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 β | choices_pic listlengths 2 4 β | answer_idx int64 0 3 |
|---|---|---|---|---|---|---|---|---|---|
technology | grade | logo | false | true | This is (part of) a (former) logo of which computer related brand? | 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" | [
"Toshiba",
"Acer",
"Medion",
"Broadcom Inc."
] | null | 0 |
science | grade-6 | use-data-to-describe-climates | false | true | Which statement best describes the climate of Houston? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Houston, Texas, is a city in the United States. It has a humid subtropical climate. | 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" | [
"Winters have lower temperatures and slightly less precipitation than summers.",
"Summers have slightly higher temperatures and less precipitation than winters.",
"On average the summer months are colder and drier than the winter months."
] | null | 0 |
math | precalculus | outliers-in-scatter-plots | true | false | The three scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAU4AAAFGCAYAAAAFAHYEAAAqNUlEQVR4nO3de1BUZ5438O/pCzTa3UhH8Q0GYWPjhUi8IE1IMBVTk05qJ3mnZitGMptkdiAzkyWjcXYqGbPlvLJu1qmOrjUx6kZrZqjU7LKjcSaJSaXipHZ12NUWOoU6AmqAFTWQFbRR6NiHvnDeP3o40tANHOzT3cD3U2XB+fXxnKe5fHnO7XkESZKk//UBrbeAviAQkEBEREPoBMCkBfJmAHNTAOF/+yWpvjfRzSIimhyKzYCu5VZo4e4UYNHMUKoSEdFtfUH... | 1 |
math | grade-1 | which-table-is-correct | true | true | Jane found the following items in the family junk drawer:She wanted to know how many of each item there were, so she made a table of the items she found. Which is her table? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAeQAAACdCAYAAABl9AtEAAAsEElEQVR4nO3deZwU1b3//9epqt5mhRlm2BFkRxPFGFSUSABBUZQoictNXOPF/HKNJi5RcUGiuVevIdcEf1FRs3iTx1W5RqJcIIIooCzKIoZ1UHZm2GaYvZeqc75/VE/LBBCUge4ePs/HYzJYXVN9umbS7z6nzvmUAgxCZBFjDBVx2NgAtR648hcshMhCjoJ8G3rnQPsgKCSQRZapiBmW1qS7FUII0XLOKQAn3Y0Q4ssqa/C/dwxC31z/E6YQQmSbWg/W10N5HDY... | 0 |
math | grade-1 | two-dimensional-and-three-dimensional-shapes | true | false | Which shape is three-dimensional? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAJDUlEQVR4nO3dX2/b1hnH8R8pkRKV2GlWxKmz+I+Abb3YxYYNWO8G7FXsxe4FDOiAXewuazc7URI78Vq3VixKpCjugo6dIm0dR5Ye6TnfDxAgQRL4ONEX5BHPOYrquq6PC+nrkTSspGktAAvSjqSNlvTrnvQwlaLjSV1/eWY9LCA8X2xK7a9GzS+2U+nzO02dABZjWElPzqWjQvr3SIrPps1vEB+weButpjVJelNJcfXObwBYvLetlbUU2w4FCBsBAoYIEDBEgIA... | 1 |
math | grade-8 | compare-linear-functions-tables-graphs-and-equations | false | true | Function A and Function B are linear functions. Which statement is true? | "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" | [
"The slope of Function A is greater than the slope of Function B.",
"The slope of Function A is less than the slope of Function B."
] | null | 0 |
math | kindergarten | ordinal-numbers-up-to-tenth | false | true | The first picture is a moon. Which picture is fourth? first | 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" | [
"rocket",
"star",
"moon"
] | null | 0 |
science | grade-6 | compare-thermal-energy-transfers | false | true | Two identical aquariums were next to an open window. One aquarium had a plastic cover on it, and the other was uncovered. This table shows how the temperature of each aquarium changed over 1.5hours. During this time, thermal energy was transferred from ____ to ____. | 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yxcTE4OPjQ3R0NPXq1dPa16tXL86dO1fssT/88IPWuCvO7du3+fLLLzl06BB37tzB0NCQ3bt306xZszLnL4QQLyKdZvDXr1+Pt7c39erVY/PmzZw7d45NmzbxxhtvMH/+fD777LOKylOI5+LMmTPUrl2bTz/9lJiYGLZv346hoSHe3t4kJiZq2sXHx2NgYMCSJUv49ddfOXjwIO3bt2fSpEls375dcbwZM2aQmJio9U+Ke6EP1Go1Fy9eJDg4uNg2O3fuLHT/JyYmEhgYSL169VCpVCXGOXXqFN27d6datWqEh4fz22+/ER8fL8W9EOKlpngG//Tp08ybNw9/f3/8/f0125s2bcrUqVPp0aMHR44cqZAkRcVbunQpS5curew0Kt2QIUO0fq5ZsyaLFy/G2dmZrVu3MmPGDAA8PT3x9PTUtDM1NWX69Ols3LiRqKgovLy8nmveQlQ1np6eXL58WefjsrOzCQ0NZeTIkRgbGz+zbUZGBuPGjaNfv34EBgaWNlUhhNA7imfwv/zySywtLRk7dmyR+1u3bs3o0aM1Px85cgRvb2/s7OxwcnJi/PjxXL9+XbP/5MmTTJs2jRs3bhTqa+PGjSxatEjzc1xcHEOHDqVNmzbY2dkxcOBA4uLitI5ZuHAhzs7OJCYmMnr0aOzt7enUqZNOfcB/3062s7PDxcWFKVOmoFarFV2jEydO4O3tjYuLCy1btuStt97C399f67wLREdH069fP+zs7HB1dSUgIAAnJyettf4BAQF07ty50LFeXl6MGjVK57jPukZLliyhbdu2Oscu6HPv3r14e3vTqlUrXF1dWbFiBQ8ePGD+/Pm0b98ee3t7+vXrR0JCgqJrWZXUqFEDQ0NDHj58+Mx2arWa7OxsXn311eeUmRBV1549e0hMTGTBggU6HbdhwwbUajWDBg0qse22bdu4f/8+H374YWnTFEIIvaS4wD9+/DgdOnQocUYF4KeffmLYsGF4eHhw/Phxdu7cSVZWFn379iU5ORkAW1tbvv/+ezZt2qR1bHZ2NiEhIRga/plabGwsPj4+NG3alP3793PkyBFUKhWDBw/mwYMHWsdmZGQwb948Jk6cyLlz5zh8+LBOfcTGxjJo0CAcHR05fPgwBw4cULSeusCNGzdwcHBg06ZNnDt3js2bN5OcnMzw4cPJzc3ViuPn54eLiwuHDx9m3759vP3222RnZyuOVZq4z7pGZZGSksI333zDokWLOHv2LKNGjeKzzz7D3d0dS0tLoqKiOH78OIaGhkyePLnM8Z632NhY8vLyaNKkSZH7c3NzuXr1Kv7+/jRs2JAJEyYo7vvzzz+nWbNmODs74+3tzc6dO8srbSFeOFlZWaxatYphw4ZRo0aNEtsfOnSIxo0bs2zZMrp06YKdnR0dO3YkJCSEJ0+ePIeMhRCialJU4KelpZGWlqZ4ZjI4OJiOHTsyfvx46tatq/kFnJmZyerVqwGwtrame/fuREREaBWhUVFRpKamamZvgoKCcHR0ZO7cudSvX5969eoxd+5cTExM2LBhg1ZcMzMzwsLCaNOmDdWqVdNsV9pHcHAwDg4OzJkzBxsbGywsLHB3d1f0Rw1A//79CQoKonnz5hgbG6NSqRgxYgQJCQlcunRJ027x4sU4OTkREBCAjY0NtWrVokePHqX+cKvSuM+6RmVhaWlJeHg4dnZ2GBsbM2TIEKpVq4avry/+/v7UrVuXOnXq4Ovry/nz5zV/5L0IcnNzCQkJwcjIiN69exfZpnnz5nh4eJCQkMCKFSsKfZCwKCYmJiQmJnLp0iUuXrxIZGQktra2TJo0iS1btpT3aQjxQli/fj1ZWVkMHTpUUfurV6+SlpaGvb09ERERxMbGMnPmTNatW6dZTieEEC8jnT5ka2BgUGKb+/fvc/HiRTp27Ki13cLCAicnJ06cOKHZ5ufnx927dzlw4IBm2+bNm+nUqRONGzcmJSWF06dP07NnT62+jI2NadWqVaH1nYaGhoWKVqV9pKWl8csvv9C1a9cSz/FZoqKimDRpEj179sTV1VWzbCkjI0MTJyYmBnd39zLF0TVugaKuUVk9fV8YGxtTo0YN8vPztbbXqVMHgHv37pVr/IoUHBxMbGws06dPL/YP3KtXrxITE4OXlxd9+vRh7969OsUwMjKiWbNmhISE0Lp1a1auXFkeqQvxQsnIyOCrr75i8ODBWFpaKjomPT0dV1dXvLy8sLa2xtzcHE9PT4YPH86OHTu4efNmBWcthBBVk6IC38LCAnNzc0W/LFNSUoD/FnN/ZWVlpbWOuX379tja2rJ582bgv4XS4MGDATTLZ+bPn49KpdL6d+zYMUUzwUr7KMhLyexrcWbOnMnEiROxtrZm3rx57Nixg3Xr1gFoit2CONbW1qWOU5q4z5uhoWGh2AV/WFRWTroKCwsjLCwMPz8/Ro4cWWw7AwMDrK2tGT9+PI6OjixevLhU8QwMDHBycuL69euyvEC8dNauXUtmZiYjRoxQfIypqSlZWVmFtjs5OQF/Ps5WCCFeRoqfotO+fXuOHz/O48ePn7mUpHbt2gCF1scDJCcna/YXGDRoEAsXLuTOnTts2bKFBg0aaGa3C2ZxgoKCNEW/rpT2UVBwp6WllSpOcnIyW7Zswd/fX2ud+dN/FOkSx9DQkLy8vHKJqyslsfXZ+vXrWbBgAX5+fgQFBSk+rkGDBqV6ckiBzMxMTExMqF5d56+oEOKFlZaWxpo1a/Dx8dFp8qNx48YkJSUV2p6eng7wUn+nhxDi5aZ4ic7IkSNJSUkhNDS0yP0JCQmsXr0aKysrWrZsWeiRmampqcTFxeHm5qa1vW/fvhgZGfHtt98SGRnJwIEDNTO9VlZW2NnZaS3h0ZXSPszNzWnSpAmnT58uVZyCWaRGjRppbX96Jtbc3JymTZsSGxtbYp82NjY8fPiw0Adl/1p4K42rKyWx9dXq1auZO3cuI0aMYMGCBYqWpgHk5ORw/vx57O3tSxVXrVZz8uRJOnTooDimEPrg66+/Jj09XetJbEp4eHhw+fLlQp81io6OpmbNmlpPBhNCiJeJ4gK/ffv2TJs2jWXLljF37lwSExNRq9Vcv36dlStX0rt3b82sfUBAAMeOHdM8KjEpKYnJkydjZmZWaKmDpaUlnp6ehIaGkpKSwoABA7T2BwYGcvToUWbPnk1SUhJqtZrff/+dr776imXLlinKXWkfY8eO5YcffmD79u1kZmYSHx/P8OHDFc22N2zYULPc6NatW2RlZbFr164iH982ZswY9uzZQ2RkJBkZGcTHxzN06NBCcdzd3cnIyCA8PBy1Ws2VK1eYNGkSFy5cKFVcXSiJrY9CQ0NZtGgRs2bNYtasWcW2mzlzJl988QVXrlzR3E9Tp07l1q1bzJkzR9MuJycHlUqFh4eH1vErVqwgKCiICxcuoFarSUpKYsaMGTx69Ijp06dX2PkJUdWkpqYSFhaGl5cXr732WpFtihtHAwcOpEWLFowbN46zZ8+SlpbGli1biIiI4KOPPsLMzOx5nIIQQlQ5On3Idvz48WzcuJGbN2/Sv39/WrduzbvvvktMTAxBQUFMmTIF+LM4XLt2LQcPHsTNzQ1PT09MTEyIjIwsco27n58fOTk5dO3aFRsbG619bm5uREZGcu/ePfr06YODgwMDBgwgOjqadu3aKcpbaR++vr5MmTKF4OBgnJ2dCQwMZNy4cVhYWJQYw8DAgDVr1mBqaso777xDly5d+Pnnn4v88hVfX1+mTp1KSEgILi4ufPzxx/j4+BSKU/Bc/HXr1uHo6Mj06dPp27cvrVu3LlVcXSiJrY+OHj0K/Pl8/6c/s6FSqbh27RoAHTt2JDY2liFDhuDo6Iivr6+muHB0dCwxzuuvv05CQgIffPABjo6OeHp6kpGRwbZt20r9DoAQVUm3bt1QqVTMnj0bAFdXV1QqVaF3gVevXk16enqx37HyLGZmZkRERODm5sb7779Pu3btCA8PZ/ny5Yqeoy+EEPrK4LvdP+b379mtsvMQQNu2bfHz8yMgIKCyU9E7W6P2IPe5EGUj40iIksk4EVWBTjP4QgghhBBCiKpNCnwhhBBCCCH0iDyLrwqJi4ur7BSEEEIIIcQLTmbwhRBCCCGE0CNS4AshhBBCCKFHpMAXQgghhBBCj0iBL4QQQgghhB6RAl8IIYQQQgg9YvDd7h/zKzsJIYQQQgh9IV90JSpbdZAbUeg/+WZBIcpOxpEQJdsataeyUxBClugIIYQQQgihT6TAF0IIIYQQQo9IgS+EEEIIIYQekQJfCCGEEEIIPSIFvhBCCCGEEHpECnwhhBBCCCH0iBT4QgghhBBC6BEp8J+ztm3bsmTJkspOQwghhBBC6CnFBX5AQABt27Ytct+pU6dQqVRERUWVW2LixTVt2jRUKhWPHz+u7FR0dubMGcaNG4e7uzv29va4uroyatQoLl68qNXuypUrTJ48mXfeeQcHBwecnJzw9vZm586diuI8fvwYlUpV5L9WrVpVxKkJUSliYmJQqVTcu3ev0L5evXoVOw5UKlWhcVec27dv88knn9C5c2datWqFvb09V69eLe9TEUKIF0b1yk5AiKrkzJkz1K5dm08//ZQWLVrw6NEjgoKC8Pb2ZteuXahUKgDi4+MxMDBgyZIlODg4kJmZyZo1a5g0aRI5OTl4eXkpijdjxgzGjh1bkackRKVQq9UkJiYSHBxcbJvi/iBeu3YtoaGhmvH2LKdOneL999+nX79+hIeH07BhQ6pVq1bqvIUQQh9IgS/K3dKlS1m6dGllp1EqQ4YM0fq5Zs2aLF68GGdnZ7Zu3cqMGTMA8PT0xNPTU9PO1NSU6dOns3HjRqKiohQX+ELoK09PTy5fvqzzcdnZ2YSGhjJy5EiMjY2f2TYjI4Nx48bRr18/AgMDS5uqEELonQpbg79w4UKcnZ2Ji4tj2LBh2Nvb4+bmxrJly8jPz9dqe/r0aYYOHYqjoyNt2rTB09OTf/3rX5r9R44cwdvbGzs7O5ycnBg/fjzXr1/X7D958iTTpk3jxo0bhfLYuHEjixYt0vwcFxfH0KFDadOmDXZ2dgwcOJC4uLgic09MTGT06NHY29vTqVMnnfqAP9+a9vHxwc7ODhcXF6ZMmYJarVZ0/U6cOIG3tzcuLi60bNmSt956C39/f63zLhAdHU2/fv2ws7PD1dWVgIAAnJyctNb6BwQE0Llz50LHenl5MWrUKJ3jPusaLVmyRGs5l9LYBX3u3bsXb29vWrVqhaurKytWrODBgwfMnz+f9u3bY29vT79+/UhISFB0LcuqRo0aGBoa8vDhw2e2U6vVZGdn8+qrrz6XvISoyvbs2UNiYiILFizQ6bgNGzagVqsZNGhQiW23bdvG/fv3+fDDD0ubphBC6KUK/ZBtamoqS5cuZcqUKcTGxjJnzhy++OILdu3apWlz8uRJfHx8sLW1Zc+ePfz8889MmDCBkydPAvDTTz8xbNgwPDw8OH78ODt37iQrK4u+ffuSnJwMgK2tLd9//z2bNm3Sip+dnU1ISAiGhn+eZmxsLD4+PjRt2pT9+/dz5MgRVCoVgwcP5sGDB1rHZmRkMG/ePCZOnMi5c+c4fPiwTn3ExsYyaNAgHB0dOXz4MAcOHKBXr16Kr92NGzdwcHBg06ZNnDt3js2bN5OcnMzw4cPJzc3ViuPn54eLiwuHDx9m3759vP3222RnZyuOVZq4z7pGZZGSksI333zDokWLOHv2LKNGjeKzzz7D3d0dS0tLoqKiOH78OIaGhkyePLnM8ZSIjY0lLy+PJk2aFLk/NzeXq1ev4u/vT8OGDZkwYYLivj///HOaNWuGs7OzTmv4hdBHWVlZrFq1imHDhlGjRo0S2x86dIjGjRuzbNkyunTpgp2dHR07diQkJIQnT548h4yFEKJqqtAC38LCgvDwcNq2bYuZmRk9e/bE1taW/fv3a9oEBQXh5OTEnDlzeOWVV6hZsyY9evTgm2++ASA4OJiOHTsyfvx46tatq/llnpmZyerVqwGwtrame/fuREREaBWhUVFRpKamamaCgoKCcHR0ZO7cudSvX5969eoxd+5cTExM2LBhg1buZmZmhIWF0aZNG631nEr7CA4OxsHBgTlz5mBjY4OFhQXu7u4lvuVcoH///gQFBdG8eXOMjY1RqVSMGDGChIQELl26pGm3ePFinJycCAgIwMbGhlq1atGjRw9MTEyUvkylivusa1QWlpaWhIeHY2dnh7GxMUOGDKFatWr4+vri7+9P3bp1qVOnDr6+vpw/f17zR15Fyc3NJSQkBCMjI3r37l1km+bNm+Ph4UFCQgIrVqygXr16JfZrYmJCYmIily5d4uLFi0RGRmJra8ukSZPYsmVLeZ+GEC+E9evXk5WVxdChQxW1v3r1Kmlpadjb2xMREUFsbCwzZ85k3bp1muV0QgjxMqrQAt/AwKDQtvr16/PHH38A8PDhQ86fP4+Hh0eRx9+/f5+LFy/SsWNHre0WFhY4OTlx4sQJzTY/Pz/u3r3LgQMHNNs2b95Mp06daNy4MSkpKZw+fZqePXtq9WVsbEyrVq0KrRU1NDQsVLQq7SMtLY1ffvmFrl27FnleSkVFRTFp0iR69uyJq6sro0ePBv6cOS+IExMTg7u7e5ni6Bq3QFHXqKyevmeMjY2pUaNGoWVdderUASjyyRzlKTg4mNjYWKZPn17s0purV68SExODl5cXffr0Ye/evTrFMDIyolmzZoSEhNC6dWtWrlxZHqkL8ULJyMjgq6++YvDgwVhaWio6Jj09HVdXV7y8vLC2tsbc3BxPT0+GDx/Ojh07uHnzZgVnLYQQVZPiAt/Y2LhQkVUgLy8PQNGscfXq1TX9FKxpLm7GMyUlBfhvMfdXVlZWWmui27dvj62tLZs3bwb+W3QNHjwYQLN8Zv78+YUexXbs2DFFM8FK+yjpvJSYOXMmEydOxNramnnz5rFjxw7WrVsHUOj6WVtblzpOaeI+b4aGhoViF/xhUZE5hYWFERYWhp+fHyNHjiy2nYGBAdbW1owfPx5HR0cWL15cqngGBgY4OTlx/fp1WV4gXjpr164lMzOTESNGKD7G1NSUrKysQtudnJyAPx9nK4QQLyPFT9GxsbEhMzOTJ0+eYGRkpLWvoPCtX7++TsELZmmKK65r166t1f9fJScna/YXGDRoEAsXLuTOnTts2bKFBg0aaGa3C2IFBQVpin5dKe2joOBOS0srVZzk5GS2bNmCv7+/1jrzp2ejdIljaGio+UOsrHF1pSR2VbN+/XoWLFiAn58fQUFBio9r0KBBqZ4cUiAzMxMTExOqV5cHXImXR1paGmvWrMHHx0enCYvGjRuTlJRUaHt6ejqgbNJJCCH0keIZ/A4dOpCXl8fBgwcL7du/fz9169bV+Qt6rKysaNGihdaymqf3t2zZkiNHjmhtT01NJS4uDjc3N63tffv2xcjIiG+//ZbIyEgGDhyomem1srLCzs6u2FhK81XSh7m5OU2aNOH06dOlilMwI9WoUSOt7U/P6pqbm9O0aVNiY2NL7NPGxoaHDx8W+qDsXwtvpXF1pSR2VbJ69Wrmzp3LiBEjWLBgQZFLzYqSk5PD+fPnsbe3L1VctVrNyZMn6dChg+KYQuiDr7/+mvT0dM1yQKU8PDy4fPlyoc8HRUdHU7NmzWK/nFEIIfSd4gK/Xbt29OjRg08++YTDhw/z+PFjUlJSWLt2LREREUybNq3QzL4SH3/8MTExMQQHB3Pnzh3S0tLYt2+f5vGJAQEBHDt2TPOoxKSkJCZPnoyZmVmhZROWlpZ4enoSGhpKSkoKAwYM0NofGBjI0aNHmT17NklJSajVan7//Xe++uorli1bpihfpX2MHTuWH374ge3bt5OZmUl8fDzDhw9XNNvesGFDzXKjW7dukZWVxa5du4p8FNyYMWPYs2cPkZGRZGRkEB8fz9ChQwvFcXd3JyMjg/DwcNRqNVeuXGHSpElcuHChVHF1oSR2VREaGsqiRYuYNWsWs2bNKrbdzJkz+eKLL7hy5YrmHpg6dSq3bt1izpw5mnY5OTmoVKpCnzNZsWIFQUFBXLhwAbVaTVJSEjNmzODRo0dMnz69ws5PiKomNTWVsLAwvLy8eO2114psU9w4GjhwIC1atGDcuHGcPXuWtLQ0tmzZQkREBB999BFmZmbP4xSEEKLK0elDtsuXL2fgwIHMmzcPR0dHOnTowM6dO1m5ciUDBw4sVQJdunRh48aNxMXF4eHhwVtvvcWnn36qWUPp7u7O2rVrOXjwIG5ubnh6emJiYkJkZGSRa9z9/PzIycmha9eu2NjYaO1zc3MjMjKSe/fu0adPHxwcHBgwYADR0dG0a9dOUb5K+/D19WXKlCkEBwfj7OxMYGAg48aNw8LCosQYBgYGrFmzBlNTU9555x26dOnCzz//XOQXufj6+jJ16lRCQkJwcXHh448/xsfHp1Ccgufir1u3DkdHR6ZPn07fvn1p3bp1qeLqQknsquLo0aPAn8/kf/pzFiqVimvXrgHQsWNHYmNjGTJkCI6Ojvj6+mqKC0dHxxLjvP766yQkJPDBBx/g6OiIp6cnGRkZbNu2rdTvAAhRlXTr1g2VSsXs2bMBcHV1RaVSERoaqtVu9erVpKenl+obnc3MzIiIiMDNzY3333+fdu3aER4ezvLlyxU9R18IIfSVwXe7f8zv37NbZechylnbtm3x8/MjICCgslOpErZG7UHucyHKRsaRECWTcSKqggp9TKYQQgghhBDi+ZICXwghhBBCCD0iz+LTU3FxcZWdghBCCCGEqAQygy+EEEIIIYQekQJfCCGEEEIIPSIFvhBCCCGEEHpECnwhhBBCCCH0iBT4QgghhBBC6BEp8IUQQgghhNAjBt/t/jG/spMQQgghhNAX8k22orL9P6WgPNxAckA9AAAAAElFTkSuQmCC" | [
"the surroundings . . . each aquarium",
"each aquarium . . . the surroundings"
] | null | 1 |
math | precalculus | identify-graphs-of-continuous-functions | false | true | Is the function f(x) continuous? | 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" | [
"no",
"yes"
] | null | 1 |
math | grade-4 | compare-fractions-with-like-numerators-or-denominators-using-models | false | true | Which fraction is less? | 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" | [
"2/8",
"2/4"
] | null | 0 |
math | grade-4 | compare-fractions-using-models | false | true | Which fraction is greater? | "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" | [
"neither; they are equal",
"4/10",
"3/5"
] | null | 2 |
math | grade-7 | make-predictions-with-scatter-plots | false | true | Based on the scatter plot below, which is a better prediction for y when x = 89? | 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" | [
"79",
"41"
] | null | 0 |
math | grade-6 | similar-and-congruent-figures | false | true | How are these figures related? | "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" | [
"neither similar nor congruent",
"similar but not congruent",
"congruent"
] | null | 1 |
math | algebra-1 | domain-and-range-of-exponential-functions-graphs | false | true | What is the range of this exponential function? | 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" | [
"$\\{y \\mid y \\leq 0\\}$",
"$\\{y \\mid y \\geq 0\\}$",
"$\\{y \\mid y>0\\}$",
"$\\{y \\mid y<0\\}$"
] | null | 2 |
math | grade-4 | what-decimal-number-is-illustrated | false | true | What decimal number is illustrated? | "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" | [
"0.2",
"0.1",
"0.4",
"0.3"
] | null | 1 |
math | kindergarten | identify-pictures-with-symmetry | true | false |
Which picture has symmetry? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAs1UlEQVR4nO2deXhb5Zn2b+2ydtmWvO+O7djOShxnT4BsQAgBpgul0JatQDvTmU5nOsN0OvMxM4W2TLfpRluWUsJQoAMNBUISshBIILtjx/G+yrtlS7L29ftDdmxZu3SOz5Hz/q7LF0Q+Oue1dO7zbs9zPxyfz+cbdgIdVmDKA7h9IBAINMHnAHIesEQCZAkBzrDD5ztjYrpZBML1R70C4Ldb/f/IEQKVUr86CQQCPUx5gFYLMOQE2qwA1+T2/4KIj0CgHznPrzU... | 0 |
math | pre-k | count-sides-and-corners | true | false | Which shape has 4 corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHmUlEQVR4nO3dzWtUVxgG8GcmkzTxI9PaqBMGgxGMStGSlmqhrXTXP6CrboQuSv0r2kXpwo2rLloKLXRTELqwUqogNPQDi0WLYEpNrAQkmk5RJOMEEzPeLk4ippXozD3ve95z7vPbiIa593DP43nnvrlzppRlWTa3BFxdAJptYDkDUW6VErC5B9i9AdjeB5TmFrPs/HzoYVHKDg0ClekF95fhPmDPRpdCoryabeBKC7i5BEwtAOX5ZfcDhox82tzjMgUAd9tAuf3... | 1 |
math | grade-2 | fractions-of-a-whole-modeling-word-problems | true | false | For class, Ben has written a story about how he got his pet rabbit. Ben's story is 3 pages long. Ben leaves his story on the kitchen table. Ben's little brother decides to use the story for drawing paper! Which fraction model represents one page of the story? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAUkAAABKCAYAAAA2aaayAAACDklEQVR4nO3cQU4TcRjG4W/awgJQu9J4AOUIbL2KHAyuwpobIOzFXUOhCZXm72JsNC7epFhsTZ9n1clkki+Z5DffLKZda63dzqtuZlXTRdVTK4CdNeqqXg2rPhxUvduv6m4fW7u82/RYANvn5HXV6HrWH7zfrzo+7AsKsKumi6qrh6qv86ovs6rB3VN/QiAB+g4eH/a/7xdVg8VvJwD41cPvrWqw2VEAtptIAgQiCRCIJEAgkgCBSAIEIgkQjFa9YHLavcQcAP/... | 0 |
math | pre-k | addition-sentences-up-to-10-which-model-matches | true | false | Which shows 4+6=10? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAgwAAABKCAYAAADXGAxXAAAOrElEQVR4nO3dT4wb12HH8d9784f/uSut7KykWDYsrxRZSWu3qGTHMdBD4DRtUyBI7QZpYPSQW1CkRtEeemwPBdJDETSHoLf20CYpgqJx6l56SmrYMVoggOMa+lMF0Z/V6s/Ku8u/M5x5r4chV8sVl5wh55FD7u8DGF6JnBl+BejpzR/OCK213vCBq02gFgKBBhERER1ytgAqFrBWBD7mAmLD0/q9nVl/LCIiIsqqi1XAvtKMfnHcBc6WotkEERERHW61ELjUAG7... | 0 |
math | grade-6 | identify-complementary-supplementary-vertical-adjacent-and-congruent-angles | false | true | Which angle is congruent to \angle{3}? | "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" | [
"\\angle{1}",
"\\angle{2}",
"\\angle{5}",
"\\angle{4}"
] | null | 2 |
math | grade-6 | absolute-value-and-integers-word-problems | false | true | Susan has been chosen to provide feedback on some new TV shows. Television marketers show her a trailer for a new show, and Susan gives each trailer a score between
β
10 and 10. A positive score means she would like to see the show, and a negative score means she would not. Which show would Susan like to see the most? | 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EAoHA4QhDJBAIHI4wRAKBwOEIQwTs27ePmzeLf/dzYmIiwcHBnD59+iGpKjvjxo1jw4YNjpYhEJSZMhsivV5PUFAQEydOtHv86tWrBAUFMW/evAcW9zD49ddf+de//sXWrcW8SB84cOAABw8exMvLq9h8ubm5vPHGG7z11lvlKbNEYmNj2b17N9WqlT76ieDRplmzZjRs2NDu3+bN9sOk/10p88vzjx49ik6nw9nZ2e7xWbNmodPpaN++/QOLexj4+fkREhLCwIEDi82n0+lo3rw5VatWLTbf0qVLuXDhAsnJyUiShEKhKEe1xesD/jb9LiiZNWvWYDabbdJCQ0M5ePAg3bt3d5CqiqHMhkin0+Hn58eZM2fIysrC3f1ODKcdO3Zw7do1nJyc6NChQ7kKrShq167NsGHDSsyn0+kIDAwsNk9cXBzff/898+fPZ+LEiWRlZVGlSpXyklqivtIYSsHfh44dO9p8Tk1N5ddff2X+/Pl4eHg4SFXFUOapmU6no2fPngDcuHFDTtfr9cydO5c+ffpgNptp06aNTbndu3fz5ptv0q1bN8aOHUtiYqJ8LD4+nrFjx5KXl8c333xDv379+OknS9ysSZMmERUVRUREBGPGjKFr1658/vnnAFy6dIkPPviAHj16MG7cOLKysmzaTEhIYOHChQwbNoyuXbsybtw4UlNTbfJMmjSJsLAwm7QTJ07w9ttv0717d958800OHTpEUlJSicZ1zpw5vPrqq/j5WWJ+39sWQFZWFgsXLuTVV1+lR48ezJw5k+zsbABMJhPbt29nypQp9OnTh/79+xMaWjh8zM2bN/nwww/p3bs3gwcPJjw8nNOnTxfSl5qaSkhICIGBgfTv35/vvrONfb506VI2b97MuXPnmDZtGt27d2f06NHk5eXJOgMDAxk0aBAxMXfinc+ePZulS5cW0vXzzz8za9asYvtIcP989tln+Pv78+KLDxAj7xGlTIZIr9cTFRVF+/btcXd3JykpST725Zdf0q5dO/R6Pf7+/vLUzWw2M2HCBBYsWEBAQADTp0/n+vXrjBs3Ti77xx9/cOTIEaZOncqxY8fo3bs33bp14/Lly4SFhTF37lzWrVtHhw4dqFatGsuXL2fhwoVMnTqV+vXr06pVK3bv3s1//3snZtX169cJDAwkMzOT/v37M2TIECIiIli8eLGcx1p/5cqV5bSVK1cyaNAgKleuzPjx4/H09JRHTMVNe37//XciIyOZMGECrq6WmOP3GqKTJ0/SpUsXIiMjGThwIMHBwRw+fJhr1yxxx2fOnMmqVavw9fVl3LhxuLi4MH36dJt+Pnz4MD179iQ2NpaRI0fSuXNnpk6dytWrV20M0ZEjR+jVqxf5+fm8++67BAQEMHfuXH755U78sh9++IEff/yRGTNm4OPjQ6tWrdi7dy9z5swhODgYs9lMr169OHHiBF9++aVcLiEhgfDwcJtzS05OZs6cOTzzzDNF9pHg/klNTWXLli288UbZY9n9LQjdsUcqLb///rvUsGFD6datW1KfPn2kDRs2SJIkSefPn5f8/f2lmzdvSs8995y0aNEiuUxISIjUu3dvKSsrS077448/JG9vbyknJ0eSJEl65513pIYNG0q7du2yae/HH3+UGjZsKIWFhclpu3fvlry9vaWPPvpIMhgMkiRJUnZ2tuTt7S0tW7bMpvytW7dsPg8YMEAaMWKETf2NGjWStYWHh0ve3t427UmSJI0ePVrq27dvkf2Sn58vdevWTfr6668lSZKkrKwsydvbW9q+fbucJz4+XmrdurU0ffp0yWw2y+l3/3+v3n379kne3t7SiRMnJEmSpISEBKlVq1bShx9+aFNu9erVkre3t5SRkSFJkiTFxcVJ/v7+UmhoqE19r7zyirRgwQJJkiTp0qVLkre3tzR79my5HzMzMyVvb29p0KBBUkpKilwuMDBQGj58uPx53rx5Urt27Wzqnjp1qjR06NAi+6g8KMu1+qjz73//W/L29rb79/HHHxfKv3z5cqlDhw6S0Wh0gNqKJXTHHqlMPiKdTseTTz6Ju7s7np6e8tRs1qxZTJo0iYKCAhITE+Un87Vr1/j+++/55ptvAOQpiF6vx8nJCRcXFwAiIyN5/fXX6dOnT6H2WrRoQb9+/eS0lJQUAKZMmYJGo7FJ8/HxsSnv7u6OXq/n/PnzXLhwgYSEBHr3vhMT3Vq/dUT0+eef07dvX5v2AE6dOlXscPi7774jPz+fUaMs0U/d3NxQKBSkpaXJeZYtW4azszMhISE2Duy7/7f622JjY7l48SJ79uwBoF69egCsWLECFxcXPv74Y5typ06dsvEPLVu2DB8fH/r06SP3OYDRaJR9VjqdDoVCweTJkwv14+jRo6lRo4ZcLiUlhaefflr+7OPjQ2pqKgaDAa1WS3R0NGFhYezcubPIPhLYMmnSJCZMmGD3mFJZeKKyY8cOunfvjkqlqmhpDqHMhshqZDw9PUlJSWHnzp3cvn2bYcOG8b///Q+NRiP7hzZs2IDZbJZv0Lvx9/cHLNOjlJQUAgICCuWJjIzk5Zdftkk7evRoIafssWPHAGjXrp2cFhUVxfLlyzl69CgtW7akevXqpKam0rZtW5v6BwwYINd76dIlPvroTphesGxHSE5OLtI/lJSUxFdffYWbmxvBwcE2x6xTM71ez5YtWxg1ahRardZuPQUFBaxatYqNGzfi4uKCn58fp0+fxsvLixo1apCfn8+WLVsYPnx4oTp0Op1sKPV6PVu3biUvL4+nnioc9njy5MlymbuNsLUPwHYKmpiYSHJyso0hatSoEWDxETZo0ICQkBBGjhxZ6EEgKBq1uvS3Xl5eHjExMQQFBVWgIsdS6t6w+ofefvttwGKIjhw5woIFC/j6669RqVTodDob/9CVK1fo2LEj69atK7JenU6HUqm0MSJwx0DdawDsrV7pdDqaNm0q76EJDw9n6tSpTJ8+nSVLlqDVatmyZQsbN26UfRj31m91xrZo0aJQ3VC0f2j+/Pk0bNiQwYMH26RfvHhRHhElJiaSl5dH06ZN7dZhNBoJCgpCpVKxevVqGjZsCEDXrl1lffHx8ej1+kL67jWUN27cIC8vjw0bNtgYj3uxZ+TtrbxZz78oQ3T27FkSEhL4/vvvi2xL8GBERUVhMplo3ry5o6VUGKU2REePHsVsNssXpKenJ/v372fEiBHyk1en09nsx8nJySEzM7PYeu09ma3pSqXSxgDExsbaXb3S6XT06NEDAEmSmDNnDoMHD2bo0KFynkOHDuHl5UXdunVt6rcaQOvo5d59G3/88UeRy+JHjhxh69at/Pe//6V169Y2x9atW2czIgKK7IstW7Zw+vRpIiMj5WXZ69evExcXx6RJk0rUB3cMZU5OTrFtwYMZeYDq1avj7u7OtWvX+Prrr5k5c6bsoBeUP/Hx8QDUqVPHwUoqjlKvmln9Q1Yfg4+PD23btuW9994DLE/9a9eu2VzcAQEBxMTEsGbNGnJzc9Hr9YSHhxMVFSXniYyMtDvtse5XuttA2Rud3NuuXq8nMTGRnJwccnNzuXz5MtOmTWPTpk02+zLuNYDWp81XX31Famoq0dHRvP322+zatcuuPrPZzCeffEL//v0LGSGAKlWqyMajZcuWVK1alZUrV3Ly5EkyMjLYs2cPn376KQDnzp1DqVSSkpLC7du32bZtG4MGDQKQ227WrBlg2eSWkJBAfHw8ixcvZs6cOTaG0s/Pj1q1avHFF19w5coVzGYzsbGx/PjjjzbnXhYjb+/8fXx8WLZsGXXr1i1xf5XgwbD67h7nPWJlMkR3X5D+/v5s2rRJvpF1Op2NfwiQRyVz587Fz8+Pli1b8u2332IymYA7T2Z7S772DFRppg5ubm706dOH9evX4+fnx4QJE+jduzc1atSwqS8yMtKm3e7du9OvXz/Wrl1L+/btGT9+PIGBgbi7u9u9EdevX8/ly5eZPn263f662xBpNBqWL19Ofn4+AwYMoE2bNnz22WfySLJv376o1Wp69+5Np06d+PPPPxkyZAgNGjTA09MTAA8PDz766CNOnz5N586d6devH2q1mueee85Gn0qlYuXKlWRnZxMQEEDjxo156aWXSEhIsOmzshh5e99Po0aNiI+PJyQkxO75C8qPtLQ0tFptkb9meBxQhO7YI1V0ZIS8vDwSExN54okn5JWyiiY+Pp7KlSuXeQdqZmYmOTk58hSuvElISMDFxcVmVQrg9u3bJCcn06BBg2JXRvLz82UncUk/H7l27RoKhQJPT89y/alJQUEBL730El26dCnSEFcEIorH48nGneFl/4nH/eDs7Iyvr+/DaEqmpB+nFkXVqlUrdAhcv359u+lubm64ubmVWN7JyQlvb+9StfXEE0+URVqpCQkJkTdKCgTlwUMxRIK/PxkZGaxZs4bo6GjOnDnDhg0bcHJycrQswWOCeB+RoFTExMRw5swZmjdvzp49e0o9KhMISoMYEQlKRadOnejUqZOjZQgeU8SISCAQOBxhiAQCgcMRhkggEDgcReiOPZKjRQgEgn82akBsEhP8LRAbGh9PNu4MF1MzgUDgeIQhEggEDkcYIoFA4HCEIRIIBA5HGCKBQOBwhCESCAQORxgigUDgcIQhEggEDqdCDFFOTg4RERHk5eVVRPUPnby8PObPn0/Xrl3p1asXsbGx913X2LFj2bRpU/mJEwgeA8r8GhC9Xm83ThlAq1atmDFjBkuWLOHbb79ly5YttGrV6oFFFqdj+PDhvPDCCxXShpWPPvqIffv28f777+Pq6lrku3ji4uJYtWoV0dHR3Lx5k7Zt2zJq1Cg5htuVK1cIDw/ntddeq1C9gr8vRqORRYsWERERQVpaGq1bt2bGjBk0adLE0dIqlDIboqNHj6LT6Rg6dGih90FbX5wfGBhI8+bNK8wI3a2jot+ZfP36dTZv3szcuXN59dVXi8y3YsUKlixZwjPPPEPv3r1RKpVs3bqV0aNHs2/fPlxdXeXoqkXFSBMIRo4cSUxMDJMnT6Z27dqEhoby1Vdf8dVXXzlaWoVSZkOk0+lwdXXlk08+KTJaZatWrSrUCN2t496Ag+XNb7/9hkKhKBSG+m7WrFnDkiVLWLx4MX379pXTg4ODiY2NlWN+FRXDTSAAy7V28OBB9uzZI7/jvXv37hgMBgcrq3jK7CPS6XS0b9++SCMUHx/P2LFjOXfuHACzZs1ixYoVhfL99NNPzJo1S/6cmppKSEgIgYGB9O/fn+++++6BdJSmzoSEBBYuXMiwYcPo2rUr48aNk0MAgeUl8d988w0ajYapU6faxAazcuTIEebOncvHH39sY4QAXF1dbaJz2osRZjAY+PbbbwkKCiIgIIDJkyeTnJwsHy+v/ouIiGD+/PlkZGQQEhJCz549beLLCRzP6tWrCQgIsAk0oVAo/hHvBi+TIbKGnS4qDjxYIo/u3btXjiBx4cIF9u3bZ5Pn2rVrzJkzR67nyJEj9OrVS44MERAQwNy5c/nll1/uW0dJdV6/fp3AwEAyMzPp378/Q4YMISIigsWLFwOWubo1mmmbNm1o3ry53ZC/K1euxM/Pj9dff72YnrP4h+6Nrpqamkrfvn3ZvHkzgYGBjBgxggMHDvDqq6/Ksd/Kq//CwsI4efIkb775Jnl5eQwcOBA/P79iNQseHmazmePHj8vfqdFoLBTV93GmTFOzo0ePYjKZOHv2LIsWLZLTW7RoQe/evYHC04+6desSHR1tU8+nn37K008/zQsvvEB8fDxjxozhgw8+kKOb9uzZkz/++IOjR48SEBBQpI6iDFFp6qxbty4HDhzA3d1dLhceHs7169ctHaNW069fP7788ktGjx5Nt27dCrVz/fp1fvvtN2bPnl1i390bXdVgMDBy5Eg8PDz46aef0Gq1ANSoUYPx48dz+PBhnnvuuXLrv8jISMxmM6GhoXLsesGjQ2ZmJrm5ubi7uzNt2jR27dqF0Wika9euzJ07t1AcvMeNMhkinU6Hk5MT6enppKeny+lNmzaV/4+MjGTAgAHy5zp16sjx2a3H9+7dy+7duwFYtmwZPj4+9OnTh+zsbDmf0WiUw1vb01Gcf6i0dbq7u6PX6zl//jwXLlwgISFBNqjWdpRKJe3atbPbzv79+zGbzTz//PN2j9+r+e7oqjt37iQqKopff/1VNkIAjRs3BpC3PpRH/1kj6n711VfCCD2i5ObmArBgwQLeffddPvjgAxITE5kwYQIffPAB33zzjYMVVixlNkQdOnTg+++/t3vcesHfPVKpW7cu6enpSJKE2Wxm9uzZjBkzhoYNG6LX69m6dSt5eXly+OW7mTx5cpE6ivIPlbbOqKgoli9fztGjR2nZsiXVq1cnNTWVtm3b2rRTnHM5KSkJhUJRqqiwOp2Ol19+Wf68bt062rdvT8OGDW3y3bhxA4CaNWsC5dN/VoPapUuXEnUKHIN1xDNx4kSCg4MBS5jxCRMm8P7772MwGGweWI8bpTZEVr/M1KlTi8xjbwRRp04dTCYTt2/fJiwsjOzsbMaPHw9Ybrq8vDw2bNggx65/UB2lqTM8PJypU6cyffp0lixZglarZcuWLWzcuNEmzvu9o7t7ycjIQKFQUFBQgEajKTKfPf/Q5cuXCzm3wTJS8vb2lg1LefSfWK179HFycqJmzZrk5+fbpHt6emI2m0lLS8PT09NB6iqeUjurS/LLgP0L3jpaSEhIYPHixXz88cc4OzsDlh3YYJkfl5eOkuqUJIk5c+YwePBghg4dKj9lDh06hJeXl6zX3ujuXvz9/TGbzRw8eLDQMeuqIRT2D1l1WrVaOXPmDP/73/8YPXq0HKu+PPovMjKy2PMQPBr06tWLsLAwm7To6Gjc3NyoU6eOg1Q9HEptiEqzb8feBW/twLlz5+Lv70/Pnj3lY35+ftSqVYsvvviCK1euYDabiY2NtbtMfrcOlUrFrVu3OHjwoPx36NChUtWp1+tJTEwkJyeH3NxcLl++zLRp09i0aRMdO3a0aac4/xBY9nhUq1aNqVOnsnnzZq5cucL+/fuZPHkyQUFBsoGIiYnhiSeekPcTWcvu3r2bffv2kZGRwfbt2xkxYgQDBw60WYF70P4rjUEVPBqMGzeO+Ph4pk2bRnR0NNu3b2fp0qW89dZb8oPpcaXUU7OS9u1YL/i7pzZgmec6Oztz/PhxIiIibI6pVCpWrlzJO++8Q0BAAEqlEjc3N4YMGVKsDpPJxL/+9S+b9CZNmrBnz54S63Rzc6NPnz6sX7+en3/+mWbNmjFlyhT27dtnc7Pe61y2h7u7O5s2bWLixIlMmzYNSZKoXLky3bp1IyIigqpVqwLg4uJCQkICW7Zs4ZVXXgEs+4Nu3Lghn0fNmjWZMmVKoXN/0P4rjUEVPBo88cQTbN26ldmzZxMcHEyVKlV4++23GT16tKOlVTiK0B17pEchMsK1a9dQKBR4enqWm/Uvrs74+HgqV65c6Gcq90t2djbp6el4eXkVaqugoIC4uDjq1asnT6uspKamkp+fL++7ul8qov8eNUQUj8eTjTvDy/4Tj4riQW/Estbp5eVVrm1Vrly5yNGTRqOx2S17N+W1P6Qi+k8geFiI9xEJBAKHIwyRQCBwOMIQCQQChyMMkUAgcDjCEAkEAocjDJFAIHA4whAJBAKHowjdsUdytAiBQPDPRg2I3aqCvwViZ/Xjycad4WJqJhAIHI8wRAKBwOEIQyQQCByOMEQCgcDhCEMkEAgcjjBEAoHA4QhDJBAIHI4wRAKBwOFUmCHavXs3w4cPx2AwVFQTAuCLL75gzpw5FdrGmTNnCkWbfVDi4uIIDg4mJiamXOsV/D0p06tir1+/znvvvVdsnuHDh/PCCy+wc+dOMjMzyz0o3JEjR1i8eDELFiygQYMG5Vq3lby8PJKTk0t8nez06dOpVatWiX1Skaxfv94mcGN5k5GRwcCBA+ncuTPffvttudV78OBBdDod9evXL7c6/+6kpqayePFidDodycnJNGvWjIkTJ9K5c2dHS6twyjQiysnJoV27dvJfVFQU2dnZNmnNmjUD7kSFLW9+/fVXTp8+XaHvaF67di3jxo0rNo9er2fz5s1UqlSpwnSUhL3AjeWNm5sbM2fO5JNPPinXenU6HS1btsTNza1c6/27YjabGTp0qPywX7RoEZUqVeLNN9/kzJkzjpZX4ZRpROTr6ys//dPT0/n66695/fXXbeJwQcXeICWFNSoP9uzZU6L20gScrGjsBW4sbzQaDcOGDSv3enU6nRxaSQBKpZIffvjBJpBi165deeqpp9i7dy9+fn4OVFfx3LePKDIyEsDujajT6dBoNDRv3pzFixczcOBAAgMD2bVrV6G8MTExTJo0iR49ehAUFMT+/fuLbNMabrq4m99kMrF9+3amTJlCnz596N+/P6GhoTZ5srKyWLhwIf369aNHjx5MmzaNmzdv8ssvv/DOO+9w/PhxdDodY8eO5YcffrDbTkkBJ0+dOsXYsWNJSkqySf/www9Zt26d/DkiIoJPP/2UjIwM5s+fzwsvvMDAgQO5ePEiZrOZ//u//yMoKIgXXniBrVu3FtLg7+/PuXPnmDhxIgEBAYwaNYqLFy8W0lNSP0+aNIno6GjCw8MZPny4/MBZsWIFn3/+uU3e48ePM3PmTAYOHEiPHj2YN28eJpPJJo/JZOKnn35ixIgRdOvWjbfeeosrV64A9h9U0dHRjB07lqNHj9rtz38C90ZzNRgMGI1GXFxcHKTo4XHfhkin01GzZk0aNWpk95ibmxsjR47k9u3bvPjii9y8eZNZs2bZ5FuzZg1BQUH4+voyY8YMatWqxahRo8jIyLDbZmlGITNnzmTVqlX4+voybtw4XFxcmD59umwQDAYDQUFBHD58mJEjRzJ+/HguXLjA1atXMZvN3Lp1C4CAgACaN29e5JOopJFZRESE3EdW0tPTWbduHU5OTnJaWFgYERERBAcHo1Kp6N27N6dOnWLevHkMGzaM6OhoevXqRXp6eqH+0+l0XLp0ic8++4w2bdoQFBSETqfjjTfeKFM/X758mbCwMNavX8/y5ctp164dgwcPBuD777+3ice+detW3nnnHdzd3RkxYgTt2rVj1apV7Nixw+Y8+/fvz7Jly+jUqRPjx4/n+vXrnDx5UtatVCpp27YtYPlehw4dSocOHUQgSCwPyiNHjjB69GiefPJJXnvtNUdLqnhCd+yR7odevXpJEyZMsHusffv20uDBg6WUlBQ57YMPPpBatmwpf96zZ4/UsmVL6ezZs3Jabm6u5OPjI/3+++92612wYIHUvHlzqaCgoEhdt27dsvm8b98+ydvbWzpx4oQkSZK0ZcsWydvbW0pKSrJbftKkSVLfvn2LrF+SJOn27duSj4+PtHz58iLzvPLKK9KYMWNs0nbu3Cl5e3tLiYmJclr79u2l1157TUpNTZXT+vTpI7Vv3146ffq0nDZnzhypadOmktlsliRJki5fvix5e3tLS5culdMkSZK++OILmzZK088//vij5O3tLYWEhNjovXr1quTt7S2Fh4fLaXq9XjIYDPLn/Px8ydvbW+4Lg8EgDRgwQOrbt6+UnZ0t57tb44QJE6SXX35ZkiRJ2r9/v9SyZUtp8+bNRfallfu9Vv9OWL9Xb29vqUePHlJycrKjJVU4oTv2SPc1IkpPT+fChQt2RybWYffYsWNtggcmJyfj4+MDgCRJzJ8/n6FDh1KvXj2ys7PJzs7m9u3bmEwmqlSpYrfd0viH3N3dAYiNjSUiIoKwsDAA6tWrZ5Nv5cqV8ujn3jbuDZt9LyWNzHJzczl16lSh4zqdjnr16smOdmuY7jFjxlC9enU5X0pKCv369aNly5Y2aY0aNZKjuOp0OhQKBcOGDbOJ7GrtO1dX11L3s06no0mTJnzwwQeF9CoUCp5++mk5zdXVFY1GQ2pqKgcOHGD16tXAnf7duXMnJ06cYMmSJTaO6Ls1WhcyIiIiGD16NIsWLWLgwIHF9vk/hfr168sx72vUqEHv3r05e/aso2VVOPfl8S3JP3SvA1WSJI4dO8agQYMAOHz4MLGxsaxYsYIVK1bYlNdoNLLBuhurf2jq1KlF6iooKGDVqlVs3LgRFxcX/Pz8OH36NF5eXrJRfPHFF4mPj2f58uVs2rSJ8ePHM3LkSNRqNbGxsSQlJZXogC7JP3Ts2DGMRmOheiIjI23S7PVVbGwsaWlphcoeO3aMHj162JRt0aJFoeiyFy9epFq1anh4eHDo0KFS9XNkZCQDBgxApVIVOs8nn3zS5sGwfft21q5dy40bN/D39yc7OxuANm3aAPDTTz/Rrl07GjdubLdvrA+qGzduMGnSJPLz8/H09LSb95+IRqPBz88PPz8/evXqxYABA5gzZw7r1693tLQK5b4MUUn+IT8/P5sb5MKFC2RkZMg315UrV1AoFLLzsjSUNAoxGo0EBQWhUqlYvXo1DRs2BCwrD3eXUalUTJgwgddee42FCxcyf/58XF1dCQ4ORqfTAZS4ClXSyCwyMpLKlSvTtGlTOS09PZ3z588zevRom3ru7St7GhITE7l27VohI3bv/iGDwcCuXbtkg1+afraOyop6qAQGBsqfFyxYQFhYGAsXLqRTp04oFApmzJiBl5cXdevWBSyG8O4y9uoEOHToEBs3buSNN94gNDS0SKP+T0atVtO+fXs2b97saCkVzn1NzYrbI2TvmPXJb3VE5uTkAJCZmVmmNitVqlTkBbtlyxZOnz7NihUrZCN0/fp14uLi7GqtVasWCxYswNnZWX6qHz9+nHr16uHh4VGkjtKs3J0/fx4fHx+Uyjvda125u7vcvSMk63k2b96cqlWr2qQB8hSpqO0RX3/9NXl5eQQHBwOl6+d7vxsr944O4+Li+PbbbwkJCeHZZ59FoVAgSRKHDx+20ZGTk1Nie56envz3v//Fz8+P/v37s3XrVhuH+D+R7OzsQquiYFlNLGlj7eNAmQ1RWlpaif4hezfX3dOI7t27I0kSs2bNIj09nYKCAk6cOMHu3buLbFen0+Hl5UVkZCQHDx6U/6ybvc6dO4dSqSQlJYXbt2+zbds2eWTQoUMHDAYDb7/9Nhs3biQnJ4dbt26xcOFCVCoV/fv3ByApKQmj0UhOTg6pqal2dVhHZmq12kbHwYMHZYOWnZ1NfHw858+fJyoqivfff5/vvvvOrn/IXl/ZS2vatCnVqlWTPwNs3LiRuLg4bty4wcKFC1m6dCn//ve/5Qu3NP1c1BTvXv+QdTtBZmYmBoOBP//8k8GDBxMfH0/Hjh3lcs8//zwRERFs27aNW7ducezYMd599135pz46nY6XXnpJ9ikNGDCArKwswsPDi/zu/wmcPHmSadOmMWHCBLZs2cKBAweYMmUKR44cYdSoUY6WV+GUeWr2559/AmXzD0VGRvLqq6/Kab6+vixYsIDZs2cTFhaGUqmkfv36TJo0yW6b1lGIyWSSn/ZWhg8fzuzZs+nbty8///wzvXv3pnLlyrz00ksMGTKEzZs34+npicFgwNvbm1mzZjFjxgwAmjVrxo8//igbh169erF//378/Pxo0aIF27Zts3uOAPPmzSt07NixYwAMHDiQ999/nz59+lCvXj2mT5+OJEmF6rHnH7Lno9LpdAQEBNh8fuWVV8jPz6dr164A+Pj4sHbtWp599tky9XNkZKTdn4jc6x96+umnadCgAdOmTePDDz+kU6dOjBw5kqNHj9o490NCQhg3bhwTJ04ELM5z63TU+qC623D5+fnh6+tLaGgo/fr1K6Tjn8Lzzz/Pxo0b+eGHH/jPf/5DUlISvr6+LF26lL59+zpaXoWjCN2xR3JUZASTyURcXBweHh7FTodKy+3bt0lOTqZBgwaFHK9WzGYzsbGxuLu726zqWUlLS0Ov11O/fn2blZ6ykpmZiV6vr9CfooDl90lms5latWoVmed++rlDhw4EBgby0UcfyWkFBQUkJCRQt25dnJ2dS9SVm5tLvXr1Hqgf70ZE8Xg82bgz/P6c1eWFSqWy6/C+X9zc3Er87ZJSqSy2zerVq9sspd8vVatWtfHzVBT2jOm9lLWfjx07RlJSEj179rRJ12g0pa6nNLoEAisONUSCR4uYmBiio6NZvXo1rVu3ttk/JBBUJMIQCWS2bt3K3r178ff3Z8aMGTarfgJBRSIMkUBmxowZsiNfIHiYiEeeQCBwOMIQCQQChyMMkUAgcDiK0B17pJKzCQQCQcWhkO7d8isQCAQPmf8PwA6TzJXtLMYAAAAASUVORK5CYII=" | [
"Mermaid Academy",
"Five Leaf Clover",
"The Last Lumberjack"
] | null | 1 |
science | grade-4 | identify-living-and-nonliving-things | true | false | Select the living thing. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADCI0lEQVR4nOz96e+t6ZrfB33u4ZmftdZv2EPtGk/VOadP9+m57U7bSXuIkxgHhBB5AyQmBgSRAInXkFf8DUhgiTgSSUgQCDkdEsUEk4iO3R23k7hju4fTZ6q5ag+/aU3PcI+8uJ616hidoIP3myD5J5WqtGvXrjVcz31f13e61H+6zflbHawM/+jnH/38V/JnH+GPjvClg0sLv34hv67/UeH+o5//qv+sDHyrk38+xK9+Xf+jwv1HP///8HOqU5+/+jX7437jX/x... | 3 |
math | grade-3 | select-figures-with-a-given-area | true | false | Which shape has an area of 8 square units? The shapes are made of unit squares. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKQAAADCCAYAAADHGGkGAAADpklEQVR4nO3dP26cVRTG4Xf8J0VIoANlASRLiIRApIEdwSLYEVAQBKLIDpzQx7R2YinGo49ixhLUxHPf7+Z5utEU51r66XRzvFmWZTm/Tv68Si63yc0SOJiTTfLwOPn8fvLZvWRz/m5ZXlyMfhYkTz9OTl5d7T48upc8+WhXKxzK5TY5e5u8vk5eXiVHFze7L8TICA+Pd+0lyZttcrT91xcwwm17fy/J0dinwH8JkiqCpIogqSJIqgiSKoKkiiCpIkiqCJIqgqS... | 1 |
math | pre-k | one-less-with-pictures-up-to-5 | true | true | Count the crayons in this group. Which group has one less than the group you counted? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABOwAAAB+CAYAAACXpI7eAABDQ0lEQVR4nO3dd5icdb3+8fczZdvM9l6T7CbZ9EIqJQkgJSBVwEYRRUXpiA3rOSDqOeqxnJ+CR6lSLFRBIAmhJCiBNFJJ3U2yvbeZ2enP74/Z3RTQswd2mCe79+sP93IYLr9zJbfXPZ+d+XwNwEREREREREaEaZo0B2GfD/oiEFbbFhERkX/BYUC6HSalQWFS7DEDDexEREREREZMc8Dkrd5En0JERESOR4syoCAJHIk+iIiIiIjIaLLXF/tZnATVrthvzEVERET... | 1 |
math | grade-2 | estimate-to-the-nearest-ten | false | true | How many marbles are there? Estimate. | 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" | [
"about 40",
"about 80"
] | null | 0 |
science | grade-2 | classify-fruits-and-vegetables-as-plant-parts | false | true | People use pear 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 pear tree do we usually eat? | 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" | [
"the fruit",
"the stem"
] | null | 0 |
math | grade-2 | more-less-and-equally-likely | false | true | If you select a marble without looking, which color are you more likely to pick? | 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" | [
"orange",
"neither; black and orange are equally likely",
"black"
] | null | 2 |
math | algebra-1 | identify-linear-and-exponential-functions-from-graphs | false | true | What type of function does this graph show? | 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" | [
"exponential",
"linear"
] | null | 0 |
math | grade-2 | names-and-values-of-all-coins | false | true | Which coin is this? | 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" | [
"nickel",
"dollar coin",
"penny",
"half-dollar"
] | null | 0 |
math | algebra-2 | identify-the-direction-a-parabola-opens | false | true | The graph shows a parabola. In which direction does it open? | 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" | [
"up",
"down",
"left",
"right"
] | null | 0 |
math | kindergarten | represent-numbers-up-to-10 | true | false | Which group has 4 triangles? | null | null | [
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math | grade-7 | parts-of-a-circle | false | true | What is L? | 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" | [
"center",
"chord",
"diameter"
] | null | 0 |
math | pre-k | one-less-with-pictures-up-to-10 | true | true | Count the triangles in this group. Which group has one less than the group you counted? | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABDAAAAFYCAYAAAClCwyGAAAeiElEQVR4nO3dS2/d53Xo4aX4gqDHTlogaFDE8czHH6HTA+QAGeVLHKCDA/S7SW2kYSxXFEkzIxsa9bQjy2okOjAFkxJQUpv7DOibFklxX/6X9/I8E0GSLf2XXkHYWvv9ad+KiGUAAACDWC6X8fQ04j9fRhwvIl55tQ2wkbdvRbz/VsRHfxPx63cjboUFBgAADObpfy/jz9/O/RQAbfnHX0S8PfdDAABAS/7j5cWX//BuxMf/4+LdQwDWd7yI+PcXEX85jfh/LyN... | 1 |
math | kindergarten | count-sides | true | false | Which shape has 5 sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGmklEQVR4nO2dS08bVxiGX3PJIpd216rrqulPyJ/rPwPRoEgsQhZdhAWkyaYSpQIMwZgSjOd0MaY4xJcxnu+c7/I+K4ORNZjHM9/MnEd0Ukrp6Ab48wroDYHbBEKWZq0DvFgFfnkK/PgE6Bx9SentRenNIp559R2w9uGq/uKnJ8Cvz2oLCVmW3hDY7wN/3wAHV8DKxW39BCUjbfJitXYKAC6HwMpw7AlC2uTOqUECVspuCokCRSNZoGgkCxSNZIGikSxQNJIFika... | 2 |
math | pre-k | circles | true | false | Which shape is a circle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJgAAACaCAYAAABVCoEqAAALtklEQVR4nO2dW3BdVRmAv7X3PidpcpK0uTXpjbahtCAOXsAK5TK2dRyuwiDeYGQcxxnEQR158kGGGR0f8A1GcBwZFYdxbEcUH7RcKiCFWkBFoaUphYaWJmmaS9OcpDknZ6/lw27Gilxy9tn3838znTSTJnun69v/+te/LlsZY8xwGQ7OwJQLFYMg+MZR0GLDuiZYmgc1XDLmhZNx35aQRTa2gvP6jPdJbx7WN3v2CYJfplzon4ahMhyYAetkxfuCyCUEQYvtuQR... | 0 |
math | grade-3 | identify-faces-of-three-dimensional-shapes | true | false | Which shape has a rectangle as a face? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAViElEQVR4nO2d248cx3WHf1U9M7s7O3ubpdaiHJGiRZGmJJKSKEG0Y1GKREmxAwtQkAR5cZ4iIA9BXoI8BHCAAPkPkse8BJYfAjhAECpOEAQGLBowYAEOLEoiJZG0SOqyS+6F5O7cZ7oqD9XVs0vubWa6u7p3ft/L3oa7ZyV+7Ko6p84RWmu90AKu1IA1H+hoEEJiIieACQ94rAh8rQCIhabW7626DouQ4eP5SSB3uWY+2F8Ajo4bOwkh8bDmA59UgfkW8GkNkKs... | 1 |
math | grade-5 | multiplying-fractions-by-whole-numbers-choose-the-model | true | false | Which model represents the product 3Γ
8
12
? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAN4AAACPCAYAAACVtWXlAAAYMklEQVR4nO2dfVBb15nGH0zqIbhG+iPG2fEgCU+7GQeBYZsxDh+LlMxkFwzGzKSDqT9Su92xbHCTsSfgxR8If9DiJkxcGyJmszYbyGBnMxPxZbaZNlwKxuBpJ9eA7Gm7jQSMZx2cbiWnuDRbov3j6lwLkIQk7tWVnfc3wxgj6XJ0Hj2H857z3vfEuN1u990vgf9+AHwxB/zNDYIgJOaJGGB1LPDteGDtSiDm7l/d7hv3lW4WQXx9yEwAnvj9A+E/f7cSeGaV4Eq... | 0 |
science | grade-3 | identify-minerals-using-properties | true | false | Select the one substance that is not a mineral. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACNDUlEQVR4nOz9aZNtW3aehz2zXWvtNjNPc89tqlAoFKtQqEJLiABJKERSJMUwRZoyFZLssGWHwxEOSw7/HX+x/4A/2rJDJimbEqkIkugkgIW2qlC3P202u1nNbP1hrMxzbjWo7h6AZuxx48bO3Gfn7tYcc47mfd+hfv2m1i8tYW042clO9iPYPsMfHuHjAOcWfu1M7tcnxzrZyX48Wxv40lJ+PuSX9+uTY53sZD++3fpRrC/v038+b+VkJ/u3307OdbKTvSY7Odf... | 2 |
math | grade-6 | which-figure-is-being-described | true | false | Becky made a 3-dimensional figure that had a round base. Which figure could Becky have made? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAIcAAABSCAYAAAB+FMeWAAAVOElEQVR4nO2dbYxdVbnHf2ut/XLOnDMzbekL5W2mONACV1ujyOUKdsjNRaDATOGLxhg6X4hfNNMYwDQomFiboIbqB/1i0ikxfjAmdFCDVSuDEa5679ViSLxDEQZueilSsJ23c/Zeb/fD2udMRxhuOzOlxu5fcrrPy977rD3nv5/1PM961qrw3vtjObw4C1MWjKfkPCUS0Kngig5Yl4A4lnn/u8lz3aySvzeu64LoyGx4sT6BjbWgnJLzkykL4zPwWg4vzIKcNOG... | 1 |
math | grade-8 | similar-and-congruent-figures | false | true | Are these shapes similar? | 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" | [
"yes",
"no"
] | null | 0 |
math | grade-1 | subtraction-sentences-using-number-lines-up-to-20 | false | true | Which subtraction sentence does this model show? | "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" | [
"6β5=1",
"10β5=5",
"6β1=5",
"6β2=4"
] | null | 2 |
science | grade-4 | identify-magnets-that-attract-or-repel | false | true | Two magnets are placed as shown. Will these magnets attract or repel each other? | "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" | [
"repel",
"attract"
] | null | 0 |
math | precalculus | determine-one-sided-continuity-using-graphs | false | true | Is f(x) continuous from the right at x=9? | 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" | [
"yes",
"no"
] | null | 1 |
math | grade-2 | find-the-next-shape-in-a-growing-pattern | true | true | What shape comes next? | 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" | null | [
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math | grade-5 | 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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" | [
"1\n3\n of a full turn",
"1\n7\n of a full turn",
"1\n6\n of a full turn",
"1\n9\n of a full turn"
] | null | 2 |
math | grade-8 | compare-linear-functions-tables-graphs-and-equations | false | true | Function A and Function B are linear functions. Which statement is true? | "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" | [
"The y-value of Function A when x=1 is less than the y-value of Function B when x=1.",
"The y-value of Function A when x=1 is greater than the y-value of Function B when x=1."
] | null | 0 |
math | pre-k | count-pictures-up-to-10 | false | true | How many parrots are there? | 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" | [
"8",
"9",
"1",
"7"
] | null | 2 |
math | algebra-1 | model-and-solve-linear-equations-using-algebra-tiles | true | false | Which set of algebra tiles represents the equation
β
2x+8=10? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAYEAAAB6CAYAAABZe+9KAAAL60lEQVR4nO3db2wTd57H8c94EhtI84eFQNCuTQtLW3q9vdtC1bXFA7iGSk0FUrsP2jvdo1P7YB+d+ocn96R91EONUrXqVpEqrVTxpFt0cLttVYnqdrNswdai/lnR5U6Qy5FzCE7Cnwb/CRsn49kHWSygpLUTz2Q8v/dLQmEMmbfBv8wXM+PYcl3XnShL/zsjFRxp3hUAIKRaLKndlratkTZGJWti1nVP5Vf6bgEA/PZIh9QyPLOwsSkq3de2MCEAAOFUcKSzJSl... | 2 |
math | grade-1 | certain-probable-unlikely-and-impossible | false | true | If you select a marble without looking, how likely is it that you will pick a black one? | "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" | [
"probable",
"impossible",
"unlikely",
"certain"
] | null | 3 |
engineer | grade-8 | identify-control-and-experimental-groups | false | true | In this experiment, which were part of a control group? The passage below describes an experiment. On winter mornings, Lara had to scrape the ice off of the windshield and side mirrors of her car. Her friend told her that she should cover her side mirrors with plastic bags overnight to stop ice from forming.
One winter night, Lara secured a plastic bag over one of the side mirrors on her car. She left the other side mirror uncovered. In the morning, she checked the percentage of each mirror that was covered by ice. Lara repeated this test every night for one week, alternating which mirror she covered each night. | 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" | [
"the uncovered side mirrors",
"the covered side mirrors"
] | null | 0 |
math | grade-1 | which-bar-graph-is-correct | true | false |
Nick asked his friends to vote for the best type of bug. Eight voted for caterpillars, ten voted for spiders, and nine voted for beetles. Nick made a bar graph showing how many people voted for each bug. Which is his bar graph? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAa4AAAEOCAYAAADR6fN0AABOBUlEQVR4nO3dd3hUVfrA8e/0ySSTnpBGCCX0Lr13QYp0bCBSVlwVdG3gKrqsBVRAEFcUlSqyCChFqkhXQIr03gLpPZlMMv33RzD+WJCaTDLh/TwPD5ncO+e8d5LMO+eepnC5XK4kK5w1Q64D7C6EEEKIMkOtAKMKYg1QQQuKJIvLtTentMMSQgghbq25L6jPmAsfhGuhhndhVhNCCCHKilwHnMqDRCucNoMyx154QJKWEEKIssioKsxRACYHKB3/74AQQghRFv2... | 0 |
math | grade-3 | identify-parallelograms | false | true | Is this quadrilateral a parallelogram? | "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" | [
"yes",
"no"
] | null | 0 |
math | grade-1 | more-less-and-equally-likely | false | true | On which color is the spinner more likely to land? | 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" | [
"green",
"white",
"neither; white and green are equally likely"
] | null | 1 |
math | grade-2 | estimate-to-the-nearest-ten | false | true | How many marbles are there? Estimate. | 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" | [
"about 90",
"about 50"
] | null | 1 |
science | grade-4 | 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 weaker in Pair 1.",
"The strength of the magnetic force is the same in both pairs.",
"The magnetic force is weaker in Pair 2."
] | null | 2 |
math | algebra-2 | solve-a-triangle | false | true | In solving this triangle, which law must you use first? | 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" | [
"Law of Sines",
"Law of Cosines"
] | null | 0 |
math | grade-8 | compare-linear-functions-tables-graphs-and-equations | false | true | Function A and Function B are linear functions. Which statement is true? | 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" | [
"The slope of Function A is less than the slope of Function B.",
"The slope of Function A is greater than the slope of Function B."
] | null | 0 |
math | grade-8 | nets-of-three-dimensional-figures | true | true | Which figure will this net make? | "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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAUkAAACmCAYAAABX731LAAAZG0lEQVR4nO3df1TUZb4H8PfwQ5QAFRUUURJRQSOSNlkqRffWXdhV27j+2Jui7h7PxeyW2ppbSt24gFuJcbLW1factcQ8lV7qWIb3biclLcJtFUIZdBBFkZ+KAiM/B+b+gYNfZBgZ+P6ceb/O6XCCYebBwbefz/N9nuerM5vNZhBRv+l0OqWHQDJyUXoARERq5qb0AMTAf9m1Izk5GU899RQiIiKUHgpRv+i03m4zILUpMTERW7duha+vr9JDsRt/55yLw4Tk8/t... | 1 |
math | grade-2 | equal-sides | true | false | Which shape has 6 equal sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAEFUlEQVR4nO3dvW4cVRjG8WfWu2s7JIEKRE+wkNKnoSAUFCB6boaKa+BK6CwBkUgQygUQjB0ocRqKtWNn9sOHYjiSHeXD9s55Zuac/6/a0Uijt/hry/etQgjhcC4dnEhHK2kZBKxtXEm3NqQ7N6QPplJ1WIfweNb1WMjZvdvSeP+kefhwKu2801QIrOtoJe09l/6ZS3+eSKPZsnlBZGjTrY2mKUk6Xkmj1bkXQJtiU4sgjbodBaUgNFgQGiwIDRaEBgtCgwWhwYL... | 1 |
math | grade-1 | subtraction-sentences-using-number-lines-up-to-20 | false | true | Which subtraction sentence does this model show? | "iVBORw0KGgoAAAANSUhEUgAAAtgAAABhCAYAAADsidaRAAAXcklEQVR4nO3de1BU590H8O9ykyJXFVRSwgopGAyKl4hoU2+juUetkWomE7E1JqZ9bTTjGBM70YRWU3PRiZ1MbGZqbIqjYsGY1tH3NQJOkIsIWmU0jbooWTAuCHIVVvb943iWmwgLh32es3w/M8wuu8zm9zWwz2+f85znGGw2mw00oFytBRb/H3DyRyB/ATApWHRFvcMccmEOuTCHXFwlBxH1jJvoAsi5DpqAuFTlzV7PmEMuzCEX5pCLq+Qgop5jgz2A3GoCFv4vsGYssHWK6Gp6jznkwhxyYQ65uEoOInIMG+wBxMMNOPIUsGECYDCIrqb3mEMuzCEX5pCLq+QgIsewwR5AfDyA2Q+IrqLvmEMuzCEX5pCLq+QgIsewwSYiIiIi0pCH6AJIe2X1QJ219fsgL2Cot7h6eos55MIccmEOubhKDiLSBhtsF7QsAzhS2vr9G2OBD3R4cg1zyIU55MIccnGVHESkDTbYLuidicCrMa3f/yxAXC19wRxyYQ65MIdcXCUHEWmDDbYLShguugJtMIdcmEMuzCEXV8lBRNrgSY5ERERERBriDPYAUnwTyL6u3M+/odweNAFFFcr9xZGAr6eQ0hzCHHJhDrkwh1xcJQcROcZgs9lsoosg59hxHvifb7t+/soSwOjnvHp6iznkwhxyYQ65uEoOInIMG2wiIiIiIg1xDTYRERERkYbYYBMRERERaYgNNhERERGRhthgExERERFpiA02EREREZGG2GATEREREWmIDTYRERERkYbYYBMRERERaYgNNhERERGRhthgExERERFpyEN0AdT/TDVAZhlQVAEUWYCqJuV+W4FeQNxQIHCQcjsjFJg+Uky9XSmqADLNyq2p5u5XbfufMfoCRj/lK24oMD1UuZUJc4iptyvMIaberjCHmHqJSFsGm81mE10Eac9UA3zxHbDrYuc3dUfMNwJJUcA8o1aVOSbDrORINykfDHoj0EvJsTRK+eAgAnO0Yg7tMEcr5iAimbDBdjEZZmBTAZBR1vpYgBcwYyQQN0y5VWep26pqUma3TTXKjEuGGThT2fq80RdIigZ+H6sMAP3ti++AjafafzgI91UGnLihypc689OWOlNUVNGao6TNaxh9gY2TlMHLGZiDOZiDOfSSg4i0wwbbRZhqgGUZrY11wN1ZEPWrt6+ZblJmwdVmO9AL2DhRabT7Q7oJWJ3dOlCF+96dRY/u/aHTogolQ7qpdfAy+gIfT+39v013mKNrzNF7zNE15iAimbDBdgGbCoCNBcr9AC/g9VjlS8uZ5gyz8t/IvNvAxw0F/jZDu/WCVU3AgiOtHxDCfZVGPilam9dX7bqo5FAHrvlGJYdW/1bM4Rjm6BnmcAxzEJFobLB1rOOb/O8fUQ4n9uebb7oJeD1becMP9AI+Tuj7oJJhBhYcVfIE3J0hf72fZshV2/6jDFzVTUqOtLl9X+/IHL3HHF1jjt5jDiIShQ22ThVVADMPKW/y4b7ArhnOe8OtalKa7C++U75PilJmVXpj10VgWaZyf/pIIP1x583OVDUB84+0zsr/bXrvPywwR98xR2fM0XfMQUQisMHWobbN9bghQMZzYg4Zth1setNkL8sAdt1t0t+ZqMwEibCxQFlmAzAHc2iHORTMoa2+5iAi52CDrTNtm+ulUcrMteh6ZhxSDl068mbfdpCQYSam7YcFRwZP5ugfzMEc/WGg5yAi52GDrSNVTcCoFHmaa1XbJrsnb/ZtBwcZBiuVo3UxR/9iDuboDwM1BxE5FxtsHRl/QGlmp48EMp4VXU17GWZg5tfK/bS5XW8nVVSh5ADkHBTaDlqFC7veJYU5nIM5nFNfTzGHc+rrqZ7mICLncxNdAN1bVZOyD7VqY4HyZh/uq5xYI5sZocqOIoCyVvFeVzFTdz0BlB1PZBusgLsX03lEub/gCHOIxhxyYQ659CQHEYnBBltC2/4DBO1SbgGlsVbX/znzrHVHvR6rzK5XNSlNdkfqlc7GDQG2TXV6eT22bapSo6lWqbkj5nAu5pALc8iluxxEJAYbbAmph/mKKpTb1dnK7e8fkf8Q4K4Zyt6w6SZl2YiqqALYfu7uz8wUUZlj1Bq3n2t/JIE5xGAOuTCHXLrKQUTisMGWXIZZuZBMgJdyEZkMc+suIjIy+rVedEGddQf09SEBUGpUD722nY1nDjGYQy7MIZeuchCRODzJUUJVTcoSEQCYMVJpsD9OUJaG6GFrpqomwJii7Cpy/BkgcJByolCAF2B6Qd4lLh21zVG4UHmMOcRhDrkwh1w65tDDBwMiV8YZbAm1fUNXZ6+B1uZ6aZS8zTWg1K/OYm/7T+ta8qQo/QxWgFJrUpRynznEYw65MIdcOuYgIrE4gy0pYwpQUnv3vq9yAgugzGSrzavM2s7Cq64sUZaQ6ImpBhi1Rxm81GU5zCEOc8iFOeTSNscVHc2+E7kizmBLqu0bu9pc/226PpprQHljnxfe+v30kfobrACl5nFDWgdd5hCLOeTCHHJpmyP9iuhqiAY2NtiS6jjzIONFDrrT9mIzXV14Rg/a/rszh3jMIRfmkIuaI6NMbB1EAx0bbEnFDWu9r8fmGlAuPqPS84DlKh8UmEMuzCEXV8tRZBFaBtGAxzXYkiqqAF7PVi4ioPezwU01+jzc2pa6tyxzyIE55MIccnGF91wivWODTURERESkIS4RISIiIiLSEBtsIiIiIiINscEmIiIiItIQG2wiIiIiIg2xwSYiIiIi0pDLNdgpKSnYs2eP6DL6jDnkwhxyYQ65MIdcmINIPA/RBWjt2rVrokvQBHPIhTnkwhxyYQ65MAeReD1usJubm1FQUIDc3FyEhIRgyZIl/VkXERERkbRSUlJw48YNxMfHY+LEifD09BRdEkmk2wa7ubkZ+fn5yMvLw+3btwEADQ0N/V4YERERkawaGhrQ2NiIzMxM5OTkYPLkyXj00UfZaBOA+zTYzc3NOHXqFPLy8tDY2AgA8Pb2xuTJkzFp0iSnFUhEREQkm5deeqldn3TixAnk5+fb+yQ22gNbpwa7u8aavzBEREQ00Hl6eiIhIQGTJk1q1zdlZWUhLy+PS0cGOHuDzcaaiIiIyDFdNdqZmZnIzc1loz1AGWw2mw0APv/8c1RUVIiuh4iIiMilBAUFYcWKFaLLICey74M9aNAgkXUQERERuSQfHx/RJZCT2WewXWWJyPvvvw8AWLduneBK+oY55MIccmEOuTCHXJhDDFfpo0gb9jXYXKxPRERE5Bg21nQvnXYR4WJ9IiIiovtjY0330+U+2G0b7YKCAuTk5Ngb7dOnT+O1115zZp1ERERE0vjss89QV1cHQDmPbcqUKZyAJLtur+To6elp/6VRL5Xu5eXljNqIiIiIpOTl5QWr1crGmu6p2wZbpTbaU6ZM6c96iIiIiKTHbffofnrcYOtFWFgY3Nzcuv9ByTGHXJhDLswhF+aQC3MQiWffpo+IiIiIiPrO5WawZZduAjYVAEUaXTTT6At8PBWYb9Tm9YiISE4cP4j0gzPYTmZMAUpqtX3NuKFA4UJtX5OIiOTC8YNIPziD7WTqm6NNo3MjDDu1m80gIiJ5cfwg0g+ePUBEREREpCE22EREREREGmKDTURERESkITbYREREREQacpmTHJubm5Geno6srCxYLBb4+vpiwoQJWLx4MYKCgkSX12Pl5eW4dOkSvv/+e3z//fcIDQ3FypUrRZflsJs3byI1NRWnT5/GzZs34ePjg9jYWCxZsgQjRowQXV6PXb9+HXv37sXZs2dRW1uLgIAAjB8/Hr/61a909XvVUUpKCtLS0hAaGort27eLLqfH1LrvZerUqVi9erWTK+q9mpoapKWlITc3F5WVlfD390d0dDSWL18Of39/0eXd1/nz57Fx48Zuf+61117DzJkz+7+gPqqtrUVaWhpOnToFi8WCgIAAjB49GomJibp6v7px4wb27NmDoqIiNDQ0ICQkBAkJCViwYAEGDRokurxOHBnvXGWMp4HDJRpsm82GrVu3orCwEEajEXPmzEF5eTm++eYbnD17Flu2bEFAQIDoMrtlMpmwdu3ado8NGTJEUDW9Z7FYsH79elRVVSE2Nhbx8fEwm83Izs62//8YPny46DK7ZTab8fbbb6O2thYTJkxAaGgoSkpKcOzYMRQWFuLPf/6zLn6vOrp8+TIOHjwouoxeqaysBACMGTOmU8MQEREhoqReKS8vx6ZNm2CxWOx/I1VVVbh48SJ8fHxEl9et4OBg/PKXv+zy+ZMnT6KsrEwXjU9DQwPWr1+P8vJy+/hRWlqKEydOID8/H8nJyQgPDxddZrfMZjM2bNiAmpoajB8/HiNGjMDFixdx4MABFBUV4d1334WXl5foMu0cGe9cZYyngcUlGuzs7GwUFhZi0qRJWLt2rf3SqgcPHsSXX36JvXv3YsUKjfY16kfDhg3DypUrYTAY8MMPP+i2Cdq1axeqqqqwfPlyPP744/bH1dnH1NRU/Pa3vxVYYc+kpKSgtrYWL7/8MubOnWt/fPfu3Th06BAOHz6MxYsXC6zQcVarFTt27ICbmxtaWlpEl+MwtcFeu3YtBg8eLLia3mlpacGHH34Ii8WClStXYtasWfbnbDYbDAaDwOp6JiQkBEuWLLnnc8XFxUhLS8MTTzyBuLg45xbWC5mZmSgvL8e4cePw1ltv2cePffv2Yf/+/Thw4ADWrFkjuMru/fWvf0VNTQ1eeuklPPvsswCU36dPP/0Ux48fx9dff33fD0XO5sh45ypjPA0sLrEG++TJkwCAefPm2f/wAOCpp56Ct7c3srOzRZXmEF9fX8yaNQszZ87E2LFjRZfTKzabDadPn4aPj0+7phQA5syZAwD473//K6I0h5WVlcHf379dAwQAjz76KABlBkZv9u/fj2vXruHJJ58UXUqvVFZWwtvbW7fNNQAUFhbCZDLh4Ycf7vS7pYfm+n5qamqwfft2jBo1CkuXLhVdTo+UlpYCAKZNm9Zu/FCXtly7dk1IXY6ora3FuXPnEBAQgKefftr+uMFgQGJiIoDWcVIWjox3rjLG08DiEjPYP/zwAwBg5MiR7R739PREcHAwrl27hqqqKgQGBgqobmCx2Wz4zW9+g8GDB3dqFtSLhurhEDgAfPjhh/d8vLZWudqD7OtkO7p8+TLS09MxevRozJs3D4cOHRJdksMqKysxbNgw0WX0yZkzZwAA06dPF1yJ9r788ktUV1fjD3/4Azw89DG8qMsSqqqq2j2ufj906FAnV+S4mzdvAgCGDx/ergEFlJniQYMGwWw2iyhNExzjSY/08Q7YjYaGBgDAT37yk07Pqc1cfX09//icwM3NDbNnz77nc5mZmQBaZ4D15s6dOygtLcW+ffvg7u7ebvmL7KxWK/7yl7/A29sbq1at0uVMaWNjIxoaGuDu7o4dO3bYT+R66KGHkJiYiDFjxogusUfUZS7e3t7YuXMn8vPzUVtbi+DgYMyZMwfPPPOMLv//lJaWIiMjA08//TR++tOfii6nx2bPno1///vfOHjwIMLDwxETE4Py8nLs3LkT7u7uWLBggegSu+Xn5weg9XerI29vb1RXV6OlpaVTA64HHONJj1yiwVZnRvv6M9R/rly5gn/+858YNmyYrhpTALh06RLefPNN+/d+fn548803ERkZKbAqx6SmpuLq1atYtWoVgoODcevWLdElOUxtHkpKStDU1ITIyEiUl5ejuLgY7777Lt566y2MGzdOcJXda25uBgB88skneOSRR/DEE0+grq4O3377LXbv3o3r169j+fLlgqt0XEpKCtzc3DBv3jzRpTgkICAAf/zjH7Ft2zZs3rzZ/nhQUBDeeecdPPzwwwKr65nAwEA8+OCDuHr1Kk6cOIHHHnvM/tzp06ftf+96HQc5xpMeuUSDTXKzWCzYvHkzDAYDVq9erZslIqqgoCAsWrQIVqsVZWVlyMvLw1dffYWoqChdZDGZTEhPT8e0adPaDbx6U1NTAw8PDyQkJGDVqlX2x9WT0Xbv3t3lsh4ZvfDCC3juuefs38+fPx9r1qzBkSNHMHfuXDz44IMCq3NMdXU1CgoKMH78eN3t5mC1WpGWloZLly5h9OjRiIyMxI8//ohTp05hz549eOONN3SR6de//jWSk5PxySefID8/HyEhISgtLcX58+fh4eFh/2BHRM7hEg12Tw6n6vGQqyu4desW3nvvPVRXV2PNmjWIiooSXZLDhgwZYj9RCFCWuuzYsQO7d+/Gq6++KrCy7qm7hgQGBuLll18WXU6fREdHIyUlpdNM1fPPP4+jR4/i6tWruliHqR6i77ikxd/fHzNnzkR6ejrOnj2rqwY7OzsbLS0tulz+tXfvXhw7dgwLFy5stytQUVER/vSnP2Hr1q1ITk4WWGHPjBkzBsnJydi/fz/Onj2L27dvIyIiAhs2bMCWLVvQ3Nys23GQYzzpkUs02Oq6rIaGhk77fNbX1wPQz4l1rqS+vh7vvfcezGYzfve73yE+Pl50SZqYMmWKfQ2w7I4fP46SkhIAQFJSUqfnzWYzFi1ahIiICLz//vtOrs5xBoOh00Dq5uaG4cOHo7q6GjU1NdI32OoOKB1PqgNaT7hTT6TVi5ycHADQxRKdjjIyMuDm5tZpC7u4uDhER0fjwoULKCsr63SCnYwiIyPbLWcDlCVJ9fX18PHx0eX6a4BjPOmTSzTYDzzwAEpLS2E2m9sdyrNarbhx4wZ8fHx0cYjPlTQ1NWHz5s0wmUxYsWKFLndMWLp0KXx8fPDpp5+2e/zOnTsAlN8v2YWFhWHRokWdHr99+za++uor+Pr64sknn9TFBUEOHz6Mf/zjH3jllVc6LXVRd1HQw84uERERyMzMxKVLlzBx4sR2z6k7Pehh5wqVzWbD5cuXMXjwYF3u8FJfXw+DwXDP5lPdCaWurs7ZZWnm/PnzaGlpwahRo0SX0msc40mP9PlxtoOEhAQAyqbzbS+ecfToUTQ2NmLKlCk8fOREVqsVH3zwAS5cuICkpCT7/td6M2LECFgsFuTm5rZ7/JtvvgEAXZz8pF7uueOXeiKav78/EhMTdfH/KDQ0FLdv30ZmZma7v/Pc3FzcuHED4eHhuhhkp02bBi8vL/zrX/9qt3WaxWJBVlYW3N3dMWHCBIEVOqasrAyNjY0ICwsTXUqvRERE4M6dOzh27Fi7xy9fvowLFy7Ay8tLV7uitFVfX4+///3vANDl7k56wDGe9MglZrCnTp2KzMxMFBQUYP369YiJicH169eRn5+PoKAg3V1tT+8+++wzFBYWYsSIEairq8O+ffs6/czkyZNhNBqdX5wDli5diuTkZHz00UeIj49HSEgIrl69isLCQvj5+XV5JTvqH7GxsYiJicGZM2ewbt06xMbGoqKiAjk5OXB3d7/nEhgZBQQE4JVXXsGOHTuwbt06xMfHw9vbGzk5Oaivr8eLL76oqxlsdQmSXpvQF198EZs2bcLnn3+O/Px8GI1GVFZW4uTJk7BarVi2bBm8vb1Fl9kjW7ZsgaenJ0JCQmC1WpGTk4PKyko89thjuj7BmWM86ZFLNNgGgwFr165Feno6srKycPjwYQwePBjTp0/H4sWLdXH425V89913AIDy8nLs37//nj8THBwsfYMdExODLVu2IDU1FefOnUNdXR0CAwMxa9YsLFq0SJeHw/XMzc0Nb7/9Ng4fPoysrCwcOXIEHh4eGDduHJ5//nldnUD7i1/8AsHBwThw4ADy8vJgtVoRFhaGpKQk/PznPxddnkMsFgsAfS1raSs6OhofffQR0tLSUFxcjOLiYvj5+WHs2LGYP3++Lo5UqYxGI06ePInCwkLYbDaEhYUhMTGx0xVD9YZjPOmRwcbNI53KsFO5ta2Q8/WIiEhOHD+I9MMl1mATEREREcmCDTYRERERkYZcYg22noT7AiW1rYfmtDBuiHavRUREcuL4QaQfnMF2sm1TtX1DC/cFNk7S7vWIiEhOHD+I9IMnORIRERERaYgz2EREREREGvp/D0nMcmabChAAAAAASUVORK5CYII=" | [
"9β9=0",
"10β9=1",
"9β8=1",
"10β8=2"
] | null | 2 |
math | pre-k | squares | true | false | Which shape is a square? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACd0lEQVR4nO3UO25UQRBA0ZrxJ+CbgVgAEBGzBTbCqtgIayAl4pNjUhssYTx6BE9I5HjuCHNO1K2WShVc9WZZluXsaubz5czFbuZ6Gfhrx5uZ+0czT+/MPD6d2Zz9WJZ354dei9vs5YOZ40+X6+XJ6czzu2uF8LcudjMfvs98uZr5eDmzPb9eH0TGTbp/tDY1M/NtN7Pd/fEAN+l3Uz+Xme1hV+F/ITQSQiMhNBJCIyE0EkIjITQSQiMhNBJCIyE0EkIjITQSQiM... | 0 |
math | algebra-2 | factor-quadratics-using-algebra-tiles | true | false | Which area model represents the factorization $4 x^{2}+8 x+3=(2 x+1)(2 x+3) ?$ | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAQAAAAFyCAYAAAAamASsAAAORElEQVR4nO3de2yV9R3H8c85p6VAS9tIC1a5tijiAIHKFsFtasbIvMRE3cVsc5rskkWTObMtMeOv/aGRZG5LFudctmXLptsSndHhRLzM3QzTtMZF0CEdTKBAD0gLLbQ95zn7o9JgxXLpc87vPOfzfv2DPcQ+P7/pefc5B8s3VSgUCnuHpLcGpMN5KVcQgApVlZKmZaS2qVLLJCm1d7BQ+Fdf6GMBKLVL66WqbQMjH7RMkhbWjtQBQGU6nJfe7Je6h6TtA1K6Lzf... | 3 |
math | kindergarten | cylinders | true | false | Which shape is a cylinder? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAIfElEQVR4nO3cT4yUdx3H8ffveWZmZ/8My59tu1spS4GloaKkNgZJrDWamHooXjReCPHCwZj2Qr300ION6cXERGuiNlaTcjARNUKaeFCjhESLQYI0JbCEsAW7y7ILLDMMszvP8/w8PAtlYFj278x8p59XQoZ5dub5fQfeefbZZybrvPd+bAbOlaEYQ+QRaTkZB4UQhrrgsRy4sWnvj91o9lgi87dzFWSGy+mdgRw81Z1WLdJqijGcuQmjM3C2DMGNKP2CopVWVgj... | 0 |
math | pre-k | name-the-shape | false | true | What shape is this? | "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" | [
"rectangle",
"triangle",
"circle"
] | null | 0 |
science | grade-7 | use-scientific-names-to-classify-organisms | true | true | This organism is a European nightjar. Its scientific name is Caprimulgus europaeus. Select the organism in the same genus as the European nightjar. | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA6IAAADZCAYAAAA69Y0YAAEAAElEQVR4nOy9d5wlVZ33/z7nVLqxc89MT44wzMCQQQkKCCKyRgyIysKaddfF37oY1nVZHlf30ce4YHyMsKIYFjERRMkwxCFPzqFz980Vzjm/P+p2T/fMAIOi7vrcN6/7mr51q+pWOHWpT32/389XAJYWLVq0aNGiRYsWLVr8RXDfuOWQHBTUn3tLWrSAsoa1VdgdQYcDJ7en0+WfdatatGjRokWLFi1atGjxvNISoS3+O1FQ6ZgEqOi901tCtEWLFi1atGjRokW... | 0 |
math | kindergarten | represent-numbers-with-shapes-up-to-5 | true | false | Which group has 3 rectangles? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAE1UlEQVR4nO3dPW4bVxiG0Y/6ceFYLhNkAWEW4MIL0zq0AG7JOzCdPkor2gKsWJgUhIFUquRnDPGcagbTvNWDudXdLMuy3D7M/HU/c3ic+bYMwLO42Mxcnc/88Xrmt1czm9uvy/Lhbu1ZwEv3/u3Mxaf748vvr2b+/OVYI4DncHic+fhl5u+Hmf39zNndt+MHsQGe29X5sS0zM58fZ84e//cB4Ll9b8u/y8zZulOAUyI4QEZwgIzgABnBATKCA2QEB8gIDpARHCA... | 0 |
science | grade-5 | identify-mammals-birds-fish-reptiles-and-amphibians | true | false | Select the fish. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAEAAElEQVR4nOz9Z5he6XWeid5v2uGLlVCFDDTQADrnQDabWWxSTZGigmWZlKyRNEey5TweWWdkyzNjW8fySPaRdZxtWZZkS6QkUxRFM4ixyWbn3OgGugE0MlCFil/c4U3nxy7aPw7nXPTpP3OuS/sPUHVVffV9e693vWs963meVzw9iPFYG7qKP73+9Pq/5DXy8NoErtYwq+HBmeb78k8D90+v/6tfXQXH2s3/x/6/fV/+aeD+6fX/D9e34tTG//Y9/e1+cP7huwl... | 0 |
math | kindergarten | subtraction-sentences-up-to-10-what-does-the-model-show | false | true | Which subtraction sentence does the picture show? | "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" | [
"4 β 3 = 1",
"3 β 3 = 0",
"5 β 3 = 2",
"4 β 2 = 2"
] | null | 0 |
science | grade-6 | 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 | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAZb0lEQVR4nO3de3BU93338fc5e9VqtVqhKxfZ3G/CYEAYsAGDsePYmCRNxnnstLbnSRqnzyTtJJ30SdNO6+mTJ33iTpNpEz/tPHGSJ45Tp3bs2sZgAzaGcr+JO5IAcRNCSEhaaS+S9nL2nP6x0oKQAMGuzq6k72uGgT179ux32d3PnvPd32+PYhiG0RSFui4IxkEzEEKItLAqkGeBaS4otYPSFDGM/YFMlyWEGOkWe8B6pitxYawdZuQm0kgIIdIhGIdTnXAlCqe... | 0 |
math | grade-6 | identify-equivalent-expressions-using-strip-models | false | true | This model represents the expression g+2g+9. Which expression is equivalent to g+2g+9? | "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" | [
"11g+1",
"3g+9",
"g+12",
"g+11"
] | null | 1 |
math | kindergarten | cubes | true | false | Which shape is a cube? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAU60lEQVR4nO2deXRUVZ7Hv/dVKnuobATIQgghBDBI2BtQQLBpRKMoCtjt9ESlG2c8Zzxtt63d09qjzjhzZLD7ONMLthq7p1WMogIGEWU1shmSKIuEAElIgBASsu+pevPHq1dbKkvdvO1W3Y/nWC/17rv394pbt37b/T0iiqJY2wOc7wBarUCfCA7HcAQRIMoEZIQDY4IBUtstisdb9BaLwxk+80cBQeUd0h/jgoHMCGlWczhGo9UKlLUDV3uAcx2A0NInneCTlmN... | 0 |
math | grade-3 | identify-rhombuses | false | true | Is this quadrilateral a rhombus? | "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" | [
"no",
"yes"
] | null | 1 |
math | kindergarten | match-analog-clocks-and-times | false | true | Which clock shows 6:00? | 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" | [
"Created with Snap",
"Created with Snap"
] | null | 1 |
math | grade-4 | identify-parallelograms | false | true | Is this quadrilateral a parallelogram? | "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" | [
"yes",
"no"
] | null | 0 |
math | grade-2 | which-shape-illustrates-the-fraction | true | false |
Look at the colored part of each shape. Which shape shows one-half? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAaqklEQVR4nO2dd3xc1Zm/nzsz0hSNyqgXq1iybMlFtiX3Co4N2IYQSAikLCGEJIQkyya7CZDks8luQrIhJLC/TQgEE0IoMQbTXcBgcMNyt2RbxbJkq496mV7v7487GgtHVplurOcffzy6c+6Z+72nve973iOIoijq7XDODAYXOEUm+RShECBWDoUaSIsGQW8TxcOD4a7WJKFgcRwo6szSfzKiYUaM9DZM8unB4IJaE7Tb4awZZINO6Q+TYn86iZVL2gIYXSBzDfv... | 2 |
math | grade-3 | parallel-perpendicular-and-intersecting-lines | false | true | Are these lines parallel? | "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" | [
"no",
"yes"
] | null | 0 |
science | grade-3 | identify-plants-and-animals | true | false | Select the plant. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK8AAADeCAYAAABL7FARAADiaElEQVR4nOz9acytWXbfh/3W2ns/zznnHe5Qdauqq7p6IptNdnPQRNmkJStSJEtwHMeIEShIPhiBjAQZbCRADAMRgkzWh8RABghI7EBO4FiILFmyJMeyIsuyooGM2KQ4NIdmd7MH9lRz3Xvf4ZzzPHvvtfJh7fPeVlB0mrxfHID3S1dX337fc55nD2v9pyU//dT9U2dwkfjtP7/95z+Xf647fOEW3ljhQYbfdz/+vf72wv3tP/95/3OR4FNn8c83/dm/199euL/... | 1 |
math | grade-2 | am-or-pm | false | true | Brenda is going for a run in the morning. Brenda's watch shows: What time is it? | 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" | [
"9:45 A.M.",
"9:45 P.M."
] | null | 0 |
science | grade-5 | identify-earths-land-features-using-satellite-images | true | false | An island is a piece of land that is fully surrounded by water. Select the island. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOEAAAC0CAYAAABi8Es+AAEAAElEQVR4nFT92ZJk2ZKmh32qa9jbzN0jIjPPVNV1qqu60A02Id0NCCYKQd6QEN7jBXDHh+KbgA9AkEIQQlA4SDfAHqq7xjNkZoS7me29BlVe6PLIYoqkhA/mtreZLZ3+/1dV+fRP//dOVjrO9MbVQdRACg8GLhUxpeJkVR4m+ByUBA8FVJiAjA5euczJN2Xjsw82n2DwqAPXJxoG40DNufrGkQfnlrn0QQJ2KgPjSMbUyTOJTGL65Hg0LteCNngjk+iYwWmQi1B... | 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? | 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" | [
"linear",
"nonlinear"
] | null | 1 |
math | grade-8 | identify-reflections-rotations-and-translations | false | true | Look at this shape: Which image shows a rotation? | "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" | [
"B",
"A",
"C"
] | null | 2 |
science | grade-5 | use-evidence-to-classify-animals | true | false | Placental mammals are a group of animals with similar traits. The following traits can be used to identify placental mammals: They give birth to live offspring.
They have fur or hair. Observe the animals and read the descriptions. Select the one animal that has all of the placental mammal traits listed above. Sea otters have very thick fur. Their fur helps keep them warm in cold water. Female sea otters give birth to live offspring in the water. Green toads have moist skin and hatch from eggs with no shells. The tadpoles begin their lives underwater, while adult toads live on land. Some adult green toads live in dry places such as deserts. They stay underground until it rains so their skin won't dry out. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAp8AAACmCAYAAACcAuREAAEAAElEQVR4nOz9ebhtV13mi39GM7u11t779GlOehISEkIInUIARSixwB5RAQvxh5bUFeVCoaKg5VNo8ahYdlUCyrWuFmXhFUSQ4paAhQpB+i79yUlzmpz+nN2uNbsxxvf3x5hr7rOBSKAI4eJ8nydPzl7NnGM2e+13fb/f933Vx1dFrhzDgmHAgAEDBgwYMGDAgAcF6x7umIJacyID8RwwYMCAAQMGDBjwYGPdgxIReagXMmDAgAEDBgwYMOCfB+zZP6ysTvHeo5Q... | 0 |
math | kindergarten | ordinal-numbers-up-to-fifth | false | true | The first picture is a boat. Which picture is second? first | 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" | [
"bucket",
"boat",
"crab"
] | null | 2 |
science | grade-5 | animal-adaptations-skins-and-body-coverings | true | true | Giant pangolins are adapted to defend their bodies against a predator with sharp teeth. They have hard scales covering much of their skin. When frightened, the giant pangolin can roll into a ball to protect the soft parts of its body. Which animal's skin is better adapted for protection against a predator with sharp teeth? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebwlVXnu/11DVe3hjD3SAwjN1MyDEBQFQUUEDVcQFRyi4mwSp2gc7vV6E3Id4pSrQUX9GXGKCU4Rr0YmRRGRQUBAZGq6gabn02faQ9Ua3t8ftc/uc06fbg7YSpK7n89nf87etatWrapaVWc/633e51UiIt57Yoz00EMPPfTQQw899NBDD/85obXGWotS6onuSg89/JeE7hHnHnrooYceeuihhx56+M+PGCPe+ye6Gz308F8Wukece+ihhx566KG... | 1 |
math | grade-6 | which-is-the-better-coupon | true | false | Which coupon should Finn use to save the most money on a picnic table originally priced at $67.70? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAASYAAADNCAYAAAAVMN0vAAAtCElEQVR4nO2deWBU1dn/v3f2SSaTPZOQPSQhEEgIiwRFFgVUBBfQWnd/Lq1VW/VF+1pbl7b2rdVqN1trbaVqVawiLrggKCKKYQsQICELITvZl0lmX+7vj8kMmbkzyUzmTriTPJ8/CHPu2ebm3m+ec85znsOwLMu2m4E6PTBoA6wsCIIgJhQJA0SJgbwIQCMDmHYTy+7XnutuEQRBOFikBiS1eseHFBkwI9KhWgRBEBPJoA2o1gFnzECNHhBprY4LJEoEQZwrosQ... | 0 |
math | grade-5 | multiplying-fractions-by-whole-numbers-choose-the-model | true | false | Which model represents the product 3Γ
1
3
? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHoAAACOCAYAAAD+WhzrAAANOElEQVR4nO2de0xb1x3Hv+A0gg5mh04bptLsEGeRioQd9ZFJgwCqqNJ2wWQNyf5YE6M+kklN6nZJ1UpUtoWjZdImgaB/RE2Fk2r/FDbdQKVGdf+4Lp7Upqm4rkqlDKhu/jFMm+CmpnH6iLw/rs/FPJLwuPeeY+75SCgBS/ce388973N+pySXy+VmvgcmbwKZ28CPOXA2AVtKgEobsPN+4BdbgZKZ73K5K9/QThbHSPb8FNgycVP9xbkV2PUT9S3gFD+Z28C1b4H... | 0 |
math | pre-k | represent-numbers-with-shapes-up-to-5 | true | false | Which group has 2 stars? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAKeUlEQVR4nO3dP2xT5xrA4ddxEpzgIIbqXrNlCPcyBpayFDGmSJWYKGPULpmgY6UytiprJVivmq0dKqFWoh2vYKk6FEbadOiWXLUDKoEGQvAdUlcBnP/Oe/7keRYapdjnEzm/+LX9HTe63W536VnEL08iHq1FPO8GwEAMNyImmhEnxyP+ORrRWHra7f7wR9GHBdTdm8cihheerH9xYjTi30fXawQwCI/WIn56HLH4LOLnJxFDfzxf/4bYAIM20VxvS0TE8lrE0Nq... | 1 |
science | grade-8 | use-punnett-squares-to-calculate-ratios-of-offspring-types | false | true | In a group of American curl cats, some individuals have curled ears and others have straight ears. In this group, the gene for the ear type trait has two alleles. The allele for curled ears (E) is dominant over the allele for straight ears (e). This Punnett square shows a cross between two American curl cats. What is the expected ratio of offspring with straight ears to offspring with curled ears? Choose the most likely ratio. | 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" | [
"0:4",
"2:2",
"4:0",
"1:3"
] | null | 0 |
math | grade-2 | compare-vertices-edges-and-faces | true | false |
Which figure has more faces? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAJ9UlEQVR4nO2cb0xV5x3HP/cCtmO6aiKo06Fu9U/RjSskdcsSELu6P7a6BucyiQvtZGnWVyZkiawSUr26LWPxzfrGObe0tY3IGnHLthfLna1tNhLhMs3tRFDQGNCyzD9AFS737MX10Af5dy/3POd5zp/PGwPncu4Tz+f3fb73XLgBwzCMvmHoHIJ7oxA38HEx2QGYlwWrcmHRHAj0PTCMlruql+Wjgo2fg+zLQ8kvlsyBNZ9N2uHjXu6NwqVB6B2GjiEI3o0nD/g... | 1 |
math | grade-6 | mean-median-mode-and-range-find-the-missing-number | false | true | Julian has the following data: If the range is 15, which number could q be? | "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" | [
"20",
"4"
] | null | 1 |
science | grade-2 | identify-living-and-nonliving-things | true | false | Select the living thing. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAACsC0lEQVR4nOz9ebRt2VXfh3/WWnvv097m9a96SVVqSk1JKoFaJIEMMsaYNnZs88ODQYxjbGNjQxrjn4Nj7DgxTjISYhPIL7GxEhM3gI0hAhmMQMKAFFAvJJVKqu69V/Wa259zdrOa3x9zrb3XOe+WUKn4jZHfGN41Tt37zj1nN2vNNdec3/mdc6oPHobw0hlsGf798e+P/0cexw4+vYBrLZwp4Ct25X397wX33x//Tz+2DLx0Jr+fuOF9/e8F998f//9wJDntwvB... | 1 |
science | grade-6 | compare-magnitudes-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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g7buClIRgwvJylgxKsbdhKxRtg3/d70zbXUdE9sdUcSbiqpxWUAbXfV3Oq/3sm2ZgWWVzz9oKdtpcp52c6uGjM/y82s+vIk3kOAY38/KP3slsGB7g9o5JBGz+qCw/GGZKvksnrZ7IP/8flB+2t82MdnDNdJgwWUWayHF8P6fd0TGJFJtz2pu7Q7y6w76cZsnLW7o/bPslzwdyklh1VgqDmqlAE4lGZjI80jWJ1WcFGG/zvLEH8yooiKclO9bMhy3L7W1zxM1wy9vQ/lR72xWJU5nJ8IeuSaxxIKf9dnUFB20qeyypcn5h4yXPfk08LBucwv87uWFNpBSxS5sUmNk3mVf7+Wlu0w1Mh4Jw15o4Wvz6vT/a11abHnDDa3DWr+xrU6QBcSKn7SiHh/Ps2XWp3oXaM1uC5BXbc5fnfZ2TWHxmCj3T43RisoiLnN/CyxeDA5xi08bDs3cE+WSfO+7eOqFF/4ADO+xpa9gNcO3L0CLHnvZEGjC7c9oT+ZWsPmy+/ql3ofboRvMVZSMfzD/Dz/2dNYomYqXsFFg4MMW2ywb3rXP5vr+VpbBomvl2klPh6mkw/EbzbYkkEDtzWgj4jQ3bZNarUJu9I0h+qdlqMs0HHw5IYYjmookYEfBGLhvc1cn8idDiohAfFbp4VO0/r0HZQbNtJKfCVc9G1kQTEcvZmdM+KgzxmeF13upV/TyywezZccAL7/VPoX8TXeoUMe1/uiTZsur2/xrOG/WyeIbZ+EkpcOXfIbu32XZExLac9kfDOa3Ohdp7e0J8e8jsaNobp/k5o6mKNBG73HSSj/sMTzH4uDDE5y5ZabyaVfNg/3azbVz+FLTtY7YNEaliR057b0+IbwzWQ3Uu1P5seG7aS6f4GZ6py50idru/cxI/zzY7v+PxTS4cVfv8ebPxx/8FOgww24aI1GBHTpu03lxOq1MllFcc5lODd2/9PieJca1UpIk45ameyfRIMzea/dbuEPvcVKsVboZtX5uLP/wm6HGuufgickKmc9rrO4PGclqdqqHZBlfk/XELL/dqjTQRRwW88PKp5rZIqQzDzO0u2q1g5bvmYncZDsOuNxdfRGplOqeFgLmGaqM6FWqmtk5o7IOne9m3f5aIHF/3NA+PdDV30vTiNhcNqX37gZm4/jQ4/0EzsUUkJqZz2ssFLinU8orDxm4i+GuPZFqqThNxjds7JjGwqZlpCMsPhlllw2KRtdqzEXbnmYk95i5IyzQTW0RiZjKnLdwXYruBrfJi7q2pirFrIw9XGZ7sJyKxm9LT3O3tr9m4sfFxffu+mbhZHeCUC83EFpE6e8pgTpu70/qcFnOh9pKheSWTutq0QZeIxOSUxh6ubWfmJOr9PS4o1L56y0zcs283E1dE6qWPwZz27m6HC7VVh8OsL7H+UkXXRh4uaKm7PEXc6r7OyZi4X2rp/jBFTk5V270e9m2xPm5WB+g20vq4ImIJUzltYWGIMosXxYipOpq/18ySHL+zYZsHEam7NilwXgszJ1PznBxV27jETNzBvzQTV0QsYSqnlYfhY4uXL4uplysOWl+oZSTB1W01N03E7X7V3swJ1YeGTgCjsmO19TEDTeDUi6yPKyKWMpXT5u1xslA7YH1CvaiVijSReDA6y0sLA3dl5+53sFDbudb6mD3OsT6miFjOVE5btM/aqwQxFWrLD1o/P+1nrVWoicQDnwcubWP953XN4TCOlWo7VlkfU4WaSFwwldNWWFwrRV2orTSwdlrAG6loRSQ+XNLa+ksFFeFIsWY7E6NpSSnQeYj1cUXECFM5bV2xdTkt6irJxGXP05uoSBOJJwOaemhiYFrHt4ccGFPbucb6mNm9rI8pIsaYymlfWTiqFnWl9LWBEbXu6eY2SBUR63mAcwyMgq8ytNvJCe1aZ33M5p2sjykixpjLadadfEbduy2l1ifS/hpRE4k7/Qx8brcayC+12r/D+pjZva2PKSJGuT2nRV+oGVjotr+h/bZExBwTSc3EiWCtDhRYH1OXPkXijttzWtS921thfSLt1EiXPkXiTc9065PaznIHCrXiIutjZrSzPqaIGOX2nBZ174qD1ifSxlqZQyTuZBrYlrfYiW2kKkqtj+lPsz6miBjl9pwWdaF22OJdXjK0a5RIXEr1QorFJ6CHDZwI1qq8xNp4gSbWxhMRW7g9p0Xdtf0Wn/E2S9ZlT5F4ZfUZaLETK96WHbQ2XqCxtfFExDZuzmlRj2t9WPIc4ZB1FaLPkwlcZlk8EbHPRN9K9voqLIvn8wAMsixeNCYNfZqQhcm0eSCJG60LJyI2cnNOi7pQG7bqBaiw8FJBs7Zwrgo1kXh007LfQ9E26wImp8LIxdbFi8JjoX4ctHBKR8eQR4WaSJxyc06L/qpsUoolDVYpL7Y2nojYp+ywtfH8jayNF4V0i+fJHqp0YJ6diFjDxTkt+kItOWBZo4D1PxQRsU9JkbXxUuy/W7Kxz9p5slaOzomIzSzPaemWhXKuUAuWw+FCa2OKiHmHdlsf04FlLdIsHlErC8GucmtjiogNjOQ0J0bU0ptb1miVvZusjykiZpn43KY4cOnT4hE1gHWO3L4qIvXi8pwWfaHWtI1ljVYpzLc+poiYtWej9THTW1gfsxZtUgwUaoc1T00k7rg8p8VQqLW2rNEq27+xPqaImGXic5t5kvUxa9EtzfpCLXe/RtRE4o7Lc1r0hVoTAyNqG+y9HV9ELGDic+tAodbVQKE2f68KNZG44/KcFn2h1ryTZY1W2bcF9hdYH1dEzCjMhwM7rI+b2cH6mLXo0sj6jZjXl4TZXKrLnyJxIw5yWvSZqk0PyxqtZvV8M3FFxHqmPq9Z9o+o9WtiZhu7f+3UqJpI3IiDnBbD8hypkNHesoarfP2W9TFFxIzl/7Q+ZloWpDazPm4UOqdaX6y9VGDxxsgiYk4c5LTYxv5bd7es4SoF38K+rdbHFRFr7Vhl5jb2zoOtjxmlYZnWX/78z4EwG0p0+VPE9eIkp8WWpdr2sbTxKounm4krItZZ+pKZuB1ONxM3CqOyrC/UAB7fpFE1EdeLk5wWW5bqPMTSxqvkvmJmZWARscb+AvjqbTOxO/Q3EzcKwzJ9RuI+syVIQZmR0CJihTjKabEVai1zoFGGpR2o8uk/zMQVkfpb+AyEDWxmmZZlZu5rlFr7oWe6mZsK/rSxwkhcEbGAqZzWuKXlOS32cf+uIyztQJUvZkHhZjOxRaTu9myE5a+bid39bDNxY3BeczOjan/bHGSNdioQcR+TOc1AjRR7odZtpOWdqPLOJHOxRaRu3nrQXOw+Y83FjtKENmYKNYDbV2tUTcR14iyn1WFEbbi5y58bF8OqeWZii0jsvn4Ltiw3E7txS2jfz0zsGJzS2EN3A7sUAPx7b4i5WldNxD1M5rSm2UZyWt1ueTrlAou78T1vPggHdpqLLyLRKdpmdpTbZB6J0eXZ5kbVbvimnK3arUDEeaZzmqErBHUr1E79qcXd+J6ygzDnDnPxRaR2oUp45TYoLzbXhsk8EqPLDV7+3F8JE5aXG4svIlGI45xWt0KteSezt9RvXwlz7zYXX0RO7F/3wc615uJ3OB0y2pmLH6P2AQ+jDCx+e1TugTC/+Frz1UQcE8c5re6ZadDVFnbjGL55F97/k9k2RKSmz6fDynfNtjHkv8zGr4M7T04yGv+lgiC/1c0FIvaL85xW90KtyzDIsm53+GNaOhMWPm22DRH5zup/w7y/mm2jRWdzi2fXw6hMr7GN2o96cnOQh9dr1wIR29iR01p1M5rT6jfWP/gXFnXjBD6eCvMnm29HJNHlvmLP/NBh15tvo47u6pRsvI2H1ldy3zoVayLG2ZXThpq9QlC/Qu3Un9qzqvii53QZVMSkDx+Fd21Yx7BpG+hxrvl26uinrbzkNDI7qgbw542VugwqYpJdOS2jPfT8kdEm6j97dsxdFnQjCktnwt8nQGG+Pe2JJILSg/DidbD4BXvaO/e34DE3ad8Kj/UwP6oGkcugZ3xexrpiLd0hYhm7c9rZvzHeRP0zZs5Zlu8Uf1w7VsNTF8CSmfa0J9KQ5X8Jz4yHTUvtaa/DAFePph01OsvLRS3tKSZXHAzT+9MypuQb2HNQJNHYndM6nmFLTrMmG42935IwUfvgT/D8NdobVKQuirbBK7fDC7+EAzvsadObBOc/aE9bFpjc00+auaXVavjdmgpGLC0nT6NrIrFzKqf95AF7mrIkSvNOMOYeS0JFbcsyeOr8yNoou9bZ27ZIPCouhPf+EBmVXjPf3rbPvNJV66bVprUf/qeLPZdAj/q8KESvT8v45coKVh5SwSZSqwTJadYtHDTg0kjx9M17loWMyldvRh4d+kP/S4xP6hOJO4X5sGwuLH0ZKkvtbz/zJBh+o/3t1tMtJ/mYsyPI4iJ79+qcuT3IzO1BhmV4ub69j/GtbRzaE4kHTue05ifbmtOsXeHxvHsi14gP7bY0bFTycyOPDx+Ffj+LzIexa+6ciNtsWhr5LH77AezZ4Fw/fH645DFISnGuD/XwQt9kTltUxiEHppAt3Bdi4b4Qv11dwXXtkxie6eWsDHffiCFijFtyGsD4v9ia06wt1FKbwc/+AC9ca2nYmBzYGVl7jamRr9v3gxYnQ1anyCXa5Pj8hRGVptnQrK3TvRC77C+A4iI4vBd2r4c9GyMJbOsKp3v2nR9NhBY5TveizjoEPEztlcyVXzm3lMaO8sjaaw+tj3w9uJmXHukeuqV56JbmJbUB124dUj10TDW/XIq4RDzktB/fH1m020bW75nSYQAMvRY+fdby0HWyZVnkkQiGXQ/Db3K6F+7z0ZPwyd+d7kXi6TYKTr/Y6V7U2yWtfby3J8TM7e64M/OzohCfFTndC3vce3ISv88xu7VXXFJOc0a3UXDaeNubNXMuNvLX0OlMI6FFJA60yIGf/q/TvbDMlB7JdLVhIVypTrdUiGs4mNPMDZpPeBxadjEWXkRcqklruPL/IDnV6Z5YJs0H7w9IoU0DnjnhRiqNxRUczmnmCrXkVLj8b5EXKPYI6/xTHJbSGK56FtKynO6J5bJT4P3+KTTVlTiRxOGCnGZ2GmrjlvDLFzXB3S4enX+Kg3x+uGKqPfv/OqRbmoe3T08hpQFP4BeRI1yS08ynm8Yt4RfTI2spiTjB5XtLNhgX/wXa9nG6F8YNaOrhn6f5VayJNHQTHndFTrMn1aS3iIyste5uS3NxZeAVcP8K6Dyk+vOdBsINrznTp0Sm9yN2Hh9MmAxdhjvdE9uMyvTy4QC/LoOewNVtfSwZlMK2kQG2jgiwcKCf85qrurWdclrsUtLhv16q+TNziH2fmtRmcM3zkeU7pLqibTD2XkgKON2Thikc48ryej+i16xtZJJt1xFO98R2A5t6+XhgCi38TvfEfUZkepnUJZlfrSyn7YJS2n9UytTNQeb089NJ66LZTzktemlZ8F8zIbuX0z2pYu/pTXJqZFJe77G2Nut6+bmwcy0Mv8Hpngjo/YhW5yFw/ZzI9m0Jqkeah08HpnCyio9qeqd7WF8cYsXByA1OYWBWQZB+i8rYUqqbnmynnBadjHZw7SzI6uh0T6pxZhz6p3+As37lSNOu5PVFNpY9bZyWNHEDvR8n5vFG1kq8/G/gT3O6N47rmOrhi8EpXNBSl/WOen9PiF6Nvczom8zYFl4yjlwiXlccplJ1mv2U02qXcxZc9zI0aeV0T2pwLrOMuBnG/RlSmzrWBffwRLa+WvgM/OQBtHqQ0/R+HFejDLjy75HdR6RKug/mnOpnas/kBr2lU7TWFYfp/1kZ+SVh7u+czJaRARafmcKlbbTBvDOU047Llwxj7oHLnowsxeFCzqaUnqPhlregz08c7YZrLH0JvEnQ/xKneyKg9+OHsnvD9a8m9KXO2vyynY/Fg1Loma5fhJtKwty7rpJBi8toPb+UJzdX8lTPZI08Okk5rbqMdpFRtAGXOt2TE3L+ExNoAhdNipylN812ujfOCofg7f+GkbdAo0yneyN6PyLSW0Q2Iv7lC5De3OneuF73NA/LBqfwUJckAs5nWEeMzvLSPe27YvVQEGZsD/JRYYgBTRP0h+IGymkRvuTIVYEb5ka2hnI593xiOp4Bt74b2Vg8kRWsgq/ehOE3Ot0TgcR+P1IaR+ai/fqtyEbEHl22isXETkksG5LC8Ez3pFm7nNvcx4t9/fQ6MrLoAc7O8jIkw8vHhTHehS3WSuScBpFa4+Y3IrktKT72hHNfBhl+U+Ry6MmDne6JcxY8Ccm6jdo1Eu398Plh0NVw6zuRs07d0l9nJ6d6+KC/n+l9kmkXSJzLoXevreCfO4PMOsXPrlEBdp8d4L9zkrn5mwrm7Y2+UNN9B4YkWk6DyFJClzwel1fv3LlcY0b7yLYNaxbAon/Atq+d7pE5S2bWfK68GCaPjj2W9vqsPyvfj3jj8ULf8yOXRRq3dLo3DcqlbXxc2sbHSwVBHtlQyZrDDfuzGgzDpA2VTNpQWa84iVPaGpTIOQ2gVTcY+HPoMzYyPy8OubvX3UZGHjvXwBcvw8p3oaLE6V65l/b6PDZtIVW7biNh1K3Q/GSne9KgXd7Gx+VtfLy2M8SjGyv48kDDLthEHNNlGJx5ZeRSZ5xzd6F2VKtukVuKfzQxUqx9OQcKvnW6VxIvYt2ZIFG06wu9fwy9z9MyOTYb18rLuFYprC0O8+K2ILMKgloIVqS+GmhOi49C7ajkVOj3s8ijaBt8+yGsXQBbljvdM3E1jTQCkbln7U6Bk8+MXAaIs3kaDVHXRh4e6pLEQ12SWLgvxGs7gvxrV5CCMqd75g4qXeWEEiSnxVeh9n3N2sLgayKPsoOw9atIwbbta9i9Hg7ucriD4hqJekk4vQW06Awn9YsM/590mtM9khMYluFlWIaXyT2S+eZQmLd3B3lnd4jPixJ3RDhBP7lyPAma0+K3UPu+lMaRfQe/v9N9ZRns3gBFW2FvPhRujozCFRdByX4oPRA55nh8/iO/4D3f/aL3eL/33JGvq/79WM8R+bPGcz+Ig6eOsb//PZ4GezZRbw3xJgufP7KmWXpWJHk1bg6NW0HmSZFH8466WzOO9Ur30Cs9iYmdIl+vPBRmY0mYNYdC5BWHyS8Js68yTHEQDlWGORyEolrm7ad4j6QRjqQlIrf9H/370YfXU8sxHg/e2uJ4vltSoOqYH7Rz9BhPte/1VDuug/ZQTRzKacfVMAq1Y0lKgTY9Ig9JbCNujjxE4lTvdA+90z2c30I3xggw4pbIQxKCPvUiIiIiLqVCTURERMSlVKiJiIiIuJQKNRERERGXUqEmIiIi4lIq1ERERERcSoWaiIiIiEupUBMRERFxKRVqIiIiIi6lQk1ERETEpVSoiYiIiLiUCjURERERl1KhJse0Z88eLrzwQlq1akX79u2ZOHEi4XD4mMempaURCASqPdauXVvjuOeff56hQ4ea7rqISA3KaRKvVKg1EJdffjnBYNCyeDfddBNNmzZly5Yt5Obm8vbbbzNt2rQax1VUVFBcXMzmzZspLS2tenTt2rXGsRMmTOCNN96wrI+1CYVCXHrppba1JyLWUU6rSTktMalQkxqKi4t5/fXXmTRpEn6/n1atWnHHHXcwY8aMGscWFRUB0KxZs1rjzp49mwsuuACA6dOnM3r0aCZOnMiYMWPo2rUrTzzxhJUvQ0QEUE6T+KZCTWrIy8sjEAjQvn37que6devGN998U+PYffv2kZSUxFVXXUWHDh3o27cvU6dOrbUNv9/PggULGDduHO+99x6zZ8/mzjvvpKSkxNLXIiKinCbxLMnpDog1wuEwr776Kl5v3Wrviy++uOrvhw8fJjU1tdq/N2rUiMOHD9f4vpSUFK688kquu+46Zs2axeLFixk7dizZ2dlceOGFx23P4/HQqVMnBg4cCEDPnj0pLy9nx44ddOrUqeq4OXPm1On1AMedfyIi7qecVpNyWmLSiJrUkJ6eTnFxcbXnDh06RHp6eo1jO3TowHPPPcegQYPweDwMGjSIK664Iqp5G02aNKn6u8/nA7B0ToqICCinSXzTiFoD4fF4GD9+fFVyqI+cnBwqKirIz8+nQ4cOAHz99df06dOnxrE7d+5k69atnH766VXPVVRU4Pf7690PqH5WHKtQKMTcuXMt6YeI2Es5rSbltMSkETWpITU1lfHjx3PvvfdSWlrKli1bePzxx7nmmmsAyM/Pr5qEm5eXx4gRI/j8888BWLp0KS+//DLjxo1zqvsiItUop0k8U6EmxzRlyhRKSkpo3749Q4cO5ec//zlXXHEFAMuWLeO2224DYMiQIUyePJmrrrqKZs2acfXVVzN58mTOOeccB3svIlKdcprEK09ubm4YqDbMKyLiNl9++SVQe66K9jgRESdFm6s0oiYiIiLiUirURERERFxKhZqIiIiIS6lQExEREXEpFWoiIiIiLqVCTURERMSlVKiJiIiIuJT36PYcpaWlDndFROTYjuanaLYTUk4TEbeLJad5A4EAANu3b1diExHXKS0tZfv27QAczVcnopwmIm4Wa07zFBUVhfPy8kz3S0Sk3nJycmjatOkJj9m/fz/KaSISD6LJaZ5wOBzev38/BQUFlJSUEAqFbOqeiEjtfD4fgUCANm3a1JrQjlJOExG3ijWn/X9P+PTL47vH7wAAAABJRU5ErkJggg==" | [
"The magnitude of the magnetic force is the same in both pairs.",
"The magnitude of the magnetic force is smaller in Pair 1.",
"The magnitude of the magnetic force is smaller in Pair 2."
] | null | 0 |
math | grade-1 | which-picture-graph-is-correct | true | true | Beth went to the fair. She bought some drinks. Which picture graph shows the right number of each drink? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABOMAAADhCAYAAACKn3HFAABOR0lEQVR4nO3deXxcdb3/8deZmcxM0uxtShIKpAstVFooi9ANaS+3ICqrXFlEQBQQUBT1ct35qVzgXkFE0asg14sUZIfSAgJSZOkirdBSutOGJs3ebDOZ/Zzz+2PayUyTpkmaTDLJ+/l4zIOZs3znM9+GZOY93/P9GrZt24iIiIiIyIAwDGOoSxAREZFhzDHUBYiIiIiIiIiIiIwWCuNERERERERERETSRGGciIiIiIiIiIhImiiMExERERERERERSROFcSIiIiI... | 1 |
math | kindergarten | classify-shapes-by-color | true | false | Which heart is pink? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGvElEQVR4nO3dP2wTZxzG8ccJdpXYbiVDaLzgDHEqoAtpEExnhnbApgMUBFMZClLiqUhIXYKRgCVIFQylQUIdoBmKUKWqTcLSIc5SCm1Y+CNyHewFp3LDgJ1UGKLrcDgCSv7Zd7/L+97zWYgT4vcN+ebuvcsdDliWZc3UgL/mgcoC8MICUdM2BIBoK5BsB94PAYGZZ5Z1+6nX0yKd7XoX2GDO2w/iIeCDsF0hUbMqC8CjOaBUA6bngZanL+wPMDJyUrTVbgoAqgt... | 3 |
math | grade-1 | select-two-dimensional-shapes | true | false | Which shape is a triangle? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAI8AAACaCAYAAACQeBu7AAACf0lEQVR4nO3VP24dVRyG4d+9/lOEBCQKEAuArIBkP6why2ANWZBZgQk9TpPCTizF+GooRpYoIiK/zfhKz1PN0Wm+4tWc3bIsy9XdzF+3MzeHmftl4ItOdzMvTmZ+fjbz4/nM7urzslxcbz2LY/P625nTd7fr4afzmZffrGXBl9wcZi4/zfx9N/Pn7cz++n69EA5f8+Jk7WRm5uNhZn/4zwV8zUMn/ywz+22ncMzEQyYeMvGQiYdMPGTiIRMPmXjIxEMmHjLxkIm... | 1 |
math | algebra-2 | find-solutions-using-a-table | false | true | Look at the table of values for the functions $f(x)=|x|+3$ and $g(x)=2 x^{2}-3$ Based on the values in the table, where does the equation $f(x)=g(x)$ have a solution? | "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" | [
"x=3",
"x=2",
"between x=1 and x=2",
"between x=2 and x=3"
] | null | 1 |
math | grade-8 | front-side-and-top-view | true | true | If you look at this object from the front, what will you see? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA3gAAAEVCAYAAACym0fjAABGxElEQVR4nO3deXjU9bn38c+QBQhZZX+IJtGihnPY6wKtJHrEqrQlgKdgBQmC0qP0MHEpTzmFRLC2WOkMp8XTVCSxYButQPSUpeIDI1ZA0WQATRCFTDA0hAAJyWQh2zx/DBllScgyyS8T3q/r6kUzmfnNnRJoPtz373ubXC6XSwAAAAC8wmQyGV0CrmI9jC4AAAAAAOAdBDwAAAAA6CYIeAAAAADQTRDwAAAAAKCbIODhqvPqq68qIiJCd955p+x2u9HlAAAAAF5... | 1 |
science | grade-3 | predict-heat-flow | true | false | Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAARwAAADWCAYAAAAD8D2GAAAXKElEQVR4nO3de3hcZYHH8e+ZyUxmcmvTNr3faKHpDXql3ASEQgUEWeQi6j6w6rrrrrpeVlSUfQRXV4V1dUF5dN0VHmUfhKUqFCzXtoIiLYVCoVfaklLapk2TprnNfc7+8WaYXKbpNJmccyb5fZ4nTzIzJ5M30P56zu+c9z2Wbdt2fRx2dUBrCpI2IiIFUWJBpR9OK4NxQbDqY7a9ocXtYYnIUHdWFZS81WEeTAhCbblJIxGRQmhNwY52OBiHnR3ga0maFxQ2IlJ... | 2 |
math | kindergarten | fewer-and-more-up-to-20 | true | false |
Which group has fewer? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAjQAAACECAYAAACH3rFfAAAEI0lEQVR4nO3aP24TeRzG4e84jgv+VWHRFtCtl4qWU3ABzsExOAcHgFtQpgphKxqycqoEIpGN9dtiFGmbrAEPtt/J8zSONdHo96bJR6PpWmvt5LLqr4uq82XVVSsAgJ027aru71X9cafq0ayqO/nW2vuzbR8LAODnPH9QNf140X/5fVb1592+dgAAdtn5surD16rPl1XHF1WTs6v+gpgBAFLc3+vbparqy7JqsvzPBQCAFNft8k+rmmz3KAAA6xM0AEA8QQMAxBM... | 0 |
math | kindergarten | subtraction-sentences-up-to-10-what-does-the-model-show | false | true | Which subtraction sentence does the picture show? | "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" | [
"4 β 3 = 1",
"2 β 2 = 0",
"3 β 3 = 0",
"3 β 2 = 1"
] | null | 2 |
Subsets and Splits
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