-least-word-problems-up-to-1000
false
true
The aquarium's records showed how many tickets were sold in the past 4 days. On which day did the aquarium sell the most tickets?
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l25asldffux3Dqvc+ZKTrm3Q2acog587sWrlZvqQ8tf8I7RW2dDZpqtG+dCs8gvYKW17RbUTyo8QKlbGm1fZzaWJuRuuOrpw/dorQX34rMt3Tc/XvJoE367ejvcKWvRu2q8t3Loj2ClveeWMYdyOjmD9oIl2tXmTC6/347fTP5OTk8MWiVQxwep1edu3ZumQNklTwQW0KhYKNC5bRx+Fl3mrwEsu85pKemqaRJjX5Mb7TPqBfk1fpavUi7/UcSeT1m/L6p2WZ3mM4jx4mMH+wF68bOvLtF18Veoypj1NYM3MRg5p3xsPCmckeg7h06py8/tefztPHIW/663e7v42nZYsC+Qxy7sznH34KwM/Hf6S9wpY367fTKFN7hS0P78XK22RlZrJ1yRpGuHSXm9UOb9tT6GcDkPwokX6OHWmvsGXphNny8qibt5jTfxzdrFvRt/ErLJ0wm8eJSQAs85rLZI/BAKSnpsnliLp5C4DAgB8Y83JP3EydGNS8M59Mnq9RxmdFlc1RZaqLPPQmNt+lYXPzvJNUkUvG/AyNjej+dj/8123l1rUbAOTk5DDJbSAP7t5HW1sbHV1dom9GsnnhJ2jraDNq7lQ8+vfAzNKCx4lJXDxxli4DewJw8Uk71MtdO2Fex7JSyvgsq8pzmfY4hZFzp7BgsBebFixnx4UjFS4vwM0r4Yx5pRfJ/6h/FK9e/B3vIZNp1u5FjfbSrT5raNb2RTz699DYPmC7P5Ikoa2jQ25ODgHb/bn3dwyfnz4AqAPqiJfe5N7f0ejo6mJobMTFE2cIDrzI/vCzNHS0l/O6GxnN7L5jCf/1CgBNCrnsTktJZZRrD+7cUs9BpqunR/C5IILPBTF/83KGvjsObW1tXrCx5n7UHQCsbetRx8aqQF4mZqYYGBmSnpqGgZEh1rb1sLCqU+RnlZmRwfhX+/Ln1esA6OnrczMknB/8D9N3/Ntoa2t2RKpUKj74v3e4dzuGdp1eZuHn6quM8N9CmOw+iKzMTEzMzUiIfcjRL/dx/dcQ9oT+iJ6BPibmpiTG/4NCoaBhEwcAdHR1Cfn5V+YPmohKpaKRkyOpyY85tPVr6tk3ZPz77xVZ9tqoSu+oMtUt/lGtsZUUVAEaODYC4M6tKHJzc9HR0WHuxo9ZtuczzqX8yamHYXQf1g+Abz5X1xT09PV58//6A/DTwWNyXhdPnAWg25A+lVa+Z11VnUtJknB1f5XGLZy4evF3zh09ibGpSbnyyi/5USKu7q8ScOsiS/+3CVD3msdG38Xv7Df4h/5IffuGAHIbZX62jRux+7fvuZh5m1lrfQD4/cwvcm16k/cn3Ps7mvaer/PjwzB+fBjGyDlTyMrIZNeKTRp53bl1m/u3Y1h9+Eu+vfkzLTu0LbC/zz/8lDu3bmNV34Zvbpzn59S/GD3/HQA2zPuYuDv3aO/5OjsvHZe3WfLVBvZcOVUgr92/fU+n3t0A6NClE4f/usDOoGMF0j3lt2g1f169jqGxERu+/5oLGX+zJ+QUy/duKRBQAb74yJdLp85R374hqw7tQFdP3Zy0ZOxMsjIzGT3/HX6Kv8apB1d5ya0jkddv8uP+o8zftJwpH88H1BWhw39d4PBfF2joaM8v3/2ESqWiY3d3Dv35Cz/EhrLhu/8xbuH0IstdW9Xovf8mJXxRy0JSqfNSKBRyG5PngLfoMXwA0TcjOfPtdyiz1OMr46Lvyu1Sfce/DcAvx38iKzOT9NQ0Qn/5DW0dHdz7v1lp5XveVeRcpiY/ZuqyBQBs+eBTTC3NK6VMczd+TMMmDvQcOQgTczMARsyehKvHazRr+yKuHq8BFHqJ2aHL67zYoR3a2tq8/d4EDI2NAHUvOORdzRgYGbJtyVo2zl/Gw7vqfCKuXCuQ35KvNuLRvwf2zZqgp69fYP2F79X5DZw8Egfnpujo6jJ5yVz0DQzIysgkODCooh9Hkc4fUwfmwVPH8PpbXVAoFDRv1wqrenULpD176Ht2PvnRWHV4hzzy4H7UHbk/IzXpMRvnL2Orzxq5qaawzyQ/pzYtAfj9zAWWec3lRnAYr/fsWmh7cW1XpVNUByeoY3b+L1z+9r38l48VdTcyCgA7p8Zoaan3++tP51k7y4fI8Ais6tvwQj1rQN2DmpmegYm5Li1c29C0dQtuXbvBpVPnUCgU5GRn07G7OxYvFH3J9F9TlecyPTWNLgN78uLLLlz/LYTrv4WWO6+i6BsakJr8uMAygNyc4odtaWtrY2phTkZaOkkJj1CpVHIA/eW7nwqkL6wdskmr5kXmr1KpuPe3eniTrYNdXvkMDKhjY0Vs9F1i/vy72DKWV25uLnf+Ujc5NG7pVGL6/ON3g89exNmlNaAe//rUoa1fF9iuqLbZp3oMH0BSwiN2LFtPwHZ/Arb781oPT97f6ks9uwalOpbaotCaan2jigc7zV7ivA6N/B0dlVVTTX2cwsm9AQA0a6v+xbsbGcXsPmO589dtNnz3P364H8KMVR8Vun2fccMA9WX/lXOXAOg6uHellK2mPUvncvrK9wH4ZstuOeA9lf8yVJmZd0eXpFJR1TLS0vnnQTwA9s0c0dLSomFTBwAW71zHZem+xquwS/LiaGlpYdtY3XyVv3dcmZXFo4cJANg92V9pPa3hlTTOV1tbGxs7WwCiIm6VKu8+Y9Xfly8WrZLbd+2bN5HXH/n7UoHPZPaTJpTiyvX2exM4evtXFn7xKfUaNeDiD2fxffeDUpWpNik0qPq4KvHrnKXxyv9lKo2tN9QDwk10JPrkG+uYf+iNh23FBnZLkkTk9ZvM6TuWxPh/0NPXx2uxuicy5OdfycrMxNjMhA5dO5Gbmyu3lf5bz5GD0NHV5cL3p7lyLghtbW08B7xVobLVFs/KuQRo7/k6Hbu78/uZX8jKyNRY90L9vEvRIzv2khD7gA3zPpaDTmWLDL9JQtxDcnJy+Oz9FeTm5KCrp0e7zq8A8HrPrgBs/3i9HFgkSZI7o8rqtR6eABzy+5q7kVGoVCq2f7yerIxM9A0M5KaK0nrBRn1VFhEcRlpKarFpX+7WGYBvP/+K4MCLgLoduLAbIEbMnszinetw69OdjLR0VkxRN9tY1atLc5dWAKyZuUgeKZGVmcnN0PAC5crKyNT4rG6FR/D9199iYGTIoMmjePu9CQDyZ/ssKfLy/99fPL/OWRoP3ShOcIIWsRnqX6ThTXMxfXLDTUq2eogPQH1DCdsK1KKWTpiNMjOLjLR0QN3pNGf9Eho5OQLg+GJzFAoFifH/0N1G3TGQnaUsNC9L6xfo3LsbZw+fIC7mHi9361xsb+mzprafy/ymrXifX388X+BysWX7trxQry7/xD1k9YyPWD3jI/QNDbBv1qRK7qa7GRLOW7Yu6Ojqkq1U/9+MmjuFBk9qlJOXzOXnYz9y59ZtBjbrRMMm9iT/k0hi/D9sO38YlyfBt7Te+cSbCyfOcO/vaPo3fQ19QwP5h2X6px/InWql9Xqvrviv38ajhwn0qN+OOjbWHIksvF12+soPuHjiLPH345jsORhDYyMy0tKxsKrDtzd/1hgB0+a19gDMXufDpVPnCDoZyIk9h3hrxEA+2r6GCZ36cf7oKXrUb0e9Rg2Ijb6LnoE+AbcuYmphTrvOL2NsakJaSioTXu+HiYUZW88dYtHI6fx59TprZy3GpqGtfDPIG0Ofvc7iMnVUzWmTzeKXCg9M+blaqejdKJfejXKZ1CKv4S3wvrbcDtfHvmI1m+R/ElGpVDRr+yI9Rw7C/+qPDJoyWl7/Yod2fLB1FbYOdmhra/Ny107sDfupyCFST5sA4L/R61+bzmV+zi+15o2hfQss19PXZ9Wh7TRv1wpjM1Ne7tYZv7Pf4N6vajoTN/2wh16jh2Bkaoxjy2bM27iMd5Z7y+uNTU34+spJhs+ahF1TB+Ji7lHHxprx779XqrbJfzMxM2XPlZMMnTYOu6aN0dXTw6XzK2w8sUeutZXFK93cmL1uCQ2bOKBQKLB4wVIeL/pvFlZ12Bv2EwMnjcSuaWMUCgUt27dl9rolmFlaFLpNwyYOjJg9CYC1sxaT9M8jnF9qzf5rZ+g2pA9mdSx4cDeWpq1b8O4nCzEwMgTAvI4lqwO+pLlLK/QM9HnBxpqkhEesPbqL/hOHY/6CJdF/RuLQvAmz1vow7hkbTgVPpqgu6wycN5MVTD6vT2pOXs/cJOccjS/dv6kfbmxISrb6MvJYj0y51lMb3L7xF0NauqOjq8uJe1cKvZ+6tivPbKrP47kUhJpS7tlUm5tL+HfNolkZenx9gvXkmk3+y8jaID01jc/eXwGoLzeexYBaXs/buRSEmlbucaq2RhJ+nTNxr5+LiY6Eu23hDzUG9d025548Xq6ZuVRsLai6ffru+3S3aUNgwA8Ym5kyecncmi5StXtezqUg1AYVGqdqqgtrOpbcLmdrJOFqpeJ+moLVHbNKTF+drpxTN9636/QyM9cslm+d+695Hs6lINQGVTr4Pz+/zrXzC7g/vPBhVkLRauu5FITaQExRLQiCUIlEUBUEQahEIqgKgiBUIkUbP6/Ke6qJIAjCf5wOwNVJW2u6HEIlaLt1kjiXglCD2m6dJC7/BUEQKpMIqoIgCJVIBFVBEIRKJIKqIAhCJaqWoBqVrqLxyce4nEkhKVsMNhAE4flV4aAaEJvNkojMYoNlwP1sotJVhCbnMi44vaK7FARBqLUqFFRnhmUw4FIaPjcy2RVd9MM4xtrr0dZc/WSjgNhsAmLFk40EQXg+lSuoJmVLDLiUxobILI1lRbHQVbDL1Uh+L2qrgiA8r8ocVKPSVXj+nFpsbTMqXYXLmRRmhWXIy9qZa7PYWT1DZlK2VGzNtiI2btyIp6dnleRdUePGjWPevHk1XQxBEKpQmYJqaHIuLmdSCE0ufk6iXdFKQpNzWR+ZxfpbebXZsfZ68t9LIjIL27RQubm5KBSKYl/Tp08HIDY2lvDw8BJyrBm3bt0iKiqqposhVKOkpCT27NlDr169UCgUXLhQcIbSvXv30rVrV8zNzXFwcGDmzJk8fvxYI42rq2uB/3lTU9PqOgyhDEr9PNVd0UrGXSndZftYez05aG6IzGJmU30AHIy0GNNIj90xSqLSVUSlq3AwKjmua2lp8dNPP8nvDxw4wNatW/n+++/R01MH6oYNyzbbpCBUh5CQEDZv3lwgSD514MABpk6dire3Nx988AFBQUGsWrWKe/fucfDgQTldYmIiEyZMYNSoUfIybW3tKi+/UHaFBtVd0UpmXcso9/AnByMtFjsbsCQik6h0FbuilXIt1cNKh90x6kv/wPgcjdprURQKBV27dpXfh4aGAtClSxf09fXLVUZBqA6enp4EBQVx4cIFOnXqVGD9kCFD6NSpE7a2toD6f1qpVLJy5UqUSqVcaUhMTKRDhw64u7tXa/mFsiu0mrgrRlnh8aRPa6cAgQl5cx61s8j7dY1K15yPvrLo6elx584dRowYQd26dXFycuLbb7/VSGNnZ8esWbM0lq1ZswaFIm9W0aysLBQKBcHBwaxduxZ7e3tGjhwJIH9JTE1NcXZ2ZsGCBRq1kX/++YdRo0ZhY2ND06ZNWbp0KTo6mr9hqamprFy5Ejc3N8zNzXF2dsbPz09e7+XlRaNGjZAkzXOxZs0aLC0tyc4WoyiedQqFQg6oT6Wnp6Ovry//v6hUKpKTk6lbt25NFFEooyob/G+hq5CHUeUPnu3Mqz6oPn78GA8PDxwdHdm8eTNWVlaMGjWKhISEcuXn6+vLgQMH+Oijj3jnnXd49OgRvXr1wtramuPHj7NixQrCwsLkoJqRkUHHjh05e/YsK1asYPXq1Vy7do3AwECNfNeuXcv+/fsZOnQoBw8epEuXLkyZMoXz588D6o6tO3fu8Msvv2hsd+TIEfr164eurpjG9HmRnZ1NTEwMGzZswM/PjzVr1qClpf56JicnI0kSfn5+ODo6YmNjw9tvv82dO3dquNRCYap0jioLXUWx66sqqObk5HDo0CHatm0LgKOjIx06dCAoKIg+ffqUOb+QkBBCQ0MxMlIPCwsKCiI5ORlvb29eeeUVAAYMGCCn37hxI7dv3yY8PBxnZ2cA+vfvz6uvvqqRr7e3Nx9++KH85enWrRt79uxh//79uLm58dprr9G8eXP8/f3p3LkzAAkJCVy8eJEFCxaU+TiE2mv06NHs27cPgA0bNuDl5SWv09PTo1evXvTp0wc3Nzdu3LjBe++9R8+ePbly5Yr4ca1lavTe/5KCbnmZmJjIARWgSZMmAMTFxZUrv0mTJskBFaBt27Y0btyYsWPH4u/vX+Ay/PTp07i5uckB9al/X/7r6emhpaVFWloa586dY8uWLRgbG2vUQMaNG8fBgwflfRw/fhwTExPeeOONch2LUDutWbOGc+fO4ePjw6JFi5g4caK8ztjYmOPHjzN58mRatGjBwIED2bZtG+Hh4Zw6daoGSy0UpkqD6rknban5g2f+ttr8TQFV6Wljv0pVvpqxoaGhxnsjIyN+/fVXevfuzaRJk3BycmLr1ryHQ0dGRmJvb19ivunp6UybNg0nJyf8/PzIysrCyspKI0iPHj2apKQk+ctz9OhR+vXrJx+T8HywtbXFzc2NxYsXs2vXLnbs2MG5c+eKTO/h4YFCoeDGjRvVWEqhNAoNqqUZ5lSS/IP7Pazyamj5O62qqqZaGlpaWuTk5JScsAjW1tasWrWKmJgYRowYwZQpU/jqq68AsLKy4uHDhyXmMXz4cEJDQ7lx4wb+/v7MmTMHGxsbjTT169enR48e7N+/H6VSyalTpxgyZEi5yy3Ufh4eHkDeKJfCZGVlIUkS5ubm1VMoodQK7/13NeJsZxONl7tV2ZpffW6ox6ma62gO+g+Mzwtk/W1rri3I2tqa6Oho+X12djanT58u1ba5ublyrbdOnTosX76cZs2ayQO7XVxcOHfuHI8ePZK3USqVBd5///33DB06VP5iqFSqQsczjhs3jmPHjvHTTz+ho6ND9+7dy37AQq10+PBhHjx4oLEsODgYyGu2OnLkiMb/DiCPYW3fvn01lFIoiyKrpB5WOhqvwM4mzGhSujGhgQk5RGeog87MpgZyjTQpW5LHqNobalVKjbi8PD09+eGHH1i/fj179+6lR48eBf5xi7JixQo6duzIwYMHuXr1KmvXruXmzZtyDWP+/Pnk5ubSo0cPjh49ysGDB/Hw8NAI4np6etStW5ft27fz008/cezYMbp160ZERESB/fXp0wcdHR0WLFhA3759xaX/M+T69esEBwfL5zUiIoLg4GBiYmIA2LRpEx06dGD58uWcPn2aHTt2MHr0aNq0aUPXrl2RJAlfX186dOjAypUrOX36NJ9++ikzZsxg1KhRuLi41OThCYVp4+cllcXOqCyJQ4kFXov/yNBIN+ZymjTmclqR2/47fVmsXr1aAqTMzMwC67y9vSUrKyuNZampqRIgffHFF/KyxMREaeDAgZKZmZnk6uoqbdu2TTp79qwEyGkyMzMlQNq8ebNGfsnJyZK3t7fUtm1bycjISGrevLm0ceNGjTSXL1+W3Nzc5Px3794tzZw5Uxo8eLCc5uLFi5KLi4tkYmIiubm5SQEBAdKCBQukHj16FDiuGTNmSIB09OjRIj+Xsp5Loeo5OztLQIHXtGnTJEmSJKVSKS1fvlzq0qWLZG5uLtnZ2UleXl5SXFycnEdmZqa0dOlSyd3dXTIzM5OaNWsmffzxx5JSqaypwxKK0MbPS1K08fOSyjoDZ2hyLh7nU0jO1yS52NkAnxYGRW6TlC3R+ORjkrIlzHUgqod5jbapPmu2bNnCwoULefjwYZF3kYnZVAWhZpV7NtV25tqEdjWTB/eXxtjgdLnnP3+TgFCy3NxcNm/ezIgRI8RtuYJQy5W7UdPBSIvAzib0q6+LuU7xnU6hybkcefKowLbm2sXWaIU8jx8/5vz587z77rvcvXuX+fPn13SRBEEoQYXuqLLQVRDQ0bjEdO3MtXG30iEqTVWq9IJaUFAQgwYNolmzZnz33Xc4ODjUdJEEQShBld6mml9gZ5Pq2tVz48033yQ1NbWmiyEIQhmIKaoFQRAqkQiqgiAIlUgEVUEQhEokgqogCEIlUrTx86rYI/4FQRAEmQ4g7sJ5Tog7qgShZpX7jipBEAShcCKoCoIgVCIRVAVBECpRtQTVp0+ocjmTUuGprwVBEGqzCgfVgNhslkRkFhssAxNyiEpXEZqcy7jg9IruUhAEodaqUFCdGZbBgEtp+NzI1JiT6t88rHTkxwQGxGYTEJtdZFpBEIRnWbmCalK2xIBLaWyIzNJYVhQLXQW7XPOmeJ4VllGe3QqCINR6ZQ6qUekqPH9OLba2GZWuwuVMikbwbGeuzWJnA3l9cTVbQRCEZ1WZgmpoci4uZ1IITc4tNt2uaCWhybmsj8xi/a282mz+WVXz13Kr2unTp2nXrh1Xr14tNt1nn32Gp6dnNZVKEITnUamD6q5oZal774sKng5GWoxppF4XmpxLVLqqLGWlfv36KBSKAi8nJ6dit0tLSyMuLo6MjOKbHeLi4ggPDy9TmQShOElJSezZs4devXqhUCjkaczzc3V1LfA/bWpqqpFm7969dO3aFXNzcxwcHJg5c2ah05kLNa/Qh1TvilYy61pGuYc/ORhpsdjZgCURmfKl/tNA62GlI09THRifoxGAS6Nfv35Mnz5dY5mhoWGx2/Tt25e+ffuWaT+CUBlCQkLYvHlzsQEwMTGRCRMmMGrUKHmZtnbe/G8HDhxg6tSpeHt788EHHxAUFMSqVau4d+8eBw8erNLyC2VXeFCNUVZ4POnMpvosicgE1EOqngbPdhZ5/yxlrakC2NnZ0bVr1wqVTRCqi6enJ0FBQVy4cIFOnToVmiYxMZEOHTrg7u5e6PohQ4bQqVMnbG1tAejSpQtKpZKVK1eiVCrR0ytbxUSoWlU2+N9CVyEPo8ofPNuZVyyoFmfhwoX06dOHyMhIevfuja6uLrdu3eLkyZMoFAquX78up83NzWXRokU4OTlhY2PD2LFjC526JCgoiOHDh+Pk5ISlpSV9+/bl/v37AMTExKCtrc2OHTs0tsnJycHS0pLVq1dX6vEJzx+VSkVycjJ169YtMo1CoZAD6lPp6eno6+ujo1NtMyIJpVSld1SVNA11ZQdVgKioKAYPHky7du3YtGkTjo6OhaYbPXo0vr6+jB07lp07d1K3bl22bNmikSYlJYUBAwZQp04dfH19+eKLLwgJCWHkyJEANGrUiK5du+Lv76+x3fnz50lKSmLQoEGVfnzC8yU5ORlJkvDz88PR0REbGxvefvtt7ty5UyBtdnY2MTExbNiwAT8/P9asWYOWlrjTvLap0Z+5koJuYTZv3szmzZs1liUlJWFubg5AeHg427ZtY+LEiUXm8euvv+Lv76+RrmfPnmhra7N9+3Y5nampKbdv39Zos71z5w7z5s0jPj4ea2trxo8fz4gRI7h//75cmzhy5Ajt27encePGZT4+4b9FT0+PXr160adPH9zc3Lhx4wbvvfcePXv25MqVK+jq5k39Pnr0aPbt2wfAhg0b8PLyqqliC8Wo0qB6LiEH0Aye+dtq8zcFlNaAAQOYMWOGxjITk7yZWs3MzBg/fnyxeZw+fRo9PT3GjBmjsbywS6mnAfWvv/4iNDSUsLAwQB1cra2t6d+/P2ZmZuzfv59Zs2YBcPToUaZOnVrmYxP+e4yNjTl+/Lj8vkWLFhgaGtKzZ09OnTpFr1695HVr1qxh6tSpnD17lkWLFhEWFqZRCRBqh0KDqoORFucqmHH+wf0eVnm7CXwSaKF8NdUGDRoU2aAP6l/+ki6JIiMjsbW11agFFOXUqVN8+OGHZGdn061bNxo0aACoL8UADAwMGD58OP7+/syaNYuwsDC5CUIQysPDwwOFQsGNGzc0gqqtrS22tra4ubnRtm1bBgwYwKhRo4r9PgjVr9Dos8vViLOdTTRe7lZlq9T63FD3/JvraI5bDYzPC6r9bUsOalXBysqK+Pj4EtP9/vvv9OnTh/nz5xMSEsKqVavo3bt3gXTjxo3j8uXLREZGcuzYMVxdXYtsyxWEkmRlZSFJktykVRgPDw8AQkNDq6dQQqkVWaXzsNLReAV2NmFGE/1SZRqYkEN0hroTamZTA7lGmpQtyWNU7Q21cDCqmUZ2FxcX0tLSOHnypMby2NhYjffHjx/HxMREo8MpKSmpQH7t27enVatWHD58mBMnTjBkyJAqKbfw/Dly5AiPHj3SWPZ07Gn79u0BOHz4MA8ePNBIExwcDECTJk2qoZRCWZSp+rm+jSHtzLUZd6X4x/d5WOnId075tDCQlwfcz5bbVMs66L8yDRkyhKVLlzJ69GhWrlxJ/fr18ff359ChQxqdUnZ2djx69Ihly5bxxhtvEBgYyMaNGwvNc/z48Wzbto0///yT3bt3V9ehCLXc9evXyczMJCIiAoCIiAgMDAywtrbGzs4OX19fZs+ejZeXFx06dODy5cssWbKEUaNG4eLiAsCmTZuYMWMGkydPpmPHjkRFRbFo0SLatGkjxmzXRm38vKSyCknKkcyPJkocynst/iOj2G0SlSrJ4liSxKFEyfxoopSoVJV5v/Xq1ZOmTZtW5Hpvb2/JysqqwPIffvhBAqTw8HB52YMHD6Rhw4ZJ1tbWUpMmTaT3339fOnDggMb2OTk50vTp06U6depI9vb20tSpU6U7d+5IgHTp0iWNfTx8+FDS1dWVXnrppTIfV2Upz7kUqpazs7MEFHg9/T/OzMyUli5dKrm7u0tmZmZSs2bNpI8//lhSKpVyHkqlUlq+fLnUpUsXydzcXLKzs5O8vLykuLi4mjosoQht/LwkRRs/L6k8M3BGpavofymNq08errLY2UCjVvpv/S+lceTJk61KSvsskiSJevXqMWvWLLy9vWukDGI2VUGoWRWaTdXBSIvAzib0q6+LuU7xnU5R6So5oLY1137uAirAvn37ePTokcb924Ig/PdUaJyqha6CgI7GJaZzMNLC3UqHqDRVqdI/S8LCwvj777+ZO3cuU6ZMkYdcCYLw31Rtd1QFdjYpOdEzaMaMGYSHhzNs2DBWrVpV08URBKGGiacxVNDZs2drugiCINQi4mkMgiAIlUgEVUEQhEokgqogCEIlUrTx86rYI/4FQRAEmQ4gBow/J8Tgf0GoWRUa/C8IgiAUJIKqIAhCJRJBVRAEoRKJoCoIglCJqiWoJmVLND75GJczKRpzVAmCIDxvKhxUA2KzWRKRWWywDEzIISpdRWhyLuOCi3/AtSAIwrOsQkF1ZlgGAy6l4XMjU2Oiv3/zsNKh7ZOZUwNiswl48hhAQRCE5025gmpStsSAS2lsiMzSWFYUC10Fu1yN5PezwjLKs1tBEIRar8xBNSpdhefPqcXWNqPSVbicSdEInu3MtVnsbCCvL65m+zz57LPP8PT0rOliCIJQTcoUVEOTc3E5k0LokylUirIrWkloci7rI7NYfyuvNpt/sr/8tdzSysrKYuXKlbRs2RJTU1NeeeUVfHx8yMoqW163b9/Gz8+vzPsvj7i4OMLDw6tlX0Ltk5SUxJ49e+jVqxcKhYILFy4USOPq6opCodB4mZqaaqS5ffs2mzZtonXr1ujq1szU7kLplDqo7opWlrr3vqjg6WCkJc+yGpqcS1S6qixlZcqUKSxbtgx3d3c+//xz3nrrLXbs2MGIESPKlE9QUBAffvhhmbYRhPIICQlh8+bNREVFFZkmMTGRCRMmEBgYKL9OnDihkebQoUP4+/sXOkW6ULsU+pDqXdFKZl3LKPfwJwcjLRY7G7AkIlO+1H8aaD2sdNgdo770D4zPKfVU1cnJyezevZvVq1cze/Zsefns2bNJTEwsU/kSEhLKlF4QysvT05OgoCAuXLhAp06dCk2TmJhIhw4dcHd3LzKfOXPmMGfOHJYvX46Pj08VlVaoDIXWVHfFKCs8nnRmU33578CEHPnvdhba8t9lqammpqYiSRIqleY2ZmZm2Nvba6RbuXIlbm5umJub4+zsrHGp//rrrzNr1iwSEhLkS62TJ08CYGdnx6xZszTyX7NmDQqFQn6flZWFQqEgODiYtWvXYm9vz8iRIwHIzc1l0aJFODk5YWNjw9ixY0lNTS1wLEFBQQwfPhwnJycsLS3p27cv9+/fByAmJgZtbW127NihsU1OTg6WlpasXr261J+ZUPupVCqSk5OpW7duTRdFqCRVNvjfQlchD6PKHzzbmZcvqDZo0IBOnTqxePFifH19SU8vfLzr2rVr2b9/P0OHDuXgwYN06dKFKVOmcP78eQC+/PJLxowZg4WFBaGhoYSGhvLaa6+V+fh8fX05cOAAH330Ee+88w4Ao0ePxtfXl7Fjx7Jz507q1q3Lli1bNLZLSUlhwIAB1KlTB19fX7744gtCQkLkwNyoUSO6du2Kv7+/xnbnz58nKSmJQYMGlbmsQu2VnJyMJEn4+fnh6OiIjY0Nb7/9Nnfu3KnpognlVKVzVFnoKopdX9Y21aNHjzJv3jy8vb1ZuXIl48aNY+HChVhZWclpvL29+fDDD9HSUv9edOvWjT179rB//37c3Nxo3rw5NjY26Ojo0LZt27If1BMhISGEhoZiZKQeKvbrr7/i7+/Ptm3bmDhxIgA9e/ZEW1ub7du3y9uZmppy+/ZtDA0N5WV37txh3rx5xMfHY21tzfjx4xkxYgT379/H1tYWgCNHjtC+fXsaN25c7jILtY+enh69evWiT58+uLm5cePGDd577z169uzJlStXRKfUM6hG7/0vKej+m6WlJdu3byc0NJQBAwawadMmWrZsSUBAgJxGT08PLS0t0tLSOHfuHFu2bMHY2LjSf/knTZokB1SA06dPo6enx5gxYzTS6egU/N16GlD/+usvDh48SFhYGIBcxv79+2NmZsb+/fvlbY4ePcqQIUMq9RiEmmdsbMzx48eZPHkyLVq0YODAgWzbto3w8HBOnTpV08UTyqFKg+q5J22p+YNn/rba/E0BZdGmTRt27NjBH3/8gZOTE8OHDycuLg6A9PR0pk2bhpOTE35+fmRlZWFlZUV2duXexZW/pgkQGRmJra1tqWoWp06d4uWXX2bo0KH89ttvNGjQAEAuo4GBAcOHD5ebAMLCwoiKimLw4MGVegxC7eTh4YFCoeDGjRs1XRShHAoNqg5GFY+1+Qf3e1jl1dbyd1qVtab6b02bNsXX15eMjAyuXLkCwPDhwwkNDeXGjRv4+/szZ84cbGxsSpWflpYWOTk5JScshJWVFfHx8SWm+/333+nTpw/z588nJCSEVatW0bt37wLpxo0bx+XLl4mMjOTYsWO4urri6OhYrrIJz5asrCwkScLc3LymiyKUQ+G9/65GnO1sovFytypb86vPjUwAzHU0x60GxucFrf62pW8vunXrFuvWrSvQ+x8dHQ2Avb09SqWS77//nqFDh8r/kCqVisePH2tsY2xsTHJyMhkZmrfLWltby/mBuuZ4+vTpUpXPxcWFtLQ0eSTBU7GxsRrvjx8/jomJiUaHU2FjD9u3b0+rVq04fPgwJ06cEJf+z6kjR47w6NEjjWUHDx4E1P8DwrOnyEjp8a8gGtjZhJlhGaW6EyowIYfoDHXwm9nUQK6RJmVL8hhVe0OtMtWIg4KCWLhwIfv376dfv340b96c8PBw1q5dy8CBA3nxxRcBqFu3Ltu3b6dly5ZkZGSwbt06IiIiNHr4XVxcyM7O5oMPPqBv3744OjrSqFEjPD092bBhA+vXr8fGxobt27eTlpZWqvINGTKEpUuXMnr0aFauXEn9+vXx9/fn0KFDGk0FdnZ2PHr0iGXLlvHGG28QGBjIxo0bC81z/PjxbNu2jT///JPdu3eX+rMSao/r16+TmZlJREQEABERERgYGGBtbY2dnR2+vr7Mnj0bLy8vOnTowOXLl1myZAmjRo3CxcUFUA+nu3r1KgD37t1DkiSCg4MBcHR0xNLSsmYOTihcGz8vqSx2RmVJHEos8Fr8R4ZGujGX06Qxl9OK3Pbf6Uvj2rVr0tixY6VWrVpJxsbGUuvWraUVK1ZIGRl5eV28eFFycXGRTExMJDc3NykgIEBasGCB1KNHDzmNSqWSZsyYIVlZWUkNGjSQ9u7dK0mSJCUmJkoDBw6UzMzMJFdXV2nbtm3S2bNnJUDeNjMzUwKkzZs3FyjfgwcPpGHDhknW1tZSkyZNpPfff186cOCAZGVlJafJycmRpk+fLtWpU0eyt7eXpk6dKt25c0cCpEuXLmnk9/DhQ0lXV1d66aWXSvX5lPVcClXP2dlZAgq8pk2bJkmS+v9p6dKlkru7u2RmZiY1a9ZM+vjjjyWlUinnERcXV2gegPTNN9/U1KEJhWjj5yUp2vh5SWWdgTM0OReP8ykk52t+XOxsgE8LgyK3efqg6qRsCXMdiOphXuE21eedJEnUq1ePWbNm4e3tXWJ6MZuqINSscs+m2s5cm9CuZvLg/tIYG5wu9/znbxIQirZv3z4ePXrEqFGjaroogiCUUrkH/zsYaRHY2YSxwekExmcX2+kUla7iyJNHBbY11y62Riuoh1D9/fffzJ07lylTpshDrgRBqP0qdEeVha6CgI7GJaZzMNLC3UqHqDRVqdL/182YMYPw8HCGDRvGqlWraro4giCUQZXepppfYGeT6trVM+/s2bM1XQRBEMpJTFEtCIJQiURQFQRBqEQiqAqCIFQiRRs/r4o9jVoQBEGQ6QBiwPhzQgz+F4SaVe7B/4IgCELhRFAVBEGoRCKoCoIgVCIRVAVBECpRtQTVp0+ocjmTUuGprwVBEGqzCgfVgNhslkRkFhssAxNyiEpXEZqcy7jgwqeWFgRBeB5UKKjODMtgwKU0fG5kasxJ9W8eVjryYwIDYrMJiK3cSfgEQRBqi3IF1aRsiQGX0jSmVimupmqhq2CXa950zrPCMopMKwiC8Cwrc1CNSlfh+XNqsbXNqHQVLmdSNIJnO3NtFjsbyOuLq9nWdp999hmenp41XQxBEGqhMgXV0ORcXM6kEJqcW2y6XdFKQpNzWR+ZxfpbebXZ/LOqlmYCwX/Lyspi5cqVtGzZElNTU1555RV8fHzIyip7XhURFxdHeHh4te5TeDYlJSWxZ88eevXqhUKh4MKFCwXS3L59m02bNtG6dWt0dQt/2PvevXvp2rUr5ubmODg4MHPmzAKzBAu1Q6mD6q5oZal774sKng5GWoxppF4XmpxLVLqqwLbFmTJlCsuWLcPd3Z3PP/+ct956ix07djBixIgy5SMI1SUkJITNmzcTFRVVZJpDhw7h7+9f6FTlAAcOHGDq1Km88cYbHD58GC8vL3bt2sWECROqptBChRT6kOpd0UpmXcso9/AnByMtFjsbsCQiU77UfxpoPax05GmqA+NzNAJwcZKTk9m9ezerV69m9uzZ8vLZs2eTmJhYrnIKQlXz9PQkKCiICxcu0KlTp0LTzJkzhzlz5rB8+XJ8fHwKrB8yZAidOnXC1tYWgC5duqBUKlm5ciVKpRI9vdJ9h4TqUWhNdVeMssLjSWc21Zf/DkzIm3a1nUXeZIFlqammpqYiSRIqleY2ZmZm2Nvby+/zz5f+VHBwMAqFgnPnzsnLXn31VVatWkVgYCA9evTAwsKCV199levXr2tsm5uby6JFi3BycsLGxoaxY8eSmppaoHxBQUEMHz4cJycnLC0t6du3L/fv3wcgJiYGbW1tduzYobFNTk4OlpaWrF69utSfg/Dfo1Ao5ID6VHp6Ovr6+ujoVNvkHUIpVdngfwtdhTyMKn/wbGdevqDaoEEDOnXqxOLFi/H19SU9veLjXXft2sXUqVPp0aMH69ev5/bt24wbN04jzejRo/H19WXs2LHs3LmTunXrsmXLFo00KSkpDBgwgDp16uDr68sXX3xBSEgII0eOBKBRo0Z07doVf39/je3Onz9PUlISgwYNqvCxCM+/7OxsYmJi2LBhA35+fqxZswYtLXFTZG1TpT9zJU1DXdY21aNHjzJv3jy8vb1ZuXIl48aNY+HChVhZWZWrfE87DurUqQNAQkIC8+bNIyUlBVNTU3799Vf8/f3Ztm0bEydOBKBnz55oa2uzfft2OR9TU1Nu376NoaGhvOzOnTvMmzeP+Ph4rK2tGT9+PCNGjOD+/ftyrePIkSO0b9+exo0bl6v8wn/L6NGj2bdvHwAbNmzAy8urhkskFKZGf+ZKCrr/Zmlpyfbt2wkNDWXAgAFs2rSJli1bEhAQUK79t2jRQg6oAE2aNAHUvfsAp0+fRk9PjzFjxmhsV9gl19OA+tdff3Hw4EHCwsIAdXAF6N+/P2ZmZuzfv1/e5ujRowwZMqRcZRf+e9asWcO5c+fw8fFh0aJF8g+9ULtUaVA996QtNX/wzN9Wm78poCzatGnDjh07+OOPP3BycmL48OFyIKyIpw3+T9ttIyMjsbW1LXKYS36nTp3i5ZdfZujQofz22280aNAAUF+yARgYGDB8+HC5CSAsLIyoqCgGDx5c4XIL/w22tra4ubmxePFidu3axY4dOzT6CYTaodCg6mBU8Vibf3C/h1VezS5/p1VZa6r/1rRpU3x9fcnIyODKlSsAaGlpkZOTU8KWpWNlZUV8fHyJ6X7//Xf69OnD/PnzCQkJYdWqVfTu3btAunHjxnH58mUiIyM5duwYrq6uODo6VkpZhf8WDw8PAEJDQ2u0HEJBhff+uxpxtrOJxsvdqmzNrz43MgEw19EctxoYnxfw+tuWXAN86tatW6xbt65A7390dDSAPALA2tqae/fuaQTWEydOlKnsT7m4uJCWlsbJkyc1lsfGxmq8P378OCYmJhodToWNOWzfvj2tWrXi8OHDnDhxQlz6C6Vy+PBhHjx4oLEsODgYyGuyEmqPIiOlx7+CaGBnE2aGZZTqTqjAhByiM9TBb2ZTA7lGmpQtyWNU7Q21ylQjDgoKYuHChezfv59+/frRvHlzwsPDWbt2LQMHDuTFF18E1OMC16xZw/Tp0+nRowffffed3L5ZVkOGDGHp0qWMHj2alStXUr9+ffz9/Tl06JBGp5SdnR2PHj1i2bJlvPHGGwQGBrJx48ZC8xw/fjzbtm3jzz//ZPfu3eUql/DsuH79OpmZmURERAAQERGBgYEB1tbWNGrUiJycHK5evQrAvXv3kCRJDpiOjo5YWlqyadMmZsyYweTJk+nYsSNRUVEsWrSINm3a0LVr1xo7NqEIbfy8pLLYGZUlcSixwGvxHxka6cZcTpPGXE4rctt/py+Na9euSWPHjpVatWolGRsbS61bt5ZWrFghZWTk5aVSqSRvb2/JxsZGcnR0lObOnSulp6dLCoVCCgwMlNN17NhRGjx4sEb+x48flwApIiJCXvbgwQNp2LBhkrW1tdSkSRPp/ffflw4cOCBZWVnJaXJycqTp06dLderUkezt7aWpU6dKd+7ckQDp0qVLGvt4+PChpKurK7300ktlPv6SlPVcClXP2dlZAgq8pk2bJkmSJMXFxRW6HpC++eYbSZIkSalUSsuXL5e6dOkimZubS3Z2dpKXl5cUFxdXk4cmFKKNn5ekaOPnJZV1Bs7Q5Fw8zqeQnK/pcrGzAT4tDIrc5umDqpOyJcx1IKqHeYXbVJ9FkiRRr149Zs2ahbe3d6XmLWZTFYSaVe7ZVNuZaxPa1Uwe3F8aY4PT5Z7//E0C/zX79u3j0aNHjBo1qqaLIghCFSj34H8HIy0CO5swNjidwPjsYjudotJVHHnyqMC25trF1mifV2FhYfz999/MnTuXKVOmyEOuBEF4vlTojioLXQUBHY1LTOdgpIW7lQ5RaapSpX8ezZgxg/DwcIYNG8aqVatqujiCIFSRansaQ2Bnk+raVa109uzZmi6CIAjVQDyNQRAEoRKJoCoIglCJRFAVBEGoRCKoCoIgVCJFGz+vij3iXxAEQZD9P0GDTAV1OdCuAAAAAElFTkSuQmCC"
[ "Saturday", "Sunday", "Friday", "Thursday" ]
null
2
math
grade-4
what-decimal-number-is-illustrated
false
true
What decimal number is illustrated?
"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"
[ "0.47", "0.57", "0.59", "0.74" ]
null
0
math
kindergarten
flat-and-solid-shapes
true
false
Which shape is solid?
null
null
[ 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", 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]
0
math
grade-2
which-shape-illustrates-the-fraction
true
false
Look at the colored part of each shape. Which shape shows one-fourth?
null
null
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", 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" ]
0
math
grade-8
quadrants-and-axes
false
true
Which point is in Quadrant IV?
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"
[ "S", "R", "Q", "P" ]
null
1
math
grade-6
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "scalene", "isosceles but not equilateral" ]
null
2
science
grade-8
use-punnett-squares-to-calculate-ratios-of-offspring-types
false
true
In a group of scarlet rosemallow plants, some individuals have red flowers and others have white flowers. In this group, the gene for the flower color trait has two alleles. The allele for white flowers (f) is recessive to the allele for red flowers (F). This Punnett square shows a cross between two scarlet rosemallow plants. What is the expected ratio of offspring with red flowers to offspring with white flowers? Choose the most likely ratio.
"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"
[ "1:3", "2:2", "3:1", "4:0" ]
null
3
science
grade-3
compare-properties-of-materials
true
false
Which would smell more?
null
null
[ 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", 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COwRUvU7h859n6mMfO5KQrsP+t72Tm6f/IwXp8cYbQsyztiKPl6kRhlgLCxRtG4TAMs1Ns2yn2HSkrNVqzM3Nkc1m2b59OwDlcplms4mZfAHDw8MnlJIlpSQMQzqdDs1mk1qthmVZlEolcvk82VyOkUaDuaUlqvU6YnQU0zDQiZN+Uz/niUC127i33ca2D33oCLePskxm3/xm/t/z30HkwZtfHGKetQV1PEIqhbG4SFEItERlKRQKfZcFdDxsGlIqpVheXqZarTI1NYXjOJTLZRqNBplMhunp6ZO2LDVNw7IsLMuiUCgQRRG1Wo2FhQUMw2B4eJh8Pk8mk2F5eZnZQ4fwRkfRstmu//NESKmCAHPPHrZ94ANHOMaVprH4q7/CJ575LubrFv/5RW3M7VuPT0hAq1TIdzpYrotSikKh0JcJF8fDprhiKSVzybK8detWfN/n4MGD2LbNli1bTnn6la7rDA0NUSgUupI5k8kwPDzM2NgYmUaDQwsL1DwPNTR0YpIoitD37mXrn/4phTvuOOLl6ktfwmdf+H9zz3yJd/x8FXfn1uPqkBAXhWUqFbKZDEopMplM3yZcHA99b46FYcjhw4eRUjI1NUWlUmFxcZGxsTGmpqae0HzAlJxbtmwhDEMOHTpEp9Mhm8tx9vQ0o40GzM9vvLWelLB/P5N/8RcMf+1rR7zcvO4avvTqP+BfDmznDc8pM3L+5PpRmrXwfeylJYqJpW2aZl8bNsdDX5MyiiJmZmbQdZ3x8fFV0vJ0Ku+GYTA5OUmxWGRmZoZarYZpWWzbsoWJIIDZ2SN7CK1FEj4c+/jHmfjHf0Ss8Qa0L9/FN9/8R3zskYt5za4ldlw6RuRs4DNGEebCAiVNQ0t06M3k/lkPfXvlUkrm5+exbZvR0VFmZmawLIvp6ekzoicJISgWi0xOTrK8vMzy8jK6rjM9Pc2ElDA/f2Srvh6ocpmhz3yG6b/6qyMsbX/nDn7w9v+H//Hos3nutjJXXZkhzJeOf1FKoS8tUQjDVckW/ZqStlH0LSmXlpZQSjE0NMTs7CyO4zA2NnbGLUnXdZmenqZWq7G4uIimaUxPTjIaBLDGik6hajUKn/88Wz/84W5ybopwYpz7f/P3+O9LNzBqt3n1tRFydHxD1yKqVXLNJlnXJYqiTa1H9qIvSdloNGi324yOjjI/P49lWX1ByBSWZbFlyxaazWZMTF1ny9QUxWYTtYZ0qtkk+9Wvsv2P/3hVAyqIneOP/Ppv8UFezXxZ8I4XVLDPmkRpx3dliWaTbLlM3nWJpMQ0TfL5fN/co8eDviNlGIYsLy8zOjpKtVpFKdVXhExhmiZTU1PU63XK5TKGYbB1YgJ3aQmVLM+q3ca95RbO+qM/wnnssVXHK9vm4FveykfG38R3Hsrx69fOMXXhKPI44UMAPA9nYYFC4iBPVYvNrEf2ou8+RblcxnVdpJQ0Gg0mJib69mZblsXU1FTXee+4LtOlEvr8PKrVwv3WtzjrD/6AzN69q45Ths7C627k45e8k8/+aJzXP2OOq56ZIdqIHhmGmHNzFA2jm45WKBQ2vR7Zi776tj3Po91uUygUWFpaYnR0tO9vtuM4jIyMMD8/TxiGlIaGGNZ1nG9+kx3vfje5++5bfYAQVF7xcv7h+t/mf965nRfsWObVz4uQYxvQI6XEmJ+nRJxFHoYh2Wz2SaFH9qKvSFmr1chmszQaDQzD6KuU/WOhWCxi2zaLi4sIIRgfHydbrWLv23fEvvUXXM/nfuk9fOiu8zi70OJtL6hibZs6vh6pFNrSEgXPw3EcwjDEcZxN7Y88GvqGlGnsOZPJUKvVGBkZOelzRVFEEMRTENItCIJu4sUTgbGxMVqtFu12G9c0sZ//fKrXrC7ibj3nSr76hj/iv/9oF5qM+M3r55i4YBxpHd9BLqpVsrUamaTLhWmam94feTT0TZgxTahot9tYlnXSPbhbrRblcvkIwyh9LITont9xnFP2paYkWVpaijOXJieZe9WrKN12G3q7TefSp3Prf3of7917FQs1nfdcf4hdlxcIs8efKCuaTdzlZYqJVEwNm80Y194I+uZTtVotstkslUqF4eHhkzpHrVajVqsxNDS0rp6VZgN5nke9XqdarZLNZsnlcqeEnKVSif3798cS33HQr7mG5oUX4lbLfPcd7+MPHruOvXM2/+EZM7zkag05Mnr8k3oe9vw8paTnTxRFFIvFvmy3cqrQF6SMkoGbQohuMsGJQClFuVym0+kwNjZ21GwhTdMwDAPHcSgUCl1yNptNSqXS4zYYjKTkoFqt4jgO+ektlF/7q9xjTfKe+Rfzo4MuL9i5zH+4vo02vQ11lNqaLsIQc3aWkmmiGwZhGJLL5Z50hs1a9IVC4iclAL7vY1nWCUktKSWLi4sEQcDExMSG09eEEDiOw+joKMVikXK53PWLPh4UCgVarRZSSnKuzdwLX8Z7my/nzn0ZLhhr8hvPXyJ/ziTqeJk/vZa2aa4ybPrNZ3uq0TekNAyDTqdzQlIgDEPm5+cRQjA2NnZSfRaFEGQyGcbHx2m325TL5cdFzFRPbbfbcamFk2GmajKaCfivz5tlxyVj3W5oR4VSaIuLsaXtuoRPcsNmLfriE6akDMNww5IuCAIWFha6fsLH+2UZhsHY2Bi+71NdEyo8EQghsG2bVqsFCCZKJhePNXn7VYd51rOyG0q0EJUKuXqdbDaLlBJN0zZtwu7JoC9ImeqTwIZufBRFLC4ukslk4vqcnuWsOxg+2U4Euq4zOjpKs9lMSHVycF0XL6nbdl2XN1w+zy9co28o0ULU62TLZQrZbPez5PP5TVGvfarQFz+93uVyIxJveXkZ0zQpJiNFgiCg3W7jeR5RFK0aXNRr3Liue9zzG4ZBsVjsGisnI4Ft26ZSqcTFaIbJju024daJ4xs27Tb2wgIFx0FoGmEYkslk+roZ1ROBviBlL46nxDebza5R4/s+tVqNIAgwTRPHcbqlsimiKML3fRqNBrVaDdd1yefzx9Q/06hSu90+qWRiI+ktHiVztYVhwvEiNr6PNTfHkG2jGwZBEGDb9pMm8+dE0Dek3IhxIaWkWq1SKBRoNBo0m01yuRxDQ0OrSJaeK/0yXdelWCx2STw/P8/Q0NBRHfRCCLLZLM1m86RImb6vlBJd15Ne6sf4fFGEOTdHKen5E4YhhmFQKBT6rkn+6UDfkHIj+l8zafjU6XSIoojx8fGuVGo2m7Tb7W7NN8SqQFp2a9s2lmUxOjpKq9ViaWmJUql0VNI5jkO9Xu9KuxNBSsp0mpcQ4ugd3KREn5+nGEU4mQxhUiaRy+We1A7yY6EvSLnWUFkPKfFSnXFsbAxN0/A8j3K5DMQSsTc6E0URnU6HcrncLQJLGw5omsbS0hKapq3rhjIMAy3R6x6XtEpavhzlQ8VJFp0ObjZLmHy2p6Ie2Yu+IKWR6FCwsuStRRiGNBoNXNftuoCazSaVSoVisUg2m11X90pzM9M67pGREWzbxnEcSqUS5XIZy7KOeM/USEp1u5OFUuqoNeGiUiFbq5HN5bpjjg3DeEo4yI+FvnAJmabZdQuFYbjuPunA9JGREXRdx/M8KpUKIyMjyZcISkaoKELJ1ZWCmqZRKpXI5/MsLS113yObzWJZ1lH9kpqmndS01171QUkZL91rE0TqdTI9SRbp+2Sz2b7PIX2i0ReS0rKsrv7led66y2mn0yGfz+M4DlJKlpeXKRaLmKZJo1plrt5koeUjFdi6YMgxGS/kyOayiMTyzefz3XKLtMSiWCx2E3TX+kjTWPyJIm2mpWkanu8T6frqAY3tNs7CAkXX7f4Q0xEiT+VlO0VfkTINNa6FUirO6i6VgNjg0TQNgeKxwzN8fdbjloqgKiyEEOhKklVtdho1XjbtcNX2cRw3/rKLxSJzc3PdkGba/KrT6RyRMHuy4cYwDNGSOYh+ECB7VYPE9VNKXD+p1NZ1fVN02T0d6AtSpkMrhRB4ntcNraVIl7bUGm21WggUe+fK/O1hxX1RgdHxEhNW8nEUeGHE3Y0Wdz+8wDtbh3jp+VtwEgPHdV2azWZXItu2vS4p5ZqpChtFp9PpLsGdTgdp27GxE0UYievHSJIsUjyVre216JufZSaT6X5Ja6VlSkpN02JneKfDw8tNbnpM8lO9xFkTo+QsEw0Rb0LgmgbbhgvkJrdw82GNWx+ZRYaxMeW67irXkWEYR/SvTLPXT4Yo7XY7JrxSNH0/HpCjFPr8PIUw7LZ7TjFYtlejb0iZzWYJwxDTNKnVaqte63WGKyVZbPv85YGIeXeYLcNFQKzbZ1wqGMo4ZMen+NTBgJnlCkDX0u4NR65FvV7vhidPBGEYEgQBmUwG3/dpKwWWFWf9dDpks9lVZRmpk3ywbK+gb+5EGiaEWFKmLiJY44wGHm4p9ml5pocKqwIlvVMfUkgFIzmXZSPLvnIT1JFL8lrdMU3+TXXYE0Gz2ewO4qw3GniOg1avk6vXyWUyXddP+rny+fxTJvtno+gbUkJcTpDGsVOHOKwkachkykMjAssyV5HPFOBo8WZr8YhjQ/TMsImH1ByRsAFxQkcqPaMoYmlp6aQyc5RS1Go18vl8nA3faIAQZMtlitls3Fy1x8X0VMgiPxn01U/UcZyuDtdsNvE8D9u2u22iO55HxjJZDhSaYawa3u5qYPb8xKSCUEFLQijBQOHq8Q6+76P1THX1PI9skiq2tLS0KgPpRJBGnPL5PPV6nYbnkVWKUtKHPeoxbDKZzJOyPPZUoK8kJcDw8DC+7+M4DouLi92lznVdmonkmY90zJ5yAlODrBFPh83oMUHd5H8diKTCUhG2LhAijgSlqoLv+0RRhG3bLCwsALGD/kSt7rROKF3yFxcXMcOQomV109BSWJb1lMz+2Sj6jpS2bZPL5brFZJVKBaBrIFTbHvPKxk70MEVMwqy+sny76f96PIUhlBIz9Cg4Fn4QEARBV0rVajUMw2B5eRkhBKOjoydldKTXWSwWqVQqtNtthkqlVb5IiHXnUqn0lMz+2Sj6jpQAQ0PxaGDLsqhUKjSbTXRdp1QscmBhmbkADC3OBtOAghETMN3s9K8W65V+GFIyFKVclnK5TLFYRNd1ms0m9Xodz/MwTfOkCdnpdKhUKt1yisXFxW75QkrINDhQKpUGhs1x0Jek1DSNsbGxbseM+fl5PM8jk82yLBwqkcDS4yXRFDEpbW2FjCkxbS3+gK22x7acTavR6FYEttttZmdnEUIwPDzM8PDwSS2nURQxPz9PqVTCsizm5uawbRvbtldJyJSQT/W49kbQl6SEeBkfGRnpEnNmZoYo8HnI19FsF4FAKoVNiKsrrISIVrLZGphCEUUBHc9jXAQU8jlKpRL1ep3Z2VlyudzjalUtpWR2dhbbtimVSiwuLhJFEW7SxDRFSshBxGZj6Ot1JJ/Pd8eHuK7LgUMz7FkQ5LNj3ehO0QQDiY5AT1xAUkGgFJqKfYKajLhwehTTio2ZMAwZHx8nk8mctLGREjIt703Hp+R60tBgQMiTQV+TEuhas/VajaZm8bNak2LBQGgariYoWRJDo7sJEUtQIQRoOkIjtrzbNRYWm7iZzEnrjinSEXyapjE5OdltnJqWxKaktG27m8k0wMbR96SEmJiGEPzg0Xk6VpYhpQjCkLxjkLN0DB1MTaFrCg1FKJNhS0rRCSKyQrJlqMhEKdedoHCyaLfbzM/P47ouo6Oj1Ot1lpaWutZ8umy7rvuUqtU+ldg0dyxXLHJItMAwMXSNIJLYKkDDQBC3WNY1gRDJzG4FmoJIKEqOyXDh8RFSSkmlUqFarXYnkC0vL3cnnsFK/XomkxmkoT0ObBpSRlLxaAcKuTjyogvIm4IwjJLMoLhAK9UpJXFEx48kQzpY+skRJK0NKpfLaJrGli1bAJiZmenWZafd3NJGr26SvDvAyWHTkLIeRBz0FJkhC93Q0VWEhUSiEUnwAkkUJSUICCIFgYxJ6egC7QQ5EgQBzWaTRqPRHZ2SVjhWq1UMw+ha2WmnuFwyX3yAx4dNQ8qFdkg1EozqGgrImDqGES/jSilMXSClACmRyVztdiiIpEKpeOMo0ittj5J22mi32900uqGhISzLot1uc/jw4a4Bo+t6VzqmiRUD6XhqsGlIOdMO8IWOrgmkiuPdkYpHCEcoVCQRSCD2C0kFzUASSclircHBgwHmUXTK1GJO68RzuRy2bSOl7M7KgThEmCYEK6XI5XJks9lByPAUY9OQcrYdInQDQWzIaAq8xMo2NIGOjiYUUipkFEvLTgSGriMNCzuTw15HrUwzkDRN67ZaSVsCpuW+hmFgmmY37SyVjAPL+onBprmrM60QPZnoKgRECjoylohREgPXRZziq4SGROEh0YSg4oXMLC4x4hjd5TyFSIYjqdS3yUrNUFo3pJRC1/WuBB1IxicWm4aU9VCi9zSJ8hUQQaSBoeIUtV5jRiII0HFtjYbpIjI6GZu4urC3y5sQmIaOpsVlsGmtd5pAkQ6nTwk6wBOPTUFKpaAeKoxEQqlUSiYS0xAxIVNSKgURsfWtaQJPM/jYwYAhA4JodXMBSyhyWsSwrTOdc9iW1dmSdRjO2N33G+D0YlOQMlKKdgSaGReIKWIyegoCEX8ITfQY18mSHqn4eanr3NmGqVIBuYZnSilCKQlbEaoWYEmPYa3FORmNK0dsnjmWYSpjog2k5GnDpiClVIp2pNBtsapQTJLolIDobWum6JJXA1zTJIokIznnmB35VPJeXiTZ0/H53v4WuX2LXFnUecX2PBcPuwNyngZsClIeDykB162zBRzLZLHeJJJHbcjXhUDg6DqZnAs5Fy+S7G602H1vlReMNHjdzhJbc4OMnycST/rgrFTgmLHVHUYbb1YlFYk/VGOskKU0OsrXqybv/ME833hsGc/zj2hgMMCpwaaQlEJsMEzYXb7Vqq4apqkjBHhBiGHoR5Wo60FKGSdaAFOlPPWOzR/vXeZwtcXLpl0sK+53OfBZnjpsijupCXBUSNjpgJMsnb31tQBKEnU6hI0aQauBDAJAoJsWZi6HEQU0Oh5510Ym5+wEIbqmoR8lm0f1kBtifTPvWJijo3zisf0UdcnVozbtdnuQiHEKsSlIqQtBNvKo7N+LPT6BkS+g23EtNWFI0GrQrlZoN6r4nk/YIwk1wNQFQSeiLDSGclmCMKTSalNpttk5MYJ7lKzwbsy8B1IpHMskm8/ziZ8c4oKrtjJkKCqVCmEYDkpnTwE2BSkBpnIOXtvDW17AKy8SCUHDD2l4ER0FmBaGlcEoxGWtqQSVkaQZRURWQDMI2Ht4HpQi69icMzGKY514Vo9UimImy4NNn1tmmrx2R77baVjTtEGTgceJTUPKyyYKfFpAOwhY9kI6uo1THKI4XWJbLodjWZh6HDLsXYy7ljkkkZpYwBqahjyObhnnZwrUWiVUAbpGzjT43kyVV2zLdm9ks9nEtu1BCtvjwKYh5dNHskwP5bm/GjC5fQc7R0bI2itffJdgSYLvetCEtiJBN2DspH3PI7mOlS0EjqlzqN5hqRMx5epdo6i3P+UAJ45NQcpmEPGZh8rU8hPs2jFMzrGQcmPEOhqEWN9j2XtOTYBmaAhJknm08qKUCgH4UlELJNOZpGOHUvi+vyrBY4ATQ9+TshlEfOi+Bb5VN9gyOY4hNE6iN37XpSSVwg8lfhjSCQL8MMILQiIpj8gg0jWBqRtkbAPXsrANHT2ZiaPCANbxUwohugkdA1KeHPqalFIp/nbvMt+qG2wbH0n0u+OjS0BASUkQSVpeQK3dod7uEEmVZAdpGLqObZpk9WSOo6aRylCpJF4Y0vQClhvt2PI2DYYyLlqjhpQRlhDkjdUN+9M+SIPCsZNDX5Pyu7MNvjAfsmVyApE0G9AERDKOd/eiVybN1xqUG61uFCeePCHIWBZTQ0VyjoWpH90/uR6kUnhB7EqaqdbpLCxDrc35ozlGMxZKrVxRWlox0CtPDn1Lyk4o+ey+OpnCEKamoRTYIumkpiepaUkPyij5m8I1TVTWwTYMbEPHNAwsQ0MTcUJHpFbCiBuHwDZNJgo6wxmXZjHHgZk5KiJgTyXgWSUDwUpnjHT6xGAJP3H0LSnvL7f5SVuwpeQgFV0padLTxEqLx9Ok3XpJjZeijVR2N30tiGICe1FcQtGScZLwydhJafw869hctPMsqm2fmw5W+blqh9dtdcjrcRTI8zw8zzvhnukD9DEp/32uibBddBEXiukkybzaCkF1AZYWN7Qyk+chJlvYQ0SfuF5HarGENRQEnDgp10Z4pFIUHJOsPcotlToHH6rx2zsdhs04e73RaGBZ1kC3PEH05d0KpeInC1VcsdrMFqwk8/YSMy2FMDQw9GQfLd4v3T/tnCF6T3YMaAJqrTYzleqaZJA1TfyTfbcNF3hIK3Lzox4tGTvxfd+nXq+f9JCopyr6kpTtSDFXa6J5LWTCgZRYsEIL0TMOQlsrRYkTf0XPsUL0PHeM909JWG62qTZXZvoIIRBHSVdSSjFZzHFflOFzM15XOvY2NBhgY+hLUvqRpBOEhLVKku0TL7vrpuiqVRlr3SVZAaqnZid9DrE69Agr9T2aiC3ncrPN3sPzVFsdto2UVhlEejK/+2iYKBX4+pLgseaKS6her9NqtU7sJjyF0Zc6ZUoa2WnhlRdwx6YJJbSIL9hcQ7bUkk5zeLuWtVrZJ0zqxNsy1idRsR8yCCM6QUjT82l2PNp+iCYEw/kM50yMYhsaIjleqlhaGobRdZCv1TMdQ2fJybG7XOf1Oaeb+lav17Esa+Am2gD6kpSWJnAMnU4Y4S3OoztZrHyRjowrFKsRZMK4+X7GiBvxG2sMHV9CK4q3RqCo+5K6F9DwfVqdgHYQEEVxgoZhaLiGwWjWYWjcZsixMDUBcqUqsrPGOOo1XpSSKKmIkjHKOcfivrKPP211l6Ioimg0Gt1+7gMcHX1JyqypM513mW10cI2I9sx+hHYWZraATCReJ4LlxHjRtFiHhNgiDsIoJmDHp9Hx8IIIqRSGJrBNg7xjMl10KNomJVsnZ2pxEyxiyRrI2HL3BfgRRKnBdBQ3khAaIrmASCksJZmv1mgELkVT64Ycfd9fd4TzAKvRl3dHF/BzO0b53v4FIsdEeB6tg/twp7biFIZY6RekCCJJux3Q9HwabY9OEBJJhaFr5GyDibzDcMZi2DYpuRp5Q+Aasb9TY6XDRpBI4VCtMYgS32dqQB3L4S40DRFFhPUyjWYTP5IIS+8u71EUDUi5AfTt3blhxzB3HJ7iGw8eZiKfIfJ9avsfpVGoEGZL1ANFxw+IpEQXAtc2GM1aDLt5hl2TIVsjZwoy6eQILZ6pI8SK/hnKIw2elJBa6kLqIehxIQRRu41XXoj7ZXLkEPuBFX589C0pXV3jHc/Yzr66zw8PLWAYJlI30KImWWWRy+WYLmQoOiYFSydniDjSk4zDM5MZOrqI/yJiazz16Gg9kk8QEzCixxeaGE1KrYzUO2ZykoDQ82jNHcDvdCg6Bq652rmR5mcOcGz0HSn9SLG30uZbs03uKgfMuyNMnT9OxrFxHQfbNLA1gS2SESUijombPfmRisQ91PP990q6XgIKEXdwE0ms0leJgRTGf30JIceJkwsIOh6NQ48SNGt4UrGjkCFn6sie9La0cdYAx0bf3CE/Utwx3+SfH6txXwuUk6WULzFpGUk3tRVipP5IqWLp1+uTTKVZl5iJNFRqxVBJJV87IV49hEayeYmR00vC4y3dfqNG8/ABgmYdhMCXcO10AU2IVdLVdd1Bx7YNoC9I+XC1w8d/VuZ7NYWbLzIx6WL21NCslVIpCVVCNilWCJgut12yJtKvnSRjNKOYfK0wbpLlJ/plr4P9eBEfiHeQgU97eYHWwhwq8EEIym2fyyaKXDnirGpWYJpmt2H/AMfGGSWlAr55sMbNe6u03QJbp/Ldgq5jLZcpGbvEpEcCEmcFRWHsW+xE8ebJxMpWCj+IaHk+Ld8nCGPiWIZBwbXJOhb6sYrKBKgoxK+WaS7OEbaayfOCWsdnJOfw1gvHcHSIovgkmqaRz+cHUnKDOKOk/OK+Ch95sMHw2Dgjjr3hHEfFSk5kAMjESZ7mV/pJ/Y4i1hX9UNL0PCqNFo2Oj1QKU9dxLQPbjG+BF4TsW2ghUEwOFRjNZ+nKy1Q1CHyCepX20gJ+sw5KIYRGKCVlL2BHKcu7Lp1gR0ZbJSVzudwghe0EcMZIeeuhGn/xYIPR8XEypkGYSCw2YKEqYokYyZUlOul2nhgsCi+U1Nsdyo0WTc9H1wR512HbaImMbWEZ+hFLdCgllWabQ0tVlhstdk6MYGoaUaeNV6vgVcr4rSYoCUKgBJTbPoau8dKdY7z2nBIjplhFyHw+f9KzH5+qOCOkPNT0+Z97a+SHR3B0rbuEppBSxj1/jqLZKaUotzyydjzoSaVOdD+k0elQa3n4YYihaxSzLlNDBbKO1W3jlxo+a4WyJjRG81lKGZdHF5a5/6F9nGVFCK+N3/G6ZEQIal5ApARXThd5zc4hLihakJTYQuz+SQk5yD4/MZwRUv7zo1UWNJdtlpm051sNpeJm+kebECYEVJst9i10MJIG+mkdjmOZjBWz5B0b2zRiC3gdg6n3XXspI1WsA54zOcpjKmLvQz9le9aKC8qEoO6H+FJx6VieX945xDOGbAwBUc8YZU3TKBQKg3KIk8RpJ+V8O+DfFnxGiiOr6qjXQip1jLw6wfaxIcb8gDBSaBqY+kodTnz8iu4JK1a1RhzZSRODe98jLZ+IkuO3T4wRBhGz+x9iyNLoRHDBSJZX7hzmyhEHRxeEYbiqiM0wDIrFIrZtn9T9GeAMkPL+5TZLUmeraRwz5BZb2EevnVbE1Ynx/3T/hj0RGl0k0R0RO9ktbaU/OqzEvWOrPNZRA2J/pq8kUSTZNjlGu9NBby7y3y4b59mjDhlDIwxDeoQjELt9isXiYIzy48TpJ+VcBQ1rpdjrKIhVN9E1ZEgzgsSKH1EjLnswkoiOpcVRHlv0hBqT8ymSeDcgk8SLqOc1I4kAGTLOs0RG3QTis7ZO01o0OKdg4ibScS0sy4qn7Q4iNo8bp/UOKqU4VG0i2h4wesx9haahiThXMmfEeZNOQjq9N2VNrDTi13oc5qkUlD3/x2lB8ZgTpeL/eyM/BjExNbnyA4gUZEyDSibP/3e4yn/d6R5xrQNCnlqc1rvo+wF1zydqtomiEKEdacgo4omzY47GiA05PSEiMQlT8q0qBOtxoqcTbJOnV+l7iph0KiGdTGp5VEJSKeOdop4NYv12NJ/lzvkmjzRDzsnqqzoFF4vFASFPIU5ryoof+HEzAK9F0KgdMcBTAY4mOCercVYGika8JKfE61YlJtk/uhY3JkirGPVEcuo9xE33Tz9sKgH1RA2IkqhPPYRKCLUIPDSUWP2DsTQNaWfZvRyuyTpf3e13gMeP0/bzVkqhpGQ8Y+GFkqC8hJkrIlY5ygUFW6NgHdkzKKVvOpokTb5N/3ZtpkRZFT0P03Q0mUR7WhKaPQkY0RrpCqDp8a8h9TtKpShkHO6tVWgHUbdOSEpJp9MZWNunEKdVUkopuXjIRSLwmzWCWnmVtDR0jVakUQ9WjulNlOjGuRNLuTdZV8qV52TP/oGEagCHO/BwEx5swb4mzHjQSEKTR0vC0DRtVbzaMXXmI4NFb6VSUQiB53mDSRGnEKdVEZJSsmvIZlvBZbnVQV+aw8jk0GwHgYhH1il4tANDIZRMyOjgEi/Rgh6JlhgnKafTHkG+XFmOqwHUgzgbKEiyNlLJutFfY0q+SEp0TeDpFku+z9bsCoXDMCQIgkHCxSnCaSOlEAJd1ylZGq88Z4S/+OEBMp0W7bmDZKZ3oFsWIGI9T8K8D4t+7Opx9JicdurmSRiVkjSQK2TsRMl4vDSLlx4SbjS40s0WVsggIGg18BsNpAzxmh1a45lV/tO0Ueog6eLU4LRKStu2abVavHAyw93bR7h9/xLjogKzB8htOQtNt7rOy1SS+Qr8EGrhmmYEvSHDnpTzXl3zhJDuLyWR1yZsNvCbdYJmi9DrgJJJLXpIRs8Oam+eQJx2Utq2DZ7H2y4YYa4V8MhSjVG1RENG5LacheG4qwjXy61VPBPr/HuSRFRRSNRpEzTrBI0aUadNFAYoudKCP1Kw3Am4dLzA0wr2Kos7bVAwwKnBab2TQghyuRy+7zNmwu9dNskH9igeXaozSoXI98iMTWIPjaDpyaWdKgHUS1ilkGFA1G7FBlejQeS1UVFEGElaYYQfya7BJBA4hsb124d443kjZPS453kKXdcH1vcphFBnYN1pNBrUajV0XWfGU3zkvnn2zJYZdSwMXcPM5LCGRrBzRXTbXu02Ot7VrpGWKvGKyzAg8j3CdpOg2SDqdJCBh4okEkUnjGiHiryls6PgcFbBYSpjYRmCrK6xLWNwVt5EW8cvWSwWBzmTjwNfXoz/viwJ8p0RUiqlqFarNJtNdF2nKQX/+EiVLz44j6MLclZsxQrTwnQzGG4O3XHRTRthGEnnM3HEOVEKFUXIKED6PpHXIQp9lOcRBn7cPD9prRJIRScM8SIwNMFk1ub6rSWeP5lh0jUwtLidX3p7pJRHkDGV/LlcbpCi9jjQF6SE+EuuVCp0Op34C9V0vrfQ4VM/nedArUXJNrF0bcVRKQToOkJLtrXRIBU7K2MnfRQ7LpNjFXHPy04Y4ck486ho6uwsuVwymuPpJZuzsgb5pMXKsSI0aeaSbdtks9mBxX0KsJaUZ0w7T2PGQgja7TZEIdeOO1xU2sqXD9T5xr5lFlo+jqGRMfS4eVUUoaLoyAlgXQikVIRKEUYKP4oIiMcj502NC0ayXDSc5cKSw46swbCtY+paVwoezQGeElHXdSzLwnVdbNseSMcnCGdMUqaQUtJqtWi1WoRhmHSR0JnrhNw+3+L2wzX21Tq0wtjxuB4R0mRhTYCtxe1aRjMW2/IOTys6nJMzmXAMhtaQ8GhuHSFEl4RpA4G0jd/Ayj716Jvley2iKMLzPHzfJwiCrnTqhBGzrZDHWgEHGz4Nf3UuoyYERTtu3TJsaZQsnSFLI2/qWMmsxt5ekr1I26ikWy8J078pQQd44tA3y/da6LpOJpMhk8msWk6zUcRQXnIhrCJWL8F6m5euJZ6WdN7tJV/6OJWGKfEG5OsP9A0pe5GSZ+1SuR4h10MvuQZE23zoS1IeDSnBBkR7cmPQl26AvsOAlAP0HQakHKDvMCDlAH2HASkH6DsMSDlA32FAygH6DgNSDtB3GJBygL7DgJTHwete9zquueaaM30ZTylsWlK+5jWv4VOf+tSmOe+pwEc/+lHe9KY3nenLeMKxaUl59913b6rzngr087WdUqhNCFamlKhisaiUUqrT6ajf+Z3fUVu3blWmaart27er97znPSoIgu5xx9tnvfPeeOON6rrrrlOf//zn1Xnnnacsy1JPf/rT1Z133tk978tf/nL1qle9St10001q27ZtynEcdcUVV6zaZ25uTr3+9a9X09PTynEcde6556qbb7551ef6zne+o6699lpVLBZVLpdTV199tfr2t7+tlFLquuuuW3V9e/bsUUopdffdd6sXvehFamRkROXzefXKV75S7du371Tf8icU/7IQbyk2JSkPHjyoAPWXf/mXamlpSSml1Jvf/GY1PDys/umf/kk99NBD6jOf+YzK5/PqXe96V/e44+2z3nlvvPFGdfbZZ6sXvehFavfu3Wr37t3q0ksvVRdeeGH3vL/8y7+sSqWSetvb3qba7bYql8vqhhtuUNu3b1dRFCmllPrFX/xFdc4556hvf/vbau/eveoTn/iE0nVdfeELX1BKKdVoNFShUFBvfetb1QMPPKB+/OMfq7e//e0qk8mo5eVlValU1BVXXKFe+9rXqoWFBRWGodq/f78qFArqJS95ibr33nvVnXfeqZ73vOeppz3taarT6ZyOr+KU4ElByna7rQD1d3/3d0oppRYXF5VhGOojH/nIqv1+//d/X2WzWeV53ob2WXtepWJSuq6rFhcXu8/97d/+rQJUtVpVSsWkzOVyqt1ud/e5/fbbFaBuvfVWpZRSDz74oHrkkUdWvffll1+u3v72tyullHrggQcUoHbv3t19PQgCddttt6lms6mUUuqqq65Sb3zjG7uvv/vd71bFYlGVy+Xuc/v371eapqnPfOYzx7+RfYK1pNy0OmUvfvSjHxGGIc9+9rNXPf/MZz6TZrPJgw8+uKF9jobzzz+fkZGR7uPx8XEA6vV697kLL7xwVWXjxRdfDMBDDz0ExAOebr75Znbt2sX09DSTk5Pcd999LC8vA3Deeedx/vnnc+ONN/LBD36QH/7wh+i6znXXXXfU8Xl33HEHV155JaVSqfvctm3b2LlzJ/fcc89RP0+/40lBylqtBkChUFj1fD6fB2LybGSfo2Fto4E0yVj1ZMDncrl1j6lUKgRBwA033MA3v/lNPvzhD/ODH/yAe+65h2c84xnd/XVdZ/fu3fzKr/wKH//4x7niiivYsWMH//AP/3DMz33rrbfiOM6q7eGHH2ZmZuaox/U7NlXm+dFQLBaBFXKmSB8Xi8W4jPc4+zwerCV1et6hoSHuuOMO7r33Xr7zne9w7bXXdvdZWFjg7LPP7j4eGxvjpptu4qabbuKBBx7gwx/+MG94wxu46KKLuOKKK454z2KxyDXXXMPHPvaxI15Lf2ybEZtaUqaSateuXRiGwe23377q9e9///sUi0XOPffcDe2z9rwngvvvv7+7FAPcddddAFxwwQV0Oh2AVSrA97//fR599NHuez366KN86Utf6r5+0UUX8dd//dfous7999+/7rVdeeWVPPjgg5xzzjlccMEF3U3TNKampk74M/QNzohmewrguq564xvfqPbs2aN831dvectb1MjIiPriF7+oHnvsMfX3f//3KpPJqPe+973dYzayz9rz3njjjerqq69e9d5f/vKXFaAOHDiglIoNnampKfWKV7xC/fjHP1Z33XWX2rVrlzr33HOVlFLNz88rx3HUW9/6VnX48GH1jW98Q11++eXqRS96kdq1a5eam5tTt912m9J1Xf3Zn/2Z+ulPf6r27t2r/vAP/1CZpqn27t2rlFLqxS9+sbrkkkvUnj171OLiotq3b5/K5/Pq137t19SePXvUz372M/X+979fGYahvv/97z/h38GpwpPC+lZKqfe9730qk8mokZERVS6Xled56rd/+7fV9PS0MgxDnX322epP/uRPlJSye8xG9ll73o2S8oUvfKH6m7/5G7Vjxw5lWZa68sor1cMPP9w95rOf/azasWOHcl1XXXvtteree+9VX/va11ShUFAXX3yxUkqpT3/602rXrl0qk8moQqGgnvOc56ivfOUr3XN89atfVSMjIyqbzaqvf/3rSiml7rrrLvVzP/dz3WOe+9znqq9+9aun/oY/gVhLyr5pRrCZ8epXv5pKpcItt9xypi9lU2JtM4JNrVMO8OTEgJQD9B0Gy/cAZxyD5XuAvseAlAP0HQakHKDvMCDlAH2HASkH6DsMSDlA32FAygH6DgNSDtB3GJBygL7DgJQD9B0GpByg7zAg5QB9hwEpB+g7aPX1xxEOMMBpQco/s2cKjba3CY0BMQc4A6hHsLcZ/5/TV57//wFDErp5Xlp7fwAAAABJRU5ErkJggg==" ]
1
math
grade-5
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
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"
[ "no pairs", "2 pairs", "1 pair" ]
null
0
technology
grade
parts
false
true
What kind of computer component do you see here?
"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"
[ "Floppy Disk Drive", "Power Supply Unit", "Heat Sink", "Network Interface (LAN) Card" ]
null
1
math
grade-8
identify-lines-of-best-fit
true
false
Which graph shows the line of best fit for the data?
null
null
[ 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", 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", 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", 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" ]
0
math
grade-8
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAFhCAYAAABK/t0lAAAfyklEQVR4nO3dfXCV5Z038F8AJbwoKSwExF1OfCmpQx4ODW2Dzkiwzg6sG4XOdFXcqeBKrTu7VevuVts+NduKsvt0VyzV1peptLUus8ta1B2lYythXZfgmvUwsRZbSw4qkmBbohBMETjPH47ZRQgq5845OSefz4wznPtK8vtGZszXO9e57opcLpcLAAAgEcOKHQAAAMqJgg0AAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASVLCC3dvbG729vYUaBwAARVGwgp3JZCKTyRRqHAAAFEXBCvamTZuitbW13/VvfetbsWDBgnj55ZcjImL//v3x6U9/Or761a8WKiIAAOStIAV769at8frrr0d3d3ds3br1qB/T09MT69evj+3bt0dExJ133hkPPvhgXHjhhYWICAAAiShIwX722WeP+uf/7cwzz4yIiJ07d8brr78eN998cyxbtixmz55diIgAAJCIAS/Y3d3d8cILL/S9fuGFF6K7u/uIj3unYO/atStWrFgRuVwuli9fPtDxAAAgUQNesDdt2hQREblcLnK5XEQc/S72GWecERUVFdHR0RGrVq2KW265JSZMmDDQ8QAAIFEDXrDfOTmkoqIiKioqIiJi8+bNR3zcqFGjYurUqfHtb387pk+fHsuWLRvoaAAAkLgBLdiZTCZ+97vfRXV1dd+16urq6O3tPeqRfWeccUa8+eabcccdd8SwYZ6BAwBA6RnQFvvOVpA5c+b0XXvnz+8u2M8//3w888wzcfXVV0dDQ8NAxgIAgAHzvgr2rl274t57743LL788nnzyycPWnnnmmbj22mvjL/7iL+LHP/7xYWsLFiyImTNnRm1tbd+12tramDlzZsyfPz8iInbv3h3nnXdezJ49O9LpdHzjG9/I93sCAICieV8Fe8SIEfGRj3wkxo8ff9j17u7u+M53vhM33HBDrFixIv7t3/4tXnzxxb71yZMnx6JFi6KysrLvWmVlZSxatCgmT54cERHt7e0xceLEWL58eTz++OMxatSoJL4vAAAoihHv54PGjx8f55xzTjz++OOHXX/qqafiox/9aF9ZnjdvXvz7v/97nHHGGe87wLnnnhvnnnvuB4gMAACDV157sDs7O2Pq1Kl9r0855ZTo7OzMOxQAAJSqvAr23r17D9vSMXr06NizZ0/eoQAAoFS9ry0i/Rk7dmy8+eabfa/37dsXJ5100jE/p62tLZ+RAAVTX19f7AgAlKC8CvaUKVMim832vd6xY0dMmTLlmJ9TjB9YbW1t5pprrrkfeC4AHI+8toicffbZ8d///d/R1dUVe/fujZaWFm9YBABgSHtfd7C/+c1vRnt7e+zduzc6Ojri+9//fqxYsSImTJgQn/vc52LFihVx4MCB+OM//uM4/fTTBzozAAAMWu+rYH/+85/vd2327Nkxe/bsxAIBAEApG9BHpQMAwFCjYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABJUkcvlcoUY1NzcHBERTU1NhRgHkLf6+vpiRwCgBI0o9MBi/MBqa2sz11xzzf3AcwHgeNgiAgAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEjSh2AD6Y3p7uWH/PddG5LROdHZmompSK2oaF0bj4pqgcU1XseAAAQ56CXWLuu7Exujq29L3u3pWN1odXRmdHJpbcsqGIyQAAiLBFpKRk21sOK9fvXsu2txQwDQAAR5P3Heyf/vSn8eCDD8ahQ4di1qxZceWVV8awYXr7QOhobznmeue2TKTqGgsRBQCAfuTVhF977bX4wQ9+EMuXL4/bbrstXn311XjqqaeSygYAACUnr4Ld09MTU6ZMiaqqqqisrIy6urp4/fXXk8rGu9S8x93pyaelC5IDAID+5VWwp02bFsOGDYsHHngg3njjjchkMvHxj388qWy8S6quMaprZh51bdqMubaHAAAMAnkV7IqKijj77LPj2Wefjc997nMxderUmDRpUlLZOIqlt7bEzPMu7yva1TUz4xMXXhOXfmVdcYMBABARERW5XC53vJ+8cePG+K//+q+4/vrro7OzM1atWhWf/OQn45Of/OQRH9vc3BwREU1NTccdFih/+3a/Gm90/TJe73whRledEhOmfTRGf+iUomSpr68vylwASltep4g888wz0dDQEBUVFTFlypT49Kc/HevWrTtqwX5HMX5gtbW1mWuuuSUwN/OT1fHT25cedu2EypPigqu+Genzlwzo7Hdra2sr6DwAykdeW0RSqVQ8/fTTsW/fvjhw4EBs3rw5Jk6cmFQ2YAjp7srGuneV64iIt3r3xPp7r4vurmzhQwHAccirYF900UVRVVUV119/fVxzzTWxb9+++MxnPpNUNmAIOdaDknp7uqOzI1OoKACQl7y2iIwYMSKuuOKKuOKKK5LKAwxRu3dlj7m+c1smahsWFiQLAOTDIxeBQeFDk1LHXJ/inHcASoSCDQwKxzrHfeTocTG5Jl2wLACQDwUbGBSqqlOx8Jr7jrg+YuTYWLBsZVRVpwofCgCOQ157sAGSlD5/SaTqGqOzIxM7t2ViymnpeG3v8Eif7/x8AEqHgg0MKlXVqaiqTvW9obHHedQAlBhbRAAAIEEKNgAAJEjBBgCABCnYAACQIG9yhCGmuysbnR1borMjE1WTUpGaMdcReACQIAUbhpDMT1bHutuXHnatckxVzL/ytkifv6Q4oQCgzNgiAkNEd1f2iHIdEdHb0x3r770uuruyhQ8FAGVIwYYhItve0u9ab093dHZkChUFAMqagg1DxO5d2WOu79yWKUgOACh3CjYMER+alDrm+pTT0gXJAQDlTsGGISJV19jv2sjR42JyTbpgWQCgnCnYMERUVadi4TX3HXF95OhxsWDZSkf1AUBCHNNXZra2rov//OHN8fj/+1X09nRHqq4xGi+96Zh3Lxk60ucviVRdY3R2ZGLntkxMOS0dk2vSyjUAJEjBLiNbW9fFmuWLDruWbW+J1e0tseSWDUo2EfH2neyq6lTUNiwsdhQAKEu2iJSRTQ+t7HdtwwPNBcsBADCUKdhlZPtzG/td6+rYUsAkAABDl4I9RORyuWJHAAAYEhTsMjJtxtx+1yY74xgAoCAU7DIy56Jr+12bt7i5YDkAAIYyBbuMpOoao+b/nBfDTxwVuVxEVAyLkyacGov/7yNOEAEAKJCKXIE25zY3N0dERFNTUyHGDUkbv7M43uj8xRHXJ6Tq4+wldxUhEZS2+vr6YkcAoAQV/BzsYvzAamtrK/u52faWo5briIjfZNtiwol7Bvwu9lD492zu0JoLAMfDFpEy0dHecsz1zm2ZQsQAABjyFGwAAEiQgl0mat5j+4dj+gAACkPBLhOpusaorpl51LVpM+Y6RQQAoEAU7DKy9NaWmHne5XHy5A9HRER1zcz4xIXXxKVfWVfcYAAAQ0jBTxFh4FSOqYpF160u2qkLAAC4gw0AAIlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASpGADAECCFGwAAEiQgg0AAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASpGADAECCFGwAAEiQgg0AAAkake8X+PWvfx133313/OpXv4oJEybEkiVL4qyzzkoiGwAAlJy8CvahQ4fi5ptvjkWLFsUNN9wQO3fujIMHDyaVDQAASk5eBbutrS3Gjx8fc+fOjYiIqVOnJhIKAABKVV4F+6WXXopUKhVr1qyJ559/Ps4444y4+OKLY+TIkUnlAwCAkpLXmxx3794dTz75ZEyfPj3+5m/+Jnbs2BH/+q//mlQ2AAAoORW5XC53vJ/8z//8z3Hw4MG49NJLIyJi8+bNsW7durj11luP+Njm5uaIiGhqajrecQAFVV9fX+wIAJSgvLaInHLKKbF58+a+18OHD3/PzynGD6y2tjZzzTXX3A88FwCOR15bRD7+8Y/HL3/5y+jo6IiIiP/4j/+IdDqdRC4AAChJed3BPvHEE+OLX/xi3H333bF3796YPn16LFy4MKFoAABQevJ+0ExNTc1R91wDAMBQ5FHpAACQIAUbAAASpGADAECCFGwAAEiQgg0AAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASpGADAECCFGwAAEiQgg0AAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASNKLYASisbHtLdHZsid6e7kjVNUZqxtxiRwIAKCsK9hDR29Mdq2+cF50dmcOup+oa45Iv/ygqx1QVJRcAQLmxRWSIeOzua48o1xFv39He8EBzoeMAAJQtd7CHiGx7S79r29s3FiwHHE13VzY6O7ZEZ0cmqialIjVjblRVp4odCwCOi4I9RLz+2vZ+1452ZxsKJfOT1bHu9qWHXascUxXzr7wt0ucvKU4oAMiDLSJDxLiJ0/pdq66ZWcAk8D+6u7JHlOuIt98zsP7e66K7K1v4UACQJwV7iEjVNR7XGgykY21d6u3p9tsVAEpSRS6XyxViUHNzc0RENDU1FWIc7/JW7574z9VXxRudvzjs+oRUfXzskm/ECZUnFSkZQ9kLLXfHL1ru7nf9w42fjemNny1gosPV19cXbTYApavge7CL8QOrra3N3IhoOOeFt8/B3paJiIjJp6UTvXs92L5fcwf/3OG75xyzYH/0nAXRE8X77wYAHA9vchxiUnWNZbElZGvrumh9+Pbo3JaJ3p7uaK9rjMZLbyqL720oOdbf18jR42JyTTp+9cpvChcIABJgDzYlZ2vrulizfFFk21uit6c7It7ey7v6S/OOuaeXwaeqOhULr7nviOsjR4+LBctWOqoPgJLkDjYlZ9NDK/td2/BAcyy9taVgWchf+vwlkaprjM6OTOzclokpp6Vjck1auQagZCnYlJztz/X/YJyuji0FTEJSqqpTUVWditqGhcWOAgB5s0WEslKgQ3EAAPqlYFNyps2Y2+/a5NPShQsCAHAUCjYlZ85F1/a7Nm9xc8FyAAAcjYJNyaltWBiXfPlHMW3G3Bg5elyMGDk2ps2YG0tu2eCYPgCg6LzJkZJU27Cw7w1xxXrwCgDA0biDDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABKkYAMAQIKcg11Cenu6Y/0910Xntkx0dmSialIqahsWRuPim6JyTFWx4wEAEAp2Sbnvxsbo6tjS97p7VzZaH14ZnR2ZWHLLhiImAwDgHbaIlIhse8th5frda9n2lgKmAQCgPwp2iehobznmeue2TCFiAADwHhRsAABIkIJdImrqGo+5Pvm0dEFyAABwbAp2iUjVNUZ1zcyjrk2bMTdS71HAAQAojMROEbntttsim83G7bffntSX5F2W3toSj919bXR2ZKKrY0tU18yMVF1jzFvcXOxoA2Jr67poffj26NyWid6e7kjVNUbjpTf5nwkAYFBLpGD/7Gc/i507dybxpTiGyjFVsei61cWOURBbW9fFmuWLDruWbW+J1e0tseSWDUo2ADBo5b1F5ODBg3HffffFwoULE4gDb9v00Mp+1zY80FywHAAAH1TeBXv9+vVRW1sbp5xyShJ5ICIitj+3sd+1/s4DBwAYDPIq2N3d3fHoo4/GJZdcklQeeE+5XK7YEQAA+pXXHuz7778/Lrzwwhg7dmz8+te/fl+f09bWls/I42Zuac2dkKqP32SP/rXGTjrjiDml/v2aOzjnAsDxOO6CfejQoXjuueeivb09HnzwwThw4EDs3bs3rrrqqvj2t78dw4Yd/eZ4fX39cYc9Xm1tbeaW2Nwxb33liDc5vqPps9+IVN3/zCmH79fcwTkXAI7HcRfsYcOGxXe+852+19lsNm677TbH9JGI2oaFccmXfxSbHlrZ9xj4yaelY97iZieIAACDWmLnYEPSahsWRm3DwmLHAAD4QBJ7kmMqlXL3GgCAIc+j0gEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASpGADAECCFGwAAEiQgg0AAAnyJEdgQGxtXRetD98endsy0dvTHam6xmi89CaPugeg7LmDDSRua+u6WLN8UWTbW6K3pzsiIrLtLbH6S/Mi295SvGAAUAAKNpC4TQ+t7HdtwwPNBcsBAMWgYAOJ2/7cxn7Xujq2FDAJABSegg0UVC6XK3YEABhQCjaQuGkz5va7Nvm0dOGCAEARKNhA4uZcdG2/a/MWNxcsBwAUg4INJK62YWFc8uUfxbQZc2Pk6HExcvS4mDZjbiy5ZYNj+gAoe87BBgZEbcPCqG1YWOwYAFBw7mADAECCFGwAAEiQgg0AAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASVJHL5XKFGNTc3BwREU1NTYUYB5C3+vr6YkcAoAQV/EmOxfiB1dbWZq655pr7gecCwPHwqHTKVndXNjo7tkRnRyaqJqUiNWNuVFWnih0LAChzCjZlKfOT1bHu9qWHXascUxXzr7wt0ucvKU4oAGBI8CZHyk53V/aIch0R0dvTHevvvS66u7KFDwUADBkKNmUn297S71pvT3d0dmQKFQUAGIIUbMrO7l3ZY67v3JYpSA4AYGhSsCk7H5qUOub6lNPSBckBAAxNCjZlJ1XX2O/ayNHjYnJNumBZAIChR8Gm7FRVp2LhNfcdcX3k6HGxYNlKR/UBAAPKMX2UpfT5SyJV1xidHZnYuS0TU05Lx+SatHINAAw4BZuyVVWdiqrqVNQ2LCx2FABgCLFFBAAAEqRgAwBAghRsAABIkIINAAAJUrABACBBCjYAACRIwQYAgAQp2AAAkCAFGwAAEqRgAwBAghRsAABIkIINAAAJUrABACBBI/L55J6enrjvvvviZz/7WUREXHzxxdHY2JhELgAAKEl5Fewf//jH8eEPfziuvvrq+MUvfhFf+9rX4qyzzopJkyYllQ8AAEpKXgX7U5/6VN+fP/KRj0QqlYrt27cr2AAADFmJ7cE+dOhQvPbaazFlypSkviQAAJScxAr2448/HqeeemqceuqpSX1JAAAoORW5XC6X7xfZvn173HzzzXHTTTf1W7Cbm5sjIqKpqSnfcQAFUV9fX+wIAJSgvPZgR0T89re/jRUrVsQVV1zxvu5eF+MHVltbm7nmmmvuB54LAMcjry0ib7zxRnzta1+LCy64IObMmZNUJgAAKFl53cG+++6749VXX41HHnkk/uVf/iUiImpqavq2gwAAwFCTV8H+q7/6q6RyAABAWfCodAAASJCCDQAACcr7FJHBoLenO9bfc110bstEZ0cmqialorZhYTQuvikqx1QVOx4AAENIWRTs+25sjK6OLX2vu3dlo/XhldHZkYklt2woYjIAAIaakt8ikm1vOaxcv3st295SwDQAAAx1JV+wO9pbjrneuS1TiBgAABARZVCwAQBgMCn5gl1T13jM9cmnpQuSAwAAIsqgYKfqGqO6ZuZR16bNmBup9yjgAACQpJIv2BERS29tiZnnXd5XtKtrZsYnLrwmLv3KuuIGAwBgyCmLY/oqx1TFoutWFzsGAACUxx1sAAAYLBRsAABIkIINAAAJUrABACBBCjYAACRIwQYAgAQp2AAAkCAFGwAAEqRgAwBAghRsAABIkIINAAAJUrABACBBCjYAACRIwQYAgARV5HK5XCEGNTc3R0REU1NTIcYB5K2+vr7YEQAoQSMKPbAYP7Da2trMNddccz/wXAA4HraIAABAghRsAABIkIINAAAJUrABACBBCjYAACRIwQYAgAQp2AAAkCAFGwAAEqRgAwBAghRsAABIkIINAAAJUrABACBBCjYAACRIwQYAgAQp2AAAkCAFG+AD2LBhQyxYsCC+973vRUTEmjVrYsGCBbFp06YiJwNgsBhR7AAApWTmzJnxxBNPxO7du+Occ86JK6+8MhYvXhxz5swpdjQABgl3sAE+gPHjx8cf/dEfxTPPPBOXXHJJzJ49O+64445ixwJgEFGwAT6gj33sY3Hw4MHIZrOxdu3aOOGEE4odCYBBxBYRoCB6e7pj/T3XRee2THR2ZKJqUipqGxZG4+KbonJMVbHjvW+bN2+Or3/963HqqafGzp0746233ip2JAAGGXewgYK478bGyPx0dXR2ZCIiontXNlofXhlrli8qbrAPYPv27XHRRRfFpz71qVixYkUcPHgwvv/97xc7FgCDjIINDLhse0t0dWzpdy3b3lLANMfnjTfeiAsuuCCqqqrirrvuiqampqisrIzvfve7xY4GwCBjiwgw4DraW4653rktE6m6xkJEOW4nn3xyPPfcc4dde/PNN4uUBoDBzB1sAABIkIINDLia97g7Pfm0dEFy5KOzszNWr14dmUym2FEAGORsEQEGXKquMaprZh51H/a0GXMH/faQiIhNmzZFNpuNbDYb69evj3Q6HQ0NDVFVVVXsaAAMMgo2UBBLb22Jx+6+Njo7MtHVsSWqa2ZGqq4x5i1uLna092XBggVRU1MTmzZtiq6urmhtbY3W1taora2NdDodtbW1xY4IwCBRkcvlcoUY1NzcXIgxAAWRy+WioqKi73VVVVU0NDREOp2OysrKIiYDoNgKtgdbwQbKyf8u1xFvF24AiCjgHWyAUtbb2xtbt26N1tbW6Ozs7Ls+ffr0mDVrli0iAPSxBxvgfXjsscdiy5a336Q5cuTIaGhoiFmzZnmTIwBHULAB3oc5c+ZEd3d3zJo1K9LpdLHjADCI2SICAAAJ8qAZAABIkIINAAAJUrABACBBCjYAACQo71NEHnnkkfjiF78Y+/fvj+uvvz6uvvrqJHKVrNbW1njooYdi165dceaZZ8bVV18d48aNK3asAffSSy/FX//1X8fnP//5OOecc4odZ0A99thj8eijj8b+/ftj9uzZsWTJkjjhhBOKHWtAdHd3xx133BGvvPJKjB49Oj772c/G9OnTix0rUU888URs2LAhuru7Y9WqVYetrV27Np544okYNWpULFu2zFnXALwved3B7urqimXLlsUjjzwSTz/9dPzjP/5jPP3000llKzl79+6NJ554Ir7whS/EqlWr4sQTT4wf/vCHxY5VEN/97nfj93//94sdY8A9+eST8eSTT8bXv/71uPPOOyOdTseIEeV72uU//dM/RSqVijvvvDMuu+yy+Na3vlXsSIkbP358zJgx44jrmzdvjra2tli5cmX8+Z//efzDP/xD7N+/vwgJASg1eRXsNWvWxAUXXBCnn356jB8/PpYuXRr3339/UtlKztixY+NLX/pSTJw4MUaPHh3z5s2Ljo6OYscacE899VRUVVXFlClTih1lwD388MPxmc98JqqqqmL48OHxsY997IhHZpeTPXv2xFlnnRUVFRWRTqdj3759ZfdI8HQ6HXV1dUdc37hxY8yfPz9OPPHEOP300+MP/uAP4tlnny1CQgBKTV4F+8UXXzzsV6bTp0+PF198Me9Q5WLXrl1lXzp7e3tjzZo1cdlll8XBgweLHWdA5XK52LFjR7z11lvxd3/3d3HLLbfE888/X+xYA+r888+PH/zgB7F169bYvHlzfOITnyjr/6H43zo7O2Pq1Kl9r0855ZTDHpEOAP3Jq2D/9re/jZNOOqnv9bhx4+I3v/lN3qHKwe9+97t46KGHYv78+cWOMqDWrl0b5557bkycOLHYUQbcnj174uDBg7Fx48a46qqroqmpKVasWBF79uwpdrQBc/rpp8eoUaPim9/8Ztx5552xcOHCYkcqmL1798aoUaP6Xo8ePbqs/64BSE5eBXv8+PGH/cB5/fXX4/d+7/fyDlUO7rnnnqirq4uzzjqr2FEGzKuvvhqbN2+Oiy66qNhRCmLs2LExbNiwuOqqq6Kqqirq6upi4sSJZftbmwMHDsRXv/rVWLZsWaxatSouu+yy+Nu//duy/03FO8aOHRtvvvlm3+t9+/YddkMBAPqTV8E+88wz4+c//3nf65///Odx5pln5h2q1K1duzZeeeWV+LM/+7NiRxlQbW1tsX///vjLv/zLuOqqqyKTycS9994bDz30ULGjDYhhw4bFxIkTD9smMHz48CImGlg7d+6MXC4XqVQqhg8fHvPnz4+TTz45tm7dWuxoBTFlypTYsWNH3+sdO3aU/ZYvAJKRV8G++OKL49FHH41t27bF7t2743vf+1786Z/+aVLZStL69etj48aNceONN8aJJ55Y7DgDqqmpKe66666+f9LpdFx55ZVlfUf7D//wD2Pt2rVx6NCheOWVV/qOYyxHEydOjJ6enr595q+++mq8/PLLMWHChCInK4y5c+fG+vXrY//+/bFt27Z4+eWXY9asWcWOBUAJqMjleSTAI488EjfccEPs378/vvCFLwzpc7BfeumluP7662PMmDExbNiwvl+lX3fddZFOp4sbrgD+/u//Ps4555yyPgf70KFDcf/990dbW1sMHz48Lr/88pg5c2axYw2YrVu3xurVq2PPnj0xYsSI+JM/+ZOy+vvNZrOxfPnyOHDgQOzbty9OPvnkOPvss2Pp0qUR8fZvozZs2BCVlZVleQY4AAMj74INAAD8D49KBwCABCnYAACQIAUbAAASpGADAECCFGwAAEiQgg0AAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAAS9P8B9pa+WbLudHYAAAAASUVORK5CYII="
[ "negative trend", "no trend", "positive trend" ]
null
1
math
kindergarten
different
true
false
Which is different?
null
null
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0
math
grade-2
ordinal-numbers-up-to-10th
false
true
The first picture is a sun. Which picture is second? first
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"
[ "sun", "barn", "tractor" ]
null
2
math
grade-2
identify-repeated-addition-in-arrays-sums-to-10
false
true
Which addition statement describes the array?
"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"
[ "4+4", "1+1+1+1+1", "1+1+1" ]
null
0
math
grade-1
match-analog-clocks-and-times
false
true
What time does the clock show?
"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"
[ "12:00", "4:00" ]
null
0
science
grade-4
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ 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", 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", 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" ]
0