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
choices_pic
listlengths
2
4
answer_idx
int64
0
3
math
pre-k
spheres
true
false
Which shape is a sphere?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAWTUlEQVR4nO2dTXAbx5XH//ONjwFIAqREyinCVWtqbUm7VZZcG/sg+aKtWHFyWPuQS5zLHuTr5hzfkrOv0WFP9iUHabeSiuRUJQdTh01SFlW1pY9E8lYZrDIJmQAoAIMB5qNn9tDoIUBCIiXOYGaA/l0kQSTQmP7Pm9evX78n+L7v12zgaxPoEMD1weEkDlkAChKwlgNOqoBQs3z/r+24h8XhHJ3vFwH5sUn/saIC/5inquZwkkaHAH/vAts28MgExLZL/4OLlpN...
0
math
kindergarten
count-scattered-shapes-up-to-5
false
true
How many shapes are there?
"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"
[ "1", "5", "2", "3" ]
null
3
science
grade-6
match-chemical-formulas-to-ball-and-stick-models
false
true
Select the chemical formula for this molecule.
"iVBORw0KGgoAAAANSUhEUgAAAQ0AAABrCAYAAABtyNf7AAAmAElEQVR4nO19a3Acx53fr3tmsbsgngRAEhBICAQlUiIoWT7bEq34ZEtnO5Xcyc7FuaNsX7nqviTlVK4SJ5Vyqlz54i/+kIov9icnVcndpeqilM+KfJdLIisnWT6bMuk7K7JAiQ/xJYAEARAEFq9d7O5050O/Z2YBglxgd8n+VQ12dqanp6ex/Zvf/zE9hHPO4eHh4XGboI1ugIeHR2vBk4aHh8eW4EnDw8NjS/Ck4eHhsSV40vDw8NgSPGl4eHhsCZ40PDw8tgRPGh4eHluCJw0PD48twZOGh4fHlhA2ugEeHjuNpaUlTExMYHp6GqVSqdHNaShyuRyGhoYwPj6Ozs7O2zqG+GdPPO4nLC4u4o033sDx48fR2dmJfD7f6CY1FMViEUtLSzh58iSeffZZdHd3b3qMJw2P+wZLS0t47bXX8PnPf77RTWlKvPzyy3juuec2VRzep+Fx32BiYgLHjx9vdDOaFk899RQmJiY2LedJw+O+wfT0NLq6uhrdjKZFd3c3rl+/vmk5Txoe9w1KpdJ978PYCPl8/rYcw540PDw8tgRPGh4eHluCz9O4D8B4hPWoCMYjAADnDISI+wUhFNmgHZRQEJBGNtOjReBJ4x5DxKtYKd/CXGkSt0qTmC9dw+L6LFYri6jyKsA5OBgIKMAAQgLsCnvQle1Hf24Yfflh7GkfQWdbH0KaafTleDQhPGncA6iyMubXr+Hq0tu4svwrzBavYqU6jworAeAwiTgEkGk5nIs/nHEwLstwICRZdIS7MdA+gtGux3Cw50MYaD+AtiDXiEvzaEJ40mhhrFYWcXn5Lby3+DNMrb6LteoiOCIQQkAIRRBQEAJNCATQBMK5Ig61zsA5wHgVheoN3Fq8jvO3TqE96MZw52Ec7f8EHtr9EXRl+xt2vR7NAU8aLYjVyiLOFd7E/7v5CmZKF8FQAQEBDQhAAl1OkYT2VHCzThRhQJEGBThAOcAJAaUUnHEUWQFnF36OC7f+BnvyI3hi32dwbO8z6M4O7OQlezQRPGm0ECpsHRcKp/CLuZdxvXgeDFXQgCIARdyHSQCAyI3KJCFyOwc4FZ+EiWLqYQLGABAKyoTvAwQgNACPOKaLl3Dj0vfwy+lX8PHh38axvc8gG7bvyLV7NA9aijQ452CMgTGmvxM5MCiloJTq7/ca5opXcHLm+zi/dBJlXgSlFAGh0hSxrpm4MRDVR1ytQ5AHOBefMuhOGITSoADjAAEBBwVRfR4AIaVgETC9dgkvn/sPeHfuJD41+iXs7z6MBGt53LNoatJgjGF9fR3F4hpKpXWUy+sol8tgjIFbDj3OOSglyGTakM1mkc/n0N7ejmw2hyAINjlLc4PxCOcKJ/HG9J9gvjwJSglCGgAEoIQImbABUSpCIQAI1w4MQSSKOOAqD0rkd0IARgSvMAYGQSoIA7BqhDNzf41ryxfwGwe/gicGn0NI27a1L1oBpVIJlUoF6+vrqFTKAKB/l5lMBrlc6zuUm440OGcolUpYXl7GysoyisUSoihyyig5zTl3lrW1Nb1OKUU+n0d3dw96erqRz7eD0tbKZStHa3hz9gf4m5s/xDpfkY5NYtSFIgvbw5nGH3ofMUqEcxDVd7IQB4BAqg4FKv5o4qBiEwkJCDIorM/gz9/7DqaXLuK5sd/DrrbNH62+F1GpVLC4uIBKpZLYJ2526wCATCaDnp5eZDKtG85uGtJgjGFlZQWLi4tYXV1BtRrpwRGG8Q7m0gbnCeJQSxRFWF5ewdLSEq5fD9DV1YX+/gH09PS0hPpYqSzgtev/Be8WXgMnEWgQgKoBTy0fhvRTEGr8EjaJcOUJdUIn0IRDdCFltpg61X5GRHlKqSYOAkEcFCGq0Tp+9sFLWCjO4LeOfBW72we3pU+aFcvLS1heXr6tspVKBXNzs+js7LrtSW+aDQ2/9XLOsbq6isnJSUxNTWJ5eRmcA5lMiEwmRBgGCAKKIFCfFJSq9VAvYlsASgNQShGG6vgQjHHMz9/E+fNncf78ORQKi2jmaURWKwt49dr3MLH4KjhhwtlJKQilQCBu9YQIoqBEcoj6Ltd1GduCsRdAbJT1EkKkuWPK6GMogEAQuPAbmf00IOJ4Crwz89f4wZlv49badAN6rTHYCmHEj1tdXdm03IsvvoiOjo7UfUeOHMG3vvWtLZ/7btFQ0qhUKpiZuYHJyQ+wuroCSgOLKMTgV0RhCMNeJ3JRTlAq1wP9KcgmQBi2gRCK+fl5vPvuGVy+fAnlcrmRl5+K1eoCXr3+Pby39AZIQEAlSUIOaD2u42QAaTbIfdQmEZrki4QZIyujhGjSUcRD1XnkCiHEJSX5vwgDinM3T+MHE9/GrbUb299ZDUalUrkjwlAoFAqp5kyzo2Gksba2hqmpKczP3wIAhGGoScEMekMGRP6SVYREbRNliFPeLCbJSSkTpTwmJydx5swZLC0tNaoLEliPinj9+h/h3cU3xDWpuz8gQ58x9UBdErEHuiYJ6pZXdcUVByHEkA5ccnFJSqoNyHPJBQEFCQgCSnFu7jR+eOa7WC0XtrvLGoqFhYW7rmNx8e7r2GnsOGlwzrG4uIipqUmUSiVHVdiDXS1GPRAEjkRWxGH2xVWHKOvWodRHGIYoFBYxMfEOZmZuNNxcYTzC6dmXMLH4V6CBJAxqGMAmC1s9OKPcVg/Wd5s8qDJp4kEXvZOaHTG/iTZbAONfgSET0d8ADSjOzJzEj879ESpR86m5eqBUKqFavXuVUKlUWm5y4x11hHLOsbCwgJmZGRAChKEZ3GYBzK/VyWcEoCInBIRwcM5EMhIoCGEix4CJY8QPOADnDAADYzLLUUYdKeXIZEKUy+s4e/YsqtUIQ0NDDcvzOF/4OX5x82Xh9KSBiY7YhAHXHEmNlMS38dguuZ+rtHKSLMNleErvB0CsbFJOhB8DEMkdhEE6YgkIFxke4MCpqb/EUNcYnhz5zTvtlqaFCqfWq66NQrGrq6sIw+RQjUcVdwo7RhqKMGZnZ0EIEASBVADmLqVuZSZDUW3n4NwQib2fUhV6JVbKggi5iiQwoTYACsY4KFV1icSEIAhRqVRw4cJ5AGgIcdwsTeInN/4rSmwZNIwRhlQGdkQD4tLTSUOB1yineJhbXJFCHJB5HPY+QlwS0bShCY0IQgEHJQSV6jp+dP6Psa/rIEZ6H91irzQ31tfX61rXRoGUfD6P06dPJ7Y///zzdWvDVrBjpFEoFDA7OwsA2hxRpKAIQyciSaJQ34UyEOuCCLg+TpCHyhAlIDrJQCR8MSbUBSEMhIhtnBNwTkEIRxBwACHW1ys4d+4cKKUYHNy5kGGVl/Hm7Pcxt35F+HRiGZ4JdaE3blJxnCjs7ZaAI7DCsjIUS0SHycfozfmILfxskwVGDXFCdHIYDQLcKk7j1fN/gi//2r9F7h5KOa+nA3OzuiilGB8fT2xva2tMMt2O+DRWV1cxMzMDcWd3/RZiMhjbPLGJBM66SolWx4j98cVOJU+WEc5Uc261hGGAKKri/PlzWFxc3IluAQBcLPwtzi3+TDs+SUxhuH4Ha7GuL92xsTGrCL+EXI8XjZGWvWLa5P6fVJuVw0T1dxCEODt7Gm9NvbZJT3i0CradNCqVCmZnZxBFylZ3nZhpZGGcnbX3G3MG1jYkvitFI37k1CEW41AlMpQboFQq4dy5c3WVn7WwVl3Cqbn/gXW+apkklgRI4wKNODmkyYkUcEu98BQVA7EzYQohVk6RCNw6iKxcRWsopYh4GT95/8+wsDaT3qYWRD0zOlstO3RbSYNzkVRVLBZ1XoUZFxuRgUCcBOwH0uJ+EFlSHyPOZZel+rz28SYCQzVx3Lo1jytXrmx7ROVC4TSur51FoCI+VE3BZwZ2uh8jTUXUYhniDnq52GaH3hevUYVWrf2u0LEOqklqAKUhbixfwltTr6e0uzWRzWabsq6dwLaSxtraGhYXCzqD01YQAFIIAPJ7ctkMrvPSViH2PuE4VYRlH6vCtYpAJic/2NYYerG6hLfnX0GEsjOuHaSqjJTbvbMeVxwpdVqREHBrcaqz+kftT2kbjx2ilYZVhhCA0wi/+OD/YGFtNtmmFkQmUz9/wkZ1nThxAisr6ZmjZ8+exde//vW6teN2sW2kwRjDzZs3wVikoxe1nJ5m/fYJQqmAuNpwFH6NulQZQxSmTWrb+noZFy9e2raw1tWVCUwXz4sJfWuYJRt3hR2eVusbEEbsqxM52aDfuZY9VlW2/LAO5OYgc0qiSDnAjeXLeG/m1IZX1SrI5XIpz0RtHWHYek++bhtprKwsy9TwuFliECeMOOIEYJdRg902IZJ1bGzKJM9nTKQgoJidncXNmzdv+5pvF4xHeG/hp6iyktvmjVgiYZZwZ921pGxpEI+lxuq0H2xzqjSP0cdFRiyIold0D4t7ROJ0Ea/g7akfY71aTFxeK6K3t7cp6thpbAtpiKzPggyVqugIYO6KsYljUqDCqXG3QtKUMbJcEQO3bqO1zJ5adSpzhhCKKKpiampKT/pTLyysX8fk6oTwYcQVBbEGXk1+M9dJSA27Ic0ZapkhWpjU+jfEOyqeAGZtTlShvaOmLgKh4K4uvIcbS5drnLS1kMlk7upJ1e7u7pZzggLbRBrFYhGrqytwMzyTRKH2xx2eSaktYBOIegTeqk3PsWHAYseYtthtMOvQ7RTmC8Xc3CxWVu78oaQ0fLByBiuVeW2W2OaJIgxnUCe6wmww12cP3xQnRQ3+cERJ4jQxpiDJmhMCyG6vbdnI61wrL+Hc7N/WOGHr4U4fce/u7sauXelPrzY7tiW5a3l5GVEUSZuP6Lu3jeR3QMlsm0REbkaSMOz91h6rrBr8cemeVC+mDSId3f5eLpfxF3/xP2s6o7YKQoDVg78C72eifUKOWVdgjbm4NaJHaNz8qGW2bNIWu3SMnDbikvhZYv8Ct5xtvwBgYHh/9i186qHfQSZorahBLXR2diGXy2NhYWHT51HCMIPeXj8Jj4MoiuQASyOL2qaJTRbqR6ikdxphJJGuTOI+D5PsaFROPHlMlDXtf/311/HjH/+4LjN/0QB4+qt7ceiZLphECYNE1zickBrmiH3GFQdcfqnh6nCyQtPswtixoqjKGCViYtFYedtIUuYWBcXM8lUsFucw0DGMewWZTAZ79uyR0/2V5XR/Fb1PTPfX1nJOzzTUnTTK5XWUSkUnT6IWuPylxskivWz8ONtESZILEDdfzHazP+2c3Gq3uIZsNmulvt8daKAiNpaD0WZMdWa1036c3bmGtL5NsWfSVIDl/HQUxe1KC9imXqwT0ywiYj4IIVgqLWC6cOmeIg2FXC6HXC634bMkrY66+zTW1ooyTJn+o04byElnp1EF9sC2j437NJzfbcwnYqYBdOuxpwy022vMH6M46g/XUWhObhGG/O581sQmBVJMD05S9sf7WO2zuGjDM6UxkK34CFCJ1jGzfHXj9no0LequNNy5AdJ/XrYZYLYlzZM4kj6MRM3aJDGEYM5pfxf1yfd81GiHOq5crsiJge6ePVT4GeBJWpWDUw1qfbq4gNjYS2qO2WBdk8Fmzgu4ZbizvslNgMerNv6YueWp1N+BR/OjrqQhBtg60lRG3F+g38fB3adZN6o77VOtK6JIqyPuLFXnStue5jg1KfDpUZf4OWwfSfy7ecZEElSirRBRB27trzmubpMwFL8Qd0Dr8yVMj/SOtC0SoYhEOZdIVEmCZIaHwa21GUS8ipC0rkPwfkVdzZMoilAuV7SsT971ufVpUOuOZe+zl1iJlE+jKpLnsn/YcQXCHeWRNJtqO3LTn51JIZq4jzJ+TdpzCO1zcC7LvtS0fTW2cQ5wZl9/Ci9oErDaFK/bPt5uc7w+zo0gkqXNdRKslgsoVeoTkfLYWdRVaYi3n0XWALf9BLbsdwe0GlwbEUfy06zHVYb93R4A5jhzPCFEzvaVNGXUtihiGxKb3ba4ekoWhPEVuBVIRw70bFokRjAataySOKmQlG2wyGgDlZHYxa3jVCX2eePKxTpHXNARAFVWQcQaM/OUx92h7j4NoyoY1OxYWq5yN+fCvhNvJO/t9c22qTYky7nOUMbi5RTRML2utqs3ujHGHHJLa6d9zvg1cS5mtHJGpI53QpOGTohSxYjZ7YzktPCsDWb3h1lPJxyuq9BFaikY+cE4h+0SMl3pkrCzD+rX4H0ZrYptIA13sKp8CEMmdog1Oag2q88oDL3V+h6PqKTVFycRW6mIDFJBKK5aYYzJOUY3q38ztaTGIpFvOJPKghCHKDjcKIrOMbErVSM2Nv44lz4R24ehewrJ/DCrjRwuj6kDNXkxdWxMeWl1IftWVW8rDW6ugfEIjNc3Pd9jZ1B30jChUndQJp2DkN/VkernmqYc4hrb3MniPhMxwI0CUdMDCkJwFYed5xH3t9jkUnekDFYSUxuqWDxoktiWlseliImb78q/kOxKq6/U/0s1jFl1OfUlfR5cFoeYxzmmaJg8xlwzIdS8nsGjpbAtSiPtDi7IRJkrAsTS2xu4C1TNMESBlHUeIwH77u76K5JlubNPjRa7TL3BmRs55YyJt51pNoWrIKy7va04GHfNFucw7h6buBTLZnEiJimXy7loM5goZysJoz7kBmKYxlV28bo9abQi6koa6onWpKPSPJHpKgsTvCH2CEogOejFujrGLLZJYdrBYurH/iGrhYGxZKSGc16XTFDrSvTo5TDjywx0bskwV1tRIsmGSLJQzWLQpoiyIKwTmnrSuK8WYdgKwjTZJVyrjFIgSo7EbwJxSyYgYupHj9ZDXUlDvYSoWCzKVGmmCUM4GMUj5+q3JWYIv527je3A5LHtcVXD9aPsigziRJKmhlzCcEmnHkldCsKet8iTAIRBvI1dbhS5GZbikBsZd/0NNoHoHjHiwbZ0koRhkYVNu7psXJ3IL+IjqUjscsz+DkMw9g1jV1s38pldt9NlHk2GupKGek5jaWnJMU0YE3cUMfg41CPogPUD3BCuPeyqmCRhuBGRuM8jjTwYlM9D+URsRRNFrH5zahDRJ5xJP4+SGVxoD6VsEsQhy1nFrZ5AqlO0pmVlmWPgVgSEpy9OPZo4zDGcAVzJEeaaIZqYYm3pzg8goD6xqxVRd59GPp/XA4+QCIQEEAOWyG1cZ1eKPA6TDZp8ZkSvOedI+i7gDHJRRpEAZDlDCvElzSwRikYMp0wmU0fSIDLJikNEUMzlcShHcorigFtOF0iwB+LdJbe5NoOtMvQx5pKNq8ImC7VY5ZWV4igR65TGKe02Z6BjGNSbJy2JupNGe3u7fEkRsz5FGFNNLOxGVOxcDbum5IhQBCDGr9nmmiTGiamStpT6MEqEQfkw1HebOMw2Jp9P2Zgw7OjQbUEOJkI4GCGg3MrLkKRBuMjpILY/JX6OVHJINM7dZakMR2HYmbCqmHJwqvI2YchPzi2VYe1X/xeACZ+IdVxI27Cnc3/N7mllXFw7hZuVK5gqTWCufBkAMNA2iuHcOAbaRnEw/7EGt/DusS1KI5vNolgsgTGlJJieBVyMP0UWXN9ZbZNFIKmtjXlhf09GQgxh2GXifgtjlgjzg8uMVrNdGQOVSgXr6+t1ezQ+iiJtjoATMA79xnYw3T2ijTKhjMRnIqqZccoT382d31VjYiMSaoUrk0Ophxoqg8lFqwznO0QehqzLJJpxdOS6MdQztqV+a3bMlS/j1fnvaqKwMVWawFRpAoAgkE/3/TMMtI3udBPrhrqTRhiG6OrqwurqGhijoJSBc5MUpTJF7QlxzKQ4SoEAaT6POFm467bT05xLqAaV4u6GUo3CgN5ulIip//HHH0d//0BdnsgkFAhHJsGiOUC9VQ0EPDYRr3l1rewTwLwXJV6pse3cPrP7CDEKtga3+q4UhhzrTlHtvLXNErFD+DEYh7bo1P+AC1XIbcUChoHO/djdvndL/dbM+PniizhV+O+3VXaufBl/Ov01PNVzAk92/+42t2x7sC3T/fX09GJmRrxVjRDlAGX6VYjMunsqaW/fSNUgVnCJI+m7AOA4QOOREEMYtqKImydMPmNiTBVAvC/zy1/+Mnbv7kvepe8AlFD8dOrP8MrV/whGATAGInUGC2Dezi7DqCBWToZKY0eMOBRpWGaUKpNKGMwqBIsA1Lrax1MSvhRpKDKQG3iiPpZwigoQHOx/DNl75L2uWyGM+HFtpB1PdP3WhuVefPFFvPDCC6n7vvnNb+Ib3/jGls99t9gW0ujo6EBHRwcKhQIYI/KhMPMi5iBQL2F2icMQyGbPnrj+DKMeAJGT4RIG54YwjMJgSPN1mPJie19fP3p6ems+3XonGOv9ENqnurEWLYIHEIldJNCmSdojJerN7A5xqXVChBljD27ocZ90D8XVhdqkyEMRBmPGj8HMfmOGCGJQKkSpFNXPdn6HqJ4jn9mFw3s+crdd2BSYK1++I8JQ+MnCf9a+jo3Q3t6Ot99+O7G9r6/vjs99N9gW0giCAH19fXKi1QicA0GgFAdFFPHYIFSRFGjiMOtxM13NMG6HUO3vrl/Ddny6+1hsMeXVrzwIQgwP70cQBHXtn/72/RjuOIKzCydBSICIApQxUPmyEC5dJ/G3tFvBJm2yiEu3yDWxglRTRG9Wg93aoMlWFbUyPrWvwzzxp8lCmyWwIlfOVAMcD/QcwnDPQ3feeU2EH938zl3X8er8d/HFwX+/YRlCCA4dOnTX56oXti3mtXt3Hzo7O8FYpAemyndIG7ScR1oRmHU1iJMRD/GpzJXk4LfPxaVtLbZHiKIItnkiykYOYXDOMTAwgL1799W9bzI0i6P9nwDhoQm/cuH0VHdxxiyloBZmLTy2L+W7U94e+Eg5h0wR55EbbXLqh2XKyIYyRRh6HxPXEfNlAMI0e2zoE2hva/0JNFWU5G4xV76Mi2ut9da5bSONTCaDoaEhAABjVWugGhNADWZbFdh3fEMwrh/C+DXiKsGUAxSZRA4pqXKuI9Q1S1T7x8YObdtU84d2fxh78iOIIgZIQmOKOORN3LqZG1JQTYyQJIUYOThOS8TIQtUtkzG4Igql2KAOEOUiDrAIIrzKmCYMFS0R9RmFYUdMALGvb9cgxoee3pb+3GmkRUmaoa6dwLZm1+ze3Yfdu/tQqURgLJJ3eaaXdBJJJwI3TJrmzHQHv+uzUErHJq/IUhhxlQHs338AAwN7tq1vurL9+PC+zwBMhqEVcTB1p+b6bs0hBy13E64SysJSGIooVHmlYJzZu1TkQ04yxDhHZJsVth9DkrtiM4cwlMKwbwTx1BYC/NqB38CezgPb1qc7CRVC3Ym6VldXEYZhYnnppZfq1oatYFt8GgqUUoyMHMDy8hKKxSLCUGSHipArhXj61X7LmnEB1srb0Da49mek52kYsyTS5BFZ0lutqxwNu/7e3l489NDDdX1QLQ3H9n4Sv5x+BdPFiyAIRUYLFf4ESojImJThaMe3ARNhVaFZK0Lr9Jh6VsXxC2nSEUQBbkVYbOKBUTy29HF8IJpYXKKzzRLOGfo7hvHRkc/WodeaA/VUB5uZOfl8HqdPn05sP3CgMQS8raQBAO3tu3Dw4EG8++57qFYjBIH4sYrELiKdo+ZtaEmiMOvc+rHHoylxskjL+IyrE6UybD9GLpfDo48e3ZFX5nVn+3F8+B/gh+f+EBE4qAy+ggCMcoBH1tyjFKCWypB/4o+nKGiysAurAoyDyTBpPGHLdpIaxWBMEq1YJGEwZgiDMWHCIKYyKAnw9Njz2Ns5Uq+uu6ewWSifUorx8fEdas3m2JHk/76+foyMHEAURahUKtJEMCaLa7pECf9Huq/Dza8w5ez61GKOU2WjqGoRhljCMMThw49si/OzFo7tfQaHej+KqFqRTkjjDxAmAEfEGCLOwCMGRHJHJBWCMmFifg2ucrfV/BcqDCrringsLdw2a5TpYSkMbvkwuFXW+IugzSwbjEc42H8MT478vR3r051APTM6Wy07dNuVBiBCRvv3H0C1WsWVK1dRrZr3iIj3p9ovfla5G/poKCVh4JomACynpp13YSsOW10YZ6laKA1x+PARjI4e3Iku0ciFu/Cp0S/i+vL7WCrPgvIQhMp0L6UsCADGEEH0pT3LF7H1hZVmK0KyxvRgVv8Z9QFHYShzRPsvGADlp1BlrNAqk04SztMVBgdHR7YHn37k99CZ66131zUUw7lxXFs/U7e6Wgk79pghpRSjowcxMiIiBpVKBdVqhGq1GnOQ2grBHeTpDswIUVRFteqqFvsYU29Vl1HGOOcApSGOHDmChx46vO1+jDSM9BzFpx78EgK0gUeRuKtHHDwyCoJH6s7OtUpgjEkVYikpqUy4vU/5LLipzw7JKpXAIqVajNdUKQwOQxgqfK0ctuo4xz6CmGjn2YdP4Mje1n9IK46dUhonTpyo28vH64UdURoKgjhGQSnB5cuXUalUEAQUjNlqwyR92fOI2glfcT8Gk3Z3uk+Dg/NIrkeWYhF342y2DQ8/fAQHD441hDAUPjL8WUwvX8SpqT8H5REQUERcJMRx6SjWL7RXiV4KysywHBLO+OXpn1o9wDJntG1iMjp1yFeHx5kkFMvvESMMzhkeH34Wnzj02/fkI/Bj7U+iP/PgXedq9GcexFj7k/Vp1A5hR0kDENmio6MHkc+348KF81hdXdUvV1bEkJwpS8cGpNlizBMAFlHEzRQ3BKvqUMd0dXXj6NGj2LdvqG4p4neKDM3i04e+gltrMzh78+cIAVBOwOSTbNp8UwSyUXPttHEFy8GpFQdkHyoZwUxkhANahZhoi1AwypdSizAYjzDW/zief+yfIJ/Zfodyo/CZ/j/An05/7a7raDXsOGkAYgAMDg6io6MDFy6cx+zsrIysUPmcCtHlzC9S+TZg+TvsZ05M0lY878MOC3AuHJ5DQw/g8OEj6Ozs2sEr3xid2d343KP/FJV3iri08DYQUBAeyadgxSJ8PnAIRMdWIdZ16r39EKD6Y5GtYRDp+7B8p9p8AWD7iKCiJClOTwBgnOFA7yP4whP/HH27Brejm5oGA22jeLL7d+/4+ZNf7/39lnOCAg0iDYXOzk489tjjuHHjBi5duoSlpSUAkKpDkUZ6CDY9R4OZECC3fvWADPNS9PX1Y2xsDIODQ3V/pqQeGNi1H18Y/5f4/jv/DpcW3gYNAlAiJuUhMl+DyyddIR+rB+DkcdiOTQBy8mJrg5YTsv8UuagilnrQ84uoFHc7ShMD4xEO9B7BCx/519jfe7jeXdOUeKrnBABsmTh+vff3N33CtVnRUNIAxPwbw8PD6O/vx7Vr13D9+jUUCouIImZFVswdU0VYbLKI+zOMqgAAhjDMoKenF8PDw3jggWFks7lGXOptY6DjAL5w7F/hpXf+EO/f+iU4JSBUREooAE7km9pkrgXsRDhHnAm5oU0QQBIDt3nDCDFLiSQWO7QbN30AcDCM9h3D73z4a/cNYSg81XMCY+1P4kc3v7Opj6M/8yA+0/8HLakwFBpOGgq5XA5jY2PYv38/5udv4saNG5ifv4m1tTVUKpEVjnXNE73GubMtCELs2rUL/f392LdvEH19fchk2nbwiu4OezoO4IUn/g3+8ux/wlvX/i/UG94i6VPkhDt+DR16jZsrili42aXytRIJXQ5hmOxPx3cRd3iCywfRnsHnHvsqBjqG69wTrYGBtlF8aejbuLh2CnPlyzWn+2s1p2camoY0FNra2jA4OIR9+wZRKhWxuFjA4uIClpYKKBaLWF8voVoVLw62H6MPwwDZbB7t7Xl0dXWhp6cX3d09yOVyDXdy3im6cwP4h+P/AoMdo3j9/f+G5coCwiAUeSwynRyWBacn76Ei0nI7EZS0fBcVjVEhX55CFoAwR3a1deOZQ1/AJx/+R2hvax7/UKMw1v7kPUEMG6HpSEOBEIJ8vh35fDsGBwfBOUe1WkW5XJZ5FjZpEAQBRSbThjAMW5Yk0pAN8/jk2AkMdR3CK+f+GFcWfgVOOAIaQCkvyPfAahKJbDXmwo4+2WadUhWwwqw1TREuTMeR3Y/is498BUeHjiMgTftT8qgzWuY/TQhBJpPZtkfVmxmEEBze81EMdR/C6av/Cz+7/EPMF69Zs5UTx3yTRwGwidUOU9syw0Rc7ZyMdL+FKNCdH8DHR38THx/7HHryA9t67R7Nh5YhDQ+gM9uLZx/6Io7uexqnrv5vvDX5V7hVnAYo9AuWxPuXVHq5IAvGrbyOmANUr7tpLA4YZyAQLzj60PAzePLBv48HesZASfNFnzy2H540WgyEEOzrehDPj/9jfGzk7+LtqTfwzvRPcWPpMsrVojBVdFZtynSJKpAS93E4kI/MgyMT5DDYuR/Hhp7Ghx74JIY8Wdz38KTRoiCEYrBrFIOPjuLvjH0eV2+9i/dunMalm+9gfvU6ipUVMB4JvWHnc9jQCWBixi4CMSVfLtyF3bv24cG+cTyy92MY7R9HZ253eh0e9x08adwD6Mj24Ojgx/HovuNYLS9hfvUaJhfOY3rpMm6uXMNyaQEr6wuosgoAN+pESYDObC86cz3o2/UA9nWNYn/vwxjoGEZHthv+ze4ecXjSuIdACEFHthsd2W6M7H4UAFBlFZQqqyhV1sC4iDpFvKqjHYRQ5DLtyIW7kAlaJ4/Fo3HwpHGPI6QZdGR70JHtaXRTPO4ReO3p4eGxJXjS8LhvkMvlUCwWG92MpkWxWEQut/lzWZ40PO4bDA0N6SepPZIoFAr6XUUbwZOGx32D8fFxvPnmm41uRtPi5MmTOHbs2KblCN9s/nQPj3sIhUIBr732Go4fP47u7m7k8/lGN6mhKBaLKBQKePPNN/Hcc8+hq2vzhw49aXjcd1heXsbExASuX7+OUqnU6OY0FLlcDkNDQzh27Bg6Om5vakZPGh4eHluC92l4eHhsCZ40PDw8tgRPGh4eHluCJw0PD48twZOGh4fHluBJw8PDY0vwpOHh4bEleNLw8PDYEjxpeHh4bAmeNDw8PLYETxoeHh5bwv8HKhbA2afWHlUAAAAASUVORK5CYII="
[ "HF", "He2F", "H2F", "HFO" ]
null
0
math
grade-4
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
"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"
[ "yes", "no" ]
null
0
math
grade-5
compare-fractions-and-mixed-numbers
false
true
Which number is greater than the one shown?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAABkCAYAAAC8REciAAADTUlEQVR4nO3aIW5bQRSG0TuRF9HKi2hhS4yCirsDM4PiLCG4wMw7KC4KMintJqwuY0IcqcR2wV/NJO8cFg24V7nk05Nb770XAAAQsaqq+vrzW/3683vwKr2q2mLnf37/sX58+X7x3Y3Gz791IwCAqqq7qpog3KrGhtv4+bdu4Ebj589xAwBgdqu//3i43w1Z4vFpb/4/Om2P/3GTy9aHzRTzX8ONAIBluxu9AAAAvCUCGwAAggQ2AAAECWwAAAgS2AAAECSwAQAgSGADAECQwAYAgCCBDQAAQQIbAACCBDYAAAQJbAAACBLYAAAQJLABACBIYAMAQJDABgCAIIENAABBAhsAAIIENgAABAlsAAAIEtgAABAksAEAIEhgAwBAkMAGAIAggQ0AAEECGwAAggQ2AAAECWwAAAgS2AAAENR673192Izeg6o6bY8X39xoDtduBABQdf6C3XsfvcfwHWafP3q/GXZY+nwA4HVYVVW11qqq6uF+N2SJx6d9tdYWP/+al/dRX1DXh0211obPn/lGAABVfoMNAABRAhsAAIIENgAABAlsAAAIEtgAABAksAEAIEhgAwBAkMAGAIAggQ0AAEECGwAAggQ2AAAECWwAAAgS2AAAECSwAQAgSGADAECQwAYAgCCBDQAAQQIbAACCBDYAAAQJbAAACBLYAAAQJLABACBIYAMAQJDABgCAIIENAABBAhsAAIIENgAABAlsAAAIEtgAABDUeu99fdiM3oOqOm2PF9/caA7XbgQAUHX+gt17H73H8B1mnz96vxl2WPp8AOB1WFVVtdaqqurhfjdkicenfbXWFj//mpf3UV9Q14fNFP+j0fMBAG7xG2wAAAgS2AAAECSwAQAgSGADAECQwAYAgCCBDQAAQQIbAACCBDYAAAQJbAAACBLYAAAQJLABACBIYAMAQJDABgCAIIENAABBAhsAAIIENgAABAlsAAAIEtgAABAksAEAIEhgAwBAkMAGAIAggQ0AAEECGwAAggQ2AAAECWwAAAgS2AAAECSwAQAgSGADAECQwAYAgKDWe+/rw2b0HlTVaXu8+OZGc7h2IwCAqvMX7E/vPozeo3rvi55/6wZuNH7+DDcAAObX+uhqAQCAN+QZ28K0pBcmwEoAAAAASUVORK5CYII="
[ "1+6/9", "1+3/9", "1+1/9", "1+2/9" ]
null
0
math
grade-2
which-shape-illustrates-the-fraction
true
false
Look at the colored part of each shape. Which shape shows one-third?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAACX0lEQVR4nO3Vv2oUURxH8e/svyImrpViGUStEuxS+QQBe/u8Q4rUQt7BB0gf8AnSpVSbGEE719JsspB1l2sxBGx3su7InvOpZhgu9wfnXqYqpZTRNPk6ScbzZFaiNdKrkq1u8nwjeTJIqtFtKedXbY+lVdh7mPQuJ/XL00Hy8kF9GrQ+xvPk4ib5MU2+TJLO1az+YOz1tNWt2ybJ9TzpzP/6oPV01/Z3STrtjqJVMziMwWEMDmNwGIPDGBzG4DC9JosO33/M5++...
0
math
grade-4
nets-of-three-dimensional-figures
true
true
Which net will make this figure?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAAC+CAYAAAC4av29AAAgfElEQVR4nO3deViU9frH8fcMqyyCCLghKiqighRlZFqaaeEpTDtaHVvUtFApFXP5HaPENHdF/SlpapJ6Sm0z7VemmXqOpmSLCBiLIim4AMoysjPM748JTm7IMsMzA/fruri4wpnnuSedD9+Z+d73owJ0CJOh0+m4XApnCkGjhXL52xGiQVmqwNECutpBK2tQISFpUi6X6PgpX+kqhBAAgc3BUukixI1SCvXf21hDN3v9bzQhRMPRaCGpAC6VQnIhqJUuSNwov1z...
0
math
kindergarten
represent-numbers-up-to-20
true
false
Which picture shows 8 triangles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAZYAAABcCAYAAABN/JPwAAAHHklEQVR4nO3dz08bdxrH8Y8xGGOwaUmVaFeFW+CSqIpEVCUiJzgmOfSSvfa4f1H/ix66f8Leetlz2z21SrDBxcI/BsPYnh4mY+PKEHv8fOdH9H5JUUwwM/M+PXJ47CkEQRDUb6T/e1JnKA0CAQAwt9WCVC1KjyvSo5JUqF8Hwc/ttC8LAPA5+LYmrf7mhV/8oyQdbIZTBwCAeXWG0i896fRG+tWTVtqD8BsMFQBAHNViOEMkqTuUVoa3vgEAQBzRDPEDaSXdSwE...
1
math
pre-k
cubes
true
false
Which shape is a cube?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAARl0lEQVR4nO2da3AU15XH/z2SRqPRG70tCQmCHolhJUwsDAGDDWsHO8QmtY6pfLGp3VrXPhzbW1tbG3sf2a0K3toqZ21vvmQr5cifErzlBKIgxw4QYR7yijiSS3JACIMkJDSgGSTNSKN5aKb3w2i6e4YZIYnb3be7z+8LrZ6ee88MZ26f1z0tiKIoukLAFT/giwALIgiCOzIFID8DaHACFXZAcAVFscert1gEsXy2FgCZQ/7YH1V2oCk3ptUEwRu+CDA4B0yEgMt...
0
math
grade-2
match-analog-clocks-and-times
false
true
What time does the clock show?
"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"
[ "3:25", "3:35" ]
null
1
math
grade-3
read-a-thermometer
false
true
What is the temperature?
"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"
[ "75°F", "70°F", "80°F", "85°F" ]
null
1
math
algebra-1
identify-linear-functions-from-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"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"
[ "nonlinear", "linear" ]
null
0
science
grade-3
compare-strengths-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material.
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"
[ "The magnetic force is stronger in Pair 2.", "The strength of the magnetic force is the same in both pairs.", "The magnetic force is stronger in Pair 1." ]
null
2
math
grade-7
mean-median-mode-and-range-find-the-missing-number
false
true
Jeremiah has the following data: If the mean is 10, which number could k be?
"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"
[ "34", "13" ]
null
1
science
grade-4
identify-living-and-nonliving-things
true
false
Select the living thing.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAACif0lEQVR4nOz96a8la5beh/3WO0TE3vsMeTLzznWr61Z1VQ/V1QPFyaIsThZFm9BgGx4EGbJh+N/wP2B/NeBvBmzYgAHDskFKBCnSNsXJZLPZbDXZXVPXeKe8NzPPuIeIeIflD+uNfU4WS3azUh9koM9FIvNmnmHviBXrXetZz/Ms+Sc3qr+wgVPPH3380cd/LT/uCnx7B5/OcBHg33hkf+/+KHD/6OO/7h+nHn5hY3/elvu/d38UuH/08f8PH0ucJr3/u/DTPvH...
3
science
grade-4
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "53°F", "51°F", "56°F", "60°F" ]
null
0
math
grade-4
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines perpendicular?
"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"
[ "yes", "no" ]
null
0
math
grade-8
perimeter-and-area-changes-in-scale
false
true
Look at this square: If the side lengths are doubled, 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 1:4.", "The ratio of the new area to the old area will be 8:1.", "The ratio of the new area to the old area will be 2:1.", "The ratio of the new area to the old area will be 4:1." ]
null
3
math
grade-3
coordinate-planes-as-maps
false
true
What is at (2, 7)?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAFjCAYAAAAHNnwuAABlkElEQVR4nO3dd5yU5b3//9d939O277K7IF2xg4WioBgsSIwmijmxR42xxBBrNJacozk5KY9vjMfYYkv0HI+JGtN+iMYkNhTUGCOIDRtK77B9+l2u3x+zDKyLyMIsszDv5+MxOjtz39f1mQFm33vtdV+XZYwxiEgX6UyW1vbkNp3ruh5rmlr4eNlKlq5eA4CNzYihu3Hg3iOoLC/DsqzNnhsO2dTXVW9z3SIiIlJ8oWIXINInGfA8v8enJVNp3vl4Ea+9+wHllbXEympwQmGybpaX33yPRSvXcMZxRxe+XhEREekzFLBFNiMwBs/vWcDOZFze/SQXrsceOJpwtAzPD/ADw4JPPsIChjYOAAtMYPCNgU/9AsmyNz+yLSIiIjsPBWyRzTDG4PlBj45vauvgpXnvcO6Jx1FbXYUXBHh+wHOvzqG9rZlD9tuPI8aNJOTY/O2l1/jC2AMJOaEu/Tj21vcpIiIifVOXgP3II4/w6quvArDvvvty8cUXE41Gi1KYSDEZA34PArbn+by3cBEH7Lk7gxr7YdkWtmXxxIv/YMnyVRx24Kh8uP7TM7OYM/8jjDGcMOkw2jo2zvX2HQVsERGRnZ294c6rr77KW2+9xS9+8QvuvPNOstksM2bMKGZtIkVjTIDn+1t9A0Nzewf9autYuHI9S1Y28adnX2L+giVMPPigfLj+49MvsnjlGk4+5giWrFpDWTT8qbYUsEVERHZ2+RHs5cuXs88+++RHrEeOHMn7779ftMJEiq2lLU5FWQx7K+ZFR8Ihlq9ZR2PDINKrmnEcm/WtcQDG7L87Icfm9397gY+WruDEo4/EsS0WLltFNBLOX0wZBIZs1u3V1yQiIiK9Lx+wR40axf333088HicWi/Hmm29y6KGHFrM2kaJa39ROsx2nqrKMivIYIcf+zGPtCFTEyljb1ExlRSWWZdFYvxtt8QS//tOTDGyo591PljH+4DGsaYnT1NKSW6rPtkins3QkUiRTWaoqy3bgKxQREZHekA/YI0eOZN999+Vb3/oWoVCIPfbYg6OOOqqYtYkUTWDA6QzU8USKeCJFOBSirCxCJBwi5Dhdjrdsm/qaata0tGDsMLZlYVkwcLchLF2+hPcWr2TfvfcjlXVJux5LVq6koa4Gx7ZZ29SWa8Pa2KeIiIjsvPLfzZ9++mnWr1/Pgw8+yP/93/+x++67c//99xezNpGichynyy0whkQyQ0tbgqaWDto6EsSTabKui2VB1nNJJBO5qR6+T8bzSWdd+vcfzLChe5DxfBLpLK3xOB8uXMjE0Qewvrm9az9apk9ERGSnlx/BfvPNN5kwYQKxWAyAI444gjvvvPMzT5w7d27vVydSJHvuvd8Wp4RAbs40+PRrrGXGC6+wcMUa9tlrJLbjYIzZuMS1CQjIfe26Wea8+Qb9qqo4buI4Fq9Y16Uf27b1b2snMW7cuGKXICIifVQ+YA8dOpR58+ZxzDHHEAqFeOONNxg+fPgWT+7L32Dmzp2r+rZDqdfX2p7A+dQ0kE+zLYvd+tfy5Ox/8NHilRx4wLj8OQuXfILjOAxoHEDIiZF1s6xYvYL3F3xAZTTKv3/r6wCsXd/WpR/Hthk3uvff91L/891e+iFIRES2JB+wv/a1r/HAAw9w5ZVXYlkWgwYN4uKLLy5mbSJFFQpt4aJGy6KxvprHZ77Mh0tXM37cEYRCIYwxzHnzNdpamolForz97lukMln8IGBAXR1j99mbb512AgMa6njr/UXd+tAcbBERkZ1fPmDHYjEuu+yyYtYi0mcYYz5ziohlW9TXVPHn52fz4ZJVTJp4NOFwBIB/vPYKLc3rueDfTmL3QQ00t3YQGEMQGBr6VbPfiMG0tieY/9FSgG59bM2SgCIiItK3aat0kc+wudFkC4u6mgr+8MyLvL94JV847Cgsy8bzfF59/RWWLlvCFWefzhFj96GlLUFdTSXhkINlWyQSad5bsIxEKv2Z7du2RrBFRER2dgrYIpthjCESDnd5zLKgojzG7/72PPMXLmPiIYcT+C7ZtMc/581h2YplXPH1Uzny0P1Z19RGW0dqs21/ut1NhUJbnvctIiIifZ8CtshmGAPhcNd/HtFIiOnPv8Sc+R8xYcwhZLMZXDfDG+++QzIR5/rzz+HwMXvT3BonmXa7nb81wgrYIiIiOz0FbJHPEI10/ecRCYc49ICRvPCvN1mybDEDGxt59+NP8DyPa7/5dQ7ebyjt8RRZ1+t27taKbEMoFxERkb5F381FNssQjYQxmzxiAXsPG8h3v3EGNz3wW5atWk00EuHfLzyHUXsPJpnK4vkBkchnTwH5PCHNwRYREdnpKWCLbIZjO7mAbUy350bvM5zrzjub3/71ab577unsP2IgruthjCG6nSPQjgK2iIjITk8BW2QzwmEH1/dw7O7/RIwxHHrwnhw8chpVFVFMYLAsm2hke8OxwfOD7WxDBF577bVilyB9yIQJE4pdgkjJUcAW2YzysijpTBbbsgiHu194aAyURXMri2AX5h9SJutqBFsKRqFKQD9siRSLArbIZliWRUV5jPZ4Cqxc4Las3tkEJggCEsk0xhhqqip6pQ8RERHZcRSwRT5DLBoBA+3xZG5lkHCo4OtUZ10P1/XAsqitrtA62CIiIrsABWyRLYjFIoTDIRKpNJ7nk0m6BW0/FHKoKI/16gi5iIiI7FgK2CKfw3FsqivLe3TO3LlzGTduXC9VJCIiIn2ZAraISAkxxmBM5wW6vdZH7joG/VJGREqVAraISInwgwB/By4FGXIcbFspW0RKjwK2iEgJ8P0A1/PYzN5JvSpsObq+QERKjgK2iEgJ8IMA1/N3aJ+e72NZFmGtjiMiJUYBW0SkBLiuh+ft+J1CPcdXwBaRkqOALSJSAnw/wPd37Ag2QBAoXItI6VHAFhEpAZ+eIuJ5PhumY1ud/7HoPld60/nTXaZSWxuP3nCMZUEQdJ3kHd3Rk75FRPoABWwRkRIQBAFeZ8D2/ICmtgQrOzZunGR/+kLEDaG5y0ObfGUB2J3n5kJ0v8ooI/pXkUpn84eZQAFbREqPAnaRaBMSEdmRgsDgdS7R5/k+XmBwA4us57PHbjWMGFCzzW2/8claEmkXy8riOHa+H4BAI9giUoLsYhewszMmNzK0I24iItvK7wzYnh8QBAbLtqitjHLYvgNZtLqNjlSW+qpYj28LV7cBMGHfgUBulHtDP7m+ivvZ9fLLL7Nq1aoenfPBBx9w2GGH8bWvfY1MJsPJJ5/MmDFjmDVrFkcddVQvVSoiuxKNYG8HYwy+H+ywERo7MDiOrTVlRaTHgmDjRY5mk8+sPXarwQCvfbiKrOszpL5iq9t8a3ET8bTL5IOH0hrPALmpJpteTGmKPIL90EMPcckllzBw4MCtPuef//wno0eP5r777uODDz5gxYoVzJkzB2MM06dP78VqRWRXoYC9jYwxeJ6/w9eVjRAipCWvRKSHNr3I0bbAwsb1DK7nM7ShEs8fwKsfrCaZqWNwv/LPbe/dpS0ksz5TDh6KBbhegB/kpm5v+rn46YseP8/999/PO++8QyaTYfXq1USjUe644w4GDhxIa2srN954I/Pnz8e2baZOncqVV14JwK9//WseffRRgiCgsbGR2267jb/+9a/Mnj2bDz/8kP/4j//g+OOP36SugFtvvZW//vWvABx00EH85Cc/4c033+See+4hk8lwzjnnsGzZMtrb2znhhBO48cYb+cEPfsCsWbMwxnDrrbfy+OOP4/s+559/Pt/61rcAuOuuu5g+fTqWZTFx4kRuvPFGIpFIj94HEdm5aYrINvIDQ9b1O5e+2nG3rOsV+6WLyE6ovSNJW3sCz/Pxg9xv3hJZn0zWI5P1GFRXzugRDbz2cRMfrWwjkcp+5u2fC9azPp5l0n4DCIKATNYj7XqkPINt23ieTybrsnptC5lszz6zHMdh1qxZ/L//9/+YMWMGBx54IHfccQcA//3f/011dTUvvPACjz/+OE888QQvvvgizc3N3H333fzlL39h9uzZnHXWWcyaNYtp06YxfPhw7rjjji7hGuCpp57ihRde4C9/+QvPP/88xhjuvvtuJk2axLRp0zj++ON5+OGHuffeexk4cCDPPPMMtbW1+fP//ve/8/LLL/Pss8/y17/+lf/5n/9h3rx5PPvss8yYMYPHH3+cp59+mjVr1vDII49s95+fiOxcFLC3ke/7ZF03d7HQDrzt6BFzEdk1+EHA+pYOlq1cT3tHisAYklmPjLvxNqRfOWNH9OOfC5tZsKadZNbtdvvnwiaaElmOGrkbAeTPTWU90q6PZcG6pjaWr2oikcps0xzs8ePHU19fD8DkyZN54403AJg5cyZnnnkmAFVVVXzpS1/ipZdeorw8N+I+Y8YMWlpaOPXUUzn33HO32MfMmTM5+eSTKS8vx7IsTjnlFF566aWtrnHmzJmceOKJxGIxamtrefbZZznooIN45plnOOWUU6iqqsJxHM444wyeeeaZHr8HIrJz0xSRbbRhisimXyfTWYwxG+dIWxY2G9aHNZusFdv1/2Cx8ZTcfatzjVnbtrr8itXR7BAR2SYWISc3ppLJukQiMRJZl/SnRpiTWQ83CPjHwmYOHlzNkNpY/rm3VnTQlvbIeAHr2lPUV0bzz6WyHinPw7Issq6X72tb1NRsXNGksrKStrbchZRNTU3U1dV1Oe79998nFovx6KOPcs8993DzzTdz4IEH8rOf/YyhQ4d+Zh+ba6upqWmra1y/fj3V1dX5r6uqqvLtPvfcczz88MNAbjCmoaFhq9sVkV2DAvY2MsbgbrLtcDyRws2mCdmFHWGuqKgiGivr0peISE85toXT+RO649gEGOJZj0x241rY769u56WP1/O10UNYH8/w7Adr2LexnIaKMJ80pfCNxb+NHsyi9Qke/ddivnbwYBqqciE7nXVJeT6wsR9gmy7Kbmlpyd9va2vLB+H6+nqamprywbmlpSUfXkeNGsXdd9+N67rccccd/OhHP+KBBx74zD42tLVpnz0Jwg0NDV3OX7VqFWVlZTQ2NnL55ZdzwQUXbHVbIrLrUcDeRsbQZQTbC3xcz2X2Sp9/rQ8XpI/xDS5f2jtLNFaW70sLiIjIttk4gu3YNq6BZNYl4+Y+W95d3c6sBWs5fcxQqqIOVdFy/u3gQby6aD1rE1kaK6Mcvkc9GMMe9eUks7X85vXFnD5mKI2VUVKuR9L1sWxru0avAebMmcOyZcsYOnQoTz31FOPHjwfg2GOP5Q9/+AOjR4+mra2Nv/3tb/zsZz9j3rx53Hfffdx5551Eo1H22GMP3nvvPQDC4TDt7e3d+jj22GO59957Oe+884hGo/zhD39g8uTJW13j0UcfzV133cXZZ59NEAScccYZ3H777UyZMoU777yT008/ncrKSh599FEikQinnnrqdr0nIrJzUcDeRsYYvKDraLWbzeJ7AeFQ9DPO6hnfc8m6uR3RNvRlB0rYItJztm3hdAZf27YJgA7XI+P5vL2qjec+WsvZY4dSHQuR6fyBvjoW4kv779alnQ3P7dVYScrzeeC1RXx97FAyXkDS87HY2A9s2wj2pEmT+OEPf8iCBQsYPHgwv/zlLwG49tprueGGGzjmmGOwbZtzzjmHiRMnEgQBQ4YMYfLkydi2Tf/+/bnpppsAOO6447jsssv43ve+xze/+c18H1/+8pf54IMP+MpXvoIxhvHjxzNt2rStrvGEE05g/vz5HHfccRhjOP/88xk7diwAH330EVOnTsV1XUaMGMHNN9/c4/dARHZu+YB9zz33dLvAY+DAgdx66607vKidwYY1sDeVyWTJugYn5BCKhqgZVIsTdvBdn9blLfhuz6aPZF2XTCYXsDf05dmaKiIiPWfbdn6Jz3DIocNAa+cqIp80JzjlwEHURkM9WvVjn/oKErv3Y3FzgtqyMO1+gG1b272UaGVlJXfddVe3x2tqajb7uG3b/OAHP+AHP/hBt+euvPLK/FJ+nz7nmmuu4Zprrun23KbTO0aOHMmsWbOA3FJ+G+7bts11113Hdddd1+38Sy+9lEsvvXQLr1BEdnX5gH3JJZdwySWX5J947LHHusyjk+4+HbDTmTSZLDgxh8qGKo4vf47xvMxfgpP4V8NBxNfHu7VR7TUD0B7q1+25TDpDOm1j21a+r5CjgC0iPWdb5Kdu2LaF50GL65F1fabsnluxI9vDQQCAUQ2VACxoTdLu+dhW1yki2zKCXezNaUREttdmp4isX7+eV199lf/+7//e0fXsNHIXOW4c6XEcm1QySSptEaqwsUM2tcF67Ew7Q713mBMa021eYn12BSetuweAJ/tfQlNkcJfnU+kUqZQhCDb25TiaIiIi28CyCG1ykSMeLGpPc8ucJQVpPuUFDKytwNqkHxGRUrXZgP373/+ek046STtPfY6lK9ZTU11OZXmMkOMQj8dJJmzsAQ5uIsuT0a/xodmdj6Kj8Vpc7E1+bVqfWc6Ja++h3/B9cTuamLr2Hv4y8DKaokPyxyQTCRJxD9u2cD2fZCpDWwfsvfugYrxcEdmJObZNOJz7yA+FHA6oLeeGiXvi+4YgCDAYPC+3AU3gBwSdm9H4G+4HAYEJCAKDH/gEgSEIcpvWmCDA8zzqbQ/LIt8P9PzCbK2+ISK7gm4Bu7W1lbfeeotvf/vbxahnp2FMbjvg9c0dtLYlGDqonpbmJlpbbOpDNng+bc0Ob0QPxW93sXyfcCg3gl2XWc4Jq+6idvAehKsbCVc3Yvx3OXHVXfxt6BW0dIbsppYmmiuiZLIey1c2ERhDXXVFMV+2iOykHMcmEsl95OfW2TdMGNoPy8rNJ7Y7/59fh7/zZneuzb/pc2Bh2RYWFra94ZjccU0tHfl+NvQlIlJqugXsF198kdGjRxMKaYGRLTHQdcqHgXVr1rC+zaF/yM4/aDIutgVsCNfp5Ry3/E5q+g8mXFFHkEkCUDZgBLCQE5bfyTPDv0tLbAjr161lfedvEWw7t2mNbeublYj0nGPbRDYZWc66Hlm3Z9uYb61IWAFbREpbtxT95ptvctJJJ23VyXPnzi14QYXUm/Xttc/+XeYZWnYuQFsWOJ1TQepSyzhyyX1k7TKe3/NqKrJNHLvkdqrqGnFiVfjpZJc2IzW7UeWEOW7J7Tw/4mosKxfkrS5zJ50d9r6X8p9vIai+7dPX69vZOI5NNFKYNfp71K8GBUSkBHUL2AsWLGDEiBFbdfK4ceMKXlChzJ07t1fra21P4IQ2jmBv+Cbi2BaRkEVNchlHL7yNWCSE8ZJMWXgbFdkmKiqrsSNl+NnkZtu1I2VUVlYzZeFtzM9UACOwbTvfl21bjBvT++97b79/20v1bR/Vt312xvAfcuwd/hswC41gi0hp6hKwE4kE2WyWmpqaYtWzU3HsTZaisnPzDx3bYmj7W4xd9H/Ewg6hstx72S/ehAnSQDVBevPhOt+WE6EsFmVw21tY1p6d7W4M2CIiPWVZFmHHxra3b5fFnvA8vyij5iIixdYlYFdUVPDHP/6xWLXsVIwxXTZTsK3cBT+D2t/hsMXvYocjWE4YP5PIPR+OERiDm2zFiZRvRQ8WdueOkM4mG0SEbC1/JSI9VxaLkEpnCYed7d7KfGukM1mMMZSXF2ZnWxGRnYmuZNwO4U2+SdmWTTwepyazBssaROBlwct2P8my8qH785jAw7ZyFzZu6EvrYIvItqgojxEEhnQ6QywaIRaLYPfC9A3PD0im0nieT1VlWZff9ImIlAoF7G1kzMaLGSE3RWT16lV0LFlD4KYK0se7S9s5anQuvG/oa0f+eldEdi1VlWVgQSqVIZXOEAo5BQ3ZfhDg+wGWZVFdVUE0om8xIlKa9Om3HTZdisqxbb56yhnMnTMC1ze5bzRB56YMnRs1+EFA4AebPLfJ453fmDZs3BAEPpmaLGW1Ddi2le9r02kpIiI9VVVRRlVFWbHLEBHZpSlgbyNjTLeLd8YdeijjDjmky2OBgdxiexvOCzr/n39kk+Ny7eYf831qqstxN7lQSAFbREREpG9TwN5mpst2wLkthb2uS1JZVm6dqk42Fli5gGx9aqbHpudturRVEEBzW3zjFseOAraIiIhIX6aAvR1i0XDniPP227Sd3KD3xq83nceoC4ZERERE+jYF7G0UCoWIBobCxOutpzVERERERPo2BextFI2EyGZdIuHQDtupLAgCPM/fIX2JiIiIyLZRwN5GsWhu0wbf9ymLRXs9ZAdBQDLrUhbTpg0iIiIifZkC9naoriqnuaWDRDJNeVmMaDRc8I0bfN8nnXFJZ7I4jkOFdkUTERER6dMUsLeDY9v0q62iI54kkUyRSBZmg5nNKS+LUlEe22HTUURk12aM6ZXPk95qV0RkZ6KAvZ0cx6a2prLH582dO5dx48b1QkUiIp/NGIO/YeH9XrtM22BbFratoC0ipUkBW0SkRASBwfW8z4zVm8bh7Y3eFhAOhRSyRaQkKWCLiJQAYwxZ18P3u69EZFm55xOpLM2JLBVlYerKIli23fnctvYJkbBCtoiUHgVsEZES4AcG1/U2mR6ykW0ZVq9r5+HnF/LEJ0n2GjeMyw+sYuzAKgInhNnMOVsjCAIcx1HAFpGSo4AtIlICfD/A8wOCoOsItmVZ+Mbw2kfr8uH6Wa+C8HKf++tS+NGybd6x1vchHPEJox1oRaS0KGCLiJQAYwJ838fzPx2wbRzjkbJtVtb3w5TVsDtweF2IdRmXMtvb3o6373wRkZ2QAraISAkIjMHzfTwv6PK4ZRlcY9i3sZwjdw+zALhwYIijqj0c2+52/Gcxlo1luh8bBFt3vojIrkQBW0SkBJjA4PsmP4JtWRaObWEbH9c3DKmL8ePRYZa1p2iIGGJWmIAowWYuiuzSLhZhxyKUjePaEQK6zrfWALaIlCIFbBGREmAgN4Lt50aUA9+wqi3FmpTPgH4VDCu3iIYd9mnMfVsIAoPnBxhr4/xpywRdNpIxxuCUVxP9eBbRloUkDjyZlB3rEsqNRrBFpATpyhMRkRJgAoMfBHi+TxD4NHUk+cWLK7nslXaeWGuI4eEGhowXkPEsPCeGb0fAd7EycWwvBaEoTnk1nuWQ9XyME6bObSI86278WQ8ScwwBVmeQ9/F9v9e2svm0l19+mVWrVm318Z7n8fjjj/deQSJS0hSwRURKgsH3AwI/wPMCsoHF6opqBu4/mOEVUVzfwvUCAhxCfpKypg+pXv40NfOfoOq9P1Pz+qNUz3uMqo9nUd78MSHHobxfA/7Lj2A61hGk24km1oAJcu34AdmtnL9dCA899BCrV6/e6uM//PBDpk+f3qM+NreGuIjI5miKiIhICTDG0NoWxwsCYpEw/aqjXHlYOQCH1fokvRCOlaE+PY9Y2xIibQugfR24SfyEh0nGoaUF3w4T67cXqT2OwOo3nNDCl7FNBiscJnjjSSqOuoy455PIZEmlswwf2K9Hdd5///288847ZDIZVq9eTTQa5Y477mDgwIHE43H+8z//k3nz5hEKhfjmN7/J2WefzX333cfs2bP58MMP+Y//+A+OP/74fHvLly/n6quvZu3atfi+z1lnncU3vvENvvWtb9HW1sbZZ5/NI488wgcffMANN9xAc3Mz0WiUa665hilTpvDAAw/w4YcfMn/+fI455hiuvfZa7rrrLqZPn45lWUycOJEbb7yRSCRS0D8vEdm5KWCLiJSAAGjvSJJIZyiLxaiucJlQGSYSipD2HGJOkrL0R9TG54CfhsY6zIBGLNfFjicJslmCdBKrpRlv3RJir7yDb0WxTQYA45Thvv13aieczpJMhLVNbbhZD7+Hg9iO4zBr1ixmzpxJfX09P/nJT7jjjju46aabuO222zDGMHPmTFpbW5k6dSpjx45l2rRp/H//3//Hz3/+c8aMGdOlvV//+tdMmjSJyy+/nI6ODq677jqMMdx44438/ve/56GHHiIIAi677DKuuOIKpk6dykcffcQpp5zCrFmzCIVCzJw5k+nTpzNs2DCeffZZZsyYweOPP055eTmXXHIJjzzyCOeff36B/qREZFegKSIiIiXABBAOhwGLVDrDmqZ2Fq2Js7wliUOWOu9t+vlvYddUYTc2guVAMoVp7yBIxvE72jAdbRjfx6msgYY6HJNhdbqK1ekqbDdBpG0N4RduZ2htGNsJEY5s2xjO+PHjqa+vB2Dy5Mm88cYbADzzzDOcd955WJZFXV0dJ5xwAs8888wW2+rfvz+vvPIKb775JhUVFdx7771UVVV1OWbZsmWsWrWKk046CYB99tmHvffem7lz52JZFgcccADDhg3L13DKKadQVVWF4zicccYZn1uDiJQejWCLiJQAy7JwHJtwKPexbzC4ngcmoDq8kvLkEuyKSgDctjik0pBKYdIpTCYDbhaTyUI2jUnFsbIu2USS1BGX4kXKaFs0D9O0nA9mvMGZp9ZQ3x7Q2tK+TbXW1NTk71dWVtLW1gZAU1MT06ZNI9T5GrLZLCeeeOIW25o2bRqO4/D9738/f/6FF17Y5ZimpiZqa2vzq6NsqKGpqQmA2traLsc+99xzPPzww0BuXnZDQ8M2vU4R2XUpYIuIlAATBNhObu3rHItwOMyghjCVZgF2OES8KUH7kjX0360MsgFBZ7gOMmlMMpkP14HrEk600Vy3P8O+cDyJ2mG0rDkOK9nKkHXrIFaJQxOObWG2YR2RlpaW/P22tjbq6uoAaGxs5N5772XkyJFb3VYoFOI73/kO3/nOd1i0aBFnnXUWEyZM6HJMfX09ra2tBEGAbdv5GhoaGlixYkWX4N3Y2Mjll1/OBRdc0OPXJSKlQ1NERERKhGPbhEKh3C0corI8QmWojahpoaU5we9+9yov/PZFnI/WYAKfwPNy4TqThmzuFrguZHzS7RkYfRLxSDUdq5YTxlBZ35/RhxzCwuXriCcy+ZHmnpozZw7Lli0D4KmnnmL8+PEATJkyhUceeQRjDK7r8pOf/IR33nkHyE1/aW/vPmJ+xRVXMGvWLAAGDRpEZWUlQRAQDofp6OjAGMOwYcMYNGgQTz75JADvvfceixcv5tBDD+3W3pQpU5g+fTrxeByARx99lD/96U/b9DpFZNelgC0iUgIMBsd2CDk2IccmEgpRVR4i4q/BT28cZV6+rINUIo3lprGzCchksNzc1BA/nYKMT6SjmfX9DqJ89BRSaY91Te2sXL2eTxYu4933FrJydUu+n23ZynHSpEn88Ic/ZNKkSSxZsoTLL78cgKuuuop0Os3RRx/NMcccg+u67LfffgAcd9xxXHbZZfzf//1fl7YuvPBCbrnlFiZNmsQXv/hFTjzxRA466CBGjx7NmjVrOPzww7Esi1/+8pf85je/YfLkyVxzzTX88pe/7DJVZYMvfvGLHH/88UydOpVJkybx9NNPM2nSpB6/RhHZtWmKiIhIibBtCIXszvs20bCTeyKbpipw+erkPVk/uBa7MYKfSGJSLrgZgmyKIJvJh+vlfn/s4y+hrGEga5euxLZtYp3tGrOxj21VWVnJXXfdtdnHf/GLX2z2nCuvvJIrr7yy2+MHH3xwfmR6U42Njbzyyiv5r/fbbz/+/Oc/dzvuvPPO47zzzuvy2KWXXsqll176ua9DREpXl4D97rvv8utf/5qWlhb2228/rrzySiorK4tVm4iIFIgxBsdxCIdyodq2HYztkIpDRbqNIGtTVx6h8YA6Mh0dBKkkZFIE2RRkMpBy8+G69ZjvsteoI2hpacP1fCIRB2sL/W5LrSIiO7P8MEM8HueOO+7g29/+Nv/zP/9DfX19l5/uRURk52WMRcixCYfDnTcHQ4hUxT6s9Q4iaG0nWL+CbFsTQTYLrkeQTWF1xHFa1mO1tvJudDTJL/8HI476Ch3xJB3xFJFwmEi+ze43ZWURKUX5Eex//etfjBo1ilGjRgG5pY1ERGTXYFmGSCTcZUUMPzCUldcTDDua5VZ/wstfonr160RXL8FKZ/FMiI5IA20Nh+AfOJEBY4+ldvBQEvEkyUSSSNjp0t5n9NyjOrU6h4jsCvIBe8mSJVRWVvLjH/+YVatWsf/++3PRRRdRXl5ezPpERKQAjIFwqGsgNsaQybpEI2VU7TUef8AImtZ/iWx7a/6YSHUt9QOGEKmtx7bDJOIJUukM4XBoK8I1sA3L9ImI7OzyATuRSPDhhx/ywx/+kJqaGn75y1/y2GOPaTRBRGQX4Ng24ZCDY3e/ADHwfWzLEK5ppLZuINgbg7NjGTCGwPNIuWmCICAa3rrr4y3L2mx/IiK7uvynZEVFBePGjcvvSPXlL3+ZX/3qV0UrTERECicSCeH6PrZlbX5M2RgsAiyTxQ42hmKDIQgMxpjcBZLWVoZrciPk27uiiIjIzij/STlgwAAWLlyYfyL3wbjlD9K5c+f2XmUFoPq2j+rbPqpv+/T1+nY2sWiEZCrTudlM74dePwDXdYnFYr3el4hIX5NP0BMnTuSPf/wjixcvZsiQIfz1r3/lwAMP3OLJ48aN6/UCt9XcuXNV33ZQfdtH9W2fnaG+nY3j2JSXRUmls4TtEOFt3GVxa7ieh5fNEotGCGsEW0RKUP4Ttra2lm9961v8/Oc/J5PJcNBBB3HqqacWszYRESmg8rIovu+TSmVwHY+ysgi2VbgAHJiAVNrF8zzC4TCVFRq9FpHS1GUIY+LEiUycOLFYtYiISC+yLIuqynIiWZd4Ik1HPFXwPmzboqIiRlk0spWrjIiI7Hq0VbqISAmxLItYNEI0EiYIDL4f9HSp6s0zuWkotm0pWItIyVPAFhEpQZZl4TgWjqM50iIihaZPVhERERGRAlLAFhEREREpIAVsEREREZECUsAWERERESkgBWwRERERkQJSwBYRERERKSAFbBERERGRAtI62CIiJcYY03mvtzaEybWvDWdEpFQpYIuIlAhjIAgCgnzA7l22pY1sRKQ0KWCLiJSIIAhwPW+H9ecDEFLIFpGSo4AtIlICfD/AdT38INih/VqWr4AtIiVHAVtEpAT4xpBxvU3mX+8YQWCIRsI7tE8RkWJTwBYRKQFBEOB5/na14fsBfhDkLo20LGzbwrE/Z3R6x+Z5EZE+QQFbRKQUGIO7jQHbdT3WNLXw8bKVLF29BgAbmxFDd+PAvUdQWV722SuGhJSwRaT0KGCLiJQCwzaNYCdTad75eBGvvfsB5ZW1xMpqcEJhsm6Wl998j0Ur13DGcUcXvl4RkZ2YAraISAkIjMHzexawMxmXdz/JheuxB44mHC3D8wP8wLDgk4+wgKGNA8ACExh8Y3JrAW7CsrUWtoiUHgVsEZESYIzB87d+BRFjDE1tHbw07x3OPfE4aqur8IIAzw947tU5tLc1c8h++3HEuJGEHJu/vfQaXxh7ICEn1KUfx96xq5aIiPQFWjtJRKQEGNN5keJW3rJZj/cWLuKAPXdnUGM/Ksoi1FWW8eq8t1iyfBUTRo3kyPEHEHJs/vTMLGbNeZuX5r5NLBrp2lYPlwV86KGH+O53v1vw13/QQQexatWqgre7vV5++eU+WZeIbB8FbBGREmBMgOf7W30DQ3N7B/1q61i4cj1LVjbxp2dfYv6CJUw8+KD8yPUfn36RxSvXcPIxR7Bk1RrKouFPtbVjR7CDHbTOd6H6eeihh1i9evUO71dEepcCtohIiWhpi5PNenie/7k327ZZvmYdbUmPJauaWby6mfWtcQDG7L87Icfm9397gQ8WL+fYww+joqKKhctWEY2E821ksx4d8WSP6wyCgEsvvZTx48fzla98hRUrVuTqb2nh/PPP58gjj2TSpEk8+OCD+XMOOOAA7rnnHsaMGUMymWT27NkcffTRHHvssdx5551YlsWyZcs4/PDD8+fceOONnHrqqfmvL7roIv7+97/3qJ+FCxdy5plncuyxx3LSSScxd+7czb6mX//61xx99NEceeSRnHLKKSxdupT77ruP2bNnc+WVV/L3v/+d1tZWLrvsMo455hiOPfZY7rjjju3uV0SKQwFbRKRErG9qZ9nK9TS3xslkvS1OEbEtqIiVsbapmZaOBE1tcRrrd8MOhfn1n57kd089z9sLlnDQfgeypiXOOx8vzS3VZ1uk01nWNbWxbOV6Wtt7HrBnz57NVVddxb/+9S/23HNPHn30UQDuvvtuGhsbmT17Nr/73e/4+c9/zpo1uWUDQ6EQra2tvPnmm0SjUa699lp+/OMf8/zzz9OvXz86OjoYOnQolmWxcuVKAN5++22y2SzZbBZjDPPmzeOwww7b6n7Ky8u5/PLLOfnkk3n++ef56U9/yiWXXEI2m+3yepqbm7n77rv5y1/+wuzZsznrrLOYNWsW06ZNY/jw4dxxxx0cf/zx/Pd//zfV1dW88MILPP744zzxxBO8+OKL29yviBSPAraISAkIDDiOjWVBPJFizboW1q5voyORIpN1uwVsy7apr6lmfUsLHakM8VSGeDrNwN2GkHLhvcUr2Xfv/UhlXdriKZasXElDXQ2ObbO2qY1UOotlsU3bpB9yyCHstddeAIwZMyY/heL73/8+P/7xjwEYMmQIgwYNYvny5QBYlsUJJ5yAZVksXryYVCrFkUceCcBpp52W38Hy8MMP54033qC1tZVYLMaoUaN4++23+fjjjxk0aBC1tbVb3c+KFStYtGgRZ5xxBgAHH3wwAwYMYN68eV1eT3l5OQAzZsygpaWFU089lXPPPbfb6545cyZnnnkmAFVVVXzpS1/ipZde2uZ+RaR4tIqIiEiJcByny9eBMSSSGRJksC2LUMjGcRwiYQfLgqznkkgmqKszeHTO/TWG/v0HA4aM5+N6AZ7v8uHChXzrlK+wvrm9Sz/ONizTV1lZmb9v2zZ+5/KC77//PrfeeivNzc3Yts3KlSu7zEmura0FoLW1lerq6vzj0WiUWCwG5AL2vHnziEajjBkzhr322os5c+ZQXV3NEUcc0aN+mpqayGQy+SAPkEwmaWpq6vJ6YrEYjz76KPfccw8333wzBx54ID/72c8YOnRol+Oampqoq6vLf11TU8P777+/zf2KSPEoYIuIlABjDKHPGU0OAgP49GusZcYLr7BwxRr22WsktuNgjNm4xLUJCMh97bpZ5rz5Bv2qqjhu4jgWr1jXpR/787ZS74Err7ySb3/72/mR26OOOqrL8xt2k6ypqaG9vT3/eCKRIJ1OA7mA/cgjj2DbNuPHj2fEiBHcdNNNVFVV8dWvfrVH/TQ2NlJRUcHLL7/8ubWPGjWKu+++G9d1ueOOO/jRj37EAw880OWY+vp6mpqa8sG7paWFhoaG7epXRIpDU0REREqE4zhbvIVDIQbvVs+Ts//BB4tWcOCocZSXVxKLlrFqzSrWNa3Fti0ikRi25bB6zWpefu0fhCyLf//W1wFYu76ta7sFDNgtLS2MHDkSgOnTp9Pc3Ewy2X2O9/DhwwmHw8yaNQsgH6gBBg8eTEdHB6+++irjxo1jxIgRLFq0iHfeeYdDDz20R/0MHDiQYcOG8cQTTwC5keUrrriCRCLR5bh58+bx7W9/m0wmQzgcZo899siPiIfD4fwPA8ceeyx/+MMfAGhra+Nvf/sbkydP3uZ+RaR4NIItIlIiQqHPDru2ZdFYX83jM1/mw6WrGT/uCEKhEMYY5rz5Gm0tzcQiUd5+9y1SmSx+EDCgro6x++zNt047gQENdbz1/qJufWzLHOzPcvXVV3PxxRdTVVXFGWecwXnnncf111/Pn//85y7HhcNhbrrpJm688UaMMZxxxhk0NDTkp5qMHTuWOXPm0K9fPwCGDh1KKpWirKysR/0A3Hnnndxwww384he/wLZtLrroIioqKrocc/DBBzNkyBAmT56Mbdv079+fm266CYDjjjuOyy67jO9973tce+213HDDDRxzzDHYts0555zDxIkTN/tebE2/IlI8ljGf2td2K82dO5dx48YVup6CUX3bR/VtH9W3fVTf9nnttdeYMGFCl8da2uK8t2DZZo+3bIv6mir+/PxsPlyyikkTjyYcjgDwj9deobl5LRf820nsPqiB5tYOAmMIAkNDv2r2GzGY1vYEHy9etdmt2MvLoowZNaLwL1K2yub+LohI79MItohIidjcaLKFRV1NBX945kXeX7ySLxx2FJZl43k+r77+CkuXLeGKs0/niLH70NKWoK6mknDIwbItEok07y1YRiKV/sz2CzkHW0RkZ5EP2PPmzeNnP/tZl6u/v/GNb3DCCScUpTARESkcYwyRcLjLY5YFFeUxfve355m/cBkTDzmcwHfJpj3+OW8Oy1Ys44qvn8qRh+7PuqY22jpSm2370+1uKhRyPvM5EZFdVT5gJ5NJJkyYwPe+971i1iMiIr3AGAiHu/7SMhoJMf35l5gz/yMmjDmEbDaD62Z44913SCbiXH/+ORw+Zm+aW+Mk026387dGWAFbREpQl4C9YTF8ERHZ9UQjXQNyJBzi0ANG8sK/3mTJssUMbGzk3Y8/wfM8rv3m1zl4v6G0x1NkXa/buVsrsg2hXERkZ5f/5EskEixZsoSrrrqKjo4ORo8ezYUXXpi/qlpERHZmhmgkzKZXtVvA3sMG8t1vnMFND/yWZatWE41E+PcLz2HU3oNJprJ4fkAk8tlTQD5PSHOwRaQE5QP2wIEDGTVqFFOnTsVxHG6//XYeffRRLrzwwmLWJyIiBeDYTi5gb2bhqNH7DOe6887mt399mu+eezr7jxiI63oYY4hu5wh0IdfBFhHZWeQ/OSdMmNBlKZ9TTjmFe+65pyhFiYhIYYXDDq7v4djdA7MxhkMP3pODR06jqiKKCQyWZRONbG84Nnh+8PmHiYjsYvKftMuXL6e8vDy/8L7v+4RCWx65mDt3bu9Wt51U3/ZRfdtH9W2fvl7fzqa8LEo6k8W2LMLh7hceGgNl0dzKItiFWcM1k3U1gi0iJSn/GTp79mwWLlzINddcgzGGGTNmfO5GCn15o4W+vhGE6ts+qm/7qL7tszOGf8uyqCiP0R5PgZUL3JZl9UpfQRCQSKYxxlBTpd0FRaT05AP2qaeeyv33388ll1yC4zgceuihnHbaacWsTURECigWjYCB9ngytzJIOFTwdaqzrofremBZ1FZXaB1sESlJ+YAdiUS49NJLi1mLiIj0slgsQjgcIpFK43k+maRb0PZDIYeK8livjpCLiPR1WqBURKTEOI5NdaX2PRAR6S26+kREREREpIAUsEVERERECkgBW0RERESkgBSwRUREREQKSAFbRERERKSAFLBFRERERApIAVtEREREpIAUsEVERERECkgbzYiIlBBjwJhgh/Rl2xrDEZHSpIAtIlIijDH4fkBgzA7pzw4MjmNry3QRKTkK2CIiJcAYg+f5uJ6/Q/uNECIUcnZonyIixaaALSJSAvzAkHV9gmDHTA/ZIIungC0iJUcBW0SkBPi+T9Z1d3i/O2o6iohIX6KALSJSAjZMEdn062Q6izFm4xxpy8LG6ry78fFP/x8sNp6Su29ZFhZg2xZBsDFUOxq8FpESpIAtIlICjDG43sbpIfFECjebJmQXdk52RUUV0VhZl75EREqNAraISAkwhi4j2F7g43ous1f6/Gt9uCB9jG9w+dLeWaKxsnxfWkBEREqRAraISAkwxuAFXUer3WwW3wsIh6IF6cP3XLJuFiDflx0oYYtI6dEuACIiJWDDGtgbbgCZTJas6+KEHKIVUfrvPYCBIwfRf+8BRMoiOCGnR7es65LJ5AL2hn48v/emiixevJjXX3+9YO1dfPHFTJ8+HYCDDjqIVatWFaxtESktGsEWESkR/qfCbjqTJpMFJ+ZQ2VDF8eXPMZ6X+UtwEv9qOIj4+ni3Nqq9ZgDaQ/26PZdJZ0inbWzbyvcVcnonYAdBwPPPP082m+XQQw/tlT56Wo92rhSRDfRpICJSAnIXOXr5G0AqmSSVThFybOyQTW2wHjvVztDsO9ghh5Bjd7kN8Fdx+rrbOH3dbQzwV3V7PpVOkUolCYKNfXl+zy6iNMbwk5/8hEmTJvGFL3yBa665Bq+z3osuuoibb76ZCRMmcN999/HLX/6S//3f/+Xmm2/u1s7s2bM55phjmDJlCg8++CATJkxg+fLlW2z/s9x1110ce+yxTJkyhf/8z/8km812q+fOO+/kuOOO63LeiSeeyLPPPtuj1y8iuwYFbBGRErF0xXraOpL4foCFRTweJ5lIYIcc3ESWJ/2vMcOcznPRM/FSLnbIyd8a/VVMXXsP9cP3pbpfA1PX3kOjv6rLMclEgkQ8jm1buJ5PW0eSNevbelTj888/z+zZs3nuueeYOXMm8+fP529/+xsAoVCI119/nVmzZnHJJZcwdepULrjgAq677roubfi+z3XXXcePfvQjnnvuOdra2mhqasJxnC22vznPPvssM2bM4PHHH+fpp59mzZo1PPLII93qufTSS1m3bh3vv/8+ACtWrGDp0qUcddRRPXr9IrJrUMAWESkBxoDr+axv7mD5qiayrktLcxOtLU2EQzaW59PWbHgjeyhtzWB5PuGQTThk099fyYmr7qJ28B6EqxspH7wflTW1nLjqLvr7K/PHtbY00dzURCbrsXxlE+ubO/B7uFzfsccey+OPP040GiUSiTBmzBiWLl0K5Nbanjx5MrFYbIttLFmyhFQqxZFHHgnA2Wefjd85kr6l9jfnmWee4ZRTTqGqqgrHcTjjjDN45plnutUTDof58pe/zJNPPgnA008/zRe/+EUikUiPXr+I7Bo0B1tEpAQYIOTYXR5Yt2YN69sc+ofs/IMm42JbQOdjdenlHLf8Tmr6DyZcUUeQSQJQNmAEsJATlt/JM8O/S0tsCOvXrWV9Z6C07dymNbbds1VEmpub+dnPfsbHH3+MZVksX76cb3zjG/nna2trP7eNlpaWLsc1NjYSDoe3qv1Pa2pq4rnnnuPhhx8GcqPjDQ0Nm61n6tSpfO973+Paa6/l6aefZtq0aVv5qkVkV6OALSJSIkKbbKtodV6QZ1nghHKP16WWceSS+8jaZTy/59VUZJs4dsntVNU14sSq8NPJLu1Fanajyglz3JLbeX7E1VhWLshblpXvy+nhVo6/+MUvAPjzn/+M4zhcf/31XZ63tmJh7aqqKjo6OvJfr1+/Hrdzm/jPa//TGhsbufzyy7ngggs2+/ym9YwfP54gCHjuuedYsGABX/jCFz63VhHZNWmKiIhICTDG4ITsjbfOkWXHtoiELBqzy5my8DaqHZd6v4kpC29jysLbqKysxo6U4WeTm73ZkTIqK6uZsvA2+mWWA2DbG/vp6Qh2S0sL++67L47j8P777/OPf/yDZDK52WPD4TDt7e3dHt99993xfZ/XXnsNgAcffDAf9HvSPsCUKVOYPn068XhuRZVHH32UP/3pT5s91rIsTjzxRP7rv/6LL37xi/lRcxEpPRrBFhEpEc4my8hZtpUbvbYthra/xdhF/0cs7BAqqwGgX7wJE6SBaoL0ZwdQAMuJUBaLMrjtLSxrz852c331NGBfdNFFXH311fz+979n9OjR/OAHP+Daa69l3Lhx3Y49+uij+c53vsPKlSu544478o9HIhF++tOfcvXVV1NdXc25555LeXk5lmX1qH2AL37xi3z00UdMnToV13UZMWLEZlct2eDkk0/m/vvv58QTT+zR6xaRXYsCtohICTDGEAptnK5hWxYWFoPa3+Gwxe9ihyNYThg/k8g9H44RGIObbMWJlG9FDxZ2546Qjm3n+wrZPZsiMm7cOGbNmtXlsQ3L302ZMqXL45MmTeLdd9/dbDsnnngiJ554IpZl4fs+P/jBD6ipqWG33Xbbqvbffvvt/P1LL72USy+9tFsf9957b7fHGhoa6N+/PxMnTtzSyxSRXZwCtohIiQhvcpGjbdnE43FqMmuwrEEEXha8bPeTLCsfuj+PCTxsK3dh44a+HKc4W6VPnTqVs846i69//es8/vjj7LPPPpSVlfVqn8YYbrnlFs4+++wezz0XkV2LAraISAkwZuPFjJCbIrJ69So6lqwhcFMF6ePdpe0cNToX3jf0VazdDf/rv/6LG264gbvvvpv6+npuueWWXu1v3bp1nHDCCRx44IH89Kc/7dW+RKTv22zA/sMf/sAzzzzDAw88sKPrERGRXhIJb/zId2ybr55yBnPnjMD1DX4Q4AcBQWDw/YBgw9d+sMlzmzweBJ3H+Z1f+2RqspTVNmDbVr6vTael7Ejjxo3j73//+w7rr7GxkTlz5uyw/kSkb+sWsFeuXMkrr7xSjFpERKSXGGOIRrquajHu0EMZd8ghXR4LDOQW29twXtD5//wjmxyXazf/mO9TU12O6/n5vooVsEVEiqnb7+5+/etfc8YZZxSjFhER6TWGcDiUvwXG4PsegQk23jBgGbAAK3chpGM7OLZDOLzhljs/Fg0Ti4Ypi0Uoj0WpKItRVVlBEFg0t8U39hXSTEQRKT1dPvlefPFFGhoaOOCAA4pVj4iI9JJYNNw54rz9Nm0nN+i98etopOtUFBGRUpP/FOzo6GD69On85Cc/KWY9IiLSC0KhENHAUJh4vfWKs4aIiEhx5QP2b37zG772ta9RXV292Z2xRERk5xWNhMhmXSLh0FZtN14IQRDgef4O6UtEpC+xTOfv+c4///z8up3GGDo6Oqiurub222+nsrKy24lz587dsZWKiPQhn7XzX1/w2muvMWHChG6Pt7TFCYKAsli010N2EAQkUxnKYlEqK2K92pd8ts/6uyAivSs/gv3ggw/mH2xvb+fqq6/+3GX6+vI3mLlz56q+7aD6to/q2z47Q307o+qqcppbOkgk05SXxYhGw9gFDtq+75POuKQzWRzHoaI8WtD2RUR2Brq8W0SkRDi2Tb/aKjriSRLJFIlkYTaY2ZzysigV5bEdNh1FRKQv2WzArq6u1iYzIiK7IMexqa3pPu1PREQKR+sniYiIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkDaaEREpIcYAmM6vemMTmFzb2mBGREqZAraISIkIAoMfBDukLwtwHAflbBEpRQrYIiIlIAgMrudjzI4J2JAbyw45tkazRaTkKGCLiJQAz/fxPG+H9hkEAbYVwXEUsEWktChgi4iUANf1cT2/R+e0tSdYs+RjjDHUDRhCXX0d4ZDTozYcJ8BxdD29iJQWBWwRkRLgBwG+v/XTQ1raEyx85e80Lf0QEyon7LZzwNe+Q//GBnoysdrzfKIRfasRkdKiTz0RkRIQBEGPRrCTqTSJppXUHnAMNQOH8/FTvybVtJpkVTXh8NZ/64hGdtycbxGRvkIBW0SkBPh+gNeDgG1ZNpTV0DLv77TPj+Gn49hV9QSmZ+0Egfn8g0REdjEK2CIiJSAwBs/f+mAcCYfY/fAT+PBfL9P+8RyGHHsB1TU1GEOP2gmMAraIlB5deSIiUgJ8P8D7vJvn09rSwtqlC7EtKC+Lsseew6msqmDfvYezYWOa5qUfg2V9fnt+gFHAFpESpBFsEZESEGzFRY6+77N07kxaln1E/bB9AEi1N9PetJIPZz8B5HZofP/FGZz+k9+Qybhb0W/PAvZDDz3EvHnzuP3223t03qcddNBBPP300wwcOHC72hER2RYK2CIiJWDDRjNbYltgAp9EIoXf3EHgB2Q62sgkEny8eBWByYV0301j29bWXTS5g0ewgyDAtrf/l7OFakdESpM+PURESkAilSaTyeL7/mfeAMr6DWKvw47jyH87l8mnf5NDJh9Pdb8GTj7/Ur520eWcMe0qvH574djWFtvyfZ/WtjgZt+eb2wRBwKWXXsr48eP5yle+wooVKwBoaWnh/PPP58gjj2TSpEk8+OCD+XMOOOAA7rnnHsaMGUMymQTgySef5JhjjmH8+PE88MAD+bZvueUWJk+ezOTJk/nud79LR0cHABdddBE333wzEyZMYPbs2dv1fotIaVPAlj6hp/M0x40b1yvtiuyq0mmXZSvXs2ZdK/FEOjcS3TlHOui87weG4QeOZ+gBE3A9H9f1ITD4XhbLhvaOFLZt8W+X3ghY+TZCjk3IcfD9ANf1aW1PsGzletY3t+N5PV+mb/bs2Vx11VX861//Ys899+TRRx8F4O6776axsZHZs2fzu9/9jp///OesWbMGgFAoRGtrK2+++Sbl5eUALFy4kJkzZ/L73/+eW265hRUrVvDUU0/xwgsv8Je//IXnn38eYwx33313vo3XX3+dWbNmcfTRRxfkfReR0qSALUVljMHr/Ma+NRdM9fS2oV0tFSalzrItHMcmk3Vpbu1g9bpWwuEQb//lAbxEMwCZTJZ01sP1XBLJNH4QYDD4bhbbskmm0qxv6cCxbVatbcEYQ2O/ata8+SzZlfMBWLW2mfaOJMYYHMcmoOf/9g455BD22msvAMaMGcPq1asB+P73v8+Pf/xjAIYMGcKgQYNYvnx57vVZFieccALWJpvgnHnmmViWxR577MHIkSN56623mDlzJieffDLl5eVYlsUpp5zCSy+9lG9j8uTJxGKxbXyXRURyNAdbiiY3J9T7zG+/m+4Vt73x2ALCoRC2vfU70InsSizLwnE2bnMejYRJtazhgxems+CVv3HkedfTsO+htLYl8lubR6MRMAbP9fJzrjPtCVqNIRoNM6A2xhM3X8HS+XM4+qzvMHrkeFava+3Sr03P/81VVlZuPN+289NX3n//fW699Vaam5uxbZuVK1cSBBtHyGtra7u0U19fn79fU1NDW1sbTU1N1NXVdXm8qanpM9sQEdkWGsGWojDGkHU9PM/H/9Qt8H18z6OtI8mi1a2sbUvgZd1Nnuv5zfN8sq6nkWwpWbZldU7lyN2ikRDxptU4TpT6xkE8/csb+eCZR6mtriCdyZJMZXC93PzpwPVxbIt4Ik0ylSEaDVPhtfLQ986iaelC+g8ewcfzXsOy7S59hBy7J7uqf64rr7yS448/nhkzZjB9+nQGDBjQ5XnrU521tbXl77e3t1NXV0d9fX2XQN3S0kJDQ8NntiEisi00gi1F4QcG1/XwNxN4bcuwel07Dz+/kCc+SbLXuGFcfmAVYwdWETghzDaG5CAIcBxHo9hSkiyLT41gh2hetxrf9Vm9ZBFe1uW1Pz1Ax7rVHHnhv7NidTOOnRt/Nsbg2DaO41BbXU6F38p9V5yWb8v3fOoraqiuKOvSR67jwr2GlpYWRo4cCcD06dNpbm7OX9C4OdOnT+eAAw5g2bJlvPfee4wdOxbP87j33ns577zziEaj/OEPf2Dy5MmFK1JEBAVsKZINm14EQddlvizLwjeG1z5alw/Xz3oVhJf73F+Xwo+WbfOFi74P4YhPWL+4kRJk2zah0Ma/+yHHoaNpNcl4O3VD9sKJxZnwjeuIVlRRUR4lFLK7/kBqWYRCNpUVMUKmnmFfvYr00ndZ98HrtLV34H78PpFwqEsfAFYBE/bVV1/NxRdfTFVVFWeccQbnnXce119/PX/+85+7Hev7PkOGDOH444+nvb2d//iP/6B///58+ctf5oMPPuArX/kKxhjGjx/PtGnTClajiAgoYEuRGBPg+363LZcty8YxHinbZmV9P0xZDbsDh9eFWJdxKbN7vuTXpzrevvNFdlK2bRHaZHQ5EglR3TiQUV88nfGnXMQjV32N+toKhh0whngiTchxCDlW5yi2lT8/kcyw1/DdmHbZt7nl3Ckc+JVzMJX9efWPv8KyLGqqykkkM/l+ejrl4rzzzuO8887b7Nfnnnsu5557bpfjr7nmGgDmzZvX5fH583MXXZ5//vmfeh9srrnmmvx5m7r33nt7VKuIyGdRwJaiCIzB8/1uS3hZlsE1hn0byzly9zALgAsHhjiq2sOx7a1e8stYNpbpfuymF0SJlJINc7A3tf9RJzLqaAvHthj71Qt4+p4fcc7PH6Yj6RNy7I0brVi5oBxybFzXo6m1g09mz6A15TPt3G/Rr6aSkWPHYtsWnud360dEpNToU1CKwgQG3+8M2b6PHwSAwTYege8zpC7Gj0eXc/PAFEdE2olZLgFW/vjPurl+rp1QNk7ge92e1wC2lCrbtgmHQ/lb1vVwXY9059J846eeTbS6kWfv+wn1lWFisUiXkO3YFuFwiP4NNax44wWeeuA2jr7o36ksj7F8dRO7DxnMx4tXdetH1wyKSClSwJaiMNAZenNzsTMZj09Wt/PSojYWxX1s2yIadtinMUa/mjJCIQfPD3AD8jfPD3C9jW24no+JlBNd9C8q3plBOMh2hvKN62IbjWBLibI7A/KGWygUyq8V73o+Icdh6nW30Ly+id9e+3Wa5r9M2MpNybKwsCyLcq+Flx+8iT/f/iP2Of16Jh/3RdY2t9ORyK2Pnc56XfrIBWwlbBEpPfkpIkEQ8PDDDzNr1iyCIGDMmDFcfPHFWnBfeoUJDH4Q4Pk+tgVNHWl+8eIq/umVce6Ecq7Z3actsCEwgIMVjgJgeyksL4PlOJhoNU44QjadJHCzhCJR6twmrFl347esJjZ6Kglj5ed5W2z/etoiOyvHcYhGPntWYNbz6D+gkbN/ej+zpj/GzN/9D0/cdmP++RuP259QVT3lww7k8Mt+wVdOmEx7PEU2626xXQVsESlF+U/FmTNn8v7773P77bcTCoW46aab+Mtf/sKpp55azPpkl2Xw/YDADwiAbGCxuqKagYP6M7wihOuncb0AJxQm4ieJtC8inFqM09SK8eM4aY+gohar33BS5XWka/egvF8D/l9+htOxjiDdTlliDZQNz7Vjga90LSXMsW0ikfAWj8lkPCorYpx47vk0nXQ6zS1x1q9cRqplDbGBe9O/oZrhgxpp6FdFe0eKjOt9bptaFlNESlE+YA8bNoxvf/vbVFVVAbntaTdsQStSaMYYWtvieEFALBKmX3WUKw8rB+CwWp+kF8KxMtSn5xFrW0KkbQG0rwM3iZ/wMMk4tLTg22Fi/fYitccRWP2GE1r4MrbJYIXDBG88ScVRlxH3fBKZLKl0luED+xX5lYsURyhkY1mff1277wc4js2A+ioGNdbg7D8Ux7Y716zP/WDc3BrHGEM0vOX2LMDRCLaIlKD8p+M+++yTf3Dt2rX84x//4Ktf/WoxapISEADtHUkS6QxlsRjVFS4TKsNEQhHSnkPMSVKW/oja+Bzw09BYhxnQiOW62PEkQTZLkE5itTTjrVtC7JV38K0otsktD2acMty3/07thNNZkomwtqkNN+vhawq2lLBopGdzov0g6LwAuXs7WyPwA5yQ8/kHiojsYrp9Sn7/+9/nk08+4Utf+hKHHXZYMWqSEmACCIfDkM6SSmdIpTO0J6JUlMcYUBulznubcv9DqKkCqggSKUimMKkUJp3CT6UgncT4Pk5lDcZxcNa3sDqd+w3MANYTSqQIv3A7Q4+5gfWtIcKR4r5mkWIqi0Zy86VjW57SUSie5+MaQ3VZdIf0JyLSl3QL2DfddBNtbW08+OCD/O///i8XXXRRMeqSXZxlWTiOTTiU+ytoMLieByagOryS8uQS7IpKANy2OKTS0BmuTSYDbhaTyUI2jUnFsbIu2USS1BGX4kXKaFs0D9O0nA9mvMGZp9ZQ3x7Q2tJezJcsUlSVFTGaXY90OktZWZTw50zv2B6pVIaM61Eei/RqPyIifVX+k2/evHn079+fwYMHU1NTw3HHHcevfvWrLZ48d+7cXi9we6i+7dOb9Y3Yc19sJ7fBRY5FOBxmUEOYSrMAOxwi3pSgfcka+u9WBtmAoDNcB5k0JpnMh+vAdQkn2miu259hXzieRO0wWtYch5VsZci6dRCrxKEJx7YwmB32vpfyn28h9PX6djaWZVFbXUFbR4J4IkUo5BAOhQp6EaLvB6SzLhhDeVmUyoqygrUtIrIzyQfs9957j6eeeoqrr76aSCTC7NmzGT58+BZPHjduXK8XuK3mzp2r+rZDb9fX0hrHsW1CnSPYWFBZHqEy1EbUa6G5Oc2ffvcq5Z8s5esnj8Ub1o/A8zCZNCaThmzuFrguZHzS7Rk45iTikWriq5YTtkPE6vszaPhwFi5fRzyRyfe1I973Uv/z3V47Q307I8ex6VdbRTqdJZ3JkspkKeTuS45jE4vkNqmJaORaREpY/hPwtNNO44EHHuDyyy8nCAL23XdfLr744mLWJrswg8GxnfyWyrZtU1UeIuKvwU9v/Ia/fFkHqUSaiJvGzibwMxksN4vJpvHTKcj4RDqaWdbvICpHTyGR9ljX1J7bVMYEhDs308hv3aytHEWIxSLEYrooQUSkt+QDdiQS4ZJLLilmLVJibDu3dFjuvk003LnaQDZNVeDy1cl7sn5wLXZjBD+RxKRccDME2RRBNpMP18v9/tjHX0JZw0DWLl2JbdvEOts1ZmMfIiIiIjuCfocnRWGMwXEcwp1LeNm2g7EdUnGoSLcRZG3qyiM0HlBHpqODIJWETIogm4JMBlJuPly3HvNd9hp1BC0tbbieTyTi8FmzSo1GsEVERKSXKWBLURhjEXJsgnBuyTDbtjCESFXsw9q2Vmpb/wHJNrJA4AGuR5BNYXXEsRNtmITHu+WjiRz9TUaMP4aOeJKOeIpIeMtLkClfi4iISG9TwJaisCxDJBLusumFHxjKyusJhh3Ncqs/4eUvUb36daKrl2Cls3gmREekgbaGQ/APnMiAscdSO3goiXiSZCJJJOxsxSYa2lVOSsNrr71W7BJEREqWArYUhTEQDnUNxMYYMlmXaKSMqr3G4w8YQdP6L5Ftb80fE6mupX7AECK19dh2mEQ8QSqdIRze2h3qNIQtu74JEyYUuwQRkZKmgC1F4dg24ZCDY3e/ADHwfWzLEK5ppLZuIGyyTq9jGTCGwPNIuWmCICC6lcuBWZa12f5ERERECkkBW4oiEgnh+j62ZW1+TNkYLAIsk8UONoZigyEIDMaY3AWS1laGa3Ij5FpRRERERHqbArYURSwaIZnKdG420/uh1w/AdV1isViv9yUiIiKlTQFbisJxbMrLoqTSWcJ2iHCo9/4qup6Hl80Si0YIawRbREREepkCthRNeVkU3/dJpTK4jkdZWQTbKlwADkxAKu3ieR7hcJjKCo1ei4iISO9TwJaisSyLqspyIlmXeCJNRzxV8D5s26KiIkZZNLKVq4yIiIiIbB8FbCkqy7KIRSNEI2GCwOD7QWGWqja5aSi2bSlYi4iIyA6lgC19gmVZOI6F42zdFJG5c+cybty4Xq5KREREpOd0xZeIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJA2mikSbZKSYwyA6fxq63dcHDt2XOe5n9tDrmXt5igiIiI7iAL2djLGYAz0Zn7LtW/1ah/FEAQGPwh2SF8W4DjOLvceioiISN+jgL0d/CDA93dMQAQIOQ62vWskxCAwuJ6PMTvu/TNAyLE1mi0iIiK9SgF7G/l+gOt5WzlNoXDClrNLBETP9/E8b4f2GQQBthXBcXb+909ERET6LgXsbeQHAa7n79A+Pd/HsizCIWeH9tsbXNfv8fvX1p5gzZKPMcZQN2AIdfV1PX4vHCfAcXRtr4iIiPQeBext5Loenrfjpjds4Dn+LhGwezq9pqU9wcJX/k7T0g8xoXLCbjsHfO079G9s6NEEeM/ziUb0115ERER6j5LGNvL9AN/fsSPYAEGw84dryE3X6MkIdjKVJtG0ktoDjqFm4HA+furXpJpWk6yqJhze+r/G0ciO/6FIRERESosC9jb69BQRz/O7LjZngbWZZec2nT/dZeDV2nj0hmMsK3cx4KaiO3rSdy/x/QCvBwHbsmwoq6Fl3t9pnx/DT8exq+oJTM/a+fT7KSIiIlJoCtjbKAg2BjvPD2hqS7Cyw80/b3962sKG0NzloU2+smDDvj+2lQuB/SqjjOhfRSqdzR9mdpGAGBiD14PfAETCIXY//AQ+/NfLtH88hyHHXkB1TQ3G0KN2gl3kBxQRERHpuxSwt1EQGLzOOcSe7+MFBjewyHo+e+xWw4gBNdvc9hufrCWRdrGsLI5j5/uBXScg+n7Q5XVtljHEO9rJdrRQN3AY5WVR9thzOAvXvM++ew9nw48rzUs/pt/wvbdqJNvsIu+fiIiI9F1dAvaf/vQnnn76aTzP4+CDD2batGnEYrFi1dan+ZsE7CAwWLZFbWWUEQNq+OeHq2isLmP3/tU9bvf1BWsAmLDvQOYvWYdlWV0D9g7amKW3BVtxkaPv+yydO5OWZR9RP2wfAFLtzbQ3reTD2U8Aud8CvP/iDE7/yW/IZNwtNdfZrwK2iIiI9K58wP7nP//JSy+9xM9//nPKy8u5+eabefLJJznttNOKWV+flQuIuRHTTUdF99itBgO89uEqsq7PkPqKrW7zrcVNxNMukw8eSms8A+Smmmx6MeWuMgK7YaOZLbEtMIFPIpHCb+4g8AMyHW1kEgk+XryKwORCuu+msW1r6y6a3EXePxEREem78gG7sbGRSy65hH79+gEwduxYFi5cWLTC+rpNL3K0LbCwcb1caBzaUInnD+DVD1aTzNQxuF/557b37tIWklmfKQcPxQJcL8APclO3Nw2Ou8oIbCKVJpPJEtrCkoN2yKGs3yD2OmwQI0Yfjm1brFv0Hu88+weOO/9SLBtsy+Y3N6/Dsa3PXdWlI56iX83W/8AjIiIisi3yAXvPPffs8sTbb7/N+PHjd3hBO4v2jiRt7QkqymM4jkVgIJENyGRzuxMOqitn9IgGXvlgLQcMcRlcV/aZbb2zvJ206/OlgwYRBAGZbEDa9Uh5Btu28TwfPwhoaY1TV71rBMR02mXZyvWUl0WpKI9RFosAYNsWJjAYwLZthh84nsDkRqdty4LA4HtZLBvaO1L0q63k3y69EbDyU05y61xbZLIuQWBIpNJ0xFN4ns+wQY1Fe80iIiJSGjZ7keMf//hHPM9j8uTJO7qenYYfBKxv6aC5NU6/2krsaIxk1iPjbtz+e0i/csaO6MfsD9Zy0JCqzYbst5e3k3YNXx49mADy56eyHmnXx7JgXVMbyc6VRHaVOdiWbeE4NpmsSybr4jgOQwc1MG/Gr9j/qH/DqehHJpMlCEJYFmSzHuVlUQwG381iWzbJVJrAGGKREKvWtmCMoX99DQtenkFd/8HQsA+r1jbn+3Qcm4Bd4zcAIiIi0nd1CdjGGB588EFWrVrFddddh21rS+nPZhHq3HI7k3WJRGIksi7prNflqGTWww0C/rGwmYMHVzOkduNFo2+t6KAt7ZHxAta1p6ivjOafS2U9Up6HZVlkXS/f167CsiwcZ+P0kGgkTKplDR+8MJ0Fr/yNI8+7noZ9D6W1LZHf2jwajYAxeK6Xn3OdaU/QagzRaJgBtTGeuPkKls6fw9FnfYfRI8ezel1rl37tzaxNLiIiIlJIXQL2b37zG9ra2rj++usJhT5/Bb+5c+f2WmGF0Jv1xaoa8wFxw8hoPOuRyW5cyeL91e289PF6vjZ6COvjGZ79YA37NpbTUBHmk6YUvrH4t9GDWbQ+waP/WszXDh5MQ1UuZKezLinPB7oGUcuydtj73rvvX/8uPzREIyHia1fjOFHqGwfx9C9vZNzU8xj5pXNY19xGEBjKy3PvTeD6OLZFPJEGoLamggqvlYe+dxUEHv0Hj+Djea8xZur53X4wsawd9/e2lP99FEJfr09EROSz5FP0e++9x9tvv83NN9/cJdBtybhx43qtsO01d+7cXq1v/kfL8uHNsW1cA8msS8bNXWj37up2Zi1Yy+ljhlIVdaiKlvNvBw/i1UXrWZvI0lgZ5fA96sEY9qgvJ5mt5TevL+b0MUNprIyScj2Sro9lW91C4o5433v7/XtvwbJPjWCHaF63Gt/1Wb1kEV7W5bU/PUDHutUceeG/s2J1M46dG382xuDYNo7jUFtdToXfyn1XbFztxvd86itqqK4o6/532do13r/tpfq2j8K/iIhsST5gz5w5k+XLl3POOefknxw6dCg333xzUQrr6+zOOcS5+zYB0OF6ZDyft1e18dxHazl77FCqYyEynauAVMdCfGn/3bq0s+G5vRorSXk+D7y2iK+PHUrGC0h6PhYb+4FP7f64E7Ntm1Bo4+sKOQ4dTatJxtupG7IXTizOhG9cR7SiioryKKFQLlDbdufrtyxCIZvKihghU8+wr15Feum7rPvgddraO3A/fp9IONSlD9j89vUiIiIihZQP2JdddhmXXXZZMWvZqeQCYm50NBxy6DDQmvXJZD0+aU5wyoGDqI2G8quKbI196itI7N6Pxc0JasvCtPsBtm1tcSm7nZVtW4Q2GV2OREJUNw5k1BdPZ/wpF/HIVV+jvraCYQeMIZ5IE3IcQo7VOYpt5c9PJDPsNXw3pl32bW45dwoHfuUcTGV/Xv3jr7Asi5qqchLJTL6fXeUHFBEREem7tFX6NrIt8lM3bNvC86DF9ci6PlN2rwcg627FxiefMqqhEoAFrUnaO5emC+2KI9hW96kv+x91IqOOtnBsi7FfvYCn7/kR5/z8YTqSPiHH3njRrZV7H0KOjet6NLV28MnsGbSmfKad+y361VQycuzYzj8Xf5e7QFRERET6NgXsbWVtHIF1HBs8WNSe5pY5SwrSfMoLGFhb0Rkkd8URbJtweONfv6zrYdt2bn614zB+6tl88vosnr3vJxx/yQ+Ju3QJ2Y5tEQ6HqKupYMUbL/DUA7dxzBU/p7I8xvLVTew+ZDAfL16FbdtdVsPZRX4+ERERkT5MAXsbOZsExFDI4YDacm6YuCe+bwiCAIPB8wICYwj8gCDI3fc33A8CAhMQBAY/8AkCQxDkNpQxQYDnedTbHpZFlyC6qwREuzMgb8rr3CgmMD5l0QhTr7uFx3/+PX577dc58uxL6DfhaCA3j9qyLMq9Fl5+8Je88cLf2ef065l83BdZ29xORyJNR+cKI5/uY1f5DYCIiIj0XQrY28hxbCKR3NtnWRYWhglD+2FZudFZu/P/Vud0hg0327Lyx2x4Diws28rPLbbzx0NTS0e+nw197Qocx+nccXHzsp5H/wGNnP3T+5k1/TFm/u5/eOK2G/PP33jc/oSq6ikfdiCHX/YLvnLCZNrjKbJZd4vt7irvn4iIiPRdCtjbyLFtIp+a4pB1t/6Cxp6IhHfBgG3bRCLhLR6TyXhUVsQ48dzzaTrpdJpb4qxfuYxUyxpiA/emf0M1wwc10tCvivaOFBnX+9w286uQiIiIiPQSBext5Dg20c8Jc73S7y4SEEMhG8v6/L9+vh/gODYD6qsY1FiDs/9QHNvGDwyQm3LT3BrHGEM0vOX2LMDZRX5AERERkb5LAXsb5S6427FhzWLXGcGG3OYyPXk9fhDgB8Fm29kagR/g7IJLHoqIiEjfooC9jSzLIux0XaGit3meX5RR895QFo3k5kvHdszr8Twf1xiqy6I7pD8REREpXQrY26gsFiGVzhIOOztkneV0JosxhvLyXSMgVlbEaHY90uksZWXRbqt9FFIqlSHjepTHIr3aj4iIiAgoYG+zivIYQWBIpzPEohFisQh2L0zf8PyAZCqN5/lUVZbh7MAR895kWRa11RW0dSSIJ1KEQg7hUKig0258PyCddcEYysuiVFaUFaxtERERkc+igL0dqirLwMqNkKbSGUIhp6Ah2w8CfD/Asiyqqyq2eq7xzsJxbPrVVpFOZ0lnsqQyWTCmoO3HImFisUiXlVhEREREepNSx3aqqiijahtGRufOncu4ceN6oaKdTyyW+w1AT+j9ExERkb5q15hvICIiIiLSRyhgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFFCXgN3e3s5Pf/pTrrrqqmLVIyIiIiKyU8sH7FQqxQ9/+EN23333IpYjIiIiIrJzywdsy7K4/vrrOeSQQ4pZj4iIiIjITi0fsGOxGLvttlsxaxERERER2enpIkcRERERkQJSwBYRERERKSDLGGM2feCDDz7gV7/6FbfddtsWT5w7d26vFiYi0peNGzeu2CWIiEgfFdqek/vyN5i5c+eqvu2g+raP6ts+O0N9IiIinyUfsF977TVuv/12ADzP46yzzmLQoEH84he/KFZtIiIiIiI7nXzAnjBhAr/73e+KWYuIiIiIyE5PFzmKiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUkAK2iIiIiEgBWcYYsy0nzp07t9C1iIjsFMaNG1fsEkREpA/b5oAtIiIiIiLdaYqIiIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgUUJeA/bOf/Yz+/ftTV1fHJZdcgu/7xapLRERERGSnlF8H+/nnn+fCCy/kxRdfpF+/fpx44omceeaZXHLJJcWusUcWLFjAgw8+yLRp0xg2bFixy+nit7/9LdlslkgkwurVq7nooouoq6srdll5jzzyCJlMhkgkwtKlSznvvPMYPHhwscvqxvM8/vM//5Ozzz6bUaNGFbucvEceeYRnnnkm//WZZ57JCSecUMSKujLG8NhjjxGPxykrKyMUCnHmmWcWu6y8m266iffffz//dTab5Z577ukz/0Y+/vhjZsyYwZAhQ1i8eDGnnHIKe+21V7HLEhGRPii04c6f//xnpk2bxu677w7Atddey6233rpTBeyVK1cSj8dJJBLFLmWzhg8fzpFHHgnkwtj06dO54IILilzVRvvvvz9jx44FYPr06Tz55JNMmzatyFV1N2PGDNra2opdRje2bfPQQw8Vu4zP9Mwzz9De3s63v/1tAN57770iV9TV/vvvz/e//30gF65/85vf9JlwDfDYY4/xpS99iUMPPZTXXnuNxx57jBtvvLHYZYmISB+UnyKyYMEC9tlnn/wT++yzDx999FFRitpWgwYNYsyYMdh235xaviFcA0SjUZLJZBGr6W5DuAZoaWlh4MCBRaxm8+bOncuwYcP6VPDaWcycOZNJkyblvx45cmQRq+nu5JNPzt9/7rnnOProo4tXzGZUV1cTj8cBSCQSVFdXF7kiERHpq/Ij2Mlkklgsln8iFovlv5lI4X3yySdMmTKl2GV0889//pNXXnkF3/c555xzil1OF+vXr8//an7GjBnFLqebsrIy/vjHP5LJZMhms0ydOpWGhoZil5W3cuVK5s+fz+uvv05TUxPHHXccBxxwQLHL6sbzPD755BO+/OUvF7uULs455xz+67/+iw8//JD58+fzox/9qNgliYhIH5Uf6q2oqKC9vT3/RFtbG5WVlUUpalf35ptv0r9/f8aNG1fsUro57LDD+N73vscRRxzBzTffXOxy8jzP44knnugyytnXfPWrX+W0007jnHPOYdSoUdxyyy3FLqkL27Y58sgjOe+88zjjjDO45ZZb8Dyv2GV18+mR9r7izjvvZNq0aUybNo0LLriAu+66q9gliYhIH5UP2Pvuuy8ffPBB/on33nuP/fffvyhF7crefvttFixYwDe/+c1il9JNEAT5+wceeCDvvPMOndfAFt1HH33Eq6++yuWXX853vvMdPvnkE2677TbeeuutYpe2WaNGjWLRokV95v0DaGhoyP9WavDgwbiu2+WH6r7A933efPNNRo8eXexSuvB9n/nz57PnnnsCufni77zzjlZaEhGRzcoH7DPOOIMHH3yQJUuW0NLSwq233spZZ51VzNp2Oa+++ipr1qzhtNNOw7KsYpfTzfTp0/P3V65cyZAhQ/pMnSNHjuT+++/n3nvv5d5772XPPffkqquu4uCDDy52aXlPPfVU/n5fe/8AJk6cmP+BJB6PE4lEqK2tLW5RnzJ79mwmTpxY7DK6cRyHuro6WlpaAGhqaqJfv344jlPkykREpC/Kz8H+whe+wHe/+13Gjx9PNpvlm9/8Zp9a4WJrrFq1infffZeOjg5efvllRo0a1acC2N133w2QX2li0KBBfWoaxrJly3jwwQeJRCKsWbOGK6+8stgl7VRWr17N//7v/xKLxVi9ejVXXHFFsUvq4sQTT+T+++/n4YcfprW1lcsuu6xPXRAcBAEvv/wyN9xwQ7FL2axLLrmExx57jMGDB7Ns2bI+ucKOiIj0Dfl1sEVEREREZPv1neErEREREZFdgAK2iIiIiEgBKWCLiIiIiBSQAraIiIiISAEpYIuIiIiIFJACtoiIiIhIASlgi4iIiIgU0P8Pasc3v5N57hIAAAAASUVORK5CYII="
[ "art gallery", "post office", "pet store", "hardware store" ]
null
0
math
grade-1
select-two-dimensional-shapes
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACbCAYAAACao4KyAAAD5klEQVR4nO3avW4VRxiH8eccfwgRSLqgXECgoeciuF5yEdQ0hPSY1gYLHB8txWLhOP449pl9Z+ad56l2NdLoX/y01a6maZqOzuCfUzjZwPmE2c7tr+DpHvz5GJ4dwuro2zS9Pa49yzL36lfY/3A6v/xxCC9+mRWa7drJBt5/gY9n8PcprI/P5wORWcme7s2mAD5vYL25dGBWsgtT/06wrjvFRkloFpLQLCShWUhCs5CEZiEJzUISmoUkNAtJaBaS0CwkodmdvXn...
1
engineer
grade-7
identify-laboratory-tools
true
false
Select the dropper pipette.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAA7SElEQVR4nO3de5hcVZkv/u/7rrX3rnvfEnIhCfcQuYW7EUm4hIAjIioQEBwRZhTROTPq+JuR4+M5zOjMHByHn8c5o+BvEEcJkkaIDorOb8QoMtyTYEJIgAQIuZF0+lrdtWtf1nrPH52OIeTSSbq7qrvX53nydFd1ddVbVf3Nrr33Wu8CHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHKe+UK0LcIbPnXfemQ2CoIGIcrtd7TGztdYa3/e7lFL2ppt...
3
math
algebra-2
domain-and-range-of-absolute-value-functions-graphs
false
true
What are the domain and range of this function?
"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"
[ "domain: all real numbers, range: $\\{y \\mid y \\geq-3\\}$", "domain: $\\{x \\mid x<-3\\}$, range: all real numbers", "domain: $\\{x \\mid x<-3\\}$, range: $\\{y \\mid y \\geq-3\\}$", "domain: all real numbers, range: all real numbers" ]
null
0
math
grade-1
select-three-dimensional-shapes
true
false
Which shape is a rectangular prism?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAP8ElEQVR4nO2d6XMbx5mHfzODY3DwAinqMiUeoiWZVpxjN46VteIk5UolFccu27LiRK7k2/5R+yllx4lkrR0nLm825cpudnPalV3rICWZEg/RlHgBBAhgMJir86FxzJCCeGBAoIH3+cLBoGemB3zQmHf67WmJMcaWDOCOBmRtwGIgiJYjIAFdCjAeBQ6GAGmpyNjHG82uFkHsnKe7gcC0xl8cDgEnY9xqgmg1sjZwOw88MIDPNEDesPgbJC3RynQp3FEAyNmAbLv...
0
math
pre-k
fewer-and-more-compare-in-a-mixed-group
false
true
Are there fewer circles or rectangles?
"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"
[ " circles", " rectangles" ]
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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"
[ "negative trend", "positive trend", "no trend" ]
null
2
math
grade-7
parts-of-a-circle
false
true
What is \line{LM}?
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"
[ "diameter", "chord", "radius" ]
null
2
math
algebra-2
linear-functions-over-unit-intervals
false
true
How does h(t) change over the interval from t=1 to t=2?
"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"
[ "h(t) increases by 4", "h(t) decreases by a factor of 4", "h(t) increases by a factor of 4", "h(t) increases by 400%" ]
null
0
math
grade-8
identify-similar-triangles
false
true
Are these shapes similar?
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tXZrkQwrYeYy7S0Fm9+rLyLYdeDN0EYt+3Mm3P+5gyd7d9G/my9uduuLuUvC+z3d7f9hRo0aZ9oft0KGDaX/YkJAQWrdunWF/WE9PT5555hn69OlDwYIFmT59Oi+99FKm5+/RowcDBw7E1tb2nv1hBw0aRExMDGFhYaZ13yLy4OqXr0SlYp6cuHCekL0/0rVugzsHN282fixXDi5eBMC2eHGKJyUD4Pz44zQuZOwyWPiJGgxt5fdAr33z7jCemEkYT7jf4wkkJCcTk5BATELCo39TADtr6/8I6HfPpv/78YIOjqbtFCX7zZ49m48//piZM2fSrFkzEhISmDx5Mi1atCAiIgJ7vfsh2Uzb9OVxh86e4bUl37Am8iAAznb2DGvtx2vt/HFxcPzP5//6668MGjSI06dPYzAYaNWqFTNnzsTW1pa1a9cycuRIzp49S7ly5Zg+fTo+Pj6Acb/eyZMnk5SURO/evZk+fXqmf/mkpKRQvHhx+vfvz/vvvw8Ym2s899xz7Nq1i9KlS9O8eXP+/PNP5s+fb7bvi0h+M2vDGoZ8O5+W1WuwfqSxEySnT8OoUcbPP/0UZs+GI0egd2+Ii4OlS6FbN+PxpUuN4+3bW6J8ANLS04lNiP/HAH4jszCf6XHj58mPsD9/Zpzt7O9ZBvPvs+3/fNzJToHwfh07dowGDRrwyy+/UKZMGdN4eno6TzzxBO+99x4BAQEWrFDyI7MGbB8fH4oVK8bixYsBOHXqFM8//zwHDhygbNmyfPHFF6YlBZMmTeKjjz4iOTmZHj16MGvWrIdumPBP+yQrYN/x9z20izgX4PX2nRjUog0OtrYWrU37w4pkvdiEBDyGvEhSaiqnp86izI2bxqUh8fHg7Q0+PsavnZwgOBhGjIDLl2H8ePjuO2PwHj8e8tD/p4nJyRnD978sd/mv4zcTEzHnbJW1wUABLYe5LyNHjiQmJoa5c+fecywwMJA6derw2muvWaAyyc/MtkRk/vz5nD59mmLFipnGevfuTZs2bdi8eTOrVq2ie/fuREVFsW3bNubMmcOePXtMjUjmzJnz0I1I5L+Z9tDev5c3QhZx9M8/GPndN8z8YQ3vdOrG842bWeQXsPaHFckeBR0d6Va3Id/s3s6p2R9TJiraGK7LlIHu3eF2l1Y/P9izxxiuixaFsmXht9+MwTuP/X/qYGuLg63tAy2b+zd5cTlMwUxuNnVxcMhRy2H27Nnzj8sQY2NjM9w0L5JdzBKwr1y5wuTJkxkzZgxbtmwB4OLFixw8eJDNmzdjY2ND586dmTBhArt27crQiARg1KhRTJ8+PUPAvnbtGo899liG0D5ixAjS0tKYNGkSffv2ZefOnZQqVYratWub4zLyhU616+Jf62m+2rGFt1cs5czVK7zw5WdMW7OS97sEEVCnfrbV4uXlxdWrV1m5cmW2vaZIftavWQt27NxG80PGZlFUqwaDBxvD9e0Q3b69cfYaIDAQVq0yBvHbS0XkHxVwcKCAgwPFzXCuh10OE5sYf89s+81biSSlpnIl7iZX4u7dMvVh5KTlMDdv3sy06VlycjK7d+9m4sSJj3R+kYdhloA9cuRIRo8ejYuLi2nsxIkTlCtXDhubOy9xu+HIiRMn8PX1vWf8bnc3IhkyZAhgbESycOHCDI1I4uLiaNiwIY0aNTLHpeQLVgYDfZr48EzDJszasIZJq1Zw7M9zdJk9nafLlufDoOdoWuXeXT/MTfvDimSvplWqYlu8ODN/P0fdwJ40atg4Y7gePx7mzbsze12vHrz88p3gLdnGymCgkJOz2fYST0hK+ufZ84Q7QTzWFMz/GktMvCfo37x1i7gk45/zMTGm1xialIZrOsy0M3DdYGBoUhoHDBBma3x31Ds1nfT0dLba3PtuacF/2Z7x9ufNqz1B6yeevOe5FStW5NChQ7T/28/op59+SuXKlalVq5ZZvociD+KRA/bWrVuJjo6mT58+hISEmMb/3mwE7jQcUSOSnMHOxoYRbTrQr5kvU1eHMWP9an7+LYpmk9+hVfWaTOn+DE+VLmvpMkXEjAb4tOSdRV8Tsm4tLPjWOHg7XIeHw1/vQtK3b8bZa2c1jcnNHO3scLSzw6PgvTO9D+PvAf3mrURqfP4FRX4/Q+127fm1iBvdvl9D2YuXmPbkU/zs7MikH/dRPiGBwHKe/GxIM50jMTmZ2MQEYhMT4Pq1f3zNqWtWZnpP1aBBg+jSpQtPPfUUPj4+XL9+na+++ooZM2aoE7BYzCMF7KSkJIYOHWq6qfFuf282AncajqgRSc5S0NGRCV2CeKVlW94NC2Hu1o2sPxzBD29H0K1uQyZ27UEFj2L/fSIRyfGeb9yMEYsX8PSlK8YBPz/jGuxVq+6E60GD7uwiotlrycTt2WW4a31zAeO72P61njau19/9M1y8xKh2/savz4+DI0f4rnf/e9bzX4uLyzBz/vXOrew4ccw0o25lsOK1dv6Z1tKsWTPmzp3LG2+8wfHjxylUqBBt2rThxx9/pHTp0ln1LRD5V48UsH/55ReioqJMexTfunWLxMREvL29CQkJ4cyZMyQkJODoaNwO7siRIwwfPlyNSHKoYgVd+aTXCwxv3Z6xyxbz3U+7WLJ3N8v2/cQLTZszvnN3iplp9kNELKNIARe6121I79278G7TjlcrVYORI+H2JMWgQcaPn3xyZ2Zbs9eSxdycnSno6MjCH3cwdfVKU+fRkm6FGduhCy/5+P7rWu3OnTvTuXPn7CpX5D890rYRdevWJSYmhvPnz3P+/Hnmzp1Lx44d2bJlC0WLFqVRo0ZMmzaN5ORkFi5cyK1bt2jQoAGBgYHMmzeP6Ohorl27xvTp0+nRo0emr9GjRw+Cg4OJj4+/pxFJcnIyly9fJiws7FEuQ/6mgkcxFg14lf3jp9D6iSdJSUtjzpYNlBs5iDFLFxJrprvaRcQy+jVrwQobA/XC1xrXYF+6ZFxz/dpr4OFhDNdgvAGyXDnLFiu5x+2flb8aFuHhYfwYF2f8ePsfareP/yUhKYlZG9ZQ4bVXeG7uJxz64wxViz/GvBde5vS02Qxr7ad9wSXXydJ92f73v/+xceNGChUqxOTJkwkJCcHGxgYvLy+GDh1KvXr1KF++PI0bN6Zv376ZnqN169bEx8cTGBhoGuvXrx/u7u6ULl0aPz8/unbtSkpKSlZeSr70VOmyrB3xBltGv02dsuVJSE5myuowyo4cxJTVYSQkJVm6RBF5CL7Va1CmSFGSUlNIcbA3zlp/+KHxZse33zY+aNAg402OIvfLycn48XaAdnc3fjx82Pjx9s/Tnj0AxCTE897KUEqPGMiQb+cTfeUy9ctXZPkrIzn8/of09vLG5iH7Y4hYWq7o5PiwjUjUaMa8lu37iTdDF3Psz3MAlCjkxriOXXihSXP9EhTJZSatWs6SJQup/lQdvnmsnPEGx/h4Y0jq08fYeEbkQWzebHz3o25dGD36TqdQd3dj86K4OHj+eQDe6NCGWbu3cfPWLQDa1HiS0e064v143tprXfKvHB+w58+fz4IFC9i4ceMDP1cB2/xS09KYv2ML76xYytlrVwGoVMyTCQFBdKvbIEc1HxCRf3bl5g08hvRj/80Unkz7a9Db23jD4+239kUexF0Bmq++Mi4JGTDAuO3jtGmcdHLkxvh3KH/pMt6OBiJtrOlWryFv+XehWomSlq1dxMxydMC+uxFJxYoVH/j5CthZJzE5mdkb1jIpfDlX/1pfV7tMOSZ17UGrTPYpFZGcp/OsD+i06yd8irhT+uVBea5To1jAlCmwd69xiZGPj3Ff9fBwVj3miX/sJcqkpZNoZ0unJj6M8etImSLulq5YJEuYrVV6VlAjkpzLwdaWkW070N/bl8nhK5j5w2r2R5+m9YcTaValKh8GPUedsuUtXaaI/It+zVrwzL49uDpacbpaNfT+kzyyevWMAXvPHta5Fybk9K+MNaTzv6sXKejiRFDzVgxv3d5s7elFcqocPYP9qDSDnX0uxMbwzoqlfLF1IylpxvebA+rUY1LXnlT2NEfjYBHJCiWGvsSfMdfZMGosLarVsHQ5ksul3byJVe/eALgVsOK6wYCnqyvDWvkxsHlrCvytAZ1IXpWlu4hI/lGsoCvBz73IsUkzCKzXEAOwbN8eqr0xjBe+/Ixz/9KdS0Qs5yWflgDM3frg97mI3JaUksJnm3+g8rtvMN7OgI+TFUWLeTLn+X5Ef/Apr7XrqHAt+YpmsCVLHPz9N15b8g0/HI4EjEtKBjVvzevtO1Hkr25fImJ552Ou89iwAVhbWXHuo88oqrfu5QHEJiTw6aZ1zFi/mguxMYDxfpzR7TrqxnfJ1xSwJUttPXaEEd8tYN9vUQAUdHBkVNsODGvdHmd7NQ4QyQn8PprM6ogDfBjUi+Gt1RZd/tulG7F8uHYVwZvWE5tobD7WvGp1xvh1omX1mhauTsTyFLAlW4T+/BNvhi7i1/N/AsYlJW/5d6G/ty+22kNbxKLCDuyl08cfUNHDkxNTZlq6HMnBoq9cYtKqFczfsYVbKSlYGQx0ql2XsR0CqFVGXT9FblPAlmyTmpbGl9s3M37FUv74a012eXcP3u3cnZ4NvPRWooiFpKen4zGkH5dv3mDb6+/QpHJVS5ckOUzk2d+ZsHIZIT//SFp6OnbW1vRq1JQ3OnSmvHsxS5cnkuMoYEu2S0xO5uMfVjM5PIxr8cY9tJ8sVYaJXXvQrmYtC1cnkj+9GbqYiauW06tRE77uN9jS5UgOsfnoYSaHr2D94QgACtjb85J3S0a27YCnayHLFieSgylgi8XEJiQwKXw5M9evJiE5GYDGFaswvcdz1Cv/4I2FROTh/X7lMmVHDsLO1pYLMz7H1cnJ0iWJhaSnp7N8/x6mhIex5/QpANxdXBji25ZXWrbF1VE/GyL/RQFbLO5CbAzjln3Hl9s3m/bQ7vBUHaZ0e4aqJR6zcHUi+UfLaRPYcCSSWc/0YbBvG0uXI9ksOTWVBbu2MXV1mOl+mbJF3RnZpgMvNmuOvY2thSsUyT0UsCXHOHXxAq+HLCRk74+kA1YGA882bMKELkGUKlzE0uWJ5HlL9+6m+6czeOKxUkRO+MDS5Ug2iU+6xWebf2D62lWm+2NqlCzF6HYdCarfGGsrtcwQeVAK2JLjHPz9N15dOJ9tvx4FwM7amgE+rRjrH6D2uiJZKCU1leJDX+LyzRv8+NYE6pevZOmSJAtdi4tj+rpVfLJxnel+GK9KVRjj1wm/J2tbuDqR3E0BW3KsDYcjeT1kIT//tYd2AXt7RrTpwIg27XFxcLRwdSJ506jvvuGDtd/zQhMfvug7wNLlSBY4e/UKU1aH8b9tm0hITsYAtH+qDuP8u/B0uQqWLk8kT1DAlhwtPT2dkJ9/ZGzodxy/YFwT6O7iwhvtOzOweWvsbGwsXKFI3nLywnkqjXkVZ3t7Lsz8HGd7tbfOK349f44JK5ex+KedpKSlYWNlRY8GjXmzQwBVPEtYujyRPEUBW3KFlNRU4x7aYSGc+2uNYJkiRRnfuTu9GjXFSntoi5hNs0nvsO34UeY834/+3r6WLkce0Y7jx5iyOozwX/aTDjjZ2fFC0+a81tafkrq/RSRLKGBLrpKQlMTMH1YzZXUY1+PjAaheoiTvdw2iY626Fq5OJG/4dvd2nv18NnXKlOPndyZbuhx5SKsO7mNyeBg7T/4KQGFnZwa3aMPQVn64OTtbuDqRvE0BW3Kla3FxTA5fwawNa0x7aNcvX5HpPZ6jUcUqFq5OJHdLSknBY8iLxCQkEPHeNGqULG3pkuQ+paalsejHnUxZHcahP84AUNKtMMNbt+clH1+c7OwtXKFI/qC9dyRXcnN2Zkr3Zzg5dRb9mrXA2mDgp6iTNH5/HO2mT+LQ2TOWLlHkgfj4+BAUFGT6+tSpU3h5eeHs7Ez16tXZvXu36dikSZPw8PDAzc2NgQMHkpqa+tCvO2PGDF588cUMY3Y2Njzf2BuA4E3rH/rckn0SkpKYtWENFV57hV5zZ3PojzM8XrwEX/YdwOlpsxnW2k/hWiQbKWBLrlaikBuf9+7PkYkf0aVOfQDWRB6k5lsj6fnZx/x2+ZKFKxT5b/Pnz+f06dMZxnr37k2bNm24fv06EyZMoHv37iQnJ7Nx40bmzJnDnj17iI6O5tChQ8yZM8fsNb3yV6OZr3dt59Zf7xJJzhOTEM97K0MpPWIgQ76dT/SVy9QvX5Hlr4zkyPvT6dPEBxtra0uXKZLvKGBLnlDZszghg4ezd9xEmlapSjqw6KedVB7zKoMW/I8LsTGWLlEkU1euXGHy5MmMGTPGNHbx4kUOHjzImDFjsLW1pXPnznh4eLBr1y5CQ0MZMGAAZcuWpWDBgowaNYqlS5dmOOe1a9dwcnLiwoULprERI0YwbNgwEhMT6dmzJ2XKlMHLy4uoqKhM66pYzJMGFSoRdyuRRT/tzJqLl4d2PuY6IxZ/TclhAxi3fAmXb96g9RNPsnn0OH5863061a6LQTd/i1iMArbkKU+Xq8DWMe+wfuSb1C5TjuTUVD7dtJ4Ko17hzdDFxCYkWLpEkQxGjhzJ6NGjKVq0qGnsxIkTlCtXDpu7tqGsXLkyx48f58SJE1SuXPme8bu5ubnh6+vLd9/duf9k+fLlBAYGMm/ePM6cOcOpU6cIDw9nw4YN/1hb/2YtAPh8yz8/RrLXyQvn6fu/YMqMGMj0deEkJCURWK8hh9//kLUj3sD78eqWLlFEUMCWPKpl9Zr8/PYkFr/8KhU9ihGXdIuJq5ZTbtQgPljzPYl6y1tygK1btxIdHU2fPn0yjMfHx+PgkHH/aQcHB27evHnPsdvjf9ezZ08WLVoEwMGDB0lNTaV+/fps3bqVgIAAbGxscHV1pWPHjv9Y3zMNm+BsZ8/uUyc48dc+9GIZB6JPEzDrAyqPeZV5O7ZgZWXFAJ+WnJo2i8UvD6VaiZKWLlFE7qKALXmWwWAgsF4jjk78iODnXqS4ayGuxsUxask3VBo9hC+2biQ1Lc3SZUo+lZSUxNChQwkODr7nmLOzM7GxsRnGYmJiKFCgwD3Hbo//nb+/P4cPHyYqKso0e20wGLh69Spubm6mxxUuXPgfa7SzsaFX46YAfLJx3QNfozy69Yd+ofmUd6n9zhiW799LQUdHxvh15PcPPyX4uRcpU8Td0iWKSCbyfBu89Bup0LXr/T24enUYPz5rC5JsZ2NtzQCfljzfuBkz1oczZXUYZ69dpd/8z/lg7fe836UHXZ6ub+kyJZ/55ZdfiIqKolmzZgDcunWLxMREvL29CQkJ4cyZMyQkJODo6AjAkSNHGD58OFWqVOHYsWOm8xw5coSqVavec34nJyf8/f1ZsmQJy5cvZ968eYBx+cj169dNj7t7nXZmBjVvzWebf2D+zq1M6fYM9ra2j3rp8h/S0tNZunc3U8LDOPD7bwB4uroytJUfg5q3poCDumuK5HSawb7b4cOWrkCykKOdHa+378zpaZ8wsk0HHGxtKf7HOUbO+pC6419n269HLV2i5CN169YlJiaG8+fPc/78eebOnUvHjh3ZsmULRYsWpVGjRkybNo3k5GQWLlzIrVu3aNCggWkddXR0NNeuXWP69On06NEj09fo0aMHwcHBxMfHU6dOHQAaNmzIsmXLSE5O5vLly4SFhf1rnU+ULEWdMuWIiY8ndN9PZv8+yB1JKSnM2fIDlUe/SlDwTA78/hsVPYox5/l+RH/wKaPbdVS4Fskl8vwMtsHF+v4azdzvLLfkem7OzkwLfJZhrf1IHTaMUjduUuvUSZpNfoeW1WswtfuzPFW6rKXLlHzuf//7H7169WLKlClUqFCBkJAQbGxs8PLyYujQodSrV4+kpCR69+5N3759Mz1H69atiY+Pp3///qaxfv36sX37dkqXLk3p0qXp2rUrf/757+ur+3m3YN9XX/D5lg30bOBl1usUuJmYyCeb1jFjfTjnY4w7HtUuU47R7TrStW4DrLQbiEiuo06Ot90O2CEhWViR5CinT8OoUaQ5OtKt/lMs27cHALf0dHzrNWRCQBCVPYtbuEiRR1O1alVCQkKoXv3hd5eIT7qFxyv9iEu6xW/TZlOmqNb9msOlG7F8uHYVwZvWE5to3OHI5/HqjPHrSKsnnrRwdSLyKLRERPKv8HAArJo3J3TwCPaOm8iQEqWJupmK865dVH9zOP3nf86569csXKjIw5k/fz4lSpR4pHAN4GRnT2D9RgB8skk3Oz6q6CuXGPDVXEoNf5kpq8O4eSuRgDr12P/OZDaNHqdwLZIH5PklIiL/aI9xxho/P8C4h/bTxcvAr6ep7lqYlPjrzN26kW92beMV37aM8euEm7OzBQsWuX9eXl5cvXqVlStXmuV8/Zq14Mvtm5m3YwvvBwRha6O/Ph5U5Nnfef/7ZYTs/ZHU9HTsrK3p28SH1/06UbGYp6XLExEz0m9IyZ82b4b4eKhWDTw8jGNxcbBlCwAjxr1Lyd9OMjb0O05dusDUNSv5fOsGXmvrz9BWfjja2VmudpH7sGPHDrOer0GFSlQq5smJC+cJO/AzXes2MOv587LNRw8zOXwF6w9HAFDA3p7+3r6MauuPp2shyxYnIllCS0Qkf7p40fjx7rfON282fqxbF0OxYgTVb8yxSR/xSa++eLq6cj0+njdCF1PhtVf4bPMPpKSmZn/dIhb0im8bAD7fqs6O/yU9PZ3l+/ZQ/903aD71XdYfjsDdxYX3Onfn7Eef8WHQcwrXInmYArbkT5cuGT/enr0G+O0348d69UxDNtbWDGzemqips5kQEIiroyN/xlzn5a+/oOobw1j8007y8H3CIhk839gbexsbNhw5RPTlS5YuJ0dKTk1l3vbNVHtzOAGzP2TP6VOULerOrGf6cGZ6MGP9u+Dq6PSPz69YsSIODg6mP7a2trzyyitERUVlGHdwcMDa2prQ0FDWrl2LtbV1hmOzZ89+6GuYMWMGL7744kM/X0QUsCW/uj2DfXfAzmzsL452drzZIYDT0z5hROv2ONjacvLiBXp89jF13hnDukO/ZEPRIpZV0NGRbnUbkp6eztytGy1dTo4Sn3SL6etWUW7kIPp++RnH/jxHjZKlWNBvMCenfMxg3zbY2/x3k56TJ0+SmJho+tOoUSO6du1K+fLlM4z/8ccflC9fnubNm3P9+nUCAgIyHB88eHA2XLWI/BMFbMmfbodpd/d/H/sbN2dnPgjqxfHJM+nj5Y21wcCB33+jzYcT8Z78Dvt+i/rXl+3Tpw/jxo3LMJaSkoK9vT2XL19+qEsRyU79mrUA4MsdW0hLS7NwNZZ3LS6OccuXUHLYy4xYvIA/rl/Dq1IVVg0dTcR7H/BsoyZYWz3cX7VLly7Fw8PD1O3zbuPGjWPo0KG4ubkRExODq6vrv9d57RpOTk4ZOneOGDGCYcOGkZiYSM+ePSlTpgxeXl5ERf377zER+W/5Yh/s+5F+w7ie1uBinVXlSA6S2X9vc/0MrBo6Gr8na2d67Omnn2bkyJEEBQWZxo4dO4aPj89/NvsQySkqj3mVExfOs2LISDrWqmvpcizi7NUrTF2zkv9t20R8UhIGwO/J2rzdsStPl6vwyOdPS0ujatWqhIWF8fjjj2c4FhUVRatWrTh69Ci2trZMmTKF0NBQ4uPjuXz5Mm3atGHWrFm4uLhkeJ6/vz++vr4MGTIEgPLly7Nw4UIOHDjAwoUL2bx5M3FxcTRs2JBGjRrxxRdfPPJ1iORXeXoG2/vxavf9WIOLtcJ1PpLZf29z/Qy4ODhmOp6WlsaRI0eoVi3jz+Xhw4epUaPGI7+uSHZ5ydsXgLlb8t8ykV/Pn6PX57MpN2owszasJSklhWcbNuHopI/4fuhos4RrgJUrV1KlSpV7wjXAxx9/zMCBA7G1NS45qVSpEt7e3mzatIkjR47w559/8sYbb9zzvJ49e7Jo0SIADh48SGpqKvXr12fr1q0EBARgY2ODq6srHTt2NMs1iORneXqbvs2j37Z0CSImJ06cICkpiSpVqmQYP3z4MDVr1rRQVSIPrreXN6+HLGLNoV/48/o1ihdys3RJWe7n06cYHxZC+C/7SQec7Ox4uWlzXmvrT8nCRcz+enPmzKFnz573jCcnJzN//nwiIiJMYwEBAQQEBJi+Hjt2LH379r3nuf7+/vTv35+oqCiWL19OYGAgBoOBq1ev4uZ2579h4cKFuXRJN7GKPIo8HbBFcpLIyEjS0tIoU6ZMhvHY2FiCg4MtVJXIgytSwIXOteuxZO9u5m7dyLiOXS1dUpYJ/2U/k8NXsOPErwC4OTkz2LcNw1r5ZVnjqcTERHbs2MHixYvvObZr1y4qVqxI6dKlTWNHjx7F1dWVEiVKAHfu6/g7Jycn/P39WbJkCcuXL2fevHnGa3Jz4/r166bH3b1OW0QeTq5cIvLWW29pCyHJdSIiIujcuTMHDx7M8MfT01NLRCTXuX2z42dbNuS5rSpT09L4Ztd2aowdSfsZU9hx4ldKuhXmw6BenP0omHc7d8/Srq4RERGUKFEi0xsXf/rpJ+rUqZNh7JtvvqFv377cvHmTGzduMHXqVNq3b5/puXv06EFwcDDx8fGm8zRs2JBly5aRnJzM5cuXCQsLM/9FieQzuXIGOyIigubNm1u6DJEHEhkZScOGDfH0vNMSOS4ujrNnz96zLlskp/OtXoMyRYoSfeUyayMP0rZmLUuX9MhupSQzd8tGPlj7PdFXjLv6PF68BK+19efZRk2xtc6e+3TOnTtHsWLF7vvY2LFjGThwIOXKlcPGxoZOnTrds1vRba1btyY+Pp7+/fubxvr168f27dspXbo0pUuXpmvXrrrpWuQR5cpdRMqVK8eXX36Jj4+PpUsRuW8VK1YkODiYli1bmsZ27drFCy+8wNGjRy1YmcjDmbRqOW+ELqZz7bose2Wkpct5aDEJ8cz6YQ0fb1jDpRs3AKhXrgJj/DrRqXZdDAaDhSs0r6pVqxISEkL1uzvZiohZ5bolIjdu3CA6Olo3hf2Df+oCBtCgQQPs7e1Nx+6eSZ00aRIeHh64ubkxcOBAUh+hDbi6gN0rLi6O06dPU6tWxlm+AwcOaHmI5Fr9vX2xMhgIO7iPyzdiLV3OAzsfc50Ri7+m5LABvLV8CZdu3KD1E0+y6bVx/DRuIp3r1Mtz4Xr+/PmUKFFC4Voki+W6JSKRkZEUL16cIkXMf9d2XnDy5MkMXzdr1oyuXY03IF2/fp39+/ff84t148aNzJkzhz179lC4cGHat2/PnDlzGDhwYLbVndc5Oztn+o+WQYMGMWjQIAtUJPLoihRwwb/W06zYv5cvtm1ijF8nS5d0X05eOM+k8BV8s2sbSampWBsMBNZryJsdAqhRsvR/nyCX8vLy4urVq6xcudLSpYjkebluBjsiIkIzfvfp713A/qnbV2hoKAMGDKBs2bIULFiQUaNGsXTp0gyPURcwEclM/1x0s+OB6NN0mf0hVV4fypfbN2MwGHjJ25dT02ax+OWheTpcA+zYsYMjR45QsWJFS5cikuflyoCt5SH/LS0tjbFjx/Lee++Zxq5fv86rr75KsWLFqFGjBuHh4YBxf+bKlSubHle5cmWOHz+e4Xxubm74+vry3XffmcZu76M6b948zpw5w6lTpwgPD2fDhg1ZfHUiklO0rVmL4q6FiL58iU1HD1m6nEytP/QLzae8S+13xrBs3x5cHBwY3a4jZ6YH89nz/ShTxN3SJYpIHqOAnUf9vQtYWloaQUFB9O7dm7NnzzJx4kSCgoI4c+YM8fHxODg4mJ7r4ODAzZs37zmnuoCJSGZe8jHeuDt3a87p7JiWns6SPbup/fZoWn84kc3HDuPp6srkbj05O/0zJnfribtLQUuXKSJ5VK5bg33o0CEF7Pvw9y5gVlZWpqYCAB06dKBevXps27YNZ2dnYmPv3KAUExNDgQIF7jmnuoCJSGZe8vbl3bAQlu3bw+UbsRS1YHBNSklh/o4tTFuzkpMXjUvaKrgXY1S7DvTx8sHOJtf9tSciuVCu+01zd7cpyVxmXcDi4uKIiIigYcOGprHb3b6qVKnCsWPHTONHjhyhatWq95xXXcBEJDOeroVoU+MpVkcc4Otd2xjeOvMmJ1npZmIin2xax4z14ZyPiQGgVumyjPbrSLe6DbHKY7uBiEjOluuWiMh/y6wLWHJyMq1atWLdunUArFu3jsjISJo2bWpaRx0dHc21a9eYPn06PXr0yPTc6gImIpnp72282TF40w/Z+rqXbsTyeshCSg4fwJilCzkfE4PP49VZN+IN9o+fQmC9RgrXIpLtct0Mtvy3zDp9FSpUiKVLlzJixAgCAwMpV64coaGheHh44OHhwdChQ6lXrx5JSUn07t2bvn37ZnpudQETkcz4P/U0RQu4cPLiebYfP0qTyve+C2ZO0VcuMTk8jPk7tpCYnIwB6Fy7Lm/5d6FWmXJZ+toiIv8lV3ZyFMtSFzARycyboYuZuGo5vRo14et+g7PkNY6cO8u7YSGE7P2R1PR07KytebZRU17360TFYp7/fQIRkWyggC0PZP78+SxYsICNG3PObgEikjP8fuUyZUcOws7WlgszPsfVycls595y7DCTw8NYd+gXAArY29Pf25dRbf3xdC1kttcRETEHLRGR+6YuYCLyb0oXKUqLajXYcCSSBbu2Mdi3zSOdLz09nRX79zJldRg/RRm71BYt4MKQlm0Z0rItro7mC/AiIuakGWwRETGbpXt30/3TGTzxWCkiJ3zwUOdISU1lwa5tTF2zkmN/ngOgTJGijGjTnhebtsDRzs6cJYuImJ1msEVExGw6165H0QIuHPrjDD9FnaB++Ur3/dz4pFvM2byB6etWcfbaVQCeeKwUo9t1pEeDxlhbaeMrEckdFLBFRMRsbKyt6e3lzQdrv2fulo33FbCvxcXx0fpwPtm4lqtxcQA0rliFMX4daf9UnawuWUTE7LREREREzOrkhfNUGvMqzvb2XJj5Oc72Dpk+7uzVK0xds5L/bdtEfFISBsDvydqMbtcRr8qPZ2/RIiJmpBlsERExq4rFPGlauSrbjh/l29076O/tm+H4r+fP8f73y1j0405S0tKwsbLi2YZNGOsfQBXPEhaqWkTEfBSwRUTE7Pp7t2Db8aN8vmWDKWD/fPoU764MZdXBfaQDjra2DPBpyeh2HSlZuIhlCxYRMSMtERERkSxReFBfrsXH8W7n7vxwOILtx48B4ObkzGDfNgzxbUtRFxcLVykiYn4K2CIikiWGLfqKGetXm74uUciNMX4deaFpc5zs7C1YmYhI1lLAFhGRLHH8/J9UeX0oFdyLMapdB17ybmnpkkREsoUCtoiIZJnoK5coU8Td0mWIiGQrBWwRERERETNSWywRERERETNSwBYRERERMSMFbBERERERM1LAFhERERExIwVsERF5KH369KFEiRKkpKRkGHd3d+fy5csWqkpExPIUsEVE5KFERkbi7OzMypUrTWN//vknNjY2FC1a1IKViYhYlgK2iIg8sLS0NE6cOMH48eOZM2eOaTwiIoIaNWpYsDIREctTwBYRkQd24sQJSpcuTbdu3YiIiCAqKgowzmrXrFnTwtWJiFiWAraIiDywyMhIatSoga2tLb1792bu3LmAZrBFREABW0REHsLdQbpfv37Mnz+f5ORkU/AWEcnPFLBFROSB3R2ky5cvT82aNQkNDeXEiRNUq1bNwtWJiFiWjaULEBGR3OfvM9UvvfQSb775JqVKlcLBwcGClYmIWJ5msEVE5IHExcVx5coVypQpYxrz9/cnJiZGy0NERABDenp6uqWLEBERERHJKzSDLSIiIiJiRgrYIiIiIiJmpIAtIiIiImJGCtgiIiIiImakgC0iIiIiYkYK2CIiIiIiZqSALSIiIiJiRgrYIiIiIiJmpIAtIiIiImJGCtgiIiIiImakgC0iIiIiYkYK2CIiIiIiZqSALSIiIiJiRgrYIiIiIiJmpIAtIiIiImJGCtgiIiIiImakgC0iIiIiYkYK2CIiIiIiZqSALSIiIiJiRgrYIiIiIiJmpIAtIiIiImJGCtgiIiIiImakgC0iIiIiYkYK2CIiIiIiZqSALSIiIiJiRgrYIiIiIiJmpIAtIiIiImJGCtgiIiIiImakgC0iIiIiYkYK2CIiIiIiZqSALSIiIiJiRgrYIiIiIiJmpIAtIiIiImJGCtgiIiIiImb0f6SAh0VRcxNbAAAAAElFTkSuQmCC"
[ "yes", "no" ]
null
1
math
grade-6
changes-in-mean-median-mode-and-range
false
true
Look at this set of 10 numbers: How would the mode change if the number 4 replaced one of the 3's in the set?
"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"
[ "no change", "decrease", "increase" ]
null
2
math
grade-2
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA5AAAAEJCAYAAADiusiGAABc1klEQVR4nO3deVzTV7o/8E/YwiIkKIu4JeAKWoj7Vllq1bZWxW7TzYIz1Vl+2sGZ2rkz7VQ6bW/vTHtH7DLTqe2V1nba6SZqbavWiri0WMWAFcQKBDdEsCSgkBCW3x9Iypbkmz2Ez/v14iUk53vyFBObJ885zxG1t7e3g4iIiIiI7EIkErk6BCKH8XJ1AERERERERNQ/MIEkIiIiIiIiQZhAEhERERERkSBMIImIiIiIiEgQJpBEREREREQkiI+rAyDX0ze3Qq9...
1
math
kindergarten
one-more-with-pictures-up-to-10
true
true
Count the bears in this group. Which group has one more than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABOwAAAB+CAYAAACXpI7eAABgWUlEQVR4nO39d5Rc133g+373qVzV1dU5ZzRCo5GITIJgBCmKQRJJZSs5yb7zJM1YnrdmLD3P8l22NfbcZ4/H1rzreG05SFakLVEUA5hAIgciNbob6JxzqBzPfn+cRgFNAIwNoBr8fdbC6gqnztl1Tv2w9v6dHRSgEUIIIYQQQiwJrTVjSeiKQigDaaltCyGEEOIt2BX4bbDSC+VO6zWFJOyEEEIIIYRYMmMJzZHgzS6FEEIIIZajHflQ5gT7zS6IEEIIIYQQt5I...
1
math
grade-3
scalene-isosceles-and-equilateral-triangles
false
true
Is this triangle isosceles?
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"
[ "yes", "no" ]
null
1
math
pre-k
represent-numbers-with-pictures-up-to-5
true
false
Which shows 1?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAPxElEQVR4nO3dW2wc12GH8e/M7C6Xu8vLkqJEUhRFyRIl6mJF8UV24hhpC9QvDdCmQdEGSYOiLwGKIgFatA9J0BRoAxRBG6MPDeqkCJqmaIEmbdEESN3YsetEsSXbsWzdLVoUSZl3kcu932ZOH1ZWRIu+c/dQ9f/3IpEzO3v24cOZ2w6NtdbOVWG8CLkA6hYRaZKIgQ4f9iZgWwzMXMXak1nXwxJ5/znWCZFLxcYPAzHYl2zUKSLNkQvgYgFmq/ByEbxsvbFA8Yk...
0
math
grade-2
select-figures-with-a-given-area
true
false
Which shape has an area of 5 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIYAAACGCAYAAAAYefKRAAACpklEQVR4nO3dv2ocVxjG4XdWfwrHjrqEXEBkSIqQyuDbyCX4HpIqTVz5tlKkcBNSJCDZvZXSki2wrOWkGASBvOAmoxHa56l2GJhvGH4cpjmz0xhjnF0lry+Ti21yPcIO2p+SR3vJ1w+SLw+T6ezDGC/P174t7pInnyf7ry7ng68Ok8efzdWwey62ycn75M1VcnqZbM6v5xOi2G2P9uYGkuTdNtls/3WC3XbTwMeRbNa9Fe4qYVAJg0oYVMKgEgaVMKiEQSUMKmF...
1
math
algebra-1
identify-linear-quadratic-and-exponential-functions-from-tables
false
true
Is this function linear, quadratic, or exponential?
"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"
[ "quadratic", "linear", "exponential" ]
null
1
science
grade-5
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
[ "iVBORw0KGgoAAAANSUhEUgAAAKQAAACkCAYAAAAZtYVBAAAYyUlEQVR4nO2d6XMUR5qHnzr6lrqb1gGIywKBhITBljnGltcYM2CwB8d6YmK8MREbG46Njf2wX/Y/2T9gNyZiwxM7O4dnw0d4fSz2YDDYMqdAQrcAIcSho9VSd3VVd1Xth1K31EggGVpS0conQgFqVWVXVv3qzcw3M99Xsm3bvmtAbwomTcjaCATLhipBuQLbg7DWC9Jd3bZbEyt9WQIBHAiD2pNyflnvhfqQo1aBYLmYNKErCcMGdKdATmSdPwgxClaCcsXRHsC...
2
science
grade-3
identify-materials-in-objects
false
true
Which material is this slide made of?
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"
[ "rock", "plastic" ]
null
1
math
grade-1
purchases-do-you-have-enough-money
false
true
A butterfly stencil costs 91 cents. Do you have enough money to buy it?
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"
[ "no", "yes" ]
null
0
math
pre-k
count-scattered-shapes-up-to-10
false
true
How many rectangles are there?
"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"
[ "3", "9", "7", "8" ]
null
3
math
algebra-2
domain-and-range-of-radical-functions
false
true
What is the range of this function?
"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"
[ "$\\{y \\mid y \\leq 9\\}$", "$\\{y \\mid y \\geq 9\\}$", "$\\{y \\mid y \\leq-3\\}$", "$\\{y \\mid y \\geq-3\\}$" ]
null
0
math
grade-3
identify-three-dimensional-shapes
false
true
What shape is this?
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"
[ "pyramid", "cone", "rectangular prism", "cylinder" ]
null
1
math
grade-4
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "yes", "no" ]
null
1
science
grade-3
identify-vertebrates-and-invertebrates
true
false
Select the invertebrate. Hint: Insects, spiders, and worms are invertebrates.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAEAAElEQVR4nOz9V5Rc5bW3jz4rVY6dc07qVivniJCQSCJHAzYGjG2MsXHeTtjb2djYxoDBATCYYLLIQRIC5dySWmp1zrG6cq6VzoX87f+NvzF8Djf/M8Z+r6rWqDUqjKfmO+d85/xN4XDUNJud4Jb43/W/6/+VK65DdxImc+CXYY3v3HXxf8H93/X/9uWWoNl57nFC/3+ui/8L7v+u/39Y/4dT1fx/rsn/7oWbllUQiWYIx9OIkoKhQDiWJRLM8P0ffI6Fqxfy0+9...
1
science
grade-2
classify-fruits-and-vegetables-as-plant-parts
false
true
People use apple trees for food. We usually eat the part of this plant that protects the seeds. Hint: A plant's fruit protects its seeds. A plant's stem holds the plant up. Which part of the apple tree do we usually eat?
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"
[ "the fruit", "the stem" ]
null
0
math
grade-2
match-digital-clocks-and-times
true
false
Which clock shows one o'clock?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAAB5CAYAAABr7P6HAAAGt0lEQVR4nO3dQWwbWR3H8a/TNkIl6zlAWRbFQj0AovZ9teVSVbtLKsSlSZwjHLZHFIdF3EhxLkhIbBKpp02Q4Fa3SQ4g1KDdPdLDnu1Iy3JBjkRpAclJNyVp0+HgtTcpUmKPPTNO8/1c2lE87/9az8/zMu/NOBOGYfhgD/62A9v78CxEeumdzcArZ+Bb5+HVYcg82A3Dj7fS7paUntezcPbTnebGa8PwnS83UyK97Lb34ZPP4B978NcdGNp61vyBIdBp8sqZ5jE...
0
math
algebra-1
identify-direct-variation-and-inverse-variation
true
false
Which equation shows inverse variation?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAADAAAAArCAYAAAA+EwvfAAAEE0lEQVR4nO2YWyj7fxjHH7/ktF1s5NiUxfZVU1aS1G5IKYeIm92s5sINxSgpTKRI3G3FhRunEoq4IYosKWwhpZC5EEP6ag5jxvt/5ev3bfg5ZN/9y6u+F3s+n+fpeT/7nAMAgP7H/BE6ge/yK0BofgV8l/39fcrNzSWJREJKpZIGBga4NpfLRTU1NcQwDEVGRpJer6fLy0t+AAiMWq1GeXk5WJbFysoKQkJCYLPZAAAlJSUoLS2F1WqFzWZDSkoKdDodz19QASz...
0
math
grade-8
identify-linear-and-nonlinear-functions-graphs-and-equations
false
true
The graph shows a function. Is the function linear or nonlinear?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAH8CAYAAADrBti4AABm+0lEQVR4nO3df3iU9Z3v/9c9P/I7kJBgEpEEEEWDCYqCBUFwcdXVagttV7uXbd3Ldk97atvd754913730l6nXY9Xv9euu9/aH6en255ad/d7eupWrb8ixYJAoYpEDCZYRYSQAPkxkElmkpm55577/v4REomAJHB/mAx5Pq4rML/u17xz3zP3vOeTz9xjeZ7nCQAAAIAvAtkuAAAAALiQ0GADAAAAPqLBBgAAAHxEgw1g1I033qhnnnlm9Pyzzz6rK6+8Uq7rZq8oAAByDA02gFGNjY1qa2sbPf/II4/oW9/6lgIBdhUAAIwXr5rAFPL444/r8ccfP+31DQ0N2rNnjyTp5Zdf1tDQkD7zmc+cp+oAALgwnHWD3dLSooMHD/pZyxhbtmxRNBo1lv/888/L1BEKY7GYXnnlFSPZktTZ2ak33njDWH5bW5vef/99Y/nbt2/X0aNHjeU3NTUpnU4byU4kEnr55ZeNZEtSV1eXXn/9dSPZb775pg4fPqzDhw+rpaXllLdpbGwcbbAfeeQRffvb35ZlWeO+jx07dqi7u9uXek9lw4YNSiaTRrJt29ZLL71kJFuSIpGIfv/73xvL37dv3+i2M6G5uVmHDh0ylr9p0ybF43Ej2a7r6oUXXjCSLUl9fX3aunWrsfz29nbt3r3bWD4A/zGCDUwBnueNaQC2bNlyyjeYV111ld577z1t375dAwMD+uQnP3keqwQA4MJAgw1MAS0tLYrFYqPnY7HYKUfESktLNXPmTP31X/+1vv3tb5/PEgEAuGDQYAMXuA+PXo843Sh2Q0ODJOn22283XhsAABciGmzgAjcyen1iM+153mlHsXt6evTwww+fzxIBALig0GADF7iR0etTfVjxw6PYjz76qGbOnKk1a9act/oAALjQhLJdAICx0um0Wlpa1NraqtbWVq1du1ZLly496XabN2/WU089pZ6eHs2cOVPr1q3T6tWrx9zmzTffHB29PrHBtixrdBS7paVFl1xyia655hotXLhQ//Zv/2b6VwQA4IJGgw1MMr/73e/GHKovk8mcdJvXXntN3//+93XHHXfommuu0a5du/SDH/xAeXl5Wr58uaSxc68/6lB7W7du1QMPPKCOjg6ffxMAAKYmpogAk8zy5cv14x//WH/3d3932ts89dRTuuqqq3Tfffdp0aJFuu+++9TQ0KCnn3569Danmnt9og+PYgMAAH/QYAOTTH5+vsrLy1VcXHzK623b1v79+1VfXz/m8vr6eh04cECpVGrco9cjtm7dauyLlwAAmGposIEcMzg4KM/zVFJSMuby0tJSSVI8Hj/j6PUIRrEBAPDfmDnYE3mBPXr0qOLxuPr6+nwvSpKGhob07rvvKj8/30i+53lqaWmZ0NdAj1c6nVYymTTWsAwODiqRSBjL7+vrUzAYHPPFJH6Kx+N677331NnZaSQ/k8motbVVgYD/7x8dx5Ft28bW/dDQkAYHB9XS0jK6fg4cOKCioqLR2wwMDEiSDh06NKaOka+xbm1tVXNzs6TxjV6P3Oa111475+fDwMCA9u/fr66urnPKOZ10Oq22tjaFQv5/fCSTychxHGPbNplMGn0jMzAwoEwmo3Q6bSQ/Go0qlUopEokYyU8mk/rDH/6gcDjse7bneXJd19i6T6VSGhoaMpYfj8cnvN9ZtGiRkVoAjM+YV6ny8vJxLzg4OKiioqIJLTMRkUhE06dPV2FhoZH8jo4OzZgxw0h2MplUX1+fsXUjSa7rGstPJBLKy8szln/s2DFNmzbttFMgztWhQ4dUVlamYDDoe3Y6nVYkEjG2boLBoNLptMrLy9Xf3y9JKikpGXN/I03wh59/I034tGnTVFJSomQyOaH7bmxsPOffKxqNqqSkRNOmTTunnNM5cuSIysvLjTXY3d3dxrZtPB5XIpEwlu84jhzHMZY/MDCgkpISlZWVGcnv6enR9OnTjQyqeJ6nQ4cOGVs3Q0NDisVixvJHjgJk8jUFgL/GvErV1taOe8GRBnIiy0zEgQMHVFVVZWxnvnv3bs2ePdvICHYsFtPhw4eNrZtAIKBMJmMsPxaLqbCw0Fh+Z2enLrroIlVUVBjJb2tr0yWXXGJkJCyRSGj//v3G1k1XV5cSiYRqa2tHG+TKysox9zcyFeTDz7+3335b0vDz+Jprrjll/iOPPCJJH/kBynOtf+bMmaqqqjKS/8477+jiiy9WQUGB79m2beudd94xtm0jkYj6+/uN5afTaaVSKWP5vb29qqio0KxZs4zk79u3TzU1NSdNffKD67pqbW01tm76+vrU29trLN/zPAUCAWP5APzHHGwgxxQXF8uyLMXj8TGXj5w39ZcBAAAwPjTYQI7Jy8vTnDlztGfPnjGXv/3226qtrTUyugsAAMaPBhvIQWvXrlVra6ueeOIJtba26t///d/V0tKitWvXZrs0AACmPL7JEchBy5Yt0wMPPKCnnnpKL774ombOnKmvfOUrWrFiRbZLAwBgyqPBBiapyy+/XE8++eRpr1+1apVWrVp1HisCAADjwRQRAAAAwEc02AAAAICPaLABAAAAH9FgAwAwCXnJA7J3f0Yz91+ryyNLlNqxRJmO72W7LADjwIccAQCYbJyoUjuWSM7A6EiYF9+t9N7/IslTcPbXs1kdgDNgBBsAgEkm/e5fS86AJO9DP5LT8f0sVgZgPGiwAQCYZNx4ywnnrOM/w7xk+3mvB8DE0GADADDJWKGy4RNeVssAcJZosAEAmGSs0kUnnDs+PeR4s20V1GajJAATQIMNAMAkE577kKySeskamR5iHT8theY+lNXaAJwZDTYAAJNNqEz5izcpOPsBOflXyAnWKFC2UnkNv1Sw5vPZrg7AGXCYPgAAJqNQmcKXParDee3q7+9XY2NjtisCME6MYAMAAAA+osEGAAAAfESDDQAAAPiIBhsAAADwkeV53uhh7Lds2TLuBYeGhhQKhZSXl2eksFgspqKiIgWDQSP50WhUZWVlRrIzmYyGhoZUWlpqJN+2bTmOo6KiIiP5iURCgUBA+fn5RvLj8bgKCgoUCpn5jG1/f7+mTZsmy7LOfOMJcl1X8Xhc06ZN8z1bktLptGzbVnFxsZH83/3ud5KkFStWGMkfHBxUXl6ewuGwkfyBgQGVlJQoEPB/bMDzPA0MDGj69Om+Z0uS4zhKJpMqKSkxkp9KpeS6rgoLC43kDw4OKhwO5+Q+/3xs20QiMan2+TfeeKORWgCMz5gOZyKfUN67d69KS0tVXV3te1GStGvXLs2fP9/YDut3v/udGhoajDRhQ0NDevvtt4194runp0fHjh3TFVdcYST//fffV35+vmbNmmUkf/fu3aqrqzP2Yrd9+3YtXLjQSAOfSqXU0tJibNsePXpU3d3dqq+vN5I/0mCbqr+trU01NTWaMWOGkfzXXntN9fX1Rpq8dDqtnTt3Gls30WhUHR0damhoMJLf2dmpdDqtuXPnGsn/wx/+oIqKCs2cOdNI/s6dO3XFFVcYeYPgeZ62bdtmbNvGYjHt27fPWH5XV5fi8bjmz59vJB+A/8Z0IBMZ0c3Ly1NRUZGxUeBgMKjS0lJj+dLw72uiwQ4GgwoGg8Zqj8fjisfjxvLz8/NVWFhoLD8UCqmkpMRYvmVZmj59upFR1JHRfVO1J5NJhcNho497aWLP9YkIh8MqLi42lh8IBDRt2jQVFBT4nm3btizLMla74zgKhULG8o8ePWr0sRkOh8/LPt/ECL/ruka3red5Rvf5/f39sm3b+H4BgH84DjYAAGcpc+QJ5Xf8TFc4g7LfmK7Q7AcUmPmJbJcFIMtosAEAOAvpPfcr0/VvCkgqleRGJTu6RaG5D/J15sAUx1FEAACYILf318p0/Zskb/jHO/4jyen4XlZrA5B9NNgAAExQJnriUbcsyTr+43mS0y+3b3PWagOQfTTYAABMVDp66sv9/9w8gBxEgw0AwAQFShcNn/BG/zn+vzX2egBTEg02AAATFJz9dVkl9cPTQkaHrY8315V3SqGybJUGYBKgwQYA4CzkL96kYPW9Yy4LVt+rvPqfZKkiAJMFDTYAAGcjVKZw/U+VuKZLb4SeVsEfpRSu/ymj1wBosAEAOFcZqzTbJQCYRGiwAQAAAB/RYAMAAAA+osEGAAAAfESDDQAAAPiIBhsAAADwEQ02AAAA4KNQtgsAMHGe5+mFF17Qb37zGx09elSVlZW69dZbdfvtt2e7NGBS8ZIHlDn8r6rP2yZn/y4Fa+6VVTAn22UBuMDRYAM5qKmpST//+c9155136pprrtHOnTv1s5/9TJJosoHj3N5fy377fsmJqSYoOfs3yen4rvIa/kOB8lXZLg/ABYwpIkAO2rZtm+bPn6/Pf/7zamho0J//+Z9r/vz52rp1a7ZLAyYHJyr77S9KTkzyPEnHf5wB2W99WnKiWS4QwIWMBhvIQbZtq7i4eMxlpaWlSqVSWaoImFwyvc9KzoAkT7IsSSM/w02227c5uwUCuKDRYAM5aM2aNXrrrbf06quvKpVKaceOHWppadEtt9yS7dKAScFLtp/miuH/3Pju81cMgCnH8jzPGznz/PPPj3tBz/NkWZaRosjPbv7IQ8Jkfq6um8mUv3PnTrW1tY2eb2ho0OLFiz9ymd27h5uKxsbGcyvyNCbLupmK+Txvx6oJbtTC/B9ouKMeyR15ubPUnPyW+tyrfLu/ybZ+Pv7xjxurBcCZjfmQ4x133DHuBXfv3q2ysjLV1tb6XpQkbd26VQ0NDSorKzOS/8ILL+j22283skOMxWJ64403tGqVmQ/RdHZ2qre3V9dcc42R/D179qiwsFBz5841kv/73/9el19+uSoqKozkv/TSS1qzZo3C4bDv2YlEQtu3b9eaNWt8z5akrq4udXZ26rrrrvvI223evFnvvPOOPvWpT+nKK69UW1ubnnvuOa1evVorV6487XIjDfZEnusT8frrr6u2tlZVVVVG8l9++WWtWLFCBQUFvmfbtq1Nmzbp1ltv9T1bkiKRiN577z197GMfM5L//vvvK5VK6corrzSS/8Ybb6iqqkqzZs0ykv/KK6/ouuuuU0lJiT+Bzg1Kbf9XKXN8moin41NFJAWnafkf/ycpVObLXfX19amtrU0rVqzwJe/DDh48qP7+fjU0NBjJB+C/MQ32RJtNy7KMvmPP1fyRTFO1m87/8P2Yys7F/MmwbVOplH72s5/ppptu0j333CNJWrRokeLxuH7605/qYx/7mPLy8sZ1PyawbbOT/+H7MZWdM/nhcuXV/0Tpvf9FXvLg6CC2VVCr8JU/kRUu9+d+dGFsWwD+Yg42kGO6u7s1NDSk+fPnj7l8wYIFGhoaUnd3d5YqAyaXwMxPKH/5XoUWvaQ3Ut9W3jW/Uf7yvRyiD4BxHAcbyDHTpk2TNPxn4xO1t7ePuR7AsED5KvW5QzTWAM4bGmwgx5SVlen666/X+vXrVVZWpssvv1x79+5VU1OTPvaxj2n69OnZLhEAgCmNBhvIQV/72tf0zDPP6Le//a2efPJJzZgxQ2vXrtUnP/nJbJcGAMCUR4MN5KD8/Hzdfffduvvuu7NdCgAA+BA+5AgAAAD4iAYbAAAA8BENNgAAAOAjGmwAQFa5fZtV4z0tq/d/y0seyHY5AHDO+JAjACA7nKjs3Z+RG92iOZK0X0rtl0JzH1Ro7kNZLg4Azh4j2ACArLB3f1pudIsk74Qfydn/sNy+zdksDQDOCQ02AOC885IH5Ea3nnCJdfxnuMkebrwBIDfRYAMAzjsv0T5ySsON9YevP3A+ywEAX9FgAwDOOytcduorvOPXF845X6UAgO9osAEA551VskiBspX6YFrI8R9reDQ7UHZjFqsDgHNDgw0AyIpw/U9klTTog/nXw811cPYDCpSvymZpAHBOOEwfACArrII5yl+6U27fZr3/5hO6ePYVKqy+RVbJomyXBgDnhAYbAJBVgfJV6pCr6uolskpKsl0OAJwzpogAAAAAPqLBBgAAAHw0ZopILBYb94LpdFrJZHJCy0yE67oaGhpSMBg0ki8N/76WdfLxV8/V4OCgXNc1tm6SyaQcxzGWb9u2AoGAsfxMJqOhoSHl5eUZyfc8T/F4XKGQ/zOgUqmUPM8ztm4SiYTRbTvCVL7jOEokEsbyPc/T4OCg0um079npdNr4ts1kMsbyU6mUbNs2um1N7/MHBwfleZ7v2SOZpmofGhoyum2TyaTS6fSE8ktLS43UAmB8LO+Evdkrr7wy7gWTyaSCwaDC4bCJujQ4OKiCggJjDXYsFjO2A3JdV4lEQsXFxUby0+m0HMdRYWGhkfxUKiXLsow1wENDQ8rPzze2bePxuIqLi428eRp541diaJ6o4zhKp9PGtu327dslScuXLzeSn0gkFA6Hjby5kYa3bVFRkQIB///4NtK8m9y2tm2rqKjISL5t2/I8T/n5+UbyE4mEQqGQ0X1+YWGhsW0bj8eN7fMzmYxSqZSxbZtOp5XJZFRQUDDuZVavXm2kFgDjM+ZVcCJPyJaWFpWXl6u2ttbvmiRJW7ZsUWNjo8rKyozkP//881q1apWRJiwWi6m5udnYDq6zs1M9PT1avHixkfy2tjYVFhZq3rx5RvK3b9+uBQsWqKKiwkh+U1OTVqxYYaQRSCQS2rZtm7Ft29XVpY6ODi1ZssRI/kiDbar+HTt2qK6uTlVVVUbyN2zYoOXLl0+o0Rgv27a1ceNGY+smEolo7969WrZsmZH8ffv2KZVKqb6+3kh+c3OzqqurNWvWLCP5mzZt0pIlS4y8wXFdV01NTca2bV9fn1pbW7Vy5Uoj+e3t7erv71djY6ORfAD+Yw42AAAA4CMabADAR3OiKnLeUCi1J9uVAEBO4DjYAIBTc6Ky93xJbuRZzZWkQSnVVafwlf/CNy0CwEdgBBsAcErpd/9abuTZ4+c8yfPkJdtlv/UpeckD2SwNACY1GmwAwClluv5t+ITnSbIkyxo+7cTkvP/3Wa0NACYzGmwAwEk+GKH2hhvrk65vP6/1AEAuocEGAJzEKpgzckrSCV/+4v+RTQHggkODDQA4Javg+PcceDo+TeSDRjtY8/ms1AQAuYAGGwBwSuErfyIFpw1PEbEsDQ9fWwpW30uDDQAfgcP0AQBOKVC+SvnXv67MkX/VsY7NCpdequmX3K7AzE9kuzQAmNRosAEAp2UVzFFo7kPqOHa7qi+qVvlMM1+VDgAXEqaIAAAAAD6iwQYAAAB8RIMNAAAA+IgGGwAAAPARDTYAAADgI44iAuSoZDKpX/ziF9q2bZuGhoZUU1Ojr371q5o7d262SwMAYEqjwQZykOM4+va3v63u7m7dc889qq6u1oEDB1RWVpbt0gAAmPJosIEc9NJLL2nv3r36h3/4B82ZM0eS1NDQkN2ikBVe8oDS7/6NZkWelSTZyRsVvvwfZZUsynJlADB1MQcbyEHbtm3TwoULR5trTE1e8oBSO66Te7y5liQ3ukWpHUvlxVuyWBkATG2MYAM56PDhw1q4cKF+9KMfadeuXRocHNTVV1+tL37xi0wTmULS7/4XyYlJ8j50jaX0+3+vvMb/yEZZADDljWmwOzs7x73g4OCgJCkQMDMIbtu2enp6FI/HjeR7nqdDhw4ZyU4mk0qn0xNanxNx7NgxDQ0NGcuPx+NKpVLG8lOplHp7e5VIJIzku66rw4cPKxgM+p6dTqeVyWSMrZv+/n4lEokz5tu2rddff11//Md/rPvuu089PT166qmn9J3vfEcPPPDAGe/HVP3JZFJHjx5VOp02kp/JZHTkyBGFw2Hfsx3Hkeu6xtZNLBbz/Xk1o/+NE/4MaR3/f7jZdiPP+XpfQ0NDOnbsmDzvw828P9LptLq7uxWNRn3P9jxPnucZ27aDg4OybdtYfl9f37j2Cye65JJLjNQCYHzGNNg9PT3jXjCRSCiTySiTyfhelDT8Ynfs2DFjDbYkdXd3y7KsM99wgtLptBzHmdD6nIihoSElk0lj+YODgwqFzP1xw7Zt9fX1aWhoyEi+53nq7e018ubPcRyj2zaRSCiVSp0x3/M8XXXVVbruuuskSbNnz9aNN96ol156SW+++aYuvvjij1zeVP3JZFJ9fX1KJpNG8jOZjCKRiJE3T67rynVdY+smlUqNa9tOxPRM5iPn+fl5X6lUSv39/UbfPEUiESNvnkYabFPb1rZtpdNpo/vkkUGn8aLBBrJrTBe1ePHicS/Y0tKi8vJy1dbW+l6UJG3ZskVXXHGFsT93Hz58WIsXLzbSYMdiMTU3N09ofU5EZ2enenp6jOW3tbWpsLBQ8+bNM5K/fft2XX755aqoqDCS393drUWLFhl5oU4kEtq2bZuxdd/V1aWOjo4z5ofDYc2aNWvM7aqqqvTSSy+puLj4tMu/9NJLkib2XJ+IHTt2qK6uTlVVVUbyN2zYoIaGBhUUFPiebdu2IpGIsXUTiUS0d+9eX/Pt3UvkRp4bHrS2jo8se5IsKVC20tf7am5uVnV1tWbNmuVb5ok2bdqkhQsXqqSkxPds13XV1dVlbNv29fWptbXVWH57e7v6+/vV2NhoJB+A//iQI5CDysrKFIlExlw2MrKYl5eXjZKQBeF5Dw2fsCwNTxGxjp+WQnMfylpdADDV0WADOaihoUFvvfWWYrHY6GVvvfWWJPFFM1OIVbJI+Ut3KFB5p9J5C5QKXaZA5Z3Ku+Y3CpSvynZ5ADBlcRQRIAetW7dO27dv18MPP6w//dM/1cDAgH75y1/qhhtuOOP8a1xYrJJFymv8D3Xs26dUKqX6+vpslwQAUx4NNpCDKisr9fDDD+vxxx/XP/3TPykcDmvFihX6whe+kO3SAACY8miwgRx1ySWX6MEHH8x2GQAA4EOYgw0AAAD4iAYbAAAA8BENNgAAAOAjGmwAAADARzTYAAAAgI9osAHAIC95QOm3v6jCfZ/WwuQ9st/4Y7m9v852WQAAgzhMHwCY4kSV2rFUcvoVlBSU5Ea7ZEe3KDT3Qb7OHAAuUIxgA4AhTsf3JKdfkjf84x3/GbkOAHBBosEGAEPcvs0nnLMk6/iP50lOv7x4S9ZqAwCYQ4MNAKaEyk59uXVeqwAAnGc02ABgSLD8xuET3ug/x/8f7rCtkkVZqAoAYBoNNgAYEqz5vKyCS4anhYwOWw//H5z9QNbqAgCYRYMNAKaEypS/tFnB6ns/uCw4TaG5DyrMEUQA4ILFYfoAwKRQmcL1P1X/Rf+P9u7dq2XLlmW7IgCAYYxgAwAAAD6iwQYAAAB8NGaKSFtb27gX7Ovr09DQkGKxmO9FSVIikdD777+v/Px8I/me56mtrU2W5f/xsmzbViqVmtD6nIhYLKZEImEs/+jRowqFQkokEkbyBwcHtX//fnV1dRnJd11Xb7/9toLBoO/ZjuMonU4bW/eDg4OKxWLG8keYfGwePHhQkUjESH46ndY777yjUMj/2W2ZTEaZTMbYukkkEhocHDSWH41Gjdbf398vx3EUjUaN5KdSKe3du1d5eXm+Z3ueN7rPNyGZTBrdJw8MDEz4NWXhwoVGagEwPmNepQoLC8e/YCik/Pz8CS0zEcFg0Gi+ZVkqKioykh0IBGRZlrHabduWbdvG8kOhkMLhsNFtW1BQYCxfkoqKihQI+P8HmnQ6bXTbOo6jRCJhdN1IE3uuT4Tp520gEFBhYaGxBtvktnVdd7R+E4aGhuQ4jtH9Ql5envFta6rBlsw97iUZ3bbJZFKu6xrfLwDwz5hXqXnz5o17wVgspvLyctXW1vpelCR1dnZq1qxZKisrM5K/Z88ezZ0718gIdiwWU3d394TW50R0dnbK8zxj+SMNnqn8rq4u1dTUqKKiwkj+O++8o7q6OoXDYd+zE4mEOjo6jK4b27aN5Y8wlR+JRFRVVaWqqioj+fv27VNtba0KCgp8z7ZtW/v27TO6buLxuLF8z/OUSqWM5ff19emiiy7SrFmzjOS3t7frkksuUUlJie/ZruvqD3/4g9F1c+zYMWP57e3t6u/vN75fAOAf5mADAAAAPqLBBgAAAHzEcbABTHmZI0/I7d+lq0Nb5OzfqWDNvbIK5mS7LABAjqLBBjCl2bs/LTfynCSpLCA5+1vldPy/ymv4lQLlq7JcHQAgFzFFBMCU5fZtHm2u5XmSvOH/nZjstz4tOdFslgcAyFE02ACmLDe65fgpT7IsSdbx/z3JGZAba8lidQCAXEWDDQA69eE6vWT7ea4DAHAhoMEGMGVZoenHTx2fHjJ6eligdNH5LgkAcAGgwQYwZQVrPi8Fp2l4BNs6Pg97+HSg8k5ZJTTYAICJo8EGMHWFypRX/xNZBce/kfb4N7sGq+9VXv1PslgYACCXcZg+AFNaYOYnlD/zE7L7duqNHZv0sTVfkkJl2S4LAJDDaLABQJKKGxX1IjTXAIBzxhQRAAAAwEc02AAAAICPaLABAAAAH9FgAwAAAD6iwQZyXCaT0V/91V/pM5/5jAYGBrJdDgAAUx4NNpDjXnjhBXV1dWW7DAAAcBwNNpDDjh07pl/96ldauXJltksxzu39tWqt/086/EN5yQPZLgcAgNPiONhADnv88cd1ww03qLq6OtulGOMlD8je/Rl58d2qC0g6IKUO/N8KzX1QobkPZbs8AABOwgg2kKN2796tN998U3fffXe2SzHK3v1pefHdkrwTfiRn/8Ny+zZnszQAAE7J8jzPGzmzffv2cS8Yj8cVCoVUUFBgpLBoNKqSkhKFQmYG2Y8ePaqKigoj2ZlMRrFYTGVlZUbyU6mUbNtWaWmpkfzBwUEFAgEVFhYaye/v71dRUZHC4bCR/GPHjqm8vFyWZfme7bqu+vv7VV5e7nu2JNm2rVQqdcZtm8lk9K//+q+qr6/X0qVLtXPnTm3dulX/6T/9JxUVFZ12uVdeeUWStHr1ah+r/sDAwIAKCgqUl5fnS15JZpcuT/9fkudJY7anJ8nSkdAXdCR0ny/35bquotGoZsyY4Uveh6XTaSUSCU2bNs1IfiKRkOu6Ki4uNpIfi8WUl5en/Px8I/nRaFSlpaUKBoO+Z3uep2PHjhnb5zuOo8HBQU2fPt1IfjKZlOM4KikpGfcyy5cvN1ILgPEZ070uWLBg3Avu27dPpaWluuiii3wvShoenaurq5vQDmUifv/730/o952IRCKhd955x1h+b2+votGoLrvsMiP5Bw4cUH5+vmpqaozkt7W1afbs2cYajR07duiyyy4z8kJt27beeustY9v22LFj6u3tPWN+U1OTLMvS3Xffrby8PB08eFCSNH/+/I9szkcabFP1/+EPf1BVVZVvb0CC8aPSPkknvVcavqCyslLTqvz5XRzH0RtvvGFs3fT39+vQoUPG8g8fPqx0Oq26ujoj+e+++65mzJihyspKI/lvvvmm5s6da+SNved5eu2114yt+3g8rv379xvL7+7u1uDgoObNm2ckH4D/xjTYE3l339nZqeLiYmMjAsFgUNOnTzc2CixJM2bMMDLKGYvFFAwGja2bRCKhoaEhY/ldXV0qLCw0lh8KhTRt2jRj+ZJUXl5uZIQ8kUgoEAgYqz2dTisajX5kfm9vr5qamvTlL3959E3QyKj1jBkzxvXGxVT94XBYpaWlvuV7+bVK7TvlNZIsFRYWqtSn+7JtW5ZlGVs3nuepu7vbWH40GlUqlTKWn5eXp5KSEmP5gUBAZWVlRgZVXNeVZO5xHwgEjO7z4/G4HMcxus8E4C8+5AjkmPXr18u2bT322GN67LHHxlx3//33a+XKlfr617+eper8ZZUsUqBspdzoVo3MvT5+jSQpOPOurNQFAMBHocEGcsxtt92mZcuWjblsy5YtevHFF/XNb35TVVVVWarMjLzG/5C9+9PHm+wPhC/7B1kli7JUFQAAp0eDDeSYysrKk+bBtrW1SZLq6uqMzW3PmlCZ8ha/LLdvs95743HVXnG78iuWyCqYk+3KAAA4JRpsADkhUL5K7a6t2oqVsgwdvQgAAD/QYAMXgLvuukt33cV8ZAAAJgO+aAYAAADwEQ02AAAA4CMabAAAAMBHNNgAAACAj2iwAQAAAB/RYAPwhRdvUXFml4KDv5ecaLbLAQAgazhMH4Bz4iUPKL3nS3KjW3SpJB2Qkgek0NyHFJr7YHaLAwAgCxjBBnBO0u/+F7nRLcfPecd/JGf/38vt/XXW6gIAIFtosAGcEzfy3PAJz5NkHf8ZbrIzvc9mqywAALKGBhvAWfPiLSOnJMs64Yrj/yXbz3tNAABkGw02gLNmlSwaOaXRrnrkrCSroO58lwQAQNbRYAM4J4HKO08498EcbEkKzrzrvNcDAEC20WADOCd59T+RVdKgD+ZfD/8EZz+gwMxPZLc4AACygMP0ATg3oTLlL92pTMdj6tn/WxXNuFKls/5EgfJV2a4MAICsoMEG4Ivg7K+r48jHVDezTtPLq7JdDgAAWcMUEQAAAMBHlud5o59IampqGveCmUxGlmUpEDDTozuOo2AwKOvEQ3/5KJ1OKxwOG8n2PE+ZTEahkJk/ELiuK8/zFAwGjeSzbU8v17ftrl27JEnXXHONkfxMJqNAIGBs2/LYOT32Cx9tqm3bP/mTPzFSC4DxGbM3uPnmm8e9YGtrq8rKynTJJZf4XpQkbd++XQsXLtT06dON5K9fv15r1qwxsjOPx+N68803tWLFCt+zJenw4cPq7e3VokWLznzjs/CHP/xBBQUFmjNnjpH8HTt2aP78+ZoxY4aR/JdfflmrVq0y8mKaTCb16quvavXq1b5nS1JPT486Ozu1ePFiI/kjDfZEnusT0dzcrNraWs2cOdNI/qZNm7R8+XLl5+f7nm3btrZu3ao1a9b4ni1JR48e1fvvv68lS5YYyd+/f79s29aCBQuM5L/55puqqqpSTU2NkfytW7dq8eLFKi4u9j3bdV29/PLLxh730WhUb7/9tpYtW2Ykv6OjQwMDA1q4cKGRfAD+G9NgT6QhCQQCCgaDxkYELMtSKBQyli8N/74mGuxQKCTLsozVHgwGFQgEjOVfKNvWRL7jODm9bUfw2DnZyB/zTNXOfuGjmdy2rutKYtsCOH+Ygw0AAAD4iAYbAAAA8BGH6QOmkPxgItslAABwwaPBBqaATMdjSu9/WF9d0i9JSm75nwrPfUjB2V/LcmUAAFx4mCICXOAyR55Qeu/fSE7/Bxc6/Urv/S/KHHkie4UBAHCBosEGLnAfNNHeh35Egw0AgAE02MAFzo1uPeGcdfznVNcBAAA/0GADFziroPasrgMAAGeHBhu4wAXKbhw+4Y38443MEPngOgAA4BsabOACF778UVkl9ZI1Mj3EkixLVkm9wpc/mu3yAAC44NBgAxe6UJnyF29SaO6D6hyoU+dAnUJzH1T+4k1SqCzb1QEAcMHhONjAVBAqU2juQ/rl/w5Kkv7uk3+X5YIAALhwMYINAAAA+IgGGwAAAPARDTYAAADgI+ZgAznIcRw999xz2rx5s3p7e3XRRRfprrvu0k033ZTt0gAAmPJosIEc9P3vf1/Nzc26++67VVdXp9dff10//OEPFQqFtHLlymyXBwDAlEaDDeSYSCSibdu26d5779XHP/5xSVJDQ4Pa2tq0fv16GmwAALKMOdhADlq3bp2WLl065rKamhpFo9HsFAQAAEYxgg1MBk5U6f0Pq7T3t7rC7pO9e4nC8x6UVbLopJtWVlbqs5/97NjFHUfvvvuuFi5ceL4qBgAApzGmwU4kEuNeMJPJKJ1OT2iZifA8T6lUyli+NPz7Wpble24qlZLnecZqT6fTymQyxvIdxzG6bV3XNb5tk8mkHMcxkmti21q710iDrQpKCkpyI88qFXlWXuMWqbjxjMs//fTTGhgY0J/8yZ+MqzaT29a2baP7hZFt4Ld0Oi3J3LqxbVuu6xrdLziOYyw/k8kY37apVErBYND3bNd1JZnbtpNxn19YWGikFgDjY3knvFK9/PLL417Qtm0FAgGFQmYGwZPJpPLy8hQImJnFkkgkjO2ARpqMgoICI/mO48h1XeXl5RnJT6fTsizL2LZNpVIKh8NGt21BQYGRN08jTYCf23aW9YzmWv8iyZM8SaNlW0qpSq+7/+sjlz948KBeeuklXX/99Vq06OQR7xPt2LFDkk6aXuKXVCqlUChkpEmShvcL+fn5xrZtMpk0tl/IZDJyHEf5+flG8h3Hked5CofDRvJt21YwGDS6bdnnn9rZ7PNvvvlmI7UAGJ8xHdREnpAtLS0qLy9XbW2t70VJ0pYtW9TY2KiysjIj+c8//7zWrFlj5IU6FoupublZq1ev9j1bkjo7O9XT06PFixcbyW9ra1NhYaHmzZtnJH/79u1asGCBKioqjOQ3NTVp9erVRhqNRCKhbdu2+friZb/xHbnR42dOfDx6nvKtbt28+jopVHbKZQ8ePKgnnnhCN954ox544IEz3tdIg23qxXfHjh2qq6tTVVWVkfwNGzZo5cqVRhoZ27a1ceNGY+smEolo7969WrZsmZH8ffv2KZVKqb6+3kh+c3OzqqurNWvWLCP5mzZt0pIlS1RSUuJ7tuu6ampqMrZt+/r61NraauwDxu3t7erv71dj45n/mgVgcuBDjkCO6uvr0yOPPKJ58+bpy1/+crbLAQAAx9FgA1lmFdSdcM47/iPJsmQV1J5y9DqZTOo73/mOCgsL9Td/8zfGpvMAAICJ41UZyLLQvIeU6fo3nTD5elT4yp+cdJnruvrud7+rgwcP6hvf+Ia6urrGXF9TU6OioiJT5QIAgDOgwQayzCqYo7xrfiOn43tyI89JkgJlKxWa+5AC5atOun08HtfOnTslSY8++uhJ1//t3/6trr32WrNFAwCA06LBBiaBQPkq5ZWvUldXlzo6OrRk8ZLT3nbatGl68sknz2N1AABgIpiDDQAAAPiIBhsAAADwEQ02AAAA4CMabAAAAMBHNNgAAACAj2iwAQAAAB/RYAMAAAA+4jjYwDhljjwh6+gmNVhvydn/SQVr7pVVMCfbZQEAgEmGBhsYB/uNm+VGt0qSpluSs/8tOR3/r/IafnXKb1sEAABTF1NEgDPIHHliuLn2PEne8P+eJzkxpd++P9vlAQCASYYGGzgDL9l+wjlLso7/yJOX7JDbtzlbpQEAgEmIBhsYL8vKdgUAACAH0GAD43Z8isjo6eGG2yqsy1ZBAABgEqLBBs4gWPM5KThNww318NSQkeY6OPsBjiQCAADGoMEGzsAqmKO8+p/IKqgduUTScHMdvuzR7BUGAAAmJQ7TB4xDYOYnlD/zE0pE/6DWnS9qyc3/V7ZLAgAAk9SYBrurq2vcCyYSCQWDwQktMxHpdFpHjx5VMpk0ki9J3d3dRnITiYQcxzG2bvr7+5VMJo3lDw0NGa3ftm0dO3ZM6XTaSL7neerp6VEwGPQ927aLdCyz0Ni6iUajSqVSxvJHmMpPpVLq6+uT53lnvvFZcF1Xvb29CofDvmc7jiPP84ytm4GBAdm2bSw/FospnU4by08mk+rv7zfyvJKG138kElE8Hvc92/M8o9t2cHDQ6LofGBhQIpGYUH51dbWRWgCMz5gGu6OjY9wLxuNxpVIpJRIJ34uShhvs7u5uIy+k0vAO9+DBg7IMHBnCcRyl0+kJrc+JSCQSSqVSxvIHBgYUDAZl27aR/FQqpZ6eHkWjUSP5ruuqs7NTgYD/M6AymYwymYyxdZ9MJpVIJIzljzD52IxEIorFYkbyHcfRoUOHjDR5rusa3ba2bSuZTBrLHxwclOu6xvKHhoaUyWQ0ODhoJN9xHB05ckShkP9/WB15w2dy29q2bXTdT/Q1hQYbyK4xe7IlS5aMe8GWlhaVl5ertrb2zDc+C1u2bFF9fb3KysqM5D///PNasmSJkQY7Foupubl5QutzIjo7O9XT06PFixcbyW9ra1NhYaHmzZtnJH/79u1asGCBKioqjOQ3NTVp8eLFRt6cJRIJbdu2zdi27erqUkdHh7H8DRs2SJrYc30iduzYobq6OlVVVRnJ37Bhg66++moVFBT4nm3btjZu3Ghs3UQiEe3du9dY/r59+5RKpVRfX28kv7m5WdXV1Zo1a5aR/E2bNqmhoUElJSW+Z7uuq6amJmPrvq+vT62trcby29vb1d/fr8bGRiP5APzHhxwBAAAAH9FgAwAAAD6iwQYAAAB8RIMNAAAA+IjjYOPC4USV6X1Oc4Ivy23fIa/6k7JKFmW7KgAAMMXQYOOC4MVbZO/+lLxkh+aGJO+glDr4iEJzH1Ro7kPZLg8AAEwhTBFB7nOisvd8UV6yQ9LIF5wM/+/sf1hevCVrpQHA+fLDH/5Qn/70pyUNH5rwlltu0aOPPprlqoCpiQYbOc+NtciL79ZwUz1yXHNLI012pvfZLFUGAOfPn//5n2vbtm06fPiw/vt//++66KKL9Nd//dfZLguYkpgigpznJdtPc43/XyIEAJNVYWGhvvSlL+lLX/qSjh49qldeeSXbJQFTFg02cp5VUHeaa4ZHtE9/PQBcWFasWKG///u/18aNG4184ymA8WGKCHJeoHyVAmUrNTotxPP0QXN9iYIz78pugQBwHvT09Ogv//Iv9ZWvfEX//u//nu1ygCmNBhsXhLzG//igybYsSZaskgblNT4lhcqyXB0AmJVOp/WZz3xG3/zmN/Wd73xHv/71r9XV1ZXtsoApiwYbF4ZQmfIWv6y8a36jt9NfU6DhReUv3clxsAFMCX/5l3+pRYsW6Z577tG0adN0zz336Hvf+162ywKmLOZg44ISKF+lLndIV5XdmO1SAOC8+cEPfjDmPM01kF2MYAMAAAA+mvAIdjqd1uuvv67XXntNS5cuVW1trYm6AACApPXr16u/v1/pdFrXXntttssBMA7jbrBPbKwTiYQkafPmzbrhhhuMFQcAwFQXiUQkDTfaO3bs0OrVq3XllVdmuSoAH+WMDXY6ndbOnTv16quvjjbWAADg/PI8T319fXr66af12muv6YYbbtBll12W7bIAnMJpG+xTjVgDAIDssKzhb6f1PE+HDx/Wk08+qYqKCi1fvlwNDQ1Zrg7AiU5qsGmsAQCYvEYabUk6evSonnvuOW3dulXLli3TokWLFAhw/AIg20YbbBprnA9e8oBK3DcViB+VKu7MdjkAkPM8z1M0GlVTU5O2bt2q66+/Xtdee61CIY7EC2SL5XmeJ0k///nPdejQoWzXgwtUfjChj12yWdfWvDZ6WSw1TU3vfVKdsblZrAwALjyzZ8/W5z73uWyXAUxZo39HCgaD2awDF7hls09srj1JnkrzB/SJK36hafl92SwNAC44jF4D2TU6gn22U0T+7u/+zkhhW7ZsUWNjo8rKyozkP//887rjjjvGzGXzSywWU3Nzs1avXu17tiR1dnaqp6dHixcvNpLf1tamwsJCzZs3z7fM5Mb846c8ScfXuedJlqXQ3AcVmvuQb/fV1NSkm2++WeFw2LfMEYlEQtu2bdPNN9/se7YkdXV1qaOjQ0uWLDGS/8gjj0gy97zdsWOH6urqVFVVZSR/w4YNWrlypQoKCnzPtm1bGzdu1G233eZ7tjR8qLW9e/dq2bJlRvL37dunVCql+vp6I/nNzc2qrq7WrFmzjORv2rRJS5YsUUlJie/ZruuqqalJd9xxh+/ZktTX16fW1latXLnSSP7I8/Z0PM8bfS0rKSnR9ddfr8WLFxvZBwIYn9G3uOFwWMuXL9eSJUuYiw1fuX2bj586obn+8PU+NtgAMBWMNNaWZamsrEzLli1TY2Mjf5EGJoGT/oZEow2/WYV1I6c0pske+a+g7hRLAQA+imVZHKYPmKROO0nrxEabL5rBubAK5sgqqJWXPHjCpd7oqUD5qvNfFADksIsvvpgvmgEmsTN+CiIcDmvZsmW67rrrGNHGWQtf9o+y93xRygwcv2R4+DpQtlLBms9nrzAAyCEzZszQTTfdpAULFmS7FAAfYdwfM/7wiPZrr72ma6+91mRtuIAEZn5C+dcvUubIv6qjo0OVlZUqKr+C5hoAzmDFihXatWuXVqxYoWuuuYYvkgFywISP4zMyol1UVKTy8nITNeECZRXMUWjuQzpyZLumVS1QaUVFtksCgEmvrq5OZWVlamxszHYpAMaJt8EAAACAj047gm3btt5++221traqtbVVa9eu1dKlS0+63ebNm/XUU0+pp6dHM2fO1Lp164wd//lceZ6nF154Qb/5zW/U09OjDRs26NZbb9Xtt9+e7dLGJZlM6he/+IW2bt2qRCKhiy++WF/96lc1d25ufRNiJpPRt771LR05ckQ//elPNW3atGyX9JEcx9Fzzz2nzZs3q7e3V8XFxQoGg7rpppuyWlcuPffOxYnrv6urSy+88II+8YlPZH39n41MJqO/+qu/UmdnZ0489qUP9juvvPKKbNvOqf3Oifv83t5e/eY3v5m0+/wL8TUXmMpO22D/4he/0HPPPTd6PpPJnHSb3bt36+c//7nuuOMOXXPNNdq1a5d+8IMfKC8vT8uXLzdT8TloamrSz3/+c915551KpVIKhUL62c9+JkmTcod7Isdx9O1vf1vd3d269dZbFQqFFA6HjX0Rj0m7du1Sb29vtssYt+9///tqbm7W3Xffrerqar3wwgv64Q9/qFAoZOyLJc7ktdde0/e///2cee6dixPXfyQSUTqdzvr6P1u7du1SV1dXtssYtxP3OytWrNCll16qeDyeM/udkX3+xz/+cdm2Pan3+eN5zZ1Kz3sg1512isinP/1p/fjHP/7Ib3z77W9/q6uuukr33XefFi1apPvuu08NDQ16+umnjRR7rrZt26b58+fr85//vGpqanTfffdp/vz52rp1a7ZLO6OXXnpJe/fu1UMPPaTly5drzpw5uvPOO3NuHvyxY8e0Y8eOU47MTEaRSETbtm3Tpz/9aX384x/XwoULdcMNN6i2tlbr16/PWl1PPfVUTj33ztaH1/+sWbP0uc99Luvr/2xEo1G99tprOfWm4MT9zjXXXKPLL788p/Y7I/v8z33uc7r44ov153/+55N2nz+e19yp8rwHLgSnbbBHPsRYXFx8yuvT6bQOHTp00tfy1tfX68CBA0qlUv5W6gPbtk/6fUpLSydlrR+2bds2LVy4UHPmzMl2Kefk8ccf1+WXX66amppslzJu69atO+kNQU1NjaLRaFbqsW1b+/fvz6nn3rmYbOv/bD355JNasGCBLrnkkmyXMm65vt/JpX3+eF5zp9LzHsh1Z/0hx2QyKc/zVFJSMuby0tJSSVI8Hj+3ygxYs2aN3nrrLb366qtyHEc7duxQS0uLbrnllmyXdkaHDx9WUVGRfvSjH+m//bf/pn/8x3/UP/7jP+ZUk7F79269+eabOfWnzMrKSn32s58d84Ygk8no3XffzdoXPAwODubcc+9snWr9O46T1fV/Nnbv3q09e/Zo2bJl2S5lQk7c7/zgBz/Qf/2v/zWn9jsn7vPT6XRO7fM/LBdfc4GpLCRJDz/8sFpaWkYv/NGPfqSKMxxCzfO8U15uWcNfIHKq+WPn06l+p9tuu02RSESPPvro6OXr1q3Tbbfdlo0ST+tUtdu2rddff12f+tSndP/992vv3r3atGmT/vmf/1nf+ta3fL3/UOaQAu5FZ738qeqfPn26fvrTn2rt2rUqKiryo0wjxvNcePPNNzUwMKC1a9ee7/IkSa7rnvLyyfLcM+25557L6vqfKMdx9NOf/lS33nqriouLNTQ0lO2Sxu3E/c6nPvUpOY6jZ555xsh+x4SRff4///M/j142Gff54zHZX3MBjBWSpPvvv3/MTn/69OlZK8gvp/qdNm/erBdeeEGf+tSnNDAwoJKSEj377LO65JJLJtW8yNNtjxtvvFH33HOPOjs7lZ+fr5qaGv34xz/We++9p/nz55/z/Tr7/17O/odVd/x8qqdOeY1PyipZdM71P/vss7JtW3fccYd27tx5zrWacqbnQktLi5qbm3Xvvfeqtrb2fJc35R08eFDr16/PqfU/8tj/oz/6I7W3t2e7nAkb2e80NzerurpaRUVFvu53TBrZ569bt07xeFzFxcWTcp8P4MITknRW82FH3jV/2Mi77GAweA5lnbsP/06pVEr/63/9L910002655579Pzzz+uOO+5QPB7XT37yE11//fXKy8vLUrVjnWp7hEIhFRYWjrlsZC5eR0fHOb/QjTTXkqTj29BLtiu1Y6nyl+6YUJP94fp7e3v1q1/9Sl/+8pcnzTo+nY96Lhw8eFA//OEPddlll+muu+46j1WNdbpvcZsszz1TDh48qN/+9re64YYbsrr+JyKXHvunYnq/Y9KJ+/y7775bTU1Nk3afPx6T/TUXwFgT/ibHEQUFBbIs66R5XyPnT/dBjWzp7u7W0NDQSS8ICxYs0IYNG9Td3a3Zs2dnqbozKysrUyQSGXNZOp2WJF9eJDJHnvjgzOiO3JNkKf3+3yuv8T/OOnv9+vWybVuPPfaYHnvssTHX3X///Vq5cqW+/vWvn3X++dDX16dHHnlEc+bM0Q033JDVWoqLi3PqueeHkfVfWVmp+++/P9vljNuJj/0Py4XHvun9jkm5vs//sFx7zQWmurNusMPhsC6++GLt2bNnzOVvv/22amtrVVBQcM7F+WnkCx0OHjw45vKRP9lO9i98aGho0ObNmxWLxUYve+uttyTJly988JIj62W4qR5zXXz3OWXfdtttYz7c1dLSou7ubm3cuFHf/OY3VVVVdU75piWTSX3nO99RYWGhvv71r+vNN9/Maj15eXmaM2dOzjz3ztWJ63/NmjUKhc56t3XenfjYj0ajOnjwoKLRqF588cWceOyb3u+YlOv7/A8Lh8NT6nkP5LpzeqVas2aNnnjiCT3xxBNavHixWlpa1NLSom984xt+1eebsrIyXX/99Vq/fv3oqMyvf/1rNTU16WMf+9ikn3e+bt06bd++XQ8//LD+6I/+SEeOHBn9c/nFF19s5k5Heu3Qub0QVVZWqrKycvR8d3e3bNuWJNXV1U3qFzrXdfXd735XBw8e1De+8Q319PSot7dX+/btkzQ8pSQbH9pcu3at/umf/iknnnvn4sPr//3339f777+v/Px8Sdlb/+N14mM/EonItu3RP+VP9se+NHa/s3jxYrW3t+vpp582u9/xyYn7/OnTp+vYsWM5tc8/lanyvAcuBOfUYC9atEgPPPCAnnrqKb344ouaOXOmvvKVr2jFihV+1eerr33ta3rmmWf029/+Vr29vZo5c6bWrl2rT37yk9ku7YwqKyv18MMP6/HHH9fPf/5zBYNBrVixQl/4whd8yQ9U3ik3cvxbxEY+rX58IDtQvsqX+8hF8Xh89EOZJx595qmnnpIk/e3f/q2uvfba817XsmXLcuq5d7ZOtf5P/FKNbK3/qeLE/c4zzzyjvLw8X/c7po3s8zdu3KhIJKLKysqc2eefylR53gMXAss73bF/zqClpUXl5eXGPsm/ZcsWNTY2GvtK3pEPOZ7ugyPnIhaLqbm5WatXr/Y9W5I6OzvV09OjxYsX+5bp9m2WvevkY8NaJQ3KX+rvUT+2b9+uBQsWnPFQkGerqalJN998s8LhsO/ZiURC27Zt08033+x7tiR1dXWpo6NDS5YsMZL/yCOPSNJHflvcudixY4fq6uqMTX3YsGGDVq5caeTP4bZta+PGjcYO4RaJRLR3715jx8Let2+fUqnUSV9E4peRo4jMmjXLSP6mTZu0ZMmSk47z7AfXdUc/5GhCX1+fWltbjR2ZpL29Xf39/WpsbDSSD8B/uTOZEUYFylcpf/k7cjq+p8Hu3ysQCKh49p8qOHvyfgALAABgMhozgr1jx45xLzgwMKBwOHzSIZz8cvToUU2bNs3IKKQ0PA/4oosuMjKC7TiO+vv7jY3QJhIJ2bZtbA5hLBZTMBg0Nrf12LFjKikpMXYUgp6eHlVWVp72cHbnIpPJqK+vb8yccj+lUiklEgljf7l5+eWXJcnYCHw0GlVhYeHoHGm/9fb2asaMGUYOSea6riKRiC666Oy/ZOmj2LatwcFBlZeXG8kfHByU67qj3+znt/7+fuXn5xv7MF0kElFZWZmRD7F6nqeenh5jf1lJp9OKxWKaMWOGkfxEIqF0Oj2hOftLly41UguA8RmzJ6urqzvd7U6yf/9+lZSUaObMmb4XJQ3PvaypqTF26KGenh7NmTPHSHYikdDQ0NCE1udEHD16VNFo1Fj+wYMHlZeXp+rqaiP5iURC1dXVxhqBSCSi2tpaI02YbdsaGBgwtu77+voUiUSM5Y8wlZ9KpXTRRRcZe4PQ19en2bNnG3nj7TiO+vr6jK2bgYEBHT582Fh+V1eX0um0sUPPvffeeyovLzc2cDAwMKBZs2YZaeA9zzP6vIrH40qlUsbye3t7NTg4aHy/AMA/Yxrsiby77+rq0rRp04yNCLzzzjuaMWOGsRdqScZGsGOxmA4cOGB0tCSZTBrLj0QiKiwsNJa/b98+oy/UlmVp5syZxuZgB4NBY+vG8zzFYjHjh28zld/e3q6ysjJj+YFAQJWVlcbmYFuWZaz2YDCoSCRiLH+kyTOV39nZqenTpxvL37NnjyoqKozNwZbMPe7z8vJ0+PBhY/nJZFKu6076wzoC+ID/f0MHAAAApjAabAAAAMBHNNgAAACAj2iwAQAAAB/RYAMAAAA+osHOJU5U6be/qBn7V6k+ukz2G3+szJF/zXZVAAAAOAHf5JgrnKhSO66Tl+wYfVfkRrfIjW6RnD6+cREAAGCSYAQ7Rzgd35OX7JDkfehHSu9/OIuVAQAA4EQ02DnC7ds8fMKTJOv4z3FOfxYqAgAAwKnQYAMAAAA+osHOEYHyVSec+2B6iCQpOO18lwMAAIDToMHOEaHZX5NVUi9ZI9NDPpgmEp73UDZLAwAAwAlosHNFqEz5izcpWH2v3PAsSVKgbKXCV/4LRxABAACYRDhMXy4JlSlc/1N1d3aqp6dHixcvznZFAAAA+BBGsAEAAAAf0WADAAAAPmKKCJCDHMfRc889p82bN6u3t1cXXXSR7rrrLt10003ZLg0AgCmPBhvIQd///vfV3Nysu+++W3V1dXr99df1wx/+UKFQSCtXrsx2eQAATGk02ECOiUQi2rZtm+699159/OMflyQ1NDSora1N69evp8EGACDLmIMN5KB169Zp6dKlYy6rqalRNBrNTkEAAGAUI9hAjqmsrNRnP/vZMZc5jqN3331XCxcuzFJVAABghOV53uh3bm/YsGHcC6bTaQUCAQWDQSOFpVIphcNhBQJmBtmTyaQKCgp8zQwprirrt5qh38vzPA0F5uuQe6dSqvb1fjKZjDKZjPLy8nzNHZFOp2VZlkIhM++/bNtWKBQyum3z8/NlWZbv2Z7nKZVK+f7YGXGqbfviiy+qs7Nz9Pyf/dmfqaSkZMxyzc3N2rVrl9atW6cZM2acNv/111+XJC1ZssTnyofZtq1gMGhsv5DL29Z1XTmOY+x56ziOPM9TOBw2km9626ZSKeXl5RnZtpKZff4I13WVTqeVn59vJD+Tych13Qlt2z/+4z82UguA8RnTQU1k7uaePXs0ffp0zZo1y/eiJOm1117TlVdeqWnTphnJf/nll7VixQp/d+YtN0iDraNny9WmWXkbpSv+tzTdv3mxR44c0dGjR3XVVVf5lnmid999VwUFBaqtrTWSv3PnTl166aUqLy83kr9p0yYtX77cyBuEZDKpnTt3asWKFb5nS1Jvb68OHz6sRYsWjV522WWXaWhoaPR8bW3tmN+tpaVFb7zxhu655x7dfvvtH5k/0mCbmqf95ptv6pJLLlFlZaWR/K1bt2rp0qVGGpl0Oq1t27YZWzfHjh3T/v37de211xrJb29vl23buuyyy4zkv/XWW5o5c6aqq/0dMBixfft2LVq0SMXFxb5nu66rTZs2Gdu2/f39euedd06atuWXQ4cOaWBgQFdeeaWRfAD+G9OBTOTdfTAYVDgcNjYiYFmW8vLyjOVLw7+vXw12puMxpQdbJc+TLEmehv/PxGTt+4ryl7/ny/1IGh3ZN7VugsGgQqGQsfxAIGB82+bn5xsZyRv5g4+p2k+1befMmXPa2x88eFA/+MEPdOONN2rdunXjvh+T29bkfkEa3rYm8kf+omKq9ry8PKPP21AopEwmk7Pb1rIsY9vWdV1J5rZtIpGQZVlGt20wGDT6vALgLz7k6BPP6R8+YR3/x7I00ml7yQ65fZuzVxwuSH19fXrkkUc0b948ffnLX852OQAA4DgabJ94iQPZLgFTSDKZ1He+8x0VFhbqb/7mb4zNlwcAABPHq7JPrMI5J5w7Pj/E846PZEuB0kWnWgyYMNd19d3vflcHDx7UN77xDXV1dY25vqamRkVFRVmqDgAA0GD7JFjzOTkHH5MyA8cv+aC5Ds19UAqVZa02XFji8bh27twpSXr00UdPuv5v//ZvjX2QDgAAnBkNtk+sgjnKa/wPpd/+orzkQR2fjK3Q3AcVmvtQdovDBWXatGl68skns10GAAA4DRpsHwXKVyl/+V7FYjH9ofmXWrL6/myXBAAAgPOMDzkaMqhLs10CAAAAsoAGGwAAAPARDTYAAADgIxpsAAAAwEc02AAAAICPaLABAAAAH9FgAwAAAD6acsfBdvs2y41u1bzwu3L271Kw/EYFyldluywAAABcIKZUg53peEzpvX8jSZoXljIHhn/4tkUAAAD4ZcpMEfGSB0aba8kb87+z/2F5yQPZKAsAAAAXmKnTYMdaRk5Jso6ftjTSZLu9z2ahKgAAAFxopkyD7cZ3f+T1ntN/nioBAADAhWzKNNiBshs/+vqSxvNUCQAAAC5kU6fBLl+lQNlKjU4L8TyNTBexShoUmPmJ7BYIAACAC8KYo4jYtj3uBV3XleM4E1pmIjzPUzqd9jf/iv9P1tufldf/u9Fp2Nb0FdJl/8PX+0mn0/I8z9i6cRxHrusay89kMspkMsbyXdf1f9ueYGTde5535htPUK5v2xEmt+352C8EAv6PDeT6tj0fz9uc2+cf57quJHOP+/Px2Jnots3LyzNSC4DxsbwTupCXXnpp3As6jqNAIGDkhU4a3mGFQiFZlnXmG09QifW+vHRUVrhMcW+e7/me58lxHIXDYd+zpeEXC9d1FQqZOcpiJpORJAWDQSP5juMoGAwa2bbS8GPH1LrP9W37xhtvSJIWL15sJD+X9wu5vm3Px/M2V7etNNxcm2o6z8djx/O8CW3b2267zUgtAMZnzJ5+Ik/IlpYWlZeXq7a21veiJGnLli1qbGxUWVmZkfznn39ed9xyh5GdeSwWU3Nzs1avXu17tiR1dnaqp6fHWJPU1tamwsJCzZvn/5sPSdq+fbsWLFigiooKI/lNTU1as2aNkRe7RCKhbdu26eabb/Y9W5K6urrU0dGhJUuWGMkfabBNvfju2LFDdXV1qqqqMpK/YcMGrVy5UgUFBb5n27atjRs3Gls3kUhEe/fu1bJly4zk79u3T6lUSvX19Ubym5ubVV1drVmzZhnJ37Rpk5YsWaKSkhLfs13XVVNTk7Ft29fXp9bWVq1cudJIfnt7u/r7+9XYyGeFgFwxZeZgAwAAAOcDDTYAAADgIxpsAAAAwEc02AAAAICPaLABAAAAH9FgAwAAAD6alA22F29RpfsbBeLbJSea7XIAAACAcTPzjQdny4nK3vMluZFnNU+S3pWS709TXsN/KFC+KtvVAQAAAGc0qUaw7T1flBt5VvK84R95kjMg+61PyUseyHZ5AAAAwBlNngbbicqNPDd82pJkWcMnPE9yYsoc+ddsVgcAAACMy6RpsN1Yy/FTnoY77OOsD18PAAAATF6TpsG2wmUjpzTcZB93/KRVWHeeKwIAAAAmbvI02CWLZBXUnnDJ8XnY1vAQdqBkUXYKAwAAACZg0jTYkhS+7B+l4DQdn4Q92lwHq+9VsObzWa0NAAAAGI9JdZi+wMxPqOCGVcoceUIH9u1WVVWVimf/qSxGrwEAAJAjJlWDLUkKlSk4++s6tH+LKmoaZZWUZbsiAAAAYNwm1RQRABOXyWT0V3/1V/rMZz6jgYGBbJcDAMCUR4MN5LgXXnhBXV1d2S4DAAAcR4MN5LBjx47pV7/6lVauXJntUgAAwHGTbw42gHF7/PHHdcMNN6i6ujrbpQAAgOMYwQZy1O7du/Xmm2/q7rvvznYpAADgBGNGsCORyLgXTKVSisfjE1pmIhzHUTQaleM4RvIl6ejRo0ZyE4mEMpmMsXUTj8eVSqWM5SeTSbmuayw/nU6rv79fnued+cZnwfM8HTt2TMFg0Pds27aNrptYLCbbtsfkf+9739OePXtGzz/yyCMqLS3Vj3/8Y91yyy1Kp9MaHByUNPyYtm37jPdjqn7btjUwMGBk3UuS67o6duyY8vLyfM92HEee5xlbN/39/Uqn08byBwcHjebbtq1YLGYsP5PJqK+vT8lk0vfskX2NyX2y4zhG85PJ5ITyKysrjdQCYHzGNNh79+4d94KB2DbFB8vU37/Q96Kk4Qa+o6NDoZCZWSye5+ndd9+VdfzLbPzkOI5SqdSE1udEJJNJpdNpY/nxeFzBYFDxeNxIfiKRUGdnp8LhsJF813X13nvvKRDw/w80mUzG6LpPpVInPXauv/56XX311aPnu7u79cILL2hoaEi1tbXau3fv6Avv+++/r6KiojPej6n6BwcHdfjwYaNvvPfv329k27quq0wmY2zdpNNpDQ0NGctPJBJyXXdcb7DOxsDAgFKplPr6+ozk27at9vZ2I2/OPM+T67pGt20ymTS6z3ccZ0L5NNhAdo3pXpctW/bRt3aiSu9/WJmO7w0v6UlKT1do9tcVmvugr4Vt2bJFDQ0NKisr8zV3xPPPP69ly5YZabBjsZiam5vPvD7PUmdnp3p6erR48WIj+W1tbSosLNS8efOM5G/fvl0LFixQRUWFkfympiYtXbrUSAOfSCS0bds2Y9u2q6tLHR0dWrJkyWlv09vbq//xP/6HvvzlL49+uLG3t1eStGTJEk2bNu20y27atEnSOJ7rZ2nHjh2qq6tTVVWVkfwNGzbo2muvVUFBge/Ztm1r48aNxtZNJBLR3r17jeXv27dPqVRK9fX1RvKbm5tVXV2tWbNmGcnftGmTrr76apWUlPie7bqumpqajK37vr4+tba2Gstvb29Xf3+/GhsbjeQD8N+Ehoedju8NN9eSJG+4wXb65ez/ewVKGhSY+Qn/KwQwxvr162Xbth577DE99thjY667//77tXLlSn3961/PUnUAAGBiDfbBkRdzT5IlWZI8T7IsOR3fUx4NNmDcbbfddtJI2ZYtW/Tiiy/qm9/8prHRYwAAMD4Tm+CcGfmWuJOnVXjJgz6UA+BMKisrT5pf2dbWJkmqq6v7yCkiAADAvLP8pNAJR3843mtbBbXnXg0AAACQ4ybUYAer7x0+4Wl4asgJjXagfJWPZQGYiLvuuktPPvkko9cAAEwCE2qww5c/KqukXrKs4R8N/wQq71Ro7kNmKgQAAAByyMTmYIfKlL94kzJHnlBf+/MK5c9Q6SW3K1jzeUPlAQAAALll4t/iEipTcPbXdejYKpWXl6ushrnXAAAAwAj/vw4NAAAAmMJosAEAAAAf0WADAAAAPqLBBgAAAHxEgw0AAAD4iAYbAAAA8BENNgAAAOAjGmwAAADARzTYAAAAgI9osAEAAAAf0WADAAAAPqLBBgAAAHxEgw0AAAD4KHTimX379o17wVgsJsdxlE6nfS9KklKplA4dOqSjR48ayZek999/30huKpWSbdsTWp8T0d/fr3g8bjR/aGhInucZyU8mkzp8+LCi0aiRfNd1deDAAQUC/r9/TKfTchzH2LqPxWIaHBw0lj/CVP7Q0JC6uroUj8eN5DuOo/b2doVCoTPfeIIymYxc1zW2bgYHB5VIJIzlHz161OhjMx6Pq6enR8lk0kh+Op1WR0eH8vLyfM/2PE+e5xlbN4lEQqlUylh+X1+fksnkhPIvvfRSI7UAGJ8xr1KpVGrcC4401xNZZiI8z1MqlZJlWcbyk8mkkXzbtkfrNyGdTiuTyRjLdxxH0sQeDxORyWRk27aCwaCRfGm4iTeR7ziO8W3ruq6x/BGmt63J+lOplDKZjO+5mUwmp7et4zhG9wuu6xrdtiPrxsQb+5FMU7Xbtp3T2xaA/8Y02PX19eNeMJ1Oq7y8XLW1tb4XJUmRSETz5s1TWVmZkfz3339f9fX1RhrsWCymaDQ6ofU5EZ2dnerp6TGW39bWpsLCQs2bN89IfjQa1Zw5c1RRUWEkv729XVdccYXC4bDv2YlEwui67+rqUkdHh7H8Z555RtLEnusTEY/HVVtbq6qqKiP5hw4d0uWXX66CggLfs23b1qFDh4ytm0gkItu2jeXv27dPqVTKWH4ikVB1dbVmzZplJL+7u1vz589XSUmJ79kjf9UytW76+vo0ODhoLL+9vV39/f3G8gH4jznYAAAAgI9osAEAAAAf0WADAAAAPqLBBgAAAHxEgw0AAAD4iAYbAAAA8BENNgAAAOAjGmwAAADARzTYAAAAgI9osAEAAAAf0WADAAAAPqLBBgAAAHxEgw0AAAD4iAYbAAAA8BENNgAAAOAjGmwAAADAR6FsFwDg7CSTSf3iF7/Qtm3bNDQ0pJqaGn31q1/V3Llzs10aAABTGg02kIMcx9G3v/1tdXd365577lF1dbUOHDigsrKybJcGAMCUR4MN5KCXXnpJe/fu1T/8wz9ozpw5kqSGhobsFgUAACQxBxvISdu2bdPChQtHm2sAADB5MIIN5KDDhw9r4cKF+tGPfqRdu3ZpcHBQV199tb74xS8yTQQAgCyzPM/zRs40NzePe8FoNKpwOKzi4mIjhfX09KisrEx5eXlG8g8fPqyamhpZluV7djqdVl9fny666CLfsyVpaGhIyWRSM2bMMJLf39+vYDCokpISI/mRSESlpaXKz883kn/kyBFVVVUpEPD/DzSZTEa9vb2qrq72PVuSEomEhoaGVFFRMXrZ//k//0f79+8fPf+f//N/1v/8n/9TmUxGy5cv1+WXX66jR4/q5Zdf1syZM/Vnf/Znp81fv369JOnWW281Uv/Ro0dVXFysgoICI/ldXV2aOXOmgsGg79mu66q7u1s1NTW+Z0tSKpVSLBZTZWWlkfx4PK5MJqPp06cbyT927JgKCgpUVFRkJL+7u1sVFRUKhfwf9/E8T0eOHNHFF1/se7Yk2bat/v5+zZw500j+4OCg0un0hN48X3vttUZqATA+Y/ZkE2kabNtWcXHxmEbAT9FoVJWVlcZ25iMNtgnJZFKxWMxYE3bs2DENDAwYy3ccR3l5ecbeIAwMDKiiosJYA9/V1aWqqiojTZht2+rr6zO27vv7++V53pj8P/uzP1MikRg9f/HFF8uyLF133XX60z/909HLCwsL9ctf/lKpVEp1dXUfeT+m6h8cHFR5ebmxJq+3t1cXXXSRwuGw79mO4xh98xSLxWTbtrH87u5uOY5j9M1fWVmZysvLjeQfO3ZMlZWVRt6ceZ6nrq4uo4/7oaEhY/mRSMRoPgD/jWmwZ82aNe4FI5GIysrKJrTMROzbt08zZ8409ufuXbt2jTYqfovFYuro6DC2bjzPUzqdNpYfjUZVWFhoLL+9vV2VlZXG3pzt3r1bNTU1RpqwRCKhffv2GVs3wWBQg4ODY/JPdV+hUEgVFRVjrlu+fPlog32m+kzVf+jQIVVUVKiqqspI/p49e1RdXW2kCbNtW2+//baxdROJRNTX12csP5lMjmvbn62uri6Vl5cby3/33XdVVVVl5I2367pqaWkxVntfX5+6u7uN5TuOI8uyjOUD8B8fcgRyUFlZmSKRyJjL0um0JBmbVgUAAMaHBhvIQQ0NDXrrrbcUi8VGL3vrrbckiS+aAQAgy2iwgRy0bt06hcNhPfzww2pubtamTZv0y1/+UjfccIOxD3IBAIDx4TB9QA6qrKzUww8/rMcff1z/9E//pHA4rBUrVugLX/hCtksDAGDKo8EGctQll1yiBx98MNtlAACAD2GKCAAAAOAjGmwAAADARzTYAAAAgI9osAEAAAAf0WADAAAAPqLBBgAAAHxEgw0AAAD4iAYbAAAA8BENNgAAAOAjGmwAAADARzTYAAAAgI9osAEAAAAf0WADAAAAPqLBBgAAAHxEgw0AAAD4iAYbAAAA8JHleZ43cmbTpk3jXjCVSikQCCgcDhspbGhoSPn5+QoGg0by4/G4SkpKjGS7rqtkMqmioiIj+el0WplMRgUFBUbyTW/bRCKhvLw8o9u2uLhYlmX5nu26rhKJhIqLi33PliTHceQ4jrFt+/vf/16StGzZMiP5iURC4XBYoVDISP7g4KCKioqMbFvP8zQ0NGRs22YyGdm2rcLCQiP5tm3L8zzl5+cbyU8mkwqFQsa27dDQkAoKChQImBn3MbnPz2QySqVSRvf5rutOaNvedNNNRmoBMD5j9pRLliwZ94LvvPOOpk2bppqaGt+LkqSdO3dqwYIFKi0tNZL/yiuv6LrrrjPyQj04OKi2trYJrc+J6O7u1tGjR1VfX28k/7333lN+fr5mz55tJH/Xrl2aO3euysrKjORv3bpVixcvNtIIpFIpvfHGG8a2bSQS0ZEjR9TQ0GAkf6TBNlX/W2+9pYsvvlgVFRVG8rdv365FixYZaSLT6bReffVVY+umr69P7e3tuvrqq43kd3R0yLZtXXrppUby29raVFlZqaqqKiP5r732mhoaGow0qa7rauvWrca27cDAgPbu3atrr73WSP7hw4cVi8W0YMECI/kA/DemA5nIu/tQKKT8/HxjIwKBQECFhYXG8qXh39fUSFggEDBWezQaVSgUMpYfDoeNbttgMGh82xYXFxsZgQ8Gg7Isy1jt8Xjc6LYdYXLbFhQUGMu3LEvFxcVGRvht2za6bZPJpILBoLH8vLw8eZ5nLD8UChndtoFAQEVFRUbyXdeVZO5xn06nje7z8/PzlUwmje8XAPiHOdgAAACAj2iwAQAAAB/RYAMAAAA+osEGAAAAfESDDQAAAPiIBhsAAADwEQ02AAAA4CMabAAAAMBHNNgAAACAj2iwAQAAAB/RYAMAAAA+osEGAAAAfESDDQAAAPiIBhsAAADwEQ02AAAA4KNQtgsAMHGe5+mFF17Qb37zGx09elSVlZW69dZbdfvtt2e7NAAApjwabCAHNTU16ec//7nuvPNOXXPNNdq5c6d+9rOfSRJNNgAAWUaDDeSgbdu2af78+fr85z8vSWpoaNC7776rrVu30mADAJBlzMEGcpBt2youLh5zWWlpqVKpVJYqAgAAI2iwgRy0Zs0avfXWW3r11VeVSqW0Y8cOtbS06JZbbsl2aQAATHljpoi4rjvuBT3Pk+d5E1pmolzXNZ5vWZaR3BP/95vpdX8+tm2uPnaysW0feeQRtbS0jJ7/4Q9/qFtuuUW9vb169NFHRy9fu3atbrnllnHVxrY9de6J//vN8zzj+bm+X8jVbTsZ9/mBAONnQDZZ3sheX9ILL7ww7gVHFjPRoErDOyqTO4hczje97s/HtrUsi8fOKZxq3ff39yudTo+eLy8v1/79+7V9+3ZdddVVqq6u1pEjR9TW1qYbbrhBl1566WnzRxr1RYsWGamfbXt6I00S+4VTy+Vtazr/bNb9HXfcYaQWAOMzZgR7Ik/IlpYWlZeXq7a21veiJGnLli1qbGxUWVmZkfznn39et99+u5EXi1gspubmZq1evdr3bEnq7OxUT0+PFi9ebCS/ra1NhYWFmjdvnpH87du3a8GCBaqoqDCS39TUpJtvvlnhcNj37EQioW3btunmm2/2PVuSurq61NHRoSVLlpz2NqlUSn/xF3+hNWvW6C/+4i9GL//xj3+sbdu26ctf/rLy8vJOuexIg23qxXfHjh2qq6tTVVWVkfwNGzZo5cqVKigo8D3btm1t3LhRt912m+/ZkhSJRLR3714tW7bMSP6+ffuUSqVUX19vJL+5uVnV1dWaNWuWkfxNmzZpyZIlKikp8T3bdV01NTUZe9z39fWptbVVK1euNJLf3t6u/v5+NTY2GskH4D/+hgTkmO7ubg0NDWn+/PljLl+wYIGGhobU3d2dpcoAAIBEgw3knGnTpkmSDh48OOby9vb2MdcDAIDs4DjYQI4pKyvT9ddfr/Xr16usrEyXX3659u7dq6amJn3sYx/T9OnTs10iAABTGg02kIO+9rWv6ZlnntFvf/tbPfnkk5oxY4bWrl2rT37yk9kuDQCAKY8GG8hB+fn5uvvuu3X33XdnuxQAAPAhzMEGAAAAfESDDQAAAPiIBhsAAADwEQ02AAAA4CMabAAAAMBHNNgAAACAj2iwAQAAAB/RYAMAAAA+osEGAAAAfESDDQAAAPiIBhsAAADwEQ02AAAA4CMabAAAAMBHNNgAAACAj2iwAQAAAB/RYAMAAAA+Cp14pq+vb9wLplIpDQ0NTWiZichkMorFYvI8z0i+NPz7Wpble+7Q0JAymYyxdTM4OCjbto3lJ5NJSRN7PEyE4ziKxWIKBMy8v/M8T9FoVKFQ6Mw3nqBUKiXXdY2tm3g8rnQ6bSx/hKn8dDqteDyuvLw8I/mu66q/v1+JRML3bMdx5Hlezm7bRCJhdL9g27YGBweN7vMHBgaUTqd9z/Y8z+i2jcVichzHWP7Q0JBSqdSE8svLy43UAmB8LO+EDnbr1q3jXnBoaEjBYFD5+flGChsYGFBRUZGRJkkabjBM7YAymYwGBwc1bdo0I/m2bSudTqu4uNhIfiKRkGVZKigoMJIfi8VUWFhobNtGo1FNnz7dyJsn13UVi8U0ffp037Ol4QY1lUqppKTESP7Ic3zlypVG8uPxuPLz8xUOh43k9/f3q7S01MibM9d1NTAwoLKyMt+zJfPbNplMyvM8FRYWGskfHBxUOBw29uZpYGBAxcXFCgaDvmd7nqf+/n5j29ZxHCUSCZWWlhrJT6VSymQyKioqGvcypp7jAMZnTIczkSdkS0uLysvLVVtb63tRkrRlyxY1NjYa2yE+//zzWrFihZEmLBaLqbm52dgOrrOzUz09PVq8eLGR/La2NhUWFmrevHlG8rdv364FCxaooqLCSH5TU5OWLVtmpMlLJBLatm2bsW3b1dWljo4OLVmyxEi+6QZ7x44dqqurU1VVlZH8DRs26Prrrzfy5s+2bW3cuNHYuolEItq7d6+WLVtmJH/fvn1KpVKqr683kt/c3Kzq6mrNmjXLSP6mTZt03XXXGXkD4rqumpqajG3bvr4+tba2Gstvb29Xf3+/GhsbjeQD8B9zsAEAAAAf0WADAAAAPqLBBgAAAHxEgw0AAAD4iAYbAAAA8BENNgAAAOAjGmwAAADARzTYAAAAgI9osAEAAAAf0WADAAAAPqLBBgAAAHxEgw0AAAD4iAYbAAAA8BENNgAAAOAjGmwAAADARzTYAAAAgI9C2S4AwFjpdFotLS1qbW1Va2ur1q5dq6VLl550u82bN+upp55ST0+PZs6cqXXr1mn16tXnv2AAADAGDTYwyfzud7/T66+/Pno+k8mcdJvXXntN3//+93XHHXfommuu0a5du/SDH/xAeXl5Wr58+fksFwAAfAgNNjDJLF++XF/60pd04MABPfLII6e8zVNPPaWrrrpK9913nyRp0aJFOnjwoJ5++mkabAAAsow52MAkk5+fr/LychUXF5/yetu2tX//ftXX14+5vL6+XgcOHFAqlTofZQIAgNOgwQZyzODgoDzPU0lJyZjLS0tLJUnxeDwbZQEAgOPGTBFpb28f94LxeFyu68rzPN+LkoZH6bq6utTf328kX5IOHjxoJDeVSimdTk9ofU5ENBrV0NCQsfxYLKZkMmksP5VKqbu721gj6HmeOjo6FAwGfc9Op9PKZDK+rZt/+Zd/0TvvvDN6/i//8i9H87u6uiRJvb29Y+4vGo1Kko4dOzbm8r6+PknDj+t33nlHr7zyymnv91RTT4qKirR27dpz+XWUSCTU29urZDJ5Tjmnk8lkdOjQIYVC/s9uy2Qycl3X2OM+Ho8bfV719fXJcRxj+UNDQ4pEInIcx0i+4zg6fPiw8vPzfc8eeZ0yuW5s2zaWf+zYMSUSiQnl19XVGakFwPiMeZWaSDNr27YsyzLWAGcyGcViMdm2bSTf8zxFo1FZluV7tm3bymQyxtbN4OCgUqmUsfxkMinHcYzlp9NpxeNxYy/UrutqYGBAgYD/f6BxHMfXbbtmzRqtWLFizGW2bau/v3/0DcjQ0NCY+4vFYpKGm9kTL08kEpKkgYEBvf322xOuxfO8c/69Rrat67rnlHM6ruuqv7/fWIPtxzo4HdPPq2QyaXS/Y9u2hoaGjOwzpeHn1sibe795njf62DEhlUoZ3bYjDbzJAScA/hrzKtXY2DjuBVtaWlReXq7a2lrfi5KGR+kuu+wylZWVGck/ePCgGhsbjbxYxGIxxePxCa3Piejs7FRPT4+x/La2NhUWFmrevHlG8uPxuC699FJVVFQYyT906JAWLlyocDjse3YikdCxY8eMrfuuri51dHSosbFRBQUFkoZHok68v5GR6lmzZo25/MiRI5Kkq666StOmTVNTU5M8zzvjY3zkNjfddNM5/147duxQXV2dqqqqzinndLq7u1VfXz+6bvxk27a6u7uNbdtIJKK9e/cay9+3b59SqdRJc/P90tzcrOrqas2aNctI/tGjR7VgwYKTpj75wXVddXZ2Glv3fX19am1tNZbf3t6u/v5+Y/kA/MccbCDHFBcXy7Ksk6bYjJwvLi7W1VdfrdLSUlmWdcZpXJZlqbS0VIsWLTJWMwAAUwkNNpBj8vLyNGfOHO3Zs2fM5W+//bZqa2tVUFAgy7JOmnpyKiPN98qVK4396R8AgKmGBhvIQWvXrlVra6ueeOIJtba26t///d/V0tIy5kOK4xnFZvQaAAD/0WADOWjZsmV64IEH1NzcrIcfflivvvqqvvKVr4wZtbYsSytXrjxtBqPXAACYwTc5ApPU5ZdfrieffPK0169atUqrVq36yIyrr75aW7duHT3yyIkYvQYAwAxGsIEL3Mgo9onTRBi9BgDAHBps4AK3aNGi0bnYIxi9BgDAHBps4AJ3urnYjF4DAGAGDTYwBYyMYo9g9BoAAHNosIEp4MOj2IxeAwBgjuWd6WveAFwwfvaznykYDOrzn/98tksBAOCC9f8DW7+3fIk+lZ0AAAAASUVORK5CYII="
[ "nonlinear", "linear" ]
null
1
math
grade-2
identify-lines-of-symmetry
false
true
Is the dotted line a line of symmetry?
"iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAAAOe0lEQVR4nO3dfXAU530H8O+zB5IOcSAwRhgnyIlfphQQthUXGZtxiKeZZKZpE9eieZvpNLRO09SZOu0YzEvmJjZ226TjZjJuEs+4/aOkjStKy3Ra1y55G+AkC2w1aIwN2DEyIKSTbUDv0t3ur38IZVxGfiTd3d6zv73vZ8YzGmHtfker7+7ePvvsGpBzIvLAM888s+n48eObAKCxsfHQ1q1bDxljnnadrdJ5rgMQRRkLQmTBghBZsCBEFiwIkQULQmQxz3UAmpRKpYbq6uouTH3tOg9NMq4D0OQ4yHTf5ziIezzFIrJgQYgsWBAiCxaEyIIFIbJgQYgsOA4SEd3d3am+vr4UANTX1w82NDQMus5ELEhkHDx48Nar54O4zkQ8xSKyYkGILFgQIgveiwXgcia9dNTLbfK8YJ0R7xZAbhHgWgCLAdQCqAlz/TXL70Dm5W4ceekMAOCuphuw8fYGjGWPhrlaABgFMALgMoAsgFMATplAuubn5VDdpr+8GHaAqKvYD+m9R3es9QJ8ETCfGMfEOg/wIAYCcR2tnJJX/rsGwIcBNAOAeAYTVSbIvrjzFwCeS0jww2uanzjhMKczFVWQ06cfrK57Z9Hvi5GvIMCtk9+tqELMhQfIbQBu843Zke3Y8TJE/u7ahdX/aNakJ1yHK5eKOMWSV9JVbw/m/kSM/AWA613nuVrN8jvwi1d7cPy1XgBA46+twPrVK8txilWIswC+dW3i7e+bjzydcx0mbLEvSH/HI/dA8JTArHGd5f3ULL9j2u9HtCBTTongT+ubH/8f10HCFNuCnM08lKzyFnzHGPkj11lmorQgACAG+MHQSNVDH9qcHnMdJgyxvMybbd91c3UimdFQDuWMAH9cuyCX6Tu260bXYcIQu4L0t29vggkywNSHcAqf3AY/6Oht39nsOkmpxaog/R2P3CPG+wmAZa6zVBoDLPWMPN/f8cg9rrOUUmwK0nt0x1oRcwDAItdZKtgiEfMf2aPbb3MdpFRiUZD+ww+v9AL8FyZHvsmtFALvP989tm2V6yCloL4g8tP0PMyftx/AB11nKcbg8DguZAdwITuAweFx13GKdZ3vJ/5FfppWPxCtviDZBRO7BNjgOkexuk72Yu+BTuw90Imuk72u4xRNgA3ZBRO7XOcoluqC9LXvaDTATtc5aHoG2Nn34rb1rnMUQ3VBjDHfQoXdT6bMPIPEk65DFENtQfrad/wmIB93nYNmtLmvfbva7aS2IJ7BNtcZaHY84z3sOkOhVBYkm9l+kwAfc52DZkeAe3uP7ljrOkchVBbEJLwHEOMbLePIBPiS6wyFUFkQAT7tOkOp1SbnY8WyFFYsS6E2Od91nJIzwO+4zlAIdXvhvmO7bjR+8LrrHKWk+Hb3OfEC79eX3fnYq65zzIW6I4iXl3tdZ6DC+AnZ7DrDXKkriHjS6DoDFcYTWec6w1ypKwgEKq+GECCAup2bvoIADa4DUIEMbnAdYa40FmSJ6wBUING37VQVRCTtAUi5zkEFS54+/WC16xBzofFGP3WXpmdjcHgcQ1fmgSysrUaqVtXfUWypOoIYkw4w+TzZ2InbfJD3kb/55u+qmg2mqiCTzIDrBFSwYdcB5kpdQQyCd1xnoIL1uw4wV+oKIsb0uM5ABVO37dQVBMKCqGVYkPAZUfdLpkkS4LzrDHOlryCCC64jUGE8T9+2UzcOImJ6jInfS2+m5oNMfR1LCk+P1RUEJuiJ41jh+tUrsX71StcxQiWGp1ih8/Oeur0QXZH31W07dQW5rrq/B0DgOgfNXVCbV/cZRF1BrrwXj4OF+lxasf7bHEkvD30f9iqdKBwkBLQWRDgWoo2ndJvpLAhvN1FHjKfuChag8TIvABHpMTG70hv7+SBK74BQWZDJI0i8Bgu7TvbiyEtnAAB3Nd2AjbfHbOq90jsgVJ5ieUGgcm9UycSIylMslQWBx8FCbSTQuc10FiSXU/nLrmRV8/Iqt5nKgizrebMPgO86B82aLEkmVU60V1kQs6XVh0Gf6xw0W9Jv1qQnXKcohMqCAABE58hsZdI7bqXzMi8AMeiJ07SQmM8HUXkFC1BcEE/QE6N+xHo+iCicKDVF8SmWqBx4qkhKR9EBzQXh/VhqeDyClJ8ovTu0Ihm9dz6oLQg8vXulihPo3VZqCxLkqtT+0iuNJPTe+aC2IPUb0/0CqBx8qjD5a8+cUfdM3ilqC2IMBIDK2xemMzg8jgvZAVzIDmBwWNUbAmbSa7a0qr0tSO04CACYyXnOq1znKIW4zgcxigcJAcVHEAC83UQBrQ9rmKK7IIoHoCqGwie6v5fugkDnNM6Kony8SndBOJoefcq3keqCCOemR572baS7IAmd85wrifZtpPoybzJX1TOeiMdYYVzngySV3/Gg/vFr2Rd3jABIus5RjJrld0z7/bHs0TInKbnR5RseX+A6RDFUn2JdwStZ0aX66AHEoyDqN0KMqd82kfsMkv5c0zI/X30fjNwFwfUAlgO4JIJzgLTJPP/f9/zo6Nn3/Ij6jRBbV42BpFvuXpWH/xkINhiDDwCoA5AVwTnPM0dyufz+J/6tI1LvfonMZ5D0Z5tv8APz1xB8BvbiCoD/BrDt0da2rmzHI09CzJ+VJWRI4voZRIAn6zc8/vX0725o9D3vrwB8YoYfyQnMfvGxbc/+THc5Ms4kEqdYu+9vftj3zQkIWjDzUc0A+CSAzm+0bHzM9yU2d/TGTeAHF3a33PmE73mdmLkcADDfQH7PS8iJ3S3NXw8732w4PYK0tLQkVptzT4ngy4UuY3Fd8qUv/MFvNCUSkeh6QeJ4BPH9AHv/oePlgUujtxe6DCN4ylvb9rV02t07KZ3+Va3G+e8WUw4AuHxptOnHz5+EKH8GUJzmg4gAB597FcWUAwDE4KvBiY1/W6JYBXFWkG/c3/wFgXylFMs6eaIXncfOzvw/RljXyV7sPdCJvQc60XVS91njyx1v4dRr2ZIsS0Qe3L2leUtJFlYAJwVJf65pmRjzvVIusyPzJoaGdO9542BwcAwd7WdKu1AxP9j++buXlHahs+OkIH6+6s8BpEq5zFzOR/vhN0u5SCpA26FfIp8r+QzbuqoJ/6FSL3Q2yl6QdMtHFwL4ahjLPv1aH8bH82EsmmZhbDyP10+V5tTqamLwtfSnmsp+20rZCxLIxL0o8dFjSj4f4I1Tah+god7p17Lw86FdLVmcT9Z8NKyFv5/yn2J58skwF3/urYthLp4szof8uzcShPq3M52yF0QERV36m0l//1CYiyeLd/qHQ12+Qbh/O9NxcS9WfZgLv/TuCMZGc6hRNqdC+3yQsdEcLl0aCXUdAqwIdQXTcFGQ5WEuPAgEuZyvriDa3w+Sy/kIgtBHa0PduU7HxWXeeEwBJBfKPtDloiBvO1gnxUPZL1E6KIh5o/zrpHiQsv/tlP8qlpFD5V4nxYTg5+VepYvLvM+Xe50UDwnjvVDudZa9IHta2zoMcKzc6yXdDJBJt2b+t9zrdXKzogBPulhvlMVpPkgYApG/cbFeJwV5tLXtnwH8xMW6oypO80FC8MJj+9r3u1ixqwlTkgC+DCBST7CgSMomElLUrNNiOJtRmG5tez1A8GkAY64yUOQNwzO/lf5RqWdgzZ7TOel7Wl88HHjeZsToXYNUMj3wzOZHn804fXKF80eB7Hn2SHsAfAQGra6zUCQIgH9KIN/kuhxARJ6suKe17TyALTvvv3OjAR4wBvehiElVwei5QVRVhTIpKxS5GwF/GJArsyH9YSD3LjD2lttcczGauwigmHnjlyH4VyTM96NQjCmRKMiUPfvaMgAyu1vufAHADwtdjhl8KSWBojcPL/4gMDEKBFcu7070AyNDkIuH3eaaAxlOLCnmRm2B+cPH9mX2lTBSSUSqIJWstsZgxdJ5v/qaooEFiYj1N9Vg/U01rmPQVZx/SCeKMhaEyIIFIbJgQYgsWBAiCxaEyIKXeSNicCTA0Ojke2IWJj2kFnDfFQUsSER0/XIcR7omn0x417pabFyr+tXvscHdFJEFC0JkwYIQWbAgRBYsCJEFC0Jkwcu8EcH5INHEgkQE54NEE0+xiCxYECILFoTIggUhsmBBiCxiWZAz56pdR6g4b7wVzytwsbzM+/Nji3G6ewFu+dAIblw1hmR14DrSjDTOBxkZ9fD62SROvplE39u6Xrs9W7EsCAD09M9HT/9i/KxjMaqrAixcECDhhf4e74Ks2bQQp88P4NT5QQDALdcvxs3XL8Qrh5Y5Tja9vG8wPJLAeC7+A5qxLch7jU94GJ+I7h551XACYxMe/CsHurEJD4PDCWTfjedeWZPo/tUQRQALQmTBghBZsCBEFiwIkUVFXMXSoCrhYVGy+ldfUzSwIBGx8poUVl6j561xlYK7KiILFoTIggUhsojlZ5BA8PeehwHXOWZr6XUfWDftPxh0lTlKwYIAizyDL7nOUWqxLAgC881H92W6XceYrW8+m3lguu9v+u0vPl3uLIXaed/GBiQkdgXhKRaRRTyPIAp1d3en+vr6UgBQX18/2NDQMOg6E7EgkXHw4MFbjx8/vgkAGhsbD23duvWQ60zEUywiKxaEyIIFIbJgQYgsWBAiCxaEyIKXeSMilUoN1dXVXZj62nUemsSCRMSWLVs6AXS6zkH/H0+xiCxYECILFoTIggUhsmBBiCxYECILXuaNCM4HiSYWJCI4HySaeIpFZMGCEFmwIEQWkfwMksDAvrH5S54r9Odr1hy+jP2lTEQzmd+YOTt26u6lhf58Te7icCnzlEokC5JufWUCwITrHDR76TQC4PBF1zlKjadYRBaRPIJUIs4Hiab4v+haARGZ9tGjxhg1jx6NK55iEVmwIEQWLAiRBQtCZMGCEFmwIEQWHAeJCM4HiSYWJCI4HySaeIpFZMGCEFmwIEQWLAiRBQtCZMGCEFnwMm9EcD5INP0fE19xFpjeBScAAAAASUVORK5CYII="
[ "no", "yes" ]
null
1
math
grade-3
identify-multiplication-expressions-for-arrays
false
true
Which expression describes this array?
"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"
[ "4×7", "7×5", "5×4" ]
null
2
science
grade-8
identify-rocks-and-minerals
false
true
Gabbro has the following properties: coarse-grained texture no fixed crystal structure naturally occurring solid not a pure substance not made by living things Is gabbro a mineral or a rock?
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"
[ "mineral", "rock" ]
null
1
math
grade-3
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "1 pair", "2 pairs", "no pairs" ]
null
1
math
grade-8
rotational-symmetry-amount-of-rotation
false
true
This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same?
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W5dSQu31FYKP2n9oezGDbf+8l0idnFwSds78lyBdDtsOShSBfktnLv51d5idjtwD/WGnfCo8h3InInV5bz+paePlGIpC+rtY2RyRJNc9ZVE7zOnp+t+PjknkTtCl4lsYN0dMovCBjtx6UfeY0zPb7iAisBV3kiPvrkRIbVYNI/gE3d/T2AL+Mou8h2Ohu2X1xTonnfwQrjmqwH2+NPz27wOvoWU5/eKBieU6RK13cI9xEutVN9F5ZD+KACH/hXdP0RWBTVP1no3CbzF/q55SJE/qWn6UwqprztxZBFbmliKadwAfdJw49qCnR8zVJpKqdymJEIj04C1Kx81W5IcoxAFSZ3dSRXrnjc+esyYrzSNTjWnZgJJCD5OjlOwIzbO9qOcoV5+Eh6j+NcpHXkV48xPO6IdI1gtOe/gmqf4hyDGCjl0jn5Ck0ImdFPKYlFwdXc/7mYzrWPgJsyK8osNYNmuONIA6IWCAiqCveOfRnS4qKe/J3N0Tl9KEqW6JBGfw3V3SQCFTMV2Xamv+rjlWVE/kukyRSz9AfCT2iAXgw+6Mum3swZQSSs1SKTtXlc3KinYgw6EKTIg0V+Loq27BeIn0L8Iso+nZFluQW6PuiGMcyIg6ix2YXuOqtIM8N3lFpr6pVFVK1cwp3XOZTioa9S/HkINcSmBfyGJYiMY4zL/uzJFKvC+SkxVahoQLzVU0gMnndFoM5A9gaWqcqg26ySSEPX0tVENVBf3vNv22odPQlWxrmLVLVG4VjEg8/jOqnw+pPxPRkf9blcyYiFaVCsFTGEbpkXs59EIGe/EoOzpeqZ1JlVP3KrdfReyMiN4bRlyK5Zx2OiYXRr6VsHMaYluwCY2RdgXof6ku2FBMNs+bU5E66u3n3TxX6ZSm5n0DX5xSoa3evao3RnO/AwyuU61Ec5GrV+o+JUBMDZf7St5zAfAh4tYJuDBP8p3IKRMtNpGMJCaPkpozu6NpIwXWnTDepttreYS+CmilYpq19EpWzoWwX5pfy47ZKmaH5LSEielDOR0EVnitUVdHv6Jqj3l0Vu8qkpq84r6PnHhEuL6etQIGQ+bJvpTZZKkNg4qAy4cUhqu8WON7/y4/9W0/UfA7otKevAEr2y1GhgLuCvjMEkyyVMTh3iJHhXEuON6m20HY2w6bmAhHBuH2ZjwFPltTQyOYCpRVFSbGEgQy+/y9a6LvagWK+sz05ZUpkJlVAzQUCIDPXvWowH+7Pa1dsI83NftS/I7KzJN2sZ8YXKBvhcFjGOri3aW9LobY1pS4EAtCcWNstyiVFN1Bynd7uOaEpZJMs5TEoWIOifqGK2QgcGWSc66IxqXzqRiAAbkfvDUAxN9EGc+AzkYR9sZRMge9Biv1u/snvajs3VGsqpK4EAuCOy1yg8FgRVXPfGEeuy1Dwy7FUmUFvC9ESQtyK/rBvTSwWpkGVUHcCkcnrtqjqWcD2YSs6mrPeGAgctm2I2pbq8WaBslLiko1zHG7XntgeIdlTEXUnEOiPiiLol4evVWC3pEpBIizDUuD2aMHvajjeEwT8sh5cUWpuwFA48d6rQf441HPRQWFHAf4WnUWW4tCXBxWJ7lVGRyebVOsIP5LRU7cCEcG4DucAbxR6rvCuAsXPR2uVZSQUeWFwmZbl4aDIf2aSrcdXblX51K1AAKS952kRhro7sK8m4zkLdYVnqmCWZThEnhpUhJR7R8cR5GZNxv+hMqPKp64FAuC0p69H6Cr0CNEDcwokz/3dUnUcJec70N6Wd1JZUp19AglujyoH4UjUvUBEMBpwCQW2cAOC3KQ4hkerZJZlKBxyQob6gVt54iKlI3h9/NUV91MGdS8QgKap6VXA7/LLRZ2jcgp8L10lkyyFCdjurM0ucIweNVTl0pBP+qnWs8Ppq3gaQiAARvWb+WWqxLI/y/ylLwHP5tezVAv9s8xfuiWnBNrC615+pN1tVb012jACae7oXTPomq5oR349VVbml1mqgzL4by8wNcQhxvtGF0WR7nkoGkYg/cgdeQWT8tO1OegSLDXBEVma/VmT8d0VJoc5hsCRAf4PwuxzOBpKIKqayi8LAo7OKfC8+6tmkCUbQ0BOoPJA/DmAG/5Qcq6faj0j/H4H01ACARns9Caac5AkM5Y+RV40P0tV+JPMXZHryaBEd8in8iN9qCXyGGgNIxBdPXVvEf1GgUcn5PvsKPy6SmZZBhAdNP0F5KQIh9wz8NzI77M3hED8VOvJgdvXrVBoy/BdfjI2I7vAceW2Kplm6cdgWJhdsD3V3gJMinZYfV+QbDsnyhHqViC6cIHrd8VO85OxTlTuAoZ2NxDNmY/KjOV/hoKn75YoUJZkZ5cCcFQXVGVs0asGTusjoe4Eot1tR2ZSsSuDSeufQrgTRg5GLciZumRezvpEhJ9EZaMlFxH5cfZnVUTQj1Rp+D0D3/1WVJ3XRTwi7W470hg+BPohhdbyOslLA33f8eN1/LZnsZFOomZwGuhk63wZ5qpCBBjjSHtze09v2B0XfxUyRFRxMt3tU0WD00A+GBg9vPJezYVkuaPI++5/M+icfYMgX6y8b8tQCFybLQ4AUeeCAtfQ+wT+AmQGrirsT3g/0I5j9DIg9NR7VXuD6MIFrn/whvki5kMgp1EgAl+FGDfQI2Ra74777Lpk3r7aFDyBDQcUFa/L2DEHSuLBHbcINd26f+DLk2TFDFD4q4c7XxKpHREW9aFpu/nNfR0Yc7QgxwMdVDblN644h0u8e1Di0EqIfA3S192W8Lti1waT1r8gog+AfJLwxQHgBJ7zuewCmb/0JVWuj2AsC6AqV2eLA8DPyMXkBdQQ5XPZ4gCQ6as3N7X3/KEp0Xupl0hPd5vMRFTOA+5mpHgEhXF81Y+X0W5YInmDqCJBsu1DoF9ASEQxxhAjv+U6znuy07Lp8jnvUIcNwG7Vs2On4GXBHCKzV+648amrJu8VNDc9BeyaVe9pN54+eCCoRlFoMr57oOY0RM8EjqVArK1CCKTcRDrUf2+hv0E0GZ8YpGLLEV1UXXEAyNjAmJw1h8xd8TcRCh0wWipAkEuzxQHgNzX9G7niAJF7SxEH9Oc29Dp6fuEl0ie5zcG+iJ6DcA8wbIZcRUP1+4II3iB+KrYY5YSw+y2B7W5gjpBpa3fE+tV1k5v1tb3WAiFsBlhAkjJr+bTs/PSajE8MCNYzOPToP3uJ9E1hjKo9sT2CgBOBk4HjgH3yqrzhxtO7lyrI4Qh/F0trHjhhTOC43wLOertAJq/r0xWzP6kif6ROtrYbGF/UfDJbHAABweUUiMtrnIIp2MpC2tKb6I+8eYsqTl+y5UjXkQ5VDgZHlOBuL0RxQAT/WLS3ZXyQce4FZofddylmqJH5TVN7lmUXBivn/o+oXlQro0YDCt90Z6/4SnZZX6o97qhZQ4Epu9uX2Vtmrqskk1hNCX0NIq1r33Tf2OM44HpqFwpUcPT6/Iv+zpax/0H4udp3JlLOnq/+Z3aBLlzgOpjrKfhvSd9qZHFARNu8Mn/pW14ifZGic8nPk10lBI7wXx+f80sn77v/TVHOwoYoLYfN4rhn5ae9M5M2XIIy6GZnP8MmzmkIIj0HaUr0dnqJ9DRUThwuSmJUCPLFvjWxnC9P5nT2iuinqm1Lg6OC/IvMXJpzCLd9TetkxVw5ZCO0YNC/RqIqzopeR889XqLnGNeRyapcTfVChDaJw83aeXjO1qPM6vyZwtVVsqHhEfi6zF7+m+wyXTJvrOfIzSBjh2rnIIUCWTcUVfXmlfaeR5s60p91cfcHTkb5FQWDHYc4JhwajBv74/xy54V9/33AW9gyDIr8glkrrsgvDyZsumYkx1KVsk7E64qab3nq+kPGBJsmHIPwQeAUCsfcrRgRPuvG01fnjL1qxjg13mJgXhRjNjzC3TJm6+n5zoh+V+s5iPx0xPbKcq8jffSI9eqYmgskG1WcTKqlQ8Q5xVFOVIgRno2+inNKU7z73pwxO2ftqurcizAzpHFGC/dLxj1N5i/NyRuZSbXMEXUeAEYOBSos8+LpeRHZVxXqSiD5aDI+MVBzIo45AZXjqNyfarMxHN08NZ3OGadz1q6K8zvsm6Qf4W7pcxfki0OT8fcGBJ1QMPVEoX6sQKqFJuNNvgazcDjBUTlB0TLTButLrrhz8t2iddWMcareLSgfCMHchkWFXzpjtp6bP63SNUe9O3C8Toa7+jyYlV4iXcsD44ppGIHko91tBxqjJylyKug8innl/51nXJejpS39VE6fCxe4ZuJL3xXhc0O0G82owhXOrBVfz/dl0mR8ok+wTODQEvtc7SXS00O0seo0rECy0c7Ddw3GjT0RldOBkyicqzufZ1yXY6UtPShlgnbO/bii17PzXLTaLMi/5G/lQv+bw3e8BwUOK7VTgR43kW4Px8TaMCoEko0m47sEak5F9GzgfQzrkKkvGSMn5K9JAHTV3Cka6P8iHBGZsfWA0C3inpl/CAg71hz3Udq0Kqtr1rmJdEjR3WvDqBNINtrdtp8x5hxFLgT2G6LaZhXnzPzdLehflxjjfUfgU9RhBJgK8RWucvZ89ev57iMAme62uWL0NxS7IC/M414ifUgF7WvOqBbI2+i6yc3B1uaPIXophX8NA1H9vNvR+/2C7Ttnz1bkBqCqofcjQ+gWNRfI7JXJQo/9rrZzEb2OIm/yDcPzXiIdeXjQKNkpBPI2umTeWH/Cpi+K8GXy7k0PcKv71rYLZPZfB/kQaTLexPZxn1aVrwF7RG1rRLwiqpfx4sQb5IxFQf5DXTVjXNC87RrgEyGN96qXSFfyBqo5O5VA3ibTFZslwu+AQemJFR5Tw9nNU9MFIzPq6mP2Npm+LwhcRHGbAfXAZoWrnbFj/js/yMLbbO9qOcoT52aFlhDH3eYl0lXL5REFO6VAYIdIVlD4b+Ar+k1vnP+NQvNz6A8GYVz9jKhcSGXz9AjRjSL8EMN1MqfztYI1Fi5wzcHr/02Fyyltq7woA9x42g3zCmy12WkFAuAnY88z9OIdhUdx5MKm9p7lQ9ZZNWMc6p6lKp8AZgxVr4oosEKQH7N5/O1y4j1DOgz2rYl1uA7XK8SjMsZ9Y49x+SfyjcROK5CB+fYmRl6IKnCb68iXpL3n6WErrph9GCJnKnyQMHPzjYwC3QK/wXVvGciRMnTl7rb9gkCvRPg4Ee/OuS57Dtwlb0h2WoH4ydgCyA3ZPwLbFX7kmaZvy9Sul0aqrMvmvhvPHGuQ+aLMBN5TtrEFugfWq0inY8xSfO+BgQSmwzdKxvfxJfi8KP8KVGVt4Pr+vjL9kY3VGCsKdmKBtP4JpBw3iG0oN7rifl8SqceLbaSrZuyF77Uh8l4Dh4noQSj7IrwT2J1+R8y305X1AW8Cr4L8DXSjwhOOsJ6ARwncXpm/dFPRY3e3HeirXizKJ4AJxf+vVo7ryEEjvXnrmZ1SIH6q9YOoDHKrKBGDyu9xzI/dxw+7p9C2aS1RxfFTrccOBJI+leE8ClT/oMhlnriPGAnOVOXbhBQV33U5rJA7T6Ow0wlkICzRI8BBIXb7oiK3KsHCpvjaNbXatVFFMt3t7aK6QNB/ZGQXkUBUP+8keq/OtllT7YcEau4jhAxRgdGjxkztbdickTudQDJdse+LcEmEQ7wALEb0ATcTLIt6/q2rp+4dOJl5OByHciLou4tsuh04y0uk7yzYb3nu7YMwhrZCvm6Nwk4lkMyatqPF0T9SRb8qhfUCawTSRvRhz9fHePrwZ0qdkqni0NP2bj/QwxzRKSrEVOkQ5HBK/x59xJzuxdfeNeyY3W1HBkZX0b9GKgsjTqI53j0ofXejsNMIRJPx3QOCNOFOrcrFB14Cnkd4FWULsAkdmOYIAuyBMAHVPUH2A/alct8oAEX0XC/e+7OiDE21nozKbynzR8U40tHc3lPQ56sRqEmGqVoQqLkBqQtxQP/f/QDggJzVSv7PlRYqrAxVvtWUKE4cAF689+5Msu2bgn61vAEHp5pqJEabC3dB/GTsvIFcEzs7i71E+mulNvKeOOTrwNKyRgxMXe3ulcqoF8j2Na2TgWtqbUcd8KTbHJydH5W9GOSMRYHr6dlAyaFEmzwZNqdHvTOqp1iajO9iCP5Xq3RqPALPA4+iPKcOf8PQLA6TUI4heq/gPuPIGV7LwwUdFotBYr3P+8nYecAdJTXMBA0dB3lUCyQQ80OU0LMOFYPCehG5D8wSN2heNZR7iq5uPSxwJUl+ZqYQEfhKGAtlL5G+00/GfkIp90Wa3C2VjltLRu0ulp+KfXQgtGm1CEBWiZo7HPF+V4obSibZ9j1Bo4qk8oAbT7+/nKlVIbS3ZbyfcbqLDOKgLu6Y/BBCjcSoFIh2TZkUiNtD9Ik7FVglqrc52nx7MU6Mhch0xeaJsCRk2wBedT1tkVhvqFm/+rrbEk7/+UihW5nZvOIl0u8Ic+xqM+qmWLpwgRs463+JRicOgUdAf+U4zm1hOOJ5wZjuwIsgzrPohWGLA6C5vScZJFu/psi3hx0eeSbssavNqBOImfTYv6MSQZxdfUlFbtWAX4TtOiHTV2/2k7G/AWH+2t7ixXtLcecvCSfee1WQih1DfzLNgqiYx6Iav1qMKoFo15RJAXJZiF1uBe5E5Vfulj0ekPlL/RD7zkFgo4YnkBfcvsynQ+qrICIY7TVnBxmnhyFuZYo6vVHaUA1GlUACx/kuWnE0xAD4Ayo3u9u33lEowkkUKGwKsbvzq5EbUFrXvpzpip0hwh8p4AZjHJYVaNZQjBqBDDjWnV5mcwP8SVRvc4JgUY1uwG0NqZ+fe4n070Pqa0SaOtIr/WTsfOBn5G76PO9tOGQN9FTLlEgYNQIxqgsobVfOB1kuau5wmrgjisVsSahsp3K3pedc3EtCsKYkvET6piAV21OV/2bgOxDk2nq7RFYOo0cgBpGR5bGBfp+i+12XB6StZ1PEZhWPaKXrG1X0XEmkIk1pNxRuPH21n2p9RlW+LfC8s/sbBaNUNhqjRiDeHlu+Fbw+4UlEZqD6dkC4V0R4Ug3r3GaTlNa1L9fUyOFQ0creIHpDU6L3/tDsKQMv3vsboNKrzHXFqBGIHLphO3DTwH+Nh2gljqOPu+P8z4dmi2UHo96bt2GQsr8Lo46cI5PXNbTPU71iBVIvmCJWUAVQ9LvDRX60VIYVSL3gaMnTXYEeb5wf5sGoJQ8rkHpBdwSNK5Y3HdyPDBVc2xIOViD1Q2lTLJWLJZH6S0S2WAawAqkXpCSB3Op19Pw0MlssO7ACqRe0uAtNCn92x2XOj9ocSz9WIPVDMSfpmz3c0+2WbvWwAqkfRnJWDICP2HVHdbECqRt0WB8qQT5dTS9dSz9WIHWC9ge9LogIX3ETPddX0x5LP6PGF6vREeGxAkkTVOA/3Hj6v2pgkgUrkLrBDYJlgeMZ/v5W34ToOW68t7RAbZZQsVOsOkGmPvKsCteAvgRc5+Ie6VlxWCwWi8VisVgsFovFYrFYLBaLxWKxWCwWi8VisVgsFovFYrFYLBaLxWKxWCwl8f8B3YI2WdvPSeMAAAAASUVORK5CYII="
[ "1\n10\n of a full turn", "1\n11\n of a full turn", "1\n8\n of a full turn", "1\n12\n of a full turn" ]
null
0
math
grade-3
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
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"
[ "yes", "no" ]
null
0
math
kindergarten
fewer-and-more-compare-by-counting
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAALsElEQVR4nO3d229U1QLH8d/ae2Z6gbahNzzhYlIox2i4RIIKJpJIBMEUEjEh8fgn8GCCLyZE0Rx94t0HfTImagga4EUwEIwJiSWRiygUKIakhGtLnULLXPZe52EsNmJPZ+jM+s2a+X1esEFn/7LSb8fpJLONtdbeyAKXx4GxCMhbiEiFJAzQEgK9zcD8FGBuZKztT7NnidSf51uBxKXxwhf/SgH/nlOoU0QqYywCBu4D17PAxXEgSOcLf6H4RCqvJSy0BgD3IiC...
1
math
pre-k
count-corners
true
false
Which shape has 3 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFuUlEQVR4nO3dz24bVRSA8WM7CaI0VALxp9tKwCNU4jFYseWReBEkpEJFs2jpJlFWyaKVSpI1ZtNkbMeZxp57WUwjgYRE4rn3nHNnvt+qUZTm5s5X1/aJ5o5ijHF6LXK6FJk3IusoQGdbI5HdichX90S+2BEZTd/FeDizXhb67PHHIlsny/aDhzsi33zUVgh0NW9E3lyK/Hkt8sdSZDxbt58gMqS0O2mbEhFZNCLj5h+fAFK6aWoVRca2S8FQEBpUEBpUEBpUEBp...
1
math
pre-k
cubes
true
false
Which shape is a cube?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAQdUlEQVR4nO2dW2wb2XnH/0NyhkNSEnWjSEq+yF57XWyAddrd1gm66LZN0AApNgWKpEDRbh/Tpz4k2Jc8BQEK9K3tcxH0Ie72JUAKJGiBIl4XNZzN2uvd+LK6W7YlSxYl2STF+515mDnDu8QhhxrynO/3YnlIkZ/lH4++Oec735Gq1Wo1UgAeZ4BkGShVQRBDh0sCxp3AZS8QVAApkq9W7ybsDosguufaBODayGh/CSvAFZ9mNUEMG8kysJYG9grAegZwJEraAyQ...
1
science
grade-3
compare-properties-of-materials
true
false
Which is softer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAl3klEQVR4nO2deYwc13Wvv1p6nZ6Vw00kJcukZFKxSS2kn55lxwFECQniwA+WZMB2gDhKIDj/WBYUZBMgJbFhJQa8JAFiJAgc2ZZlB7EMMS+W/SLYsChTiSVRFAVL4iKJFHcOZ6Znenqv5bw/qqunuqc3zvRyh64PaPRMdXXV7apfnXvuuefeq704L/KeIRg2CAnpKwsOHM3B+TKMm/DBMW+7HgoyZFAMG/CeIe/vrLO4XQ8FGTJIfP1ZsrjNHExRloe4LqVcjlw...
0
math
grade-5
compare-fractions-and-mixed-numbers
false
true
Which number is less than the one shown?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAABkCAYAAAC8REciAAAd0UlEQVR4nO3db2xTd77n8Q/EPjG9sRNCkiVNm9A/aWGdEEpzA50KszMTXy0xVYvncm+iy6WVLlzdlaruStN51j6aPqvQrqYjrXQp0twyo0nv5qZMtwmrwe1uzXQW0kBJIJtO0zIEmnom/8BOWuxjh+yDYxs7f5zEOfb52v68HgFOjo94i+Mfjn/fs2F+fn4eRERERESki41Gn4De/ssFLzad+jnO3rph9KnQMthIPjaSj43kYyOiwrUhn97BPub14PQX/w/YsAEPmEz47Ed/h20lNqNPixKwkXxsJB8byZfY6C/MJlx2sxFRIcmLd7DvqCHtYjYyjHlsAAB8F4ng8Lke3FFDBp8dAWyUC9hIPjaSb6lG34bZiKjQ5Pw72HfUEJw93RicnoRSZMLcvXuYm78HpcgEdS6CneUV+PRQh9GnWdDYSD42ko+N5EtsZDMrCM3NIXRvDjazgkBYZSOiApLT72APTE3gL9/7NQanJ1FZYkVHcwuibxjg0K6noRSZMDg9iWNej7EnWsDYSD42ko+N5BuYmkBLtFFjeQU8Ljc2RBt1OQ/CZlbYiKiA5OwCe2BqAq293bg5O4PKEivam1tQZbVh7t49AEDt5s3oaG6BUlSE0yPD+OnliwafceFhI/nYSD42km9gagLO3m6Mzs7EF9dNWyoRnJsDAOyvroHH5YbNrLARUYHIyQX2OyPDaDnTiYCqwl79INqbW2AxmRd9XZXVhraGJgDAG5/14Z2R4WyfasFiI/nYSD42ki/WyK+qOFK/HR6XG2VK8aKva9pSibf3OwGwEVEhyLkF9huf9eF49Eds9uoH0WbfueQLTkx9ZRUO2BsBAMe9HnzsG8vKeRYyNpKPjeRjI/kSGx2p345TDueSi+uY5+sexUlHKwA2Isp3ObXAPub1xH+0dsDeiDb7zqTHP/+TDwBgs1iS/ryhuga7H64DAPy15wMMTE1k4WwLExvJx0bysZF8iY1OOlpxyuFMevx/XP8CAFBbYk3686P1O/CyXftpw2E2IspbObHAvqOG4OztxumRYShFJrzQtBsN1TWLvm5WDQMAbJYHFj32wyd3wF79IAKqCmdvN8cl6YyN5GMj+dhIvsRGNrOCf2114Wj9jkVf57t7FwBQt8Ts6xN7HThSvx1+NiLKW+IX2DdmA3D2dMPrG4NSZEJHcwvqK6vSOlabfScqS6zaRa2HFzW9sJF8bCQfG8mX2MhmVuBxufF83aNpHeuUw4nG8go2IspTohfYC0dTvfTMs6iyLn8nrG/DK1+g2ptbUFlixeD0ZPyzc5Q+NpKPjeRjI/kWjuH71N2Bpi2Vy379n+9+t+IxPS43Gssr2IgoD4ldYP9m9Dqcvd0IqCoeKitHe3MLSi2bUn6P7/Y0AG1s1XIsJjPa7I1Qikx4f/Q6Z5KuAxvJx0bysZF8sUZ+VcW+rdrIvZVue37xz98A0Eb0LadMKcYpRytsZoWNiPKMyAX2OyPD+BtPD/zR0VQdy4ymSleV1YaO5hYUm0w4PTKMn127otuxCwUbycdG8rGRfImNUo3hS1fTlsqkGdlsRJQfxC2wj3k98R+Vfe+RxxbtntdLldWGHzypbUz5ycXznEm6BmwkHxvJx0byJTZ67amWRZNC9NK0pRInnnEAYCOifCFmgX1HDeGY14PT0QvLAXsjnn2sfk3HmP72WwBA6QOLd9YvpaG6Bt9/Qnvh+fEFL8clrYCN5GMj+dhIvoWNTjpa8fruPWs6xsid2wCAuhSfpU90tH4H3tyzDwDwKhsR5TwRC+w7agjOnvujqV7c870lR1OtJBy9dfBSo6uW01xblzTSihe1pbGRfGwkHxvJl9jIZlbQ90L7kmP4VvLdnNZoqTF9y3mlYVfS+D42Ispdhi+wB6Ym4OzpxuD0JGwWCzqaW1Luns+ENvtOPF5RCb+q4pjXw3FJC7CRfGwkHxvJl9iotsQKj8udclJIJpxyOPFc7SNsRJTjDF1gD0xNoLW3Oz6a6sW9qUdTZdKBhp3xkVbOnm5DzkEiNpKPjeRjI/kGpibgjDZqLK/Ap4dSj+HLpLf3O+Pj+9iIKDcZtsB+Z2QYLWc6EYjunm/XYfe8OhcBkHp01XIsJjPam1ugFJkwOD3JcUlgo1zARvKxkXyxRnpOCglEZ5WnGtO3nDKlOD5ZhI2IcpMhC+y3hq7Ed2bbqx9Em32nrqOp0mUxmdHR3AKlqAinR4bx4wteo0/JMGwkHxvJx0byJTY6Ur8dpxxOXcfwpStxkV3ojYhyUdYX2Me8Hrx64TwAbfd8pkZTpavKasOhXc0AgJ8PDRTkuCQ2ko+N5GMj+RIbnXS0ZmwMX7qatlSiy3kQQOE2IspVWVtg31FDcPbe3z1/wN6Y1u755Xzt10Yi2SyWdR+rdvNmHLA3AgCOez342De27mPmAjaSj43kYyP5EhvZzApOOlrTmhSynN+Na3dxrC2xrvtY+6trcNLRCqCwGhHluqwssGNjj7y+MShFJnQ0t+j6ggMAf/LPAFjb2KpUGqprsPvhOgDAX5/7n3k/LomN5GMj+dhIvsRGNrMCj8ut6+IaAC5PaH+HaxnRl8rR+h142d4EADjs+SDvGxHlg4wvsAemJvDEu7+I755/6Rnjds+v1Q+f3KHNjQ2H4eztzttxSWwkHxvJx0byJTZqLK/Ap27jJoWs1Ym9jqQZ2fnaiChfZHSB/ZvR63D2dsOvqqgssaK9uQWllk2ZfErdtdm1kVZ+VYWzJ/8uamwkHxvJx0byJTZqLK+Ax+XGNp3eYc6WUw5tfF++NiLKJxlbYL8zMoy/8fTAHx1N9dLeZzO6e/7LcR+A9MZWraS9uSU+N/awp0f34xuFjeRjI/nYSL7ERkfqt6P/UEdGJ4W8f+NLAOmN6FuJx+WOz8jOp0ZE+SYjC+xXL5yPjz363iOPids9v1YWkxmHdu2GUmSC1zeWFzNJ2Ug+NpKPjeRLbPTaUy3iJoWsVZlSjC6nCzazkjeNiPKRrgvsO2oIx7wevDV0BYA2murZx+r1fArDlFo2oaO5BcVFJpweGcbPrl0x+pTSwkbysZF8bCTfwkYnHa14ffceY09KJ9tKbEkzsnO1EVE+022BHduZHRtN9bdP79F993wqgVAQAFD6gD4765dSZbXhB9u13eY/uXg+52aSspF8bCQfG8mX2MhmVvDbNv0nhaTy9XezAIC6DG5ybdpSiRPPOADkZiOifKfLAntgagLOnm4MTk/CZrGgo7klI58PTOWuGgag3+iq5TRU1yTNjc2VcUlsJB8bycdG8iU2qi2xwuNyZ+Sz0KlM3dU2H+o1pm85R+t3JM3IzpVGRIVg3QvsgakJtPZ2x0dTvbg3d0ZTpauhugb26gcBAM7ebvEXNTZiI4nYSL5cbOSMNmosr8Cnh3JnDF+6jtbvwJH67QByoxFRoVjXAvudkWG09vwbAqqKxysq0d7cktHd85K02Xfi8YpK+FUVx7weseOS2IiNJGMj+XKpUWwM33O1j8Djcmd0UogkpxxOPFf7iPhGRIUk7QX2W0NXcNzrQSAchr36QRza9bShLzjqXARAZkZXLedAw874SCuJM0nZiI3Wio0WY6PcaRQbw9flPGjo4joQ1v5+svnRlLf3O+Pj+yQ2Iio0aS2wj3k9ePXCeQDA95/YkfOjqdJlMZnR3twCm8WCwenJ+N+JBGykYSP52Ei+XGn05p59OT+GL11lSjE8Ljdqo/8RktSIqBCtaYF9Rw3hsKcnvnv+gL0RzbV1mTq3nGAxmXGoaTeKTdpIqx9f8Bp6Pmy0GBvJx0bySW5kMys46WjFKw27DD0no5UpxehqdcXH9xndiKiQrXqBHRt79P7odShFJnQ0t2R1NFUqX/tvAwCUIpMhz19lteGFpqcBAD8fGjBsXBIbLY+NVsZGGjZansRGNrMCjyu7Y/hS+d34NwAAm1kx5PmbtlSiy3kQgLGNiArdqhbYA1MTeOLdX8R3z3c0t4jaPf8n/wwAGHpOtZs3J420+s3o9aw+PxutjI1SYyM2Wg1JjRrLK+BxuUVNCrk8oU3xMPKc9lfXJI3vy3YjIlrFAvtj3xhaozuzK0usaBf2giNJQ3UNvvfIYwCA495zWRuXxEarx0bysZF8RjaKTQqRuLiW5Gj9Drz2VAuA7DYiIk3KBfY7I8P4q95uBFQV9uoH8dLeZwtmNFW6nn2sHvbqB+FXVTh7M7+Tm43Wjo3kYyP5jGoUmxTSf6ijYMbwpev13XtwpH571hoR0X3LLrBfvXAex70eAMDuh+tE757/ctwHAKiyWg0+E02bfSceKivXLmoZHJfERuljo8XYiI3WyohGL9ubRE8Kef/GlwCApi0VBp+J5pTDiX1bazLeiIiSLbnAPub14K2hKwCAA/ZG/PBJGZtHVmIxGbPxZymHdj0Vnxt72NOj+/HZaP3YaGlsJF+hNjrpaMWJvQ7dnyMTJL273uV0xWdkZ6IRES2WtMC+o4bwl+/9Oj6a6m+f3iNm93yusZjMOLRrN5SiInh9YzgWffdlvdhIP2wkHxvJl41GNrOC37bJmRSSa8qUYnQ5tfF9ejYiouXFF9gDUxNw9nRjcHoyPpoqm3cKW49AKAgAKDZoLNJySi2b0NG8B8VF2tzYn16+uK7jsZH+2Og+NpKvEBvFxvBl866I6/H1d7MAgFJB72ADwLYSGzwud3xG9nobEVFqGwHg7K0b2P9BFwanJ1FsMqGtYWdO7Z6/q4YBGDu6ajlVVhsONGif6Xzjs760Z5KyUeawkYaN5CuURv8h2qhUUXBqvzOnJoVM3dU+4yzxnJu2VOLt/drn19fTiIhWZgKAv/vof+FuJAIACEUiODNwOemLbBYLSjc9EP99bfmWBY9tiv/+4bLyjJ5wLqqvrMIBeyPODl3Fca8HTeUVa774slFmsZF8bCSfXo2+izbyq+qizwzXlVhRl/AfjP3VDy37mGNrbrzrnU3P1z2Kk45WHPd60m5ERCszAcDRJ/89/vu1K5jHBpg2bgQ2AHP37sW/KBAMIhAMxn9/6/b0qg6e6sWq2FSU9C5MZYk1r8diNVTX4Ob0FIZ838DZ241zbWub38pGmcdG8rGRfHo2shQVARuA0Nxc/PHR2RmMzs7Ef+/1ja3quKkW5qWKknSOO8srRG1S1NvR+h342Pc1fjnyeVqNiGhlJgD4b3sdmFFD+OXI5zCZNqJ9d/INFr72347fQQy4PyoK0D4TGPuxJQCoc5H7j6X5YlVsMiU9f1WJFRZFiT62+MVKnQsD2IAqa8mqjm+U2PivId83OOzpQd8a5riyUXawERux0frp1chiKlq0+Pvd+DfxuyUC98fiAdrnn2Mf0QCAQPj+r9NdmC9cfDeVV6KsuHjJx3aWV8SfU8qYvuXERh3+cuTzNTciopVtmJ+fn4/95h+85/DLkc9hs1jwog43Wkj3xSpdqV6sAODhhI1MNssmlFo2IduCkTA6+/swMTuDneUVOOdyr+mixkaZx0ZstFZstJhejepKrLos/tJdmKcr1cIcABwJmzZrS6zYVpL9z9XfUUNo7enG1enJtBoR0fKSFtiJ/9hitwo24keZC1+sbt2eQiisAgCCkQj8d+/GH1MjEcwD2LBhfc/58Ob7n6e0WTah7IEHEh7T98UqGAnjXy58gkAwiL+v34G3Ha2r/l420rDRythoeWykyZVGRi7+Fi7Mz/u+xu3oNBe/quLGzP1+ATWkS6PExXddiQ3bEj9XrvPCPDYO8ebszJobEdHykhbYQPI/Nnt1DdrsjUad26oEI2G89X8+BOaBf9y3HyPj9y+EK71YYZ0XQSD1i1VliRUWs3ZDiOKi5HecxmcC6OzvQ2guktYLDxutHhutjI3YaCVGN8qFxd8dNYR/d/qfDWuUamG+s7zi/kdbzMnvrg9MTaC1pxuBsJoTf89EuWDR7cDKlGJ0tbrQ2tONoehn1CS/8IzPaDNHFZMJpZZNaK6tjT+W+OtU/MG7SRfCyW8DuPPtt/Hf/znhHYrwvTkk/p9ktZ+1XKiyxIpiswmhuQhOjwzDqij4r6u8QxkbsZHe2IiNANmNTkdHykle/A1MTQIwrlHy58pX9xlzQFt8by4uRiCsrrkRES1t0TvYMQNTE2g50wlAu4Ww1Luc3bx9G+9eugilyIT//P3sX3j7b96M/3otF8KF/sJkxvSL/7Sm52aj1WGjlbERG61ESqOTjlaxd3T82DeGv+rtLshGRJRs0TvYMU1bKuOzMs8OXUWxyYz6yqpsnltOWO27Egv93z9ex8Ub1xGem0Pxxo341Q/+45qPwUarw0bysZF8Uhod93pQqhTj+bpH0zqffGZkIyJKtjHVg0frd+C1p1oAAGeHBjE+E8jKSa1F7JwSbwAh3fhMAJ+OXkd4LoLG8i0YPHwEBx7eltax2Cgz2Eg+NpIvU42Oe89hYGpihe/Ivtg5FWojIrov5QIbAF7fvQdH6rcjFImg89JF+IN3V/qWrIptGrGYln0zXpSRiXF0XupDKBJBY3kFPC73uneBs5G+2Eg+NpIvk438qgpnbzduzMr6j5Bf1cb7FXIjItKsuMAGtIH0+7bWIBSZw3tXLiMYCa/8TbTINd8YzgxcRigSwZH67ejXcbA/G+mDjeRjI/my0civqjh8rgd31PXPrC5EmWxERKtcYANAl9OFxvIKTMzO4MzAZ5k8pzUJRrSbNhSblRW+0lgf/WEYZ4euAgBee6olfhctPbHR+rARGwFstF7ZbDQ4PYnDnh7dj5+u2GKfjYho1QvsMqUYXU4XbGYFt25Pozf6j9No49Gd0Q9v3mLwmSwtGAmjd+gqLt0aBaDtgH99956MPBcbpYeN2CgRG6XHqEZe3xiOeT0ZeZ61io3pYyMiWvUCGwC2ldjgcblhMysY8o3hk69GMnVeeSF2q+Ah3xisZgW/bXNnfLwUG60NG8nHRvIZ3ej0yDB+evliRp8v1xnRiKiQrWmBDWjjkt7er/046fd//ArXfKsfZl9IYncvm5idgc2s4EOXG/uzNF+XjVaHjeRjI/mkNHrjsz68E70ZDSUzshFRoVrzAhsAnq97FCejd9M6O3TV0JFWE9Fd5PVVlSt8ZfaMzwTQeUm7mDWWV2Ck/aWk29JmAxulxkbJ2GhpbJSatEbHvR5Dx/cNTmvPzUZElNYCG9Bmkr5sbwIAdF7uM+yFJxTd+FNqkTF39JpvDJ2XLiIUieC52kfgcbkN25nNRktjo8XYaHlstDSpjZy93YYtsv2qNkqRjYgo7QU2AJzY69DmxoYjeG+AI60u3bqBs0NXEYrM4Uj9dnQ5Dxp+MWOjZGwkHxvJJ7mRX1Vx2MPxfRIbERWSdS2wAe2i1lhegUAwiM7+vqy+8Eh6kesduoqP/vA5AODNPftEjT1iIw0bLY2NVoeNNLnQaHR2Bs6e7qwusiUt6CU3IioU615glynF8Ljc8bmxZ7M40mp8ZhYAoBQZd9esYCSM9wYuazuzTWacdLTilYZdhp3PUtiIjVJho9Vho9xqNDg9ieNZHN8XG9HHRkQE6LDABrSL2ilHK2xmBV9OjIuZG5tpsbFHX06Mw2oy48ODPxI79oiN2EgqNpIvVxu9P3pdzIzsTMulRkSFQJcFNqCNS/K43ACAId9Y3o+0Gp8J4J9/93F8Z/aHB38kfmc2G7GRNGwkX643Oj0ynPfj+3KxEVG+022BDWgXtcSRVpl+4Ynt5t+kmDP6PAvdvH0bnZf6EIpE0FheAY/LnTMXMzaSj43kYyP5Ehsd93oyvsiOTS5hIyICdF5gA9q4pDf37AMAfPTFcEZHWoXC2kgkW7ElY8+x0DXfGN6Njj06Ur8d/Yc6cm5nNhvJx0bysZF8iY1eveDN6Pg+f3STIxsREZCBBTYAvNKwKz7SqvNSH/zBu5l4mqz76A/D8Y1NL9ubcnpnNhvJx0bysZF8sUZ+VYWztxs3Zo27WZCe8qkRUT7KyAIbAE45nNi3tQahSATvXcnM3Nhg9MYL2dA7dBWXbo0CAE46WnFiryNrz50pbCQfG8nHRvLFGvlVFYfPZWZGdjbH9OVjI6J8k7EFNgB0OV3xkVad/X26H398ZgYA8HhVte7HjglGwvjFhU8w5BuDzazgt23uvNqZzUbysZF8bCRfrNHg9CScPd26Hz82po+NiAjI8AI7NpPUZlYwMTuTcyOt/MG76Ozvw8TsDGxmBR6XG/ura4w+LV2xkXxsJB8byZfYaHB6MufG9xVCI6J8ktEFNpB8URvyjeGTr0Yy/ZS6GJ8J4F8ufBIfezTS/lLe7sxmI/nYSD42ki+x0emRYfz08kWjT2lVCqkRUb7I+AIb0MYlvb1f24Dx+z9+pdtIq0DwOwDA1lKrLseLueYbQ2d0Z/a+rTXwuNx5vzObjeRjI/nYSL7ERm981qfb+L6b0c2TbEREQJYW2ADwfN2jSXNjb96+ve5jBoJBAMBDpZvXfayYa74xnB26ilBkDkfqtxfUxYyN5GMj+dhIvsRGx70efKzDf4RGZ7XPybMREQFZXGAD2kzSl+1NAIAzA/0ZnRubjt6hq/GxR2/u2VeQY4/YSD42ko+N5EtsdNjzQUZnZKeDjYhyW1YX2ABwYq9DmxsbmUPnpb6MjLRaq2AkjPcGLmMo+i7GSUcrXmnYZexJGYiN5GMj+dhIvlij2IzsbI7aWw4bEeWHrC+wAW0maWN5BUKRCDr703vhif3YVSkyretcgpEwOvv78OXEOKwmM/peaOfYI7BRLmAj+dhIvlgjv6rC2ZPeIjv2ERM2IqIYQxbYAOBxueNzY88aNNJq4c7sDw/+iDuzE7CRfGwkHxvJF2s0OD2J4waN72Mjovxi2AK7TCnGKUcrbGYFX06MZ31u7M3bt9F5qQ+BYBCN5RXwuNy8mC3ARvKxkXxsJF9io/dHr2d9RjYbEeUfwxbYgDYuKXFubP/N0VV/b2xs1SbFvObnveYbw7vRsUfcmZ0aG8nHRvKxkXyJjU6PDONn166s+ntHoyP62IiIYgxdYAPaRe3EMw4AwP/+YnjVc2P932kvOrZiy5qe7/d//Cr+Y9qX7U045XDyYrYCNpKPjeRjI/kSG/3k4vlVz8gejU6JYSMiilnfjgydHK3fgTuhEH5y8Tw++mIYVSVWVFltuj9P79DVpJ3Z3DyyemwkHxvJx0byJTZ69YIXTeUVGfm4BhsR5TfD38GOeaVhlzbSKhxB56U+XefGBiNh/OLCJxjyjcFmVvCvrS5ezNLARvKxkXxsJF+sUWx8n54zstmIqDCIWWAD2rik52ofQSgSQe/Q1ZQjrWKjqx6vqk55TH/wLjr7+zAxOwObWYHH5cbzdY/qet6FhI3kYyP52Ei+WCO/quKY15NyfF9sTB8bEVGMqAU2ALy93xkfadXZ37euYy0cezTS/hJ3ZuuAjeRjI/nYSL5Yo8HpSTh7utd1LDYiKiziFthlSnF8J/fE7EzaI61GJsbRGd2ZvW9rDXdm64iN5GMj+dhIvsRGg9OTaY/vYyOiwiNugQ3cv6hZoyOtPvzD4p3csdFVW0utix675hvDmYHLCEXmOPYoQ9hIPjaSj43kS1xknx4Zxo8veBd9zc3omD42IqIYkQtsQBuX9G/OgwCAy7dGF420CgSDAICHSjcn/Xnv0NX42KPXnmrBKYczC2dbmNhIPjaSj43ka9pSia5oo58PDSwa3zc6OwOAjYjoPrELbADYX12Dk45WAMDZoavxzT5LCUbCi8Yevb57T1bOs5CxkXxsJB8byZfY6LjXE9/YuBQ2IiLRC2xAm0n6sr0JAHBm4NKSI62CkTA6+/sw5BuD1ayg74V2jj3KIjaSj43kYyP5Ehsd9nyw5Pg+NiIiIAcW2ABwYq9Dmxsb0ebGjkyMAwCKNm5M2pldW2LFhy43d2YbgI3kYyP52Ei+WKPYjOzfjF4HwEZElGzD/Pz8vNEnsVrN7/0aV6cnUWwyIRSJoGjDRpiKNiIUiaCxvIKbRwRgI/nYSD42ki/WqFRR4FdVNiKiJDnxDnaMx+VGY3kFQpEIACBy7x5CkQh3ZgvCRvKxkXxsJF+skV9VAbARESXLqXewAeDGbABNXb9CcC4CzM/jyBM7uDNbGDaSj43kYyP5bswGsKvrV7jLRkS0QE69gw0A20ps6PzhAZg3FuE/NezixUwgNpKPjeRjI/m2ldjwazYioiXk3DvYRERERESS/X+4AM5H1Yz+ewAAAABJRU5ErkJggg=="
[ "4+2/4", "5+2/4", "4+1/4", "3+2/4" ]
null
3
math
pre-k
fewer-more-and-same
false
true
Are there the same number of snowmen and carrot noses?
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"
[ "no", "yes" ]
null
0
math
kindergarten
circles
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACbCAYAAACao4KyAAAN6klEQVR4nO3daXAUZRoH8H/PZCbJJJNkcpJACAkh4QyEcERUWEEUqLB4sW4toHhrIR6rruuBZXniSnmsgrKuFC6i1KqlG7Rkl0vK5ZQcBAgkhBwIk0kIk5DMTCZz9X6I7CqLYJ9v98zz+5Li6Pd5qPnz9kzP229zPM/zDh/Q4AF6gkCAByGSRXGA1QgMswAZZoBz9PH8vm7WbZFwNjkBiDrm6f9FphkojOtPISFS9QSBOjfQ6gPqPYChO9D/BxQyIiersT9TAOA...
0
math
pre-k
rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHH0lEQVR4nO2dTW8TVxSGj5PAgkIrVVWr/oAWqeq2YtN/0p/SXxBAsCBs+FgRQIEgwQKCBAIhQEiwIuLDaYgTUJRJUeJE2I7MdDLThQFBiBOPfe+595zzPqv4+yp64oyv3zNvpSiKYjklerVB1NgkygoCYGBGKkQHhol+2Uf0016iyvL7onj8LvSygGYOfUs0MrvRufDzXqKD33QsBGBQGptEMy2iJCX6Z4No6F3WuQGSAZccGO44RUTU3CQa2vzsBgBc8tGp/wq...
1
science
grade-5
how-do-balanced-and-unbalanced-forces-affect-motion
false
true
Ivan uses his umbrella on a windy day. Think about two of the forces that act on the umbrella: The wind pushes away from Ivan. Ivan pulls toward himself. As Ivan pulls on the umbrella, what is the direction of the opposing force? The text below describes a pair of opposing forces. Opposing forces act on an object in opposite directions. Read the text. Then answer the question below.
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"
[ "toward Ivan", "away from Ivan" ]
null
1
math
pre-k
name-the-solid-shape
false
true
What shape is this?
"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"
[ "cube", "cone", "cylinder" ]
null
2
math
grade-5
adjust-a-budget
false
true
This table shows Naomi's October budget. What could Naomi do to balance her budget?
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"
[ "spend only $20 at the movies", "increase income from yard work to $25", "spend $10 less on school supplies", "spend only $30 at the book fair" ]
null
3
math
kindergarten
am-or-pm
false
true
Jack is getting out of bed in the morning. The clock in his room shows: What time is it?
"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"
[ "8:00 P.M.", "8:00 A.M." ]
null
1
math
grade-4
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUAAAADNCAYAAADJyakYAAAmiUlEQVR4nO3de1hTV94v8G/CLYLCBitirECloK9oFVtixymSqY5OL9Yw0x5xao/a6etg5yLU6mk7vgpOn3FeLwU7U3WmreI79AjPqeWinXoFUjutBBW84AgFCShXFQII4ZqcP9JsQQOEZCc7ZP8+zzOPz7CTvRcm/brW2mv9tkiv1+tBCAEAiEQivptA7EjMdwMIIYQvrnw3wN7oX3jz0eCAODtB9QAp/EaG/r6IsxNcDxAAXs6K5LsJDu9zRSHfTSDE5gTVAyS...
0
math
grade-1
open-and-closed-shapes
false
true
Is this shape open or closed?
"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"
[ "open", "closed" ]
null
0
math
grade-2
compare-sides-and-vertices
true
false
Which shape has more sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAFHklEQVR4nO3ZP08bSRyH8a/Nn0j5c9fd6V7A5Rr69HnFiIIKpUVK7SbJSZQmEhWLCQav94o97hAEY69nd2a+83yqIEtkbD/YM/MbNU3TnN9Kf19LVS0tGgHZ2h1J73akP19Lv+9Lo/N503y+jL0sILwPv0i7367bH/7Yl/5609YP5KqqpS8zaXorfb2WxpeL9gHihoN3O23LknRVS+P6wQOAg/uW7xppHHcpQL8IHNYIHNYIHNYIHNYIHNYIHNYIHNYIHNYIHNY...
1
math
grade-5
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAAC8CAYAAAD1oly2AAAmGklEQVR4nO3df1yUdbrw8Q+CouIIpOBvfmiiqIXoSTonTXQxdZNEy9VWDSi1rScR2rRT/gg96qad8zBgZ+v4Y4FtbSnbpHBLk0en1H2CzcAeDX+U4Cj+YDRHB8RBkOePkRFTU2HuuW9mrvfr1cuXE973JSPX63vP97qur0d9fX09Qoi75uHhoXYIwolaqR2AEEJomaaSpNVqZfv27Xh4eKj+n8FgUPvbIYTQAE0lyTVr1vDYY4+pHQYAo0aNIisrS+0whBAq89D...
1
science
grade-7
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each pink ball represents one particle of solute. Which solution has a higher concentration of pink particles?
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"
[ "Solution B", "Solution A", "neither; their concentrations are the same" ]
null
2
math
grade-5
mean-find-the-missing-number
false
true
Michelle has the following data: If the mean is 36, which number could c be?
"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"
[ "50", "36" ]
null
1
math
pre-k
holds-more-or-less
true
false
Which trash can holds less?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANAAAADQCAYAAAB2pO90AAAeuklEQVR4nO2daYwkyXXffy8is86+5+jtnp1jh3twd8WlYUCkAVIibH8gbEE0IUKCbRiGDRuGCRiQYfuDj68GYQP6QhiWLQuGDQGCBR00RFk2IUOQqCVBmrSpJSVS3JO7Mz1XXzN9VVdVZkb4Q2Z1ZVbX0V3Z093VGT+gUJWVWdmRM/nPF/HivRdirbUP2/BOA3YiCC0Oh2MAnsC0hhdqsFgCediy9lvbZ90sh2Py+PgMeG834o2lErxUj9XlcDj6sxPBm3vwoA1...
1
math
grade-7
apply-addition-and-subtraction-rules
false
true
The number line shows an unknown number, y. Is 1–y positive or negative?
"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"
[ "negative", "positive" ]
null
1
math
grade-6
mean-median-mode-and-range-find-the-missing-number
false
true
Shivani has the following data: If the mode is 19, which number could g be?
"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"
[ "19", "5" ]
null
0
math
kindergarten
equal-sides
true
false
Which shape has 6 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHXUlEQVR4nO3cf2jUdRzH8df3bjvGrvljTTdtC0/yrumQ/EESDipjVEpqyx8rGkQiBBKK4A8I/EMI1D9EsSiKKFq0GaJmKcYisRakzP0h1nk37YabumNzE8+b53V3n/44L8xsevq99+e+33s9/hlzY/fyePq94z43DaWU6o8D50aASBJIKBA9tCIDKHMC00qBShdg9N9U6uQ13bPIzuaNAYq6R9KfTHIBPne6QqKHFUkCgShwOQ4ERwDHtUT6C4yMzFTmTDcFANe...
2
math
grade-4
identify-equivalent-fractions-using-number-lines
false
true
Is 1/6 equivalent to 9/10 ?
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JioqKniUXCQkJyMjIQHR0dJ8FJCIiIlJCZ4eMjz68Bskuf+9zmholfLHfjLkLI/owGc2aNQuNjY0oLi5GbW0tiouLcfjwYaSmpmLs2LFu32jf1mCzsSYiIiIt+NtBy20z13dyudaOU/+0YuTogD5IRU7R0dGYM2dOr0a7pKQEFRUVSEtLc+sZ7Z4Gu729HWfOnEFZWVlPY+3r64v09HQYDAbY7XZcvnxZWNB74XA4AAANDQ24ceOG4DTKcm4MM5lMaG1tFRtGYd3d3QCA+vp6+Pr6Ck6jLFm+eaO/cuWK2940XK2urg79+nnUgUbfy93voQ/KeV+SZdnja3VuvtJCrc7lod3d3R5X68Wae96KhrNnzAgNv6Zgmr7l3NzocDhUMa5GoxGDBg1CeXk5Ojo6ema0jUYjRowYgcDAQNERe9HJ//qJvnHjRk3sciciIiICAHQsuPfn9jMDPp8rl4V+sICAACxbtkx0jF56fnWLiYlBTU1Nry9GR0erahbNZDLB4XDAYDDA2/vefytVIy3VWl9fj66uLsTGxsLLy7M3mVy5cgXd3d2Ii4vz+Fnduro6yLKM+Ph46HQ60XEU5ZwdeuihhwQnUZYsy6irq4NOp/P4zfDd3d24cuUK+vXrh7i4ONFxFNXV1YX6+np4eXkhNjZWdByXqqu+9+f6+uoQFec539cOhwMmkwne3t4wGAyi49wzSZLQ2NjY69rw4cMFpfl+PZ3Zvy8mB4DW1lbVLCYHgM2bN6O1tRXTpk1DWFiY6DiKev/993Hjxg1Mnz4dISEhouMoasOGDbDZbJg5cyYCAjx7/du6detgt9sxe/Zsj18Os2bNGnR3dyM7O9vjf3FavXo1AGDevHmCkyjL4XBg7dq18PLy8vhaOzs7sX79evTv39/ja7Vardi4cSN8fX09rtYP8pvQdNVxT88d+eNYTMp0v0buhzKbzdiyZQuCg4NVMa637hF0cuc9gr2mPtW8mJyIiIjofowcHYivv7Lc9Tk6HSDLQNJQ/z5KRbdS6+Ebd1xbcKdG27mYnI02EREReYKx6YE4X2VD3SX7Hb/ubK7HZwTjoQSfPk6nbWptrJ3uunjX2WibTCaUlJTg0qVLKC4uRmVlJV5++eW+ykhERESkiJnZehT+jxnV5zpu+5qzuX7scX6aY1/Lz8/vOXxj0KBBmDhxoqrWit/T7jiDwYDs7GyYTCaUlpZy9pqIiIg8gq+fDjOyw1Fd1YFvz9/AyRNX4OXlhfRxiUge6oeoaPY8IsTGxkKSJEyYMEFVjbXTfR0/YTAYMHv2bKWyPDDnSQSefvoC8P81aqlWT98IB2jve7i7u1sT46oVzhONPP1UGECb92BPrzVpqB9i4hw4efZ/ERQaisce/7HoSIpy93GdMWOG6AgPxKPOd0tNTYXJZEJoaKjoKIpLTU3F1atXERQUJDqK4tLS0tDa2urxp2oANw/Sb29v18S7REajEXb7ndc9eppx48a57Q8xV0tLS4Ofn5/oGIrr378/xo4dq4l7sJ+fHx555BGEh4eLjqK4oKAgjBo1ClFRUaKjKC40NBQjR45U5eywGvR80AwRERERET04bUypEBERERH1ETbYREREREQuxAabiIiIiMiF2GATEREREbkQG2wiIiIiIhdig60yZWVlyMnJgZ+fH06cOCE6jmJkWcaqVaswYsQIREREYPHixbDZbKJjKaKrqwurVq3CsGHDEB4ejmnTpuHq1auiYyluz5490Ol0OHz4sOgoipk6dSp8fHzg7+8Pf39/1Z/rejd2ux2vvPIK4uLikJiYiBUrVsATD6natm1bz3j6+/vDz88POp3OY+/Hx44dw09+8hPExcVh4sSJqK6uFh1JMXv37kVycjISExPxxhtveOT3L/Udj2iwjxw5AqPRiLCwMGRlZaG5uVl0JMX4+vpi0qRJHv/hHKWlpaiqqkJRUREqKytx+vRprFu3TnQsRbS0tMBkMqGoqAg1NTWQJAnLly8XHUtRbW1teOuttzB48GDRURRlNpvx5ZdfwmazwWaz4ZNPPhEdSTF5eXlobm5GVVUVTp48idGjR3vkB87k5ub2jKfNZsOf/vQnZGVlYdSoUaKjKeL555/Hr3/9a9TV1eGZZ57BsmXLREdSxIULF5Cbm4uDBw+iqqoKJ06cwMaNG0XHUkxhYSFycnLg4+ODwsJC0XE8kuob7ObmZkyePBnPP/88Tp8+jYiICEybNk10LMU8+uijWLhwIXx8fERHUdRjjz2GHTt2IDIyEgkJCZg7dy6OHDkiOpYioqKisGHDBgwcOBBhYWGYPn06rl27JjqWot5++23MmTMHAQEBoqMoymw2a+IDK1pbW7Fr1y5s2rQJQUFBCA4ORlZWluhYirNYLFixYgXef/990VEU09zcjCeffBI6nQ6zZs1CQ0OD6EiKOHToEMaNG4fBgwfD19cXK1aswB//+EfRsRRz9uxZ6PV6OBwO0VE8luob7O3bt2P48OFYunQpYmNjsX79ehw/fhwVFRWio5EL1dTUIDk5WXQMRdlsNpSVlSE/Px+5ubmi4yjmzJkz2L9/P1577TWPv7mbzWasWrUKqampyM3N9djmpLq6GomJifj888/xxBNP4Nlnn8WpU6dEx1Lc9u3b8eSTTyI2NlZ0FMUsXboUCxYsQHV1NQoKCrBgwQLRkRQhyzK6urp6Hg8dOhQXLlzw2HtUXl4e1q1b5/Hvhouk+ga7oqICEyZM6HkcEhKCUaNGeexspxbV1tbio48+wosvvig6iqKmTp2KjIwMpKen4+mnnxYdRzFLly7F2rVr4e/vLzqK4lauXIk333wTBw8ehCRJmDdvnuhIiqivr0dVVRWqq6uxb98+ZGZmIisrC5IkiY6mqK1bt2LJkiWiYyjqmWeeQUNDA8aPH4/8/Hy88MILoiMpIiMjA//4xz9QUVEBk8mEF154AbIso6WlRXQ0UinVN9gmkwmRkZG9rkVGRqK+vl5QInIlm82G7OxsvPHGG0hMTBQdR1GHDh2C2WxGSEgInnrqKdFxFLFr1y4EBgZ69DKuWy1evBjJyckIDw/HmjVrUFxcjLa2NtGxXC4yMhJJSUl46623EBYWhiVLluD69euoqakRHU0xJpMJtbW1GDNmjOgoirlw4QKee+45fPPNN7hw4QIWLFiAn/3sZ6JjKSI5ORk7duzAa6+9hl/84hdYsmQJvL29ERERIToaqZTqG+w7baKRZdkjN9doTVdXF+bPn4+kpCS8+uqrouP0icDAQOTl5aGoqAjfffed6Dgut2/fPhw7dgwxMTGIiYlBdXU1pkyZgp07d4qO1if69evnkW/JJiUloa6uDna7HcDN+7KXl5dH34fLy8sxcuRIeHt7i46imL/+9a8YN24cwsPDERQUhN///vc4f/48vv32W9HRFDFz5kwUFxejsLAQXl5eSElJ8cjXK/UN1TfYBoMBTU1Nva41NTV59Jo4Leju7saiRYtgtVqxfft20XEU9eGHH+J3v/sdrl+/DovFgk2bNiE5ORkhISGio7ncp59+ioaGhp4/SUlJ+OKLL5CTkyM6mstt3bq1Z1w7Ozvx+uuvIzMz0yOXxkRFRWHSpEl49913AQCfffYZwsPD8fDDDwtOppxLly4hJiZGdAxFPfLIIygpKcG5c+cAAAcPHoTdbr/tXWNPIEkSDhw4gK6uLphMJrz66qt4/fXXRcciFVN9g200GlFSUtLz2GKx4OTJk0hPTxeYSjkpKSmIjIyExWLB448/7pE3OgDYvHkzdu3ahaNHjyIiIgLBwcEIDg72yI1TM2bMQGNjI8aPH4+EhASUlZVh//79omPRA3ruuedQX18Po9GI+Ph42Gw2fPDBB6JjKWbr1q04fvw4hgwZgpUrV2Lv3r0ePft39epV6PV60TEUlZqairfffhtZWVlISEjAb37zGxw4cAChoaGio7mczWbDnj17EB8fj4yMDCxevBhz584VHYtUTCer/CT1lpaWnhv6zJkzsXz5cpw7dw6lpaWioxERERG5FYfDgfb2dgCAXq/H7t27kZmZiYCAAPTv319wOs+h+gYbACorK7Fs2TJUVVVhwoQJ2L59u8dsTPghaxjVOqSs9e5Yq/tjrXfHWt0fa707tdZ6q6+++gqZmZm3Xd+1axfmz58vIJFn8ogGm4iIiIjIXah+DTYRERERkTthg+3muru78c4772DEiBF49tlne32ts7MTCxcuhMFgwLhx41R/dBJrvYm1qhdrvYm1qhdrvcnTaqW+xwZbBeLj4zF69Ojbrv/2t7+FLMu4fPkyXn75ZcyYMaPvw7kYa2WtasdaWavasVbPrJX6mEyqsH79enn69Om9rkVFRcmnTp3qeTxo0CD52LFjfR3N5Vgra1U71spa1Y61emat1Hc4g61SFosFzc3NGDZsWM+1YcOGobq6WmAqZbBW1qp2rJW1qh1r9cxaSTlssFXq+vXrCAgI6PVBDiEhIWhpaRGYShmslbWqHWtlrWrHWj2zVlIOG2yV0uv1sFqtcDgcPdcsFovHnP99K9bKWtWOtbJWtWOtnlkrKYcNtkqFhIQgKioKZ8+e7bl29uxZJCcnC0ylDNbKWtWOtbJWtWOtnlkrKYcNtor9/Oc/x5o1a9Dd3Y0///nPCAsLw6hRo0THUgRrZa1qx1pZq9qxVs+slRQiepcl3d22bdvkiIgIOTAwUPbx8ZEjIiLkP/zhD7Isy3JHR4e8cOFCOTY2VjYajfK3334rOO2DYa2slbWqB2tlrayV6Pvxo9KJiIiIiFyIS0SIiIiIiFyIDTYRERERkQuxwSYiIiIicqH/AxYOvwGozJfEAAAAAElFTkSuQmCC"
[ "no", "yes" ]
null
0
math
grade-5
three-dimensional-figures-viewed-from-different-perspectives
true
true
If you look at this object from the top, what will you see?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6AAAADzCAYAAACYN3t1AABhoUlEQVR4nO3dfVjUdd7//SdS0IYyZHnKKmcDTUvqmQ6cXroeZ66Dmrp5XYYulnmHaGm6lTKxtXXtz4DYrspCUDO38AYwKg0Vu3HTUoaWzp/ltgzSkqno0GrhqT8aEUwI4voDZ/JelIEBfD2OwyMdme/3Tehx+Obz+r7fPo2NjY2IiIiIiIhH+Pj4eLsEkXari7cLEBERERERkWuDGlARERERERFpE2pARUREREREpE2oARUREREREZE2oQa0E7Lb7QwfPpywsDC...
1
math
grade-7
identify-trapezoids
false
true
Is this polygon a trapezoid?
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5ACkqz5i60/HXBwAAGRI/YK8+aurbF2NfDkCKyvaKCAEbAAAX4gfsB3/Z1Ls3Y18OQIomZq0Pobc2AADIkvgB+/xnTN1uSfsbsS8JICX2MxQhARsAABfiB+zihFQoms8XXo59SQApqcybmoANAIAT8QO2JE2vmPqn/+nkkgBSYJ8iEgRSu+GvFwAAMsJNwF45Z+obF5xcEkBK7MF1ddtbGwAAZIWbgH36SVNvXXdySQApCay6tuOtDQAAssJNwD7/K6ZuVqUOr1wGxkZg/TFQJ2ADABCXm4A9f1zKWZd6+xUnlwWQgsAaYdd3/fUBAEBGuAnYkjSxYOqL33V2WQAJC/Kmru356wMAgIxwF7CXz5p67XVnlwWQMPtvn5hgAwAQm7uAffIJU6+/5+yyABKWK5i6se+vDwAAMsJdwD73CVPXOOoLGBv2Q44NVkQAAIjLXcA+9dHez1ffcHZpAAnKWxPsJhNsAADichewJak8Y+q3eGU6MBbyRVM3q/76AAAgI9wG7IUTpv7Za04vDSAhdsCuE7ABAIjLbcA+/pipb15yemkACemZYNf99QEAQEa4DdgPPW3qvVtOLw0gIYWSqVtMsAEAiMttwH7kU6YOO9L+htPLA0hAoWzqVsNfHwAAZITbgJ0rSEXrX9Y//obTywNIABNsAACcchuwJWnmmKkvfd/55QE4VqiYuskEGwCAuNwH7KPnTH39LeeXB+AYKyIAADjlPmCfecrUuzecXx6AY8UJU7cJ2AAAxOU+YH/4s6Zu1qVOy/ktADhUslZE2k1/fQAAkBHuA/bkgpTLm88XXnJ+CwAO9UywCdgAAMTlPmBL0tSSqX/yvURuAcCR0qSp2/yNEwAAcSUTsI88ZOprP07kFgAcKVoBm5UuAABiSyZgn3rC1JtXErkFAEdKU6butP31AQBARiQTsD/0aVPXdhO5BQBHylbADgnYAADElUzAPnq+9/PlVxO5DQAHKnbA7vjrAwCAjEgmYEvSxLyp3/pWYrcBEFN52tQdAjYAAHElF7AXT5l67UeJ3QZATHbADkN/fQAAkBHJBewTj5n61qXEbgMgpvKM9YGADQBAXMkF7IefMfX+ZmK3ARDT5KzvDgAAyJTkAvZDHzd12JE21xK7FYAYStOHfwcAAPQtuYAt9b6C+cKLid4KgCP76747AABgrCUbsOeOm/rdHyR6KwCO7G/57gAAgLGWbMBe/ZCpb7yd6K0AxBAEpq7v+esDAIAMSDZgn37K1Du3Er0VgDjsgL3trw0AADIg2YD9+LOmbjekZjXR2wEYUi5v6sa+vz4AAMiA5B9yzBfN5zf+PdHbARhSzvqjoLrjrw8AADIg2YAtSdPLpr70/cRvB2AIuYKpG/xNEwAAcSQfsFfOmfrqm4nfDsAQAntFZNdfHwAAZEDyAfv0k6be4mUzwEjKWxPsZs1fHwAAZEDyAfvRz5mah6eA0WSviDQ5pg8AgDiSD9jzx3vP2L34ncRvCWBA9sPIzbq/PgAAyIDkA7YkTS6Y+p1vp3JLAAMoWAG7zkOOAADEUTj8Kw4snZb21qP6/16W5ldTuS2APtX3onfNhJJaTLABAIgjnYB98heky/8d1RvvSd/4u1RuC2BAoaQ93roKAEAc6ayILJwydXDvrwHwLJC0v+G7CwAAxloQhmGYyp3+8Xlp44pULPc+9AjAvzCUWo3o7au/9c/SkYd9dwQAwNhKL2ADAAAA94F0VkQAAACA+wQBGwAAAHCIgA0AAAA4RMAGAAAAHCJgAwAAAA4RsAEAAACHCNgAAACAQwRsAAAAwKH/BwRsFklRoUjgAAAAAElFTkSuQmCC"
[ "yes", "no" ]
null
1
science
grade-2
predict-heat-flow
true
false
Two solid blocks are at different temperatures. The blocks are touching. Which picture shows how heat will move?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAWjklEQVR4nO3deXAcZ53G8e/bPSPNyJIlW7YlOfGROHac2LHNFQcSamMgEHIBuywEClIUoTiKpahdlpCCsGQ5stzLwgY2y0LYXFyhIBchbAIJueMjsZP4kI/YliMfkixZ0miuPvaPHlmnjRyNenrGz6fKlbinNO7R2/30+/7efqeN7/v+gRzsGIA+FxwfEZGiiBmos2FxDTRVgTmQ9f1neku9WyJS6VZPh9j2geAvLVVw5rQgjUREiqHPhW0p2J+D1gGwep3gBYW...
1
math
precalculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x=4?
"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"
[ "yes", "no" ]
null
0
math
pre-k
count-scattered-shapes-up-to-10
false
true
How many squares are there?
"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"
[ "7", "8", "9", "4" ]
null
0
math
grade-8
classify-quadrilaterals
false
true
What name best describes this shape?
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"
[ "rhombus", "trapezoid", "parallelogram", "square" ]
null
1
math
grade-2
greatest-and-least-word-problems-up-to-1000
false
true
Haley wrote down how many cups of lemonade she sold in the past 4 days. On which day did the stand sell the fewest cups of lemonade?
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"
[ "Thursday", "Wednesday", "Monday", "Tuesday" ]
null
1
math
grade-1
subtraction-sentences-using-number-lines-up-to-10
false
true
Which subtraction sentence does this model show?
"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"
[ "11–4=7", "9–1=8", "13–1=12", "9–5=4" ]
null
1
math
grade-3
interpret-line-graphs
false
true
A stamp collector carefully recorded the postal rates of the stamps in his collection. In which year did the postal rate reach 4 cents?
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"
[ "1960", "1955", "1965", "1970" ]
null
0
math
grade-7
identify-linear-and-nonlinear-functions
false
true
The graph shows a function. Is the function linear or nonlinear?
"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"
[ "linear", "nonlinear" ]
null
1
math
calculus
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the range of this logarithmic function?
"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"
[ "$(-\\infty, \\infty)$", "$[5, \\infty)$", "$(-\\infty, 5)$", "$(-\\infty, 5]$" ]
null
0
math
grade-3
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
"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"
[ "yes", "no" ]
null
1
math
kindergarten
represent-numbers-with-shapes-up-to-3
true
false
Which group has 3 circles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAJwklEQVR4nO3dW0zbdR/H8c+/tOXYcugYGx2Dgc/DYXMaMWCcLgGzgy4mmk0vhomZm4lXxix6hYkxJl64GC+W7MplZBEvFE22ZYmgYKLGuMVpJEQBnwFyRkBGKQXaQp8LhPxX6Dis7e/3JZ9Xsuzc3yfkve7fjbZGKBQKDfuB//mAqXkgGAKRdqwG4EgA/pMC5NgBY3guFLrpUT2LaP0qnYD1T9/id3bageLUxaqJdDM1D3RMA0N+oNMHWDzBxZ9gtKQzR8JiowD...
1
math
grade-1
ordinal-numbers
false
true
The first picture is a bucket. Which picture is sixth? first
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"
[ "crab", "boat", "bucket" ]
null
1
math
grade-3
select-fractions-equivalent-to-whole-numbers-using-models
false
true
Count the equal parts. What fraction does this picture show?
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yfJo/vxkbHtJzDSsjRtAtYhafAL9GVN8kqtVjIzgONCFzVmYBkqIBD8vNpnq17031Ur2OGtWrfW+ql+qlKMqe7N/BrlyV97FT8do1kIT8JkGn2yomapZlHZdpYxiWpCgaQmKkAAnG6DQ4zR1Zv2aY6fqy9LyesrMpmXbgiDXbkzvUzkrwiGmLAeswfkmktTkxTuT5NK5d77u/yKsQ7i4T1daJ6puE5bviEoxpzwI4YsgzZyXfKkD9fVkLeNxUrsq76qV6oXodOZWr8q56qV6oXoqi7M3BO9jjT0oaHyCpeNVaXu0/PvBk3Vp9UyKx/eq+P5FEM8MAIxVjZE9g5GfStWbBsgR8mBPdkdidZWZT91qHoYka94h2PgG/1j6nwziF2zvUf/CjvpkNQGYJWo32q6fiVlSrx8+kALQgcxryHWVsK1f3exQPTvIbqpfqlZyieh0dyW+oXqpXcorqpSjKAPbvYNffl2CH7Jl4Rwi4A91rXfg1GR13GIJhROXK3kYqColCX2YVYgOUrGMbGCgCqXutK3doqyHX1GFYrLNzaRqj1uISjR++3Zey6TCE61uk6cWdGbDHJTUUPBwDpXodCtUL1eswqF6HQvVC9VKULyj7d7Br70O2FFe9gmT0n0Zfm3ZXRLJRODV03dowhhmpqHGvO2gEmYEwC7nuRuKk+4l7rTd3aCf20/NkXriA4Tp4N25JMMgD0k6lFF+nO9ueBUiCbY4T1etQqF7xd6rXwVC9DoXqFX+neinKF47hHeygLNWvsiVxFwGQka/iVEOELVnTFTQl6b3liiusJwLbyJ7AKM7Jdx1GBpBzktKzHUYq953fxzobrwHzdomCJobppKeFyTV0khio08Nzh7qXLuA+f16CQX76C8mF6o5JlPXYbDuH6cCT5Thz4ikxzONnUtdfVKsTVuukjzZzWp4fyLM8znVsqtdgVC/V6yhQvQajeqleiqL0MbyDXX9f3gvzHTvFuES1entX4k6LQjFSg9xq7hiRVyFq1THHToM71v4uNlBkxjGKc0Q7Veo/+BHh9g6ZFy6kRiqqrUtkdswg4xM1yxj5nLjXBgSx4Ni4L34Ne35Oku9fuy7txOmZIr8q6+6SfKGx4cRypYRtaV4MqV8lLN8lLN8F6AqGkWdjy8uJDXKytq72/uBnfRSoXqqX6jX4WR8FqpfqpXoNftaKovQxvIPdvCt/LGc63pEhWZ8Vlne6j42NVORXZaSeKcmoOJ4JiCpLkhvUdIhadfnTd54bV64yrIyc47doXLvebaQCTyKzY9qj7Q6iEGu2J3dogmOTvXIZ+/QpgvUtSb5frmBkT2DmpiV9kVOQbcOUe7BcGfFnShJdDhimg5mbxiydwyydk8CY2nrXdXU9Xmca3NhAJUb/OFC9VC/V6wAP/j5RvVQv1esAD15RFEijGfbAuyujVyuJbB4D4j/fkECKxPgYmXEMw5JRe3OHaHcFIwmYCFvyhw9bad5Q3DEwndRNlhip7JXLZF64QBP6Ug+FG1uYha5d6ei+M4jFKBXJvPh1zEKO1uJS13q1ZGYixfHSEX2ErJ/D25XPzR2ioQ+t00AVAA+sktxbde14ZwBUL9VL9drn7AdA9VK9VK99zlYUJWF4Bxtk5Gon7qMCqYHai8Ajqm+KkQo8IsCwc0TNHTFEHSPl9lVkxc1mWP1pkfYxUsHyKnaHB9DI5zAnxvFu3Er3mdOTZF78Gobr0Pz5zf78p2GrbRSBqNXoTuJ/31jx/U20ZwCC7SNodwiq1wOgeqle+6B6PQCql+qlKF8chnewK1fB3r8P3kerIWVh7aysVwMYm22nGerByJ5I3Vdm9gRRqy6GrGcmwH3uPJkXLtCamUxH8EnC/vSGFsRatT5eklRHZ+fSYJDGj6+3o8d76Q1cGVCB6/CMAxtg5dtr9ipXj6DdPahcVb0eCNVL9RpC5arq9UCoXqqXonxxONgMdpriqARUgTrm9OTef/YYI1OSNW3NsuT/dMcw3DFJlN9BVF1NAzGixCg5+a71avit1CjZ8xI0MigtkbNwjnB7B8NxyLz4tTT5fvMfbkAYl7+NQpmN2F2J73FMXH+xuw/TBsOU6+xJxt+F5XZHm8czCe30THERAWcmNcDHjuq19w2qXqrXg6J67X2DqpfqpShKyn38a8RtZDj7nxrV1qW8axIQErYk0KPvwPDALq1OI2WWiuA43Qcsg3lynNy/fAmQXKP++78CdwrDcdII6y5XXmKYOj9b7lDjZBROpUUDkvVvhp2TfKfpNeWQwBoJgMHKQNCUVEfufF+bx4PqBaqX6nVcqF6geqleiqL0ch8d7AlgF+v0KaIhgSJRrS7BEn6N6IDVsA6K9+5Nwu0dnPMLGBuOLK1LWAEqwDPg37qDf+uOGEm7JbMLYUuMU6cLrdWQ0X6nm22QIe0gqq1DxpPUR3a7WICRc7FmJpHZEhtJC9WUQBE7Gxuouw/RQE2geqleh0H1OgwTqF6q12FQvRTli8F9+33s+bnU1XU/hNV6dy7S3u/LO8NLvjo2huvANnC657tdoAaR58vnZE3dfhxm3VoUynq8xr2uqGznuWfjrZ5E/2bPTMVDRvVSvbq+V72OFNVL9er6XvVSlC88h+xgB8gQW0bXwaBKVA8Ra/YUZrGdIJ9W7Mpy5eU+fx73+fN954XbO32zF+mMRedxA4xo5Ptd6ZO6rufsHM7COWT0Xxx4zMNF9VK97h/Vaz9UL9Xr/lG9FOXzzSE72NtAgH/nrriuHjFheQfzzFPtHd4mTAFPQO2v/0/f8eb0ZHu7VJQZBCTHqJHPpS+zkOs79+C4wJkHOP8o2Ub12g/Vay9Ur/3YRvXaD9VrL1QvRfl8c8gOdp1gfQv/g9sP/sumLWVcXRkpR6FPVF3dd+0YSK5Q99IFQKpdpXlE8xCd9gnvVXAvXeiL0u6MGt8vghwAx8YsjacfZW1afPkDjZ0FPI0EhjwOqF7p5ateqteRo3qll696qV6KonQxvIPtngPvYwiqcTWsbSnfatpiWAxT1nJ5la5E9ymZ8TRSmbAla77iCGdjbBb8GmF9A8N0JIBiUBudODbO+QXss3N4H9wm+HgJc/qrqYEK1rcIy0v4H9zGfnoe57lnD2xMk0jxKPTFSAYe+K2DGbX4usS99ghRvVQv1ev4UL1UL9VLUZQDYg79NnMuzo2ZRFGHRLU6hluU0XumlL4PwnCLGHZOXolBgzR9UNJOmtNzSFoh5/wCue++hOE41H/wo/5qVl0H27Q+XMRwHKyzBwhkMW3IjINhyrWOzWIUTnXnCO26MVPynNrZ2LCa+B/cpvHj68CvgaONOj8wqtfg41Uv1esoUL0GH696qV6KovSx/xKRrlF5C8OxCZsb6Z4o9GGPNEZRdZUoSVDfWc41bBGVF7uil/fCOjuHc34BfJ/mO+/1jcKNfPd6s3C7gjU9SbCyhvfuTbKvfBNguEELW1IsoHAKvF1o7mBkTxC59e5iAQlOHjN/Uu49yTkaeITb92j8+KdkvwXwZSAPlOWcVhma8Xbu4gHu/D5RvfqPV732RPU6JKpX//Gq156oXoryxWX4DHbuInhV8BODFGJOjKcpfqLGPflD7zVy70zMb2cPVQ3KnJ4kc+Uy7nPPEny8ROOHbxNu7fSVhHXOL3R9jmp1zGStmWnTuHYdZ2Eea/Zk/490VrJqNWQNXXwvUePe3uvpvF3C6mfiGkxykLYaGIVThPd28e98CCx3nxP5Hb87eMbkgVG9Bl+c6tWH6nUfqF6DL0716kP1UhRluMWwJ8QABUnVqFZXcASGKX9y08YwHakI1ZOL08hNpYEgYfWzfdepGfmcrFObn6O1vErjh29LqiEnj5GfkdF6RUbz5vRkR9UpIdzYSo2WOX6WyKvQfPcmmRe/Tlird6UoMsZmZcOvSSWuVoPooLlEk/V3mRJm9kRaDQs7S7C8hrMQIAlNkefnxdvWxMHavx9Ur71RveR41ev+Ub32RvWS41UvRVFihnewcxchCiR9UIw1045KNrInZEQehWKkMuMyGk7WqMXlWKPQlxH1sIpYjo2zcA7n/AJhtU7jx9dTd5qRn5HZg7DV1YZzfoFgZbUdhZ1cV1wGN4oCOa+VF3fblcs0rl1vGym/Jt8bJkbh1MGS+XfS3CFq7hB1ziQEHlItDCA2dmGtbZjzFw/3G4dB9RqO6qV6PQiq13BUL9VLUZSU4UtErJKMWKuL8Q4HaLTdVXYWw8pIqdUeFxVIOdZwd1n2JyPgAdhPz5P77ks45xfwb92h8cOftNeqZcbTGQQCjyheB2ZOT2LNTBIsr/W1F5YrmNOTYhRNG8MpEG5s4X1wm+yVy+m6t6hZBsuVKHLDxMhN7fvABhJ4MvPRavS4G+OZk1YZGvH6teOcAVC9DobqpXrdD6rXwVC9VC9FUQ4Q5Fh8GRrXwV8H5wTQwDp9imBljaiyNDzQIwqHlm81pydxL13ALOQI1rfw3r3ZX37W2yUyLKKg2TX6T1xwkd+xNiwehYfbO1gzk4QbdyAxbnaW4OMlWhNFMi9+jca16+B7RDufYORnMKwM0ZAcpsb4GXEj+lVxpw0KHukiQztAZLttoI57BkD1kqZVL9XrOFC9pGnVS/VSFGUow2ewQf5QtU1oLiP98ZrMADiHrFHTgVEqkrlymey3LmM4Ns2f36R57Xq/cYI0ICV1h5k2Rj6HPT/XN/o3LEmQH5YrGKW4AEB1tSvgw//gNmGtTvbKZbmHKCSqrhJuf0RUW9/7ogMvNU6GUxC33x6YpSKQIzVQ/kZ7BqT48kEe0f2jegmql+p1HKheguqleimKMpT9O9jFlyFoQu236SmG62PNnmofY5iSTzQ3NdRNlVSwyn3n97FmJvHv3N0/J2iCk8cozmG4RZzzC0Sev+d54cYWVhLMkhQI6HB9JRWyslcu7/+7MVFtPXXXJa7ENMikB3NiHIiNbVCFxpqsBYTjT3GkegGql+p1TKhegOqleimKsh/7d7DHXpL3nd+KqyieBUjTC9lZ+aOaNrhjg9uIK0VlX/km9vwc4fYO9b/7iVSp8vepfgVSOSs/g2FYkDFl9L/Sv3YtCtvutshvpbMAffgtGteud5Ws3ZcoFJeiX8UYPyPXZOckCr0HiVRvxr+10Xav5S4ef4oj1StpXPVSvY4e1StpXPVSvRRFGcL+HWyQWYDdVWgsAlmghlnIYM2fwRw7nUZhp+mCOrDOzpF95fdTg+bduCWpizrSDQGy/qwnR2j6VaYkBiIKsE9LSdjW4oDRf0cKpbC8054FGERspKzZkwc3UiCR15UlosY9wsqnfblGjXwOszADxM/BW5ZnBw/PvaZ6tVG9BNXr6FC92qheguqlKEoPB+tgT7wqbrad24BLOgvw7FNEXpx/0692GSdzepLsK98k84IEgbQWl6j/4Ee0Plzsbz8zjlk6J2mTBuHkJSl+cx376XnCar2vIlYvUbkSu7qGH+N9cBt7fg7nuWeHHttF2JLglwFBJRKh3gQCca/t/gb8OBr7YRko1asb1Uv1OkpUr25UL9VLUZQ+Dt7BBtj+TTwLUAR2MAs5nPNnZY1Yc0fWdeVzaQCIOTGe5gT13r050J2WJPKPQn/PII2oukq48zH2k6cxXOdAa96C9S1xdblje7r+jNwUwWdl/Ft3cBbOYZ2dG3zc+Jk9Zyd6sefnSNMbeSuwE1+rNQET/+ZAbTwwqpfqFaN6HQOql+oVo3opirIXBwuldudl9Fq5CjvvQXYeGAOq8R8SvA9u4ZxfwFk4B0Dk+bQ+XMS/dWfvdi0XI1MiigJJkt9ZJcsdE9edX0tTJSUGZKB7rYewLAbUmjxDWK8R+bWeHJ+AYWLmT9K6ew8jv0TmhQsydu81gEmO0SiUWY490iEZpSLmhIvMAFhQvS0R7NA28g8D1Uv1AtXruFC9VC9QvRRFGcrBZrABpl6T961b8SxA0je3sOfnyP/rP0iNU7C+ReOHbw83TpCmMIoqS+0/vWFi5Gcw8yfTtEUgxinJNxrVmxiFUwMDNFL8FmG1jjGWkeASJy/N56bS7ahxT4518njv3SLc3iHzwoV2IYKE5o4YzyGR10C8Tm8XsOQZbf+mHX09/drwZ3HUqF6ql+p1fKheqpfqpSjKEA7ewZ54Na6KtSazAAAYSEJ6C5BRf/Onv+jOCWraGNkTmBNP9beZpCDqGPmnZWVBKlTFJEEmrcUlcMcwnMK+bq+oVsc8MUYUNOV4kFF/4UtiqMKWVMOKQoz8DI1r1wmrddxLF7oiuNNrtFwxdgN+15yexD5dAuJ72b3Zdq+559rR7A8L1Uv1Ur2OD9VL9VK9FEUZwsE72FapPQuw9j7UbsVfbACSUzQsV7rTD5k2RnEOMuNEyUh4GO6YRGOHLcL6Rmq4rNmTmIVcmjvUyJ6QdEOGNbS5cGMLs2TLTELsXotadbkWJw/umLjMkmpdoUnznV8AkmO0y0jVN+XVkfS/EzGgW0C2f/R/+nv73/tRo3qpXr2oXkeH6qV69aJ6KYrSwcE72ND+ozXLsP4TCJM/6t2Bhxu5Kfnze7tdZWIHYrmY+ZMy+jfMrlKuduK6W1lLZwew3K68oYMIt3cwx7NE3mY7QtzbFWMVtiQPKLHx2V2RalflCs133sNwHTFS+Vy7Qb/Wl/QfxDhZM/GjDJEZkq7gkFeH3/txoXqpXgmq19GjeqleCaqXoig9HK6D3TkLsHkbyv8v/qIJbGPNdOTtdPLi1go8MMzhZVwhHfVH1VWpNJVc4PRk2q5/647MKhiWGAlvt22wYozsiXRtWxjnKjXyVpdRieqbYpx6zgVkVqCZo/nuLzFch8yLXxtaVtc6O4dz/iywAxRlZmTt/fbo/8wbjy45v+rV/0hUL9XrqFC9+h+J6qV6KYoCHLaDDfEfbkL+gCtvQ/0OsoZtB2i0AywMk6hV7zdOhinGq7ckbRTKqL/HfWUvzAMSeBLV6tBqEO4uy4gd2mvTEtyxNB9pVKsTeX634QTwa4Q7H/cVFQDErWfahBserU/XMSfGpSTtACNllIq4z30ZcTOOgb8FG2/LDAnI2rWpPxnwEB8iqlf7VlQv1euoUb3at6J6qV6KoqQcvoNtleDU67Jd34TP/m9cgrYIrGEvPCHfebtEuyvdRsByMcZmMQtfGjz67sHI57BPy/q4rtRGrUZ7RN/ZjmFimE6X0QrLlbj0aw9ha3C6onQ9Wwv/VxsEKx1GqgNzelJccG4FyEJowr2fwNaH7YPOvLHvPR47qpf8rOrVh+p1BKhe8rOqVx+ql6J8sTl8Bxvg5OsyugXY+hWs/QBCA8hizXiY0xP95yS5OE2bKGj2u9wsV2YHOkgir5PgkEF0pkIyrIzMOkBquMKNrf4ZgI5r6v1NEBdcksfU+6dlWQs3MZ6WpLXOzpH91mUMt4o8wizsvguf/bztWpt49fFJzK96qV6q1/GheqleqpeiKD3cXwfbKsGTb7Y/f/YzWP/fSPJ+cC/NgNPTtJOXdWNhS9xjnYEWhtmXF9TI59IiAF2R3T10BopEQTMN/EgIq2KwBs0CGJmS5AXtNVLebpqQP2pUab7zHpHnY8/Pkf3uS2ReuEBa7Yos7N6A5avtkrLWBJx7k8cG1QvVS/U6NlQvVC/VS1GUbu6vgw2SFzOJLo4CWP0ZlN8BSpgFh+xLZzAKHe4vvyZrzypLfVHMRqaEYTpd+5K1awD+nbt7X4e3296OQklj5FfTFElhWaK5zVJRZgV6XXuGubeRqq5Cc4eoVqf14aK0U8ghQTER4EpKo7UfS37VhHNvPn6BIaoXqlcb1euIUb1QvdqoXoqi3H8HG+I/4oRs+1VY/F9Q/hmEeczxAtlvP4VRil1gUdheH9aJ5Urkc9Bs73Ns7LisbFitE5Ur/efFpC615HNtvSuKOznXnJnEcIuS1zQ2Rum5rUZaHWsvumcQAsAU4/TZ38C9j9pfnXz98XWtqV6qF6hex4XqpXqB6qUoCvCgHWyrBAtvtT/7Vfjwv8H630KYx3Btslfmsc5O7dmEkSmBX5O1aHHQhrNwDsOVGYGucrX7VL4CuqpqJQTrW1ixgTEMS9anQTvYxHIx3GLfeQntVEtNIM6HWrsFy38Nm79uH1h8Gc78+f7X+KhQvVQvVK9jQ/VSvVC9FEURHqyDDeJq64w2jgJYutZlpDIvnMS99OTgfJymDXY2LfkKYD8t7rXI8wlW4tF8Zhxz7HTXqUZuarBhcccwSvPtQJHyDobrYORzRFHQdU5UW5dZiI71c104Nu6l80AFGfkDlZ/Dx291j/xzF+Hptwa38Tihegmql+p1HKheguqleinKF5wH72ADnPxTcS0lJEZq7W+gBWBgz2fJvvJMf4R2qyGBI417gEQ4J6P/YGUNfMnraeame67cltmDAemSDKcgxi52m4XbsZttXNrtjNwm8IgqS7K2rredfI7slYuYhQCwpPJX5eew9Lfda9ZyF+GZq6Ozbk31Ur1QvY4N1Uv1QvVSlC86+yfzPCiJa2ntDXmPAlj6CTS34Ut/CJk8ZiEk+62zBOtP4H2wSFSupIYpIUltBB3BIfHoPEqinAHDLRKFPsagkbthitvOzhHFQR4A5tQ4rZVF6DRQMNAtZz99Bvf500gRAhuCKmz8X1h/r52IH8St9vRbo2ecVK+hj+exQ/Ua+ngeO1SvoY/nsUP1Gvp4FEU5PEfXwQYxUsE2bL7Z3rfxS2jeg9N/AGNPAR7WDOS+8zu0FpsEy+tEvhgIa2YyjnKGcHsnDfBIEu93BYTYWfB2ZU3aIKIwDQYJN7aAONCjeZNoyC2Y05O4l57GLESAA5jQXIaNv4PVG+08oSCzHqO8Zk31Gi1Ur9FC9RotVC9FUY6Qo+1gA5z7S3nvNFKVZfjov8Op52Hyn8eurzr2vIE9/xQwTu9qlc7coZFfJfIq/VHce1XTajUgM96VAilJtu889yz+B7f7TrHOzmHPT2HNZJHHYscutV/Ayt93u9RAItA/D2VkVa/RQvUaLVSv0UL1UhTliDj6DjaIkcpfhE9eb+/zq7D0DzIbcOLrkD8PloMscluPL6WUXpI1e7Idge3XBv6M4RYluKSHKPQxDYuwwyUXlitioBbOYZbG01kBHBtrtoBZiEf7ySOp34F778Lae9CZgilJwv95SmWkeo0WqtdooXqNFqqXoihHwPF0sEECR6DbSEUBrN+CrY9g+ssw+Q3InAUriYr2SJLgmxNjmNOTbUPSQ1RbJzJMzJ7KV9LMLmFnAn/iRP0x1swk1sw4ElXdpOsx+Ouw9TZs3oT6Zne7n+f1aqrXaKF6jRaq12iheimK8oAcXwcbxEgVX4bfvgb199v7gyas3oTdVRg7BaXnIDsPzgxgIIbqU9xLp/D/sUFYbhLtBt1tDwjs2Av30gXMiTGkFO4uUId0JVv8CBqLUH4f7v1TvzvNmpBUTp93l5rqNVqoXqOF6jVaqF6KojwAx9vBBsg9D195D1b+DJa/1/1ddU1eWx/B+ByUvgy5BXCmwZrELNTJ/LMnCau74PmE9ZCo2iDcrEMoBsYYb5eoNVwT60txVLbrYE5kMSfHsSYdJMF+zxq4oBq70t6Dyqf9I36QQJDT3/vijPpVr9FC9RotVK/RQvVSFOU+MaIoGhaUfLTUb4iR2n5rj6uxZEYgPwXFBZkRcKbBmQR8xCXWireTy34S+Pfx9kfAXyDR0w4ym5BBUhUhQR/+hrjRdm7D7sdQ2+xeo5Yw8aoYptzzD3rXo4vqNVqoXqOF6jVaqF6KohyCh9vBTtj9Eay+sbehAjFW+SnIToBbgNwc2CWwCjIaN+ORv/Ek2LGBCj+C4C/abYQ+BGUxSNUVaKxBowyN7e50RQnWRNswufNHcKOfE1Sv0UL1Gi1Ur9FC9VIU5QA8mg52grcohmrzTck/uh9J5Su30N6XexHm/qts138KS/9OtsMWeFVJeTRohN/JxKvy0jVqw1G9RgvVa7RQvUYL1UtRlCE82g52J5vfh8pVeXl3D37e2EtS5hXk3F9/e/9zrAlJwzTxKky9puvT7gfVa7RQvUYL1Wu0UL0URenh+IMcD8rUn7RH4N5i21jV3u+O4O7lIDMHxZfBPSdGqfiyrks7ClSv0UL1Gi1Ur9FC9VIUpYfHZwZ7P4Ly3oZq7CV59+6KcUvIXdTR/aNC9RotVK/RQvUaLVQvRfnCMTodbEVRFEVRFEUZAcxHfQGKoiiKoiiK8nlCO9iKoiiKoiiKcoRoB1tRFEVRFEVRjhDtYCuKoiiKoijKEaIdbEVRFEVRFEU5Qv4/pisddL97S8UAAAAASUVORK5CYII="
[ "10/5", "5/2", "10/2", "2/5" ]
null
2
math
grade-7
rational-numbers-find-the-sign
false
true
The number line shows an unknown number, z. Is z positive or negative?
"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"
[ "positive", "negative" ]
null
1
math
grade-2
skip-counting-stories
false
true
Each pen has 2 horses. How many horses are in 6 pens?
"iVBORw0KGgoAAAANSUhEUgAAAVcAAADgCAYAAAC3iSVhAAAmPklEQVR4nO3dd1RU19rH8e/QQTqoKCCi2LCCCoixl0SNUWOJ0agxaDQ2bEneeBNr4jXFSDPGGktQo8ZyY+8YuxFjEmNDpNlFLFRp7x/oKIKVOR4Yn89arDVzZuacZ8btj80++8zWnM+NykWIYq7X/O4ALA1YqXIlQjxdr/ndMVC7CCGE0EcvJVxvZ2possWODjttuZ2peRmHFKJIpM2KoipyuG69ZELwKfMnNsCD141JSDXg31uGfHzUsqiHFKJIpM2Kl6FI4Tr5r1IMOmhF0EkLVsWaPvZ5fo6Z1LDJBvIa9tZLJkU5rBAvTNqseFleKFxvZ2oYdNCKn86ZPbTt8buyNs7lu/p3tPen/FXqRQ4rxAuTNitetucO14RUA9793eaJv8kTUg3osNM2X4P0tMkmsHqa9vEn9RqE0CVps0INzxWu/94ypMNOW/69ZfjE562KNePfW4YsOGfGgqgHPYVubuna2z+dM3/OUouvhSGLmDB8EuuW/k/tUh7rzImz9G7Vhzo29WhY1pedG3apXdJLIW22oN2bIpgwfBLBk0LULuWxsrOzCZ0SRosqrahhUYv3WvdVu6Tn9szhuirW9JnPnD6uQbpY5NC1QgaQ1+gTUp+v47xzwy7cNR64azz4ddHqfI+FffUD7hoPejTp+Vz71IUta7ayOGwJB3YdfOnHfhYZGRn0b/cB+3ceIDUljYyMu5SvUF7tshRXHNpsp4ZdcNd40KJKK7KysvI9VsW4Ou4aD/bt2P9c+yyq44ePszhsCWt/XvdSj/s8ls5exvfjg4iJisXE1AQbOxu1S3puhbaUVbGm1F1vj/saB+3Px5HPfsbUxSLnsX9O+Tlmam8fvGb8onUzY3wQGRkZL/z6V8nxw39xMf4SAOE7FvPXzWNUr11N5ap0q7i32ZioWJbP/eWFXvsq2vzrFgAat/In8voRwlYU31724xQernFmRZ7b94FHmvb2wesPGqSn7YPf3gmpT/5T7UkuxF1kyczwF379q+TapWva297+3ipWopyS0GZDJoeRmpL6wq9/lVy912br+dbF0NAQjabkzTVW7CICa+Nc7VSWhxuk571tedtf7PANX2uARSkLfpg6i9u37jz2eZ9/NL7AUEH06Wjt0MLJ4ycBOBRxCHeNB33a9CP2XCwfdR2Kt2NDujXuwb4d+8nKyuL78UG0qNIKf9fXCJ4UQm5uwauGNRoN0z79htcqNsPPuTH/N3AcKckp+Z5z+9YdJgybSLPKLfF2bEj/9gGcOXFW+/j9Wvq90Z/rVxMZ0m0Y1c1rEv7j0kLfY0xULEO7D8e3vD++5f0Z0m0Y58/GaB8PnhTCqPfGaO9XNanBoC4fPfkDfkUp2WabvdGUa5evsSBo4WOfc+3KdW3bfHioYMS7I3HXeOT7d3PXeFDN1JPkO8lMHDGZxhWa0MbzDRaGLAJgzc9r6eLXjXr29QnsNYo7twv+PzEzN+OX+StoV/dN6tnX5/12HxATFZvvOTk5Ocz7fgHt63WktnU9uvp3Z/PqLfme467xoJqZJ9nZ2Uwd+18alPFheM/AQt9jTk4Oi0IX81aDztSyqkvH+p1YGLKInJwcANJS06hj60XUySgAZk6dle//aklipOTOrY2f/LUFL9oL0BgY8M6AHvwUvJA538xh7Fdjnv6iZ/BP5Am6+HYjKTEJgKP7kxjafTie9WrkG08NmhhCjbo1aNu5Tb7X/zJvBbm5uRgZGZGVlcUv81YQHx1P+I4lQF6wdvTuRFx0HMbGxpiXMmf3pggO7j7Eln82UqFSBe2+4s7FMfCtQfx56E8AqtaqWmi93V97h/S0dAwN8z7LTb9uZtfG3fyyZxl1GtTOG6+yt+H6lesAuFWuQGmn0jr5vPSRUm327b5dOLDrIHO+mUOvQT2xd7R/of087O7du7xVv3O+X6aTR37JoYjD+QLwf8t+w6GMA+ODPs/3+tP/nOH/BozTtteIzXt4268bu85u145xDu0+XLsvxzIORB44xkddhxK8dAZvvdvxQS0Zdxnb7xPWhueN4xbWXgECe41i/S8bADAxMeGfyBP8E3mCI7//wcyVoQA4lLYnPTWdzMxMbOxssHOwxdjkxYcQ1aLqdwtYG+e80OtuJ90iYPQHmJiYsCBoIVcvXcXSqujzEG/euIlvMx92R+3g+yXfAXAr6RYXYi+ybFc4G//8DWc3ZwC2rt1W4PWu7q6sPbyaU+kn+Pz7cQDs33mAI3v/AOCb//uWuOg4GrXw44+rh/jj6iEGjgkgPS2dH/77Y759xUTFknA+ntlrZrHj9DbqNKxd4Hgf9/+U9LR0GrXwIzLxDyKvH8GvuS/pael80v9TAD76v8FMCP5C+5odp7fx5azJRf6sXlUv2mZNTE3o3r8bd24n88PUWQCU0kGbNTI2Ys3BVaw59CsOpe3Jzc0lYvMevlkwjT3Ru2jRvjlQeHs1NTMlZFkQJ9P+YdW+FZiYmJCUmMTimT8DsP6XDWxevQU7Bzsizu3kyJVDzF6TV/uM8UEF9ve/Zb/xxYz/sPPMdnoPfrfA41vWbGX9LxvQaDTMWfsjp9JPMGftj2g0Gjau2sTGVZswtzBn19kdVKic19HoM/Q9dp3dgUcNjyJ/Vi+bouF66Hpex/jhBvnwuNjDf249j1tJt3CuUJ53B/UkLTWNmV/9gI29bs4mTgj5ArfKbnR5rzNWNlYABIz+AL/mvtSoWwO/5r4AXLlwpcBrG7X0o27DOhgaGvL+iH5YlLIA4O8//gbypsAAmFuYEzwplGmffMOlhMsAnIg8UWB/0xd/S9vObahU1R1T0/xzLC9fuMypv04BEDhhONY2VljbWhM4YQSQ1yu5fxJLPDsl2+ywz4dgambKkh/CuZRwCVsdtNkh4z6inm896vnU1Y6nt2jfnO79u+Hq7kr77u2Awturk3NZOvZ8EyMjI+r7e+PXIq9tP9penVycWBS6hCmjvuLg7kMYGRkRExVbYKhh0CcD+WBkf9yrVCy0Z75r424AfJv50KZTazQaDW06tcanqQ8AEZv2FPnzKE4KHRZwscjmUBFHDB57tvWhEwUv2gtISc47KTDs86Gs+ulXVixYRV3fei9W6BOYmZtx55ExXTPzvDmQj06reZShoSHWttakpqSSdD2JnJwcLt8L0sLmmBY2hvu4P60AYs4+GBtzruiive1S0Vl7+/yZ85R3LffEOvVFcW+zqcmpODk70W94X+Z8O5eFIYuxdbAj9lzcixf8iPtts7BtT2uvgDYQk67nDYtdiL0AwMnjJ59pzPNJ7RUetFmXh9pr3n1nDkXktVd9UmjP9bv6ySxrcjvfj6/j0/9xHhZ0Mq/XZmWUQze3B1OmHp7K0rb83RepWcuxjAMBoz8gPS2dDffGcR5maJj39jLSHxz//sC50lJTUrXjnO5V3TEwMMDNww2Ab3/6mvO5Ufl+1kc+3wUIbh4Pxmcvxl3U3r7w0O37x3sVlJQ2O+SzwVjbWrNsznKMjfP/MrjfXkGdNht7Li/83Ku6A1CpWiUAuvZ7u0B7PZ8bhZW11XPtv+K9Nvtwe334vr6118cOC/g5Zub7Wd7kFv0rpz/u6fkcvG7MhbS8XX/gkaE9SXA7U8OvcXm9A2fzHFwsit5oBo4NwN7RvtDeYOlyZYC8q5OO7P2DmKhYJg5XbrzxzD9nuHb5GllZWXw7bjpZWVmYmJjQsEkDAFq0bwZA6JSZJMQkAHk91vsnrZ5HOZdyVK1ZJW9/k8NISU4hJTmFsCkzAfCo4YGLm/OTdqF3SkKbtbGzYdAnH3Ln1h3+2Hc032N2DnaYmORdort++XquXLzC6iVr2bZue5GO+ThJiTc5cSxvOGrDyo0cO/gnAP6tGgEP2utvy9fz+7a92tedPH6StNQ0nlfTN5oCcHD3Ie2Qw+5NERyKOAxA83bNXuyNFFPPNeY6vk4K33onP/V5fo6ZdK2QQdcKGYys8WBe39aLJtrxq4d7BkVhaWXJ0P8UPrWo1ZstAEhPS6dHk560qNKK2HNx2rFUXTtx7F98y/tTs1Qd7ZSYgWMDcHV3BWDkpEAqergRFx1Hy6ptaF3jdRqW9aWLXzcO/37kuY/37cJvMDUzZe/2fXjZN8DLvgF7t+/D1MyUbxd+rdP3VlIVxzbbP7AfZe794n+YRqOhRYfmAKz5eR1+zo0Z03cslatX1slxH5WWmsab3p2obl6TYT3yxuobNK5Pp15vAdD6rda8+U4H7mbcpW/b92lWuSVN3JvTvl5H5k2f/9zHa9+tHe27tSMnJ4f+7QPwLFWb/u0DyMnJ4fUubenQo70u357qnvuEVje3DDa0vImV0ZN/g39XP5nv6j9o1LczNUz5O+/sqJVRTr4J20XV+6NeOBdyOWeNujWYOvtLXN1dcShtT8eeb7L64Coq3fuzR9cWbf6Jt/t2oZRVKap4ejAxZHy+aWKWVpb8FrmOgFH9cfNw42LcRRzLOjJ03EdU8Xz+s6F1GtRm4/H1vN6lLbYOttg62PJ6l7Zs/PM36vnU1eVbK9GKW5s1tzBnxPhhhT42eeZEmrdrhpW1JXUa1Obbn77m46m6mWr4qI+njmXMl6NxLOtIORcn+g7rw+KtC/NN2A9ZFsTE0AnUbViHxKuJaDQauvZ7m3bd3nihY4b+EswXM/6DZz1PDAwM8Kznyeffj+OHVWG6elvFhuZF19BKSDXgw4PWnLz3hRiB1dPy/cZ/1IcHrdh271uJnvZcIR6lizW0pM2Kl6VIa2i5WOSwvMkt2pS7i5VRDm3LP/5PpoRUA20jrWGTLY1UqELarHiZijR3xdo4lzl+j7/89D4Xixx8HbNISDFgjt/tohxSiCKRNiteFkUvf33Y8ia3XtahhNAJabOiKGRpbSGEUICEqxBCKEDCVQghFCDhKoQQCpBwFUIIBUi4CiGEAiRchRBCAS9tnqsQxdnCkEWcPxuDdyMv7ReXCFEUEq5CkLcEycHdh8hIz5BwFTohwwJCCKEACVchHvLw1+0JURSqhKu7xoOqJjWIiYolsNcoGpTxoXWN1/nx69kF1pKKPh3Nh50HU7+0D03cm/NpwGfcSnpwzfehiEO4azzo06YfF+IuEthrFA3L+tLcoyW/zF+Rb1+n/j5NwJsD8XJogG95fz7sPJg/Dx9/GW9ZlBCWVqUI/3EpnX3epo6tFwM6fsi1e8v13Hfn9h0mj/ySltXaUMfWi57Ne/P71t/zPSd4UgjuGg9mTfuRYweP8U7Td6lkUIVzp86RlJjEuEGf4+/6mvb165bmX+bnae0+JyeHWdN+pGW1NtS0rMNbDToTOiWM9LRnW3lBKO+Fv8+1KNw1eV8MbWJqwt2MuxgaGpKdnbeq5qhJgYwYPxyAPw8fp2ezXmSkZ2BlY0VGegZ3M+5StWYVNvz5G0ZGRhyKOETP5r2xsbPB0NCQG9dvPHhzGg1b/tlIFc8q3Eq6Revqbbl+NZHSTqUpZWlBTFQsr7V5jSVbF77sj0A8J118n+uTvNuiNwd3H8LGziZfiAG8+U4HQpcHA5B8J5mO3p2Iicpbb8rExIS7d/PW1ZoUNpG+Q98D8sI1aGIIzd5oyl9H/iYpMQkTUxNOJP9F/3YB7N2+j1KWpXCp6Ez06fPYOdqx6a/12DvaP1O7D/vqB6Z//j1GRkZUrl6JhJgLpKelE75zCb73VlMV6inS97nqgl9zXw4k7OWfO8dp3y1vCeB50+dr1+f5+P1PyUjPYNAnH3L02mGOXDmET1Mfzpw4y/pHFiS8lXSLhk0asOP0NsJ3LMHUzJTc3Fx2rs9bW+vPQ8e5fjURi1IW7Ivbw66zO1h9YCVB4dNf7psWxVpOTg7BS2ewN3YPb73bEYDt/9uhfXz65zOIiYqlTLkybD+5hX+SjzPokw8B+O/H0wosZx6xeQ+Vqrmzcu8vbPprA1mZWezbsR+AxVsXsvnvjeyK2sFPG+dpV199lna/47edAIyaPJLNf2/k8OUDLN66UIK1GFE1XLv06YyTsxNm5mYMGPMBAHduJ3P+zHkSYhKIOhkFwO2bt5n2yTcETwwh514P90TkiQL7mxg6nkpV3fFv2Ui7eN/VS9cAqFy9EiYmJqSmpBLw5odsW7eder71cCjt8DLeqigh2ndvx1vvdsS5Qnne6pUXrulp6dy+t8T67o27Aeg1qCeVq1fG2NiYUZMCMTUzJT0tnYO7D+Xbn5WNFbNW/0CDxvWpVNUdM3MzKt5b5fTTgM/4eVY4dg62eNbzBHjmdl+9TjUgrzMyY0Iwt5Ju4d+ykYKfjHhexeaElt2939oAN64naddMB1g2ZzkLgn5iQdBP2hUzHx2bfdSj67W7VHRh3vo5VKtVld+3/s6HnQfzeq12HIo49KTdiFfY/TYEkJ2VRU5ODnHR8UBee7rP1MwUx7KOAJw/cz7fPhxK21P63mP3zd8wj1ZvtiTqZBRfDJlAk4rN+XlWOMAzt/v/TP+MfsP7knInhZDJoTSv3IrxQyeQmZmpq7cviqjYzHONvTeGBVCxSkVMTU209/dE79KuoFoUTdq8xsbj69m5YRc/TpvN0f2RDOoyhKPXDmNoaFjk/Qv9ZmBggKu7C7Hn4rgYd1G7PSMjg8SriQDaXumTuFepyLzf5vBP5AkWBP3EmiVr+WLIBOr51qNStUra5z2p3VtaWTIxZDyDP/2QpbOXM/e7eSz5IZwKld0YMPqDIr5ToQuq9lwPRRwmPS2dmzduEjI5FMhreM4VylPaqTQ1vfL+VJo88ktSklMAyEjP4N8//33uY6WmpDJ3+nwy0jNo3bEVE0LGA3ljtXduPX3ZDyEAmr3RFICls5cTey6WnJwcwqbMJD0tHVMzU3yb+z51H4tCF3Mx/hK1vGvyzYJp2NjZAHlDAs/a7res2UrkgWM4OTsxevJIGrfy1+5DFA+q9lyXz/2FVT/9Sm5uLtnZ2RgYGDA++AvtXMNp8/5L99feYfv/duBbzp/yFcpxIfYipmam7I7agbWt9TMf65vPvmNR6GJmjA+icvVKxJzN6yk3buWPrb2tEm9P6KGxU8ewe9Me4qLjaO7RCjNzM+30p//7+hNc3Jyf+PrNq7cwccRkvhw9lcrVK5GUeJNbSbdwLOuIb7O8k1FPa/cpySmM7D2a9LR0XN1dMTE14dypcxgYGNCu6+uKfwbi2ajacw2cMAJvf2/MLczxbuTFkm2LaN6umfbxWt412fz3Btp3b4etvQ2XEy5TrXZVPp46BjMLsyfsuaBP/juWkRNH4FGjMudORWPnaEe/4X0JWxGi67cl9JiVtRW/Ra6j77A+VPRww9jEGJ8mDVm4aQHvj+j31Ne/3qUt0xd9S4PX6nMp4TK5ubm83qUtS3cuwc7BDnh6uy/nUo4l2xbRplNrMu9mcvXSVRo0rs/c/83Gt9nTe87i5VB1nmvw0hna6S5CPInS81yF0CXV57nm5OSoeXghhFBMsZmKJYQQ+kTCVQghFKDKbIHzuVFqHFYIIV4a6bkKIYQCJFyFEEIBEq5CCKEACVchhFCAptE8r5d+EYEQQug76bkKIYQCNLlP+2JUIYoB//neAOwPiFS5EiGezn++t/RchRBCCRKuQgihAAlXIYRQgISrEEIoQMJVCCEUIOEqhBAKkHAVQggFSLjqyOHDhxk/fjxly5alTZs2apcjxBMtW7aMN954A1tbWzw9PQkKCpKVQXRMwlVHgoOD2bZtG+np6WqXIsQTTZ48mcGDB9OsWTPWrVtHz549GTt2LGFhYWqXplfkCi0du99r3bZtm8qV6Be5Qkt3IiMj0Wg0eHl5abf17duXI0eOcPLkSRUr0x9yhZYQryBvb+98wQrg6elJQkKCShXpJwlXIQTHjx+nVq1aapehVyRchXjFxcfHs379et555x21S9ErEq5CvOJGjBhBmTJlGDJkiNql6BVVVn8VQhQP06ZNY+PGjURERGBiYqJ2OXpFwlWIV9Svv/7KuHHjmDlzJn5+fmqXo3dkWECIV9D27dvp3bs3o0eP5qOPPlK7HL0kPVcdSEpKIjo6GoDbt28DcPToUQDq1q2LkZF8zKL42LdvH507d6Z+/fr06NGDiIgI7WPOzs54eHioWJ3+kP/1OrB161Z69uyZb1uDBg0AuH79Og4ODmqUJUShRo8eTUpKCvv378fX1zffY8OGDSM0NFSlyvSLXKElSgS5QkuUJHKFlhBCKETCVQghFCDhKoQQCpBwFUIIBUi4CiGEAjSN5nnJbAEhhNAx6bkKIYQCZJ6rKBFknqsoSWSeqxBCKETCVQghFCDhKoQQCpBwFUIIBUi4CiGEAiRchRBCARKuQgihAAlXHcjKyuLLL7/Ez88Pa2tr/Pz82LJli9plCfFMPvjgAzQaDevWrVO7FL0i4VpE2dnZtGvXjvDwcAICAli3bh2VKlWiQ4cOREbKhHdRvO3fv19CVSESrkVkaGjIkCFD2LdvHwMHDqRFixYsWbIEV1dX5s6dq3Z5QjxWdnY2Q4YMYfTo0WqXopckXHWgS5cu2Nvba+8bGhpSrVo1EhISVKxKiCcLCwsjMTGRgQMHql2KXpJwVcjx48epVauW2mUIUajLly8zfvx4ZsyYgampqdrl6CUJVwWsWbOGK1eu0L17d7VLEaJQY8aMwcfHh27duqldit6SpbV17M6dOwQGBtK7d2+8vb3VLkeIAnbv3s2qVas4fvy42qXoNem56lB2djY9e/bE0NCQ4OBgtcsRooDMzEyGDh1Kt27d0Gg0nD59mjNnzgCQkJBAdHS0yhXqD+m56tDo0aPZtWsXe/fuzXeCS4ji4t9//9X+LF26NN9jw4YNw8PDg7Nnz6pUnX6RnquOTJkyhbCwMJYuXSrDAaLYqlu3Lrm5ufl+bt68CcDatWslWHVIeq46EBQUxPjx4xk+fDjlypUjIiJC+1jNmjVxdHRUsTohhBokXIsoNTVVOwk7NDSU0NDQfI+vWrWKrl27qlGaEEJFEq5FZGFhQU5OjtplCPHCbGxskKX0dE/GXIUQQgESrkIIoQAJVyGEUICEqxBCKEDCVQghFCDhKoQQCtA0muclczCEEELHpOcqhBAK0OTK7GFRAvjPz/u+hv0Bsi6ZKP7853tLz1UIIZQg4SqEEAqQcBVCCAVIuAohhAIkXIUQQgESrkIIoQAJVyGEUICEqw5kZmYyZcoUGjZsiKWlJTVr1iywIoEQxc2RI0do3bo1dnZ21K5dm6lTp8oXv+uQhKsOBAYGEh4ezqBBg1izZg3NmzdnxIgRzJw5U+3ShCjUzp07adq0KU5OTvz8888MHjyY0NBQ/v77b7VL0xtyhZYO3Lx5E2NjY0qVKqXd1qxZMwwMDNi1a5eKlekPuUJLt3x8fKhSpQrh4eHabWlpaZibm6tYlf7wn+8ta2jpgq2tbYFtaWlplClT5uUXI8RT7Nu3jyNHjjBnzpx82yVYdUvCVYdSU1OJiYkhJCSEuLg4wsLC1C5JiAL27t2LjY0N9erVAyAjIwNTU1N1i9JDMuaqQ5UrV6ZmzZqEh4fz66+/4uPjo3ZJQhQQHx+Pq6srGzZsoFatWpiZmeHm5pZviEAUnYSrDu3evZstW7bwzjvv0KJFCxYtWqR2SUIUkJKSQlxcHN999x1Llizhxo0b9O/fn759+xIZKWPauiLDAjpUrVo1qlWrRtu2bbG0tGTYsGF069Yt34kuIdTm5OSEra0tGzZswMLCAoAJEyawePFi1qxZg7e3t8oV6gfpuSqkefPmJCcnExUVpXYpQuRTsWJFbt68me8ElkajwcXFhUuXLqlYmX6RcNWB+fPnk5mZmW/b0aNH0Wg0uLu7q1SVEIXr0KED6enprF+/XrstPT2dkydP4unpqWJl+kWGBYro8uXLfPHFF8ybN4/33nuPmjVr8vvvv/PNN98wYMAArK2t1S5RiHxcXFwYNmwYAwYMYObMmXh4ePD1119jYGDA+++/r3Z5ekPCtYicnJw4duwYX331FQsXLuTkyZO4uLgwadIkRo8erXZ5QhRq+vTplC1blokTJxIfH0+jRo3Ys2cP9vb2apemN+QKLVEiyBVaoiSRNbSEEEIhEq5CCKEACVchhFCAhKsQQihAwlUIIRSgaTTPS2YLCCGEjknPVQghFCDzXEWJIPNcRUki81yFEEIhEq5CCKEACVchhFCAhKsQQihAwlUIIRQg4SqEEAqQcBVCCAVIuOrY3bt3qVGjBhqNhlu3bqldjhCFunLlCn369KFMmTKULVuWXr16yfpZOibhqmPTp0/nypUrapchxBN16dKF8+fPs2XLFjZu3Eh8fDxdu3ZVuyy9IuGqQ3FxcXz11VeyvIso1mJiYjhw4ADTp0/Hy8uL+vXrM2fOHA4cOEB8fLza5ekNCVcdCgwM5PXXX8fLy0vtUoR4LBsbG4yMjEhNTdVuu7/MdkZGhlpl6R0JVx3ZtGkTW7Zs4fvvvycrK0vtcoR4LDs7Ozp16sTw4cP5999/AVi2bBm+vr54eHioXJ3+kHDVgfT0dIYPH85//vMf3Nzc1C5HiKdasmQJmZmZ1K5dmy5dujB79mxWrVqldll6RcJVB6ZNm4ZGo2Hs2LFqlyLEU2VnZ/Ppp59Svnx5Fi1aRFRUFFeuXGHv3r1ql6ZXjNQuoKQ7d+4cX3/9NdOmTSMmJgaAhIQEAM6cOYOrqytOTk4qVihEfrNmzWL58uXExsZibm5O7969CQoK4t1336V8+fI0bdpU7RL1gvRci2j9+vWkp6czcuRIqlevTvXq1Rk2bBgAPj4+fPHFFypXKER+GzZs4I033tCexNJoNIwaNQoPDw9Wr16tcnX6Q8K1iAIDA8nNzc33s3btWgBu3rzJ3Llz1S1QiEc4OjoWmHKVk5PD3bt3sbKyUqkq/SPhKsQrZsiQIezbt4/AwEBOnTrFqVOnGDBgADdu3KBPnz5ql6c3JFyFeMU0atSIXbt2ceLECfz9/WnatClXr15lz549VK1aVe3y9Iac0FJAp06dkKXJRHHWuHFjtm/frnYZek16rkIIoQAJVyGEUICEqxBCKEDCVQghFCDhKoQQCtA0muclp7WFEELHpOcqhBAK0OTKhExRAvjP9wZgf0CkypUI8XT+872l5yqEEEqQcBVCCAVIuAohhAIkXIUQQgESrkIIoQAJVyGEUICEqxBCKEDCVQfu3LmDRqMp8NOxY0e1SxMCgMOHDzN+/HjKli1LmzZtCn1OREQETZs2xc7OjrZt23LixImXXKV+kS/L1oGkpCQAQkNDqV27tna7g4ODWiUJkU9wcDDR0dGkp6cX+vjx48dp3749AQEBTJkyhR9++IGWLVsSGRmJs7PzS65WP0i46sD9cG3Tpg3VqlVTuRohCgoPDwd4bK81ODiYunXrEhISAoC/vz+VK1dmwYIFsoLxC5JhAR24H65lypRRuRIhXszKlSt5++23tfeNjY3p2LEjK1asULGqkk3CVQfuh+vgwYMpXbo07u7ufPbZZ6SlpalcmRBPl5iYSHJycoHFCatUqUJsbKxKVZV8Eq46UKVKFdq2bUvv3r3Zs2cPgYGBzJgxg1GjRqldmhBPdenSJQDs7e3zbXdwcODOnTskJyerUVaJJ2OuOlCrVi22bNmivV+jRg0uXbrEt99+y3fffYelpaWK1QnxZBqNBqDAisX37xsYSB/sRcinppAWLVqQm5vLqVOn1C5FiCcqV64cADdu3Mi3PTExERsbGywsLNQoq8STcFXI/SkvNjY2KlcixJPZ29tjbW3N6dOn820/ffo0FStWVKcoPSDhqgOLFy8mOzs737aVK1diZ2dH5cqVVapKiGfXo0cPVq9erb1/9+5d1q9fT48ePVSsqmSTMdciunDhAmPGjGHevHn06tWLKlWqsHLlSpYuXcr8+fNlvEqoLikpiejoaABu374NwNGjRwGoW7cuRkZGjBgxAn9/fwIDA+nRowchISFkZWXRv39/1eou6SRci8jZ2Zk///yTqVOnMnfuXM6cOUPVqlVZsWIF3bt3V7s8Idi6dSs9e/bMt61BgwYAXL9+HQcHB2rXrs2mTZsYN24cixcvxsfHh127dmnHY8XzkzW0RIkga2iJkkTW0BJCCIVIuAohhAIkXIUQQgESrkIIoQAJVyGEUICEqxBCKEDTaJ6XTMUSQggdk56rEEIoQC4iECWCXEQgShK5iEAIIRQi4SqEEAqQcBVCCAVIuAohhAIkXIUQQgESrkIIoQAJVyFeYVevXiU+Pr7Ayq+i6CRcdWjRokX4+vpiY2ND48aNWbNmjdolCVGow4cPU7t2bcqWLUuFChWoV68eZ8+eVbssvSLhqiNTp05lwIABtGvXjhUrVtCkSRM++eQTUlNT1S5NiAKmTJlC3759uXz5Mtu3bycxMZGhQ4eqXZZekSu0dOD69eu4ubkRFBTEwIEDtdvT0tIwNzdXsTL9IVdoKevjjz9mwYIFJCYmql2KXpArtHRk9uzZWFpa0q9fv3zbJVhFSXHixAkaNmyodhl6RVZ/1YG9e/fSqFEjTExMgLw13+/fFqK427x5M9u2bWPz5s1ql6JXpOeqA/Hx8bi4uDBt2jScnZ2xsLDAx8dHuza8EMXVtWvX6NOnD59++imtWrVSuxy9IuGqAykpKYSHhxMfH8/+/fs5f/48ZcuWpVOnTqSkpKhdnhCPNW7cOMqVK8eECRPULkXvSLjqgJOTE61bt2bmzJm4ubnh6upKWFgYFy5c4ODBg2qXJ8Rjbd68mQ4dOmBsbKx2KXpHxlx1oGLFiiQnJ+fb5uLigkaj4dKlSypVJcTTzZo1ixo1aqhdhl6SnqsOdOnShR07dnDlyhXttmPHjpGbm4unp6eKlQnxZF5eXri6uqpdhl6ScNWBbt26UatWLd566y327NnD3r17CQgIoE2bNnh7e6tdnhCFiomJwc3NjR49eqhdil6ScNUBAwMDdu7cSd26dXnvvffo2rUrvr6+rFy5Uu3ShHgsKysrKlSoQLVq1dQuRS/JmKuOWFpaMmfOHLXLEOKZOTg4EB0drXYZekt6rkIIoQAJVyGEUICEqxBCKEDCVQghFCDhKoQQCtA0mucl3+cqhBA69v8zqs43oyBe5wAAAABJRU5ErkJggg=="
[ "4", "8", "12", "10" ]
null
2
math
pre-k
light-and-heavy
true
false
Which is lighter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKgAAACoCAYAAAB0S6W0AAAXR0lEQVR4nO2daZAcV2GAvz7mPvbWSrtaSdaNLcsyRjLGIHwQxyaYHGCcmKNCKqkUCUclhFQFqFAhVJFKnCqq4iRFBeIQHAghYGIIhoDASDZCsoQs20ire1fa1e5qz5npmenpMz96r9mZ2Vuot/d9VVva6df9+vXqm3e/15Lrum6/AecLkLPBchEIbhiqBCkFtsWhNQxSf8l1j2ZvdLIEgkruTIN6ruB9WBeGHQnPXoHgRpGz4Uwe+gw4WwA5a3kBQk6BH0gpnos...
0
math
grade-1
am-or-pm
false
true
Chase's grandma is reading a book one evening. The clock shows: What time is it?
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"
[ "6:30 A.M.", "6:30 P.M." ]
null
1
science
grade-7
predict-heat-flow-and-temperature-changes
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
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAWIklEQVR4nO3d6XMb530H8O8uLuIiKJKiKB4SdVsSZcs66Ui21aiuldROnbjKJI7tZKZ1X2X6on3d/gH9DzqZ6bR16hxWXFtyIlmHZVu3HFK3KB7ifYIASQDEvUdfLAkKIi2xJrC7AL6fGY/Fh8TiIZ7dL/f57T6AoKqqOpYCumNARAYkFUREOWEVAK8F2OQCVtkBYSypqtfDRneLiIrd/nLA2hXTvlhtB7a4tTQiIsqFiAx0RIHRFNAZA8SwpH2DYUNEuea1aNk...
0
math
kindergarten
equal-sides
true
false
Which shape has 6 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAEKUlEQVR4nO3dv47UVhiG8dczsyMtYWdTgaIUVAEpClGkRKJKwTYUXEIuIDeRMteQO+AiggRIgKKIJiRBSxbSIpaGwh5mw+x4TgrnRLOIP7s7Pt+xz3l+lS1L1lc8cufzFc45tz+X/p5JVS0tnIC1jQppayh9dkY6P5aK/dfOPShjj4WUXZlIo6ez5uaTsXTpo6ZCYF1VLe29kp7PpSczaVAumgdEhjZtDZumJGlaS4N65QHQJt/UoZMGcUdBLggNJggNJggNJgg...
1
math
grade-3
compare-fractions-in-recipes
false
true
Does this recipe call for more milk or vegetable oil?
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"
[ "milk", "vegetable oil" ]
null
0
math
pre-k
shapes-of-everyday-objects
true
false
Which is shaped like a sphere?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIUAAACFCAYAAAB12js8AAAReElEQVR4nO2dy28kx33HP1XVPe8Zvskl9ylpLQmWLa0SyavEimMlQWQbNnIx4EsQH51TLrnmH8gtl1zyBwhBggBBEsSwY8eREwOxElu7ihfSarXWklpq+Z4H59WPqsqhyRUfM1zOLJesIecDNMiZ7p75TfW3f/WrXz1aWGvtUggfNWFTQ2wZcsbwBBQVfC4HMykQS4G179RO2qwhrnC9BN6dZvJiNgXP5RPFDDlbbGq43YAHIXzYBFmLkx1DQZxdiiq5/gB1DVL...
2
science
grade-4
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAAC/pUlEQVR4nOz92Y9lWZbeif32mYc7X5vczKdwj4iMjIzKqsrKSmZVFotkE2RLIkhRgCAIkF70IqAFoZ9bQP8fepGgVgnoRouNbhIkm0CTapBsFmvOrIyM8HCPwSczt/nOZx721sM+55h5Zk1shlcGM20Bnp7u4W5u996z9l7rW9/3LfEHK6W+FkLf5CZu4ib+Z8SmhicxnBQwtuA3Rvr3jZvEuomb+PeLvglfC/X/j+qr3zduEusmbuLfP9o8KtXV7xk/nW/lJm7...
2