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interpret-bar-graphs-ii
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Rosa went to the farmers' market and saw some melons, limes, and peaches. She made a bar graph of the fruit she saw: Did she see more limes or peaches?
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"
[ " peaches", " limes" ]
null
0
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, but some of them are different shapes.
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Cc5mWBR7J1pGDHL2Tqp2nOYpH5E87T30hOgJdRqA+i1jgkSxZLG5UlAf2FnXquV38MCLym1ZHI46ZfxQdgy6DBR6RH1WU2eB2i05Bl1PfXoFm+xnRMYjCwlHzdrg9fFKPVJkanGhr9f8HEgs8kqXaarvoCNSN8pYDoiMQhYXyZh5LUheIzyQWeCRLlSd4eVbqypv3i45AFBaKzTtFR6Bu1LDAI+o9pxM4dYqXK6SuqvWY6AhEIc/htqG27bjoGNSNUycdft8nCzySndpqO/hMe+mraj0KDzhRkqg3ylsOwMMOT/LqTzrg8fP/JhZ4JDucfxcaWh2NqLdUiI5BFNI41SE0WNrcMDX498oSCzySHRZ4oYM3WhD1Dm+wCB3+/mxigUey02Tm/LtQ0WCtFR2BKKTxGAodTWaXX/fHAo9kx98HEQWOiR9ORL3CAi90sMAj6oW2VjdsNk44DhX8cCLquWb7GVhdraJjkJf8fXVJ7Y+djLo2CpOnGvDPfzSgvOTf64v1z9JiyjQD/vaXU/54GVka23cmJqbeDaM2GQBwur0Kn1e+iYOm7wUnC01W65XvymRbDpyetGWpPs2Cx6X/8djzP4uzpdtt2Jb9qzft2N9Ps/DbCF6T2YWpt8RCHaHw1y5lLzd2NO646nH8vfgFPLX1Rvxm62Rsqv0ACwteRYKun+h4IcnWTYEHsC0HQk/bssMtvRtieFwGDo89/2rvpsBjWw6MnrZjp9O/V5f8MoIHnH0ygE6vxPgb+mDj183+2q2s9YvKwan2SlSfW/DVAw92nFqHEy0HYbLVC04XmpxejICzLftfT9uywy29J47wuAwcHnv+5fBc+QSJbTkwetqO/V3g+W0ET6lU4Kt1TRg6MgqJyX6rG2XtkOl7pEZlY/7AlzEo7npEqmMAAKfaK/ng6B7y5gBiW/a/nrZlKY7g8bgMHB57/tXdCRLbcmD0tB27pFrgQQG0NLvww6ZmTLvVCHCEvddOtVfid7v+Aw3WOszIfBBLxm7A4hHvYnRSoehoIcubS7Rsy/7X07bslOAIHo/LAOKx51fdXaJlWw6QHrZjyV6iPW/X9jYMGhKJEaOi0ODnVZnlqMFai0/Ki4ByQKuKxPCEyfhpzrOwu6zY1/Ct6HghR6vz/pyGbdm/etKW1UptkFN6h8dlYPHY8w+9uk+327AtB46v7Vit9u8Zjd+XSfF4gM/XmHH9jTGIjOQqLL2Rb7wOfSOv6vja5rJgW/0aHDP/iMyYQQKThS6dzvsDiG3Zf3raliOUmmDE8wmPy8DjsecfkaorF3hsy4HlaztWSb3AA4D6OgcO7rNg/MTuzx7o8vLjrsPPBr6M1KhsAIACCuTFXotsw3AUm38UnC40+XqGxLbsHz1ty5FejEAEG4/L4OCx13sR3YyAsy0Hni/tWOfDFSZvBGwW63ffNOPqgUlcVLYXPi59FdP6z8eC/P9CjCYBCihw0lKOd4+/hCON20THC0k9OUNiW+69nrZlby4xBRuPy+Dhsdc76m5GwNmWg8Pbdqz14QqTN/xS4O3c1gag7aLv2e0e/OVV3mbdG264sK5iGdZVLBMdJWx0d4bEthwYPW3LUizweFwGBo89/+tuBJxt2f960479PYLHyQ0kK5FRSkRoeGteqJDiJVqiUBGtMUKr1IuOQV7y5SZAb7DAI1lRKACjUSU6Bnkp+YIJ4ETkGyVUSNCni45BXopP8O+sORZ4JDtxCRGiI5CX+kZmio5AFNJ4DIUOFnhEveTvg4gCp6+eI3hEvcFR8NDBAo+ol1jghY44XaroCEQhjSN4ocMQywKPqFdS06S3eC51FqdN4U0WRL10VZ8hoiOQF2IMKr8vk8ICj2THEKtCjIE3Wkhdftx1oiMQhbx4XSritCmiY1A3srL9/1hGFngkSxmZ0nzGKf1bQdw40RGIwkJu7CjREagbWdk6v++TBR7JUkYmL9NKXY6BH0pE/pDDAk/yAjHowAKPZCkjUwtwvWPJ6heVy/l3RH6SaxgFBTs8yUpKVvt9/h3AAo9kyhCrQnoGR/GkipeUiPwnXpeKbMMI0THoMgI1ZYgFHsnW4GGRoiPQZYxNvk10BKKwcm1fHlNSFajPIhZ4JFtX5+v5XFoJStb3R1r01aJjEIWVEQlT+FxaCYqLVyOpb2CersQCj2RLo1Hg6oHs8KRmZNI00RGIwo5WFYnhiVNEx6BLDBwUuM8gFngka4E8uKhnrk2eIToCUVgamTRVdAS6xKChgZsqxAKPZC0zS4vIKB4GUpFjGIkEXZroGERhKS92DKIjjKJj0Dnp/TWINQZu0X1+spGsKZXAxCkxomPQOTdnPCA6AlHYUinUuCNrkegYdM614wO7FBQLPJK9giGRMMbx0WWipUfnId/Ix5MRBdKYpOlI1GeIjiF7ySkRAXk82YVY4JHsKZXA2Ou5qK5oN6XP5WKsRAGmVKgxLWO+6BiyN+a66IC/Bgs8InAUT7REfQZGJPAOP6Jg4CieWMY4Fa7OD/wNfizwiHB2FG/STQbRMWTr1syHoFSoRccgkgWlQo1ZnIsnzPWTYqAMQvXFAo/onJw8HXKu1omOITu5hlEYlci174iCaWj8JAyJnyg6huxkZGqCtjwXCzyiC0yZboCGT7cIGrUiAj/J/U/RMYhkaU72b6BV8ZGNwaJSAVNnxAbt9VjgEV0gJkaF6ydx2ZRguTHtHiTrM0XHIJIlo7Yvbs18WHQM2Rh1bTTi4oM3FYUFHtElRo6JQt/UwDwbkP7NqE3GtIyfi45BJGsT+92NjOh80THCXp8YFa6bENzVGljgEV1CoQBm3GGEOoKXagNFAQXm5r0EnSpKdBQiWVNChXl5LyFCyfnHAXPuMyXY039Y4BF1IT5BjcJbY0XHCFuF/X+BXMMo0TGICEDfyKtwb+7zomOErXET+iAjUxP012WBR3QZ+YP1GDMu8ItRyk2OYRRu6f8L0TGI6AKjkwpxc/o80THCTkamBuNuELOQPgs8oiu4YXIM0vsH/8wrXPWJiMP8/JehYNdDJDkzr3oU2YYRomOEjcgoJW67Mw4KQbN92MsSXYFCAdwxJw4JiVyEt7e0qkg8POh/ERMRLzoKEXVBASUWFvw3UiKzREcJeRqNAnf+NB5RUeLKLBZ4RN3Q65WYc18CDEY+yqyn1AoNHhpUhP59CkRHIaIriFLH4rEhryNB1090lJClUgOzfxKPFMGrMbDAI/JCdB8l7r4vAdF9eMj4SgkVFhT8F2+qIAoRBk0iHhvyOgyaRNFRQo5CCdx+V5yQmyouxU8rIi/FGlWYc18Cn3Thg7PLobyIwXETREchIh8k6NLw2JDX+KQLX5xbDiU7VxpLzrDAI/JBQqIaP5nHkTxvqBURmD9wCUYnFYqOQkQ9kBI5AIuGLEOsJkl0FMlTqYCZdxqRH6TnzHqDn1JEPuqbEoH7FyQhnjdeXJZOFY1Hh7yGEYk3iY5CRL3Qv08Bfj18JW+8uAKtVoE59yUgL186xR3AAo+oR/r0UeK++Ym4aoBWdBTJidUk4dfD30aOYaToKETkB0ZtMp4cvoLHdBf0kUrcOz9RkstpscAj6iGtVoG77onHoKHSOmsTKSUy69zZ/gDRUYjIj/SqaDw25HVMzZjPdSzPSekXgXm/SJTsMlr8v0TUCwoFcMvtRtw62witTt43XwyNn4Snhv8dRm2y6ChEFAAqhRozMx/Br4YtR47M74q/dnw07nkgETEG6S6fJc2ykyjE5A/SI72/Fp/9qxEV5TbRcYIqQqnFXQN+jfEps0VHIaIgyIoZikVDl2Fb/Rp8WPIK2l0toiMFjU6vwK2z4pCVLf3pORzBI/KTPn2UuPv+eEyeZoAq2KdOCneQX/AsozYZi0f8g8UdkcwooMDY5Nvw/OiPUGAcJzpOUKT0i8ADC5NCorgDOIJH5HejxkQh52odNm1oxpGD7aLjBIQCCtyQOge3Zz0OjVIaaz4RUfAZNIn45eA/Y2v96rAdzdPpFRh3QwxGjI6CMoSGxVjgEQWAIVaF22Ybcc3YaKz/zIyTtQ7RkfwmPToP9+Q+j4zogaKjEJFEjE2+DYPjrsf6quXYXLsKDnfoT1VRKIHho6Jw/cQ+0OlDqLI7hwUeUQD1TY3A3AWJKCm2Ytv3raipsouO1GP9onJRmPFzDE+czLvoiKiT6AgjZmf9ClPS7sfX1StDutDLHajD9ZNiJHuHrDdCNzlRCMnO1SE7V4faaju2b2lF8VEr4BGdyjv9+xSgMGMBhsTfIDoKEYUAgyaxo9D7vPKv+KHuY7g8TtGxvJKRqcGNUw1I7hshOkqvscAjCqLUNA3u+I84NJpc2PpdCw7tt8At5v6IbmUbRqAwYwEGGq8VHYWIQpBBk4i7s5/GzenzsL7yLeyoXwubW5rzklPTInDDZAMyMqW3YHFPscAjEsAYp8L0mbGYOiMWZcetOHq4HSXHrLDbxQ7rpUfnYVTSNIxKnAqjtq/QLEQUHuK0KfhJzjO4K/tJHDL9gN2nv8L+hk2wuSxCcyWnRCB/kB55g/SIiZHuenY9xQKPSCCVCsjJ0yEn7+ydqMVHrSgvsaK60o4zp72/pNGbJZYHGIYj3zgWIxJvRrK+fy/2RER0eWqFBkPjJ2Fo/CQAwN4z3+Bw4xaUNu1BnaXM+x31osNLy9DgqgFa5BXoERcf3iVQeL87ohCTm6dD7rliz2bzoKbKjupKG2qrHTA1ONDS3PX1XI/Cux4vTpuKlKgsDIgZhhzDCAwwDPdbdiIiXwxLuBHDEm4EALS7WlHWvA+lTXtQ3nwA9ZYTMNtPdf2LCu+udBhiVYhPVCMtXYv0/hqkZYTP5VdveF3gKZSAJ0QmhftCASUUvRr/kCalIvyGm+VGq1UgK1vbaVHNhjNONJqcMDe6YGlzwW7zwOwywG4bBYVLD0NUFNJSYqBVRSIqIhZJ+gwk6tKRGpUt6J2EHiVU8ECikyN7QQFX74Z7JSqU1iajrulV0Sgwjuu0aPJJSxlOW6txur0arQ4TrM42tDVp0Jh8Am6VFYbIGGQacxChUSAyUgljnBqxcWokJnH8yuu/wFPPpQYyh0D/Eh2AyCfxCWrEJ1x66BpwJ94Ukicc/XnCTtERAmOC6ABEvukbmYW+kVmdfzAy+FlCDc97iIiIiMIMCzwiIiKiMMMCj4iIiCjMsMAjIiIiCjMs8IiIiIjCDAs8IiIiojDDAo+IiIgozLDAIyIiIgozLPCIiIiIwgwLPCIiIqIwwwKPiIiIKMywwCMiIiIKMyzwiIiIiMIMC7ww9Pvf/x779u3zatstW7Zg7NixMBqNyMzMxKuvvtrxs5KSEkydOhVxcXHo168fHnnkEdhsti73ExUVBZ1Od9G/4uJiv7wff3nyySdRVVUlOgYR+RH7u66xvyMWeDJmNpsxffp0PPjgg2hsbMTHH3+M5557Dlu2bAEAzJo1C2PGjMHp06exe/dubNy4EX/605867cfhcMBisaCyshJWq7XjX25ubrDfEhFRl9jfkdywwJMxu92OpUuXYu7cuQCAESNGID8/H0eOHIHD4cCvfvUrLF68GCqVCsnJyZg8eTKOHDnSaT9msxkAEBsb2+1rVlRUQK/X44033sCMGTPQv39/FBUVYcmSJZg+fTqys7PxwQcfAABWrFiBm2++GU888QQmT56MrKwsrF+/HgsXLsSNN96IgoICHDp0yG9/DyIKX+zvSG7UogOQ/9ntdmzevLnLSwZ33XVXx38nJSVh3rx5HV9XVVXh8OHDmDBhAiIiIjo6Qo/Hg/3792P16tVYunRpp302NjZCrVbj/vvvx9atW2EwGPDQQw/hoYce6rStRqOB1WqFWq3G2rVr8cUXX+DWW2/FW2+9hXXr1uGTTz7BU089hTlz5kCj0WDTpk1YunQp8vPzsXjxYsyaNQsHDhxAVlYWFi1ahKKiIixbtuyi11i1alWXfxeLxeLNn4+IQgj7O/Z31DWO4BEAoKamBrfccgt+97vfIScn56LvazQajB49GvPmzcPMmTM7/a5Wq8V9992Hxx9/HCdOnMAbb7yBZ555Bp9++mmnbRUKBQB07Cc3NxdOpxO33357x9c1NTUd2+bk5CA/P7/jZwMHDkRWVlanbYmIvMX+juSAI3hhSKPRYMKECRg6dKhX2+/cuRN33nknnnvuOcyfP/+in/Xr1w92ux3l5eVYsGABFi1a1Omstn///li+fHnH12PHjsU999yD1atXd9lBAkB0dDQAQKlUdvra5XJ12u78zy79+sJtz7vwrP1C27dv7/L7RBS62N+xv6OucQRP5rZv34477rgDb7/99kWdnclkwrJly+DxeKBQKJCVlYWFCxdi7dq1nfZRX1+PXbt2XfQ9h8MBjUYT8PxERN5if0dywgJPxiwWC+bMmYOVK1di4sSJF/1Mo9Hg6aefRlFREVwuF1paWvDuu+9i5MiRAM5OHn7nnXcAnF1eYOLEidi6dSsAYMeOHXj//fcxe/bsoL4fIqLLYX9HcsMCLww988wzXl2uWLduHSoqKlBYWHjRek5PPPEEoqOjsXbtWqxatQpJSUnIysqCWq1GUVERAGDPnj1YtGgRAGDcuHEoKirC/fffj9jYWMydOxdFRUWYMmVKIN+mz1555RWkp6eLjkFEfsT+rmvs70ixc+dOD4COMxUiolBz/pJZd/2Yt9sREUmVt/0YR/CIiIiIwgwLPCIiIqIwwwKPiIiIKMywwCMiIiIKMyzwiIiIiMIMCzwiIiKiMMMCj4iIiCjMKFUqFQDAarUKjkJE5Lvzfdf5vuxK2N8RUSjzpb9T6nQ6AEBtbS07PSIKKVarFbW1tQCA833ZlbC/I6JQ5Wt/pzCbzZ6SkpJA5yIiCqjs7GwYDIYrbtPU1AT2d0QU6rzp7xQej8fT1NSEuro6tLe3w+12BykeEVHvqFQq6HQ6pKSkdNvZncf+johCka/93f8H1yJVtQXXRjgAAAAASUVORK5CYII="
[ "The magnitude of the magnetic force is the same in both pairs.", "The magnitude of the magnetic force is greater in Pair 1.", "The magnitude of the magnetic force is greater in Pair 2." ]
null
0
math
kindergarten
spheres
true
false
Which shape is a sphere?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAXZUlEQVR4nO2dX2wTV77Hv2n+OcGxzdrOH7BJqGxDdkGZBpa9RNBSgnSblmqh0obtviR0H/b2StvSZXUfgq4apAsrXaksdFfq9qGQPC2bSrfpJht6dQmbFghXWUgcgTbEziUOk2yC/yj+V8fOH+U+TM4kjp0SyIxnxj6fl4TxMD7x+fjM7/zm/MlaXFxcnJoFRiJAaAGYXwSFIjtysoCibMBaCJTkAVlTscXFvqDUxaJQ1s+PNECOM8L9oywP2LGJs5pCkRuhBWD...
0
math
grade-2
name-the-three-dimensional-shape
false
true
What shape is this?
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"
[ "cylinder", "pyramid", "cube", "cone" ]
null
2
math
grade-4
identify-parallelograms
false
true
Is this quadrilateral a parallelogram?
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mOQsKzCsIcXfWudnKK0gLrbe86lYgwIFHAABgroQM2Mf2XUvStTeUym5PyH8OhiH8IUJ+v/TSRreJ1QAAACRowF69MrLv+tIf5auomL7rVFRW4dQpY42xfZ9/0q0Ot2+QOwAAAGIr4QL2O1vdqjti9F2fMtapb3yLvutUNnNekWw2Y71+DWP7AACAeRIqYPfXdz1vYZGJFcEKXC67vjk1J7Sur+vTgX0eEysCAACpLGECNn3XGMz3LsmTM8PYxn5+HbvYAADAHAmTTlevoO8ag7t8VkHo2tMT1JtvcOARAADEX0IE7He2ulUXNu961CkZ9F3jayZMylTJiPTQ+t23O+X1MrYPAADEl+UD9rF9106nTddcWzjIHUhls68xPhvBoLRxbZt5xQAAgJRk6YDdX9/1wuuL6bvGgAoKHZp4emZovX+PR82NfSZWBAAAUo2lk+pTK5sj+q6nXZqn0jLnIHcA0hWz8pVmPOBR6xjbBwAA4siyAXv7tk7VHjF2HqtGpev8sFFswEAcDrumXZIXWre1+rTz0x4TKwIAAKnEkgG7sd6rLa8YEyCcTpsWLC42sSIkmvMuyFF2rvHx3rypzbxiAABASrFcwA4EAnrycfquMXyz5hoHHvv6gnr5hTbzigEAACnDcql19Ypmeb30XWP4qkZlqHKkMbbvox3d6u72m1gRAABIBZYK2Nu3darmsNF3XVFF3zWGZ/b8ooj1+jUtJlUCAABShWUC9rF91450+q4xfFlZaTr7m8ZDiWoO9+nIoV4TKwIAAMnOEgG7v77rBYuL5XBYojwkuB9elq/0dFtovfHZNvOKAQAASc8SCfaplZF919+dlqOKSvquET3TZxR8dRVUR6c/4q8lAAAA0WR6wH73nU4dOWT0XZdVOvWdi/IGuQMYuslTMpWXnybJJpuk97d3mV0SAABIUqYG7Ib6Pv3vq8ZOYnq6Tdf+lL5rxEbV6IzQNVMfAQBArJgWMwKBgFY/3hTx2vzFxbLbbQPcAQxPS5MvdF1elT7IOwEAAE6eaQF7zROt9F0jrtztYQGbzxoAAIgRUwL29m2dOlxtjEobUZ5O3zVirtdj/EJ3yhgCNgAAiI24B+xj512nOaQfX0ffNWKrs9OnQCAsYI8lYAMAgNiIa8Dub971NYuK5XRy4gyxtX+3MakmLc3GjHUAABAzcU0ZT/8lsu/62xdma2TYZAcgVg6HPb0xK4dwDQAAYiduSWP7tk4dOmiEnJIR6frX7+fH69sjxTXUGwccCwvTTKwEAAAku7gE7P76rhcx7xpx1B4+QaSC/msAABA7MQ/Y9F3DCnp7AqHrkacQsAEAQOzEPOU+s6olou/6mxfQd4348noDChj5WmPHE7ABAEDsxDRgf/Bel6oPeEProlKHvv9D+q4RX7t3Gr3/aQ4miAAAgNiKWdJoafbplb+2h9ZpadKi60ti9e2AAR0Ke6hRVpbNxEoAAEAqiEnADgQC+svyxojX5iwoksvFziHir6HemIFdUJhuYiUAACAVxCTxPvNkS8Rjqb95QbbGjHPF4lsBx9XeZjRgl5U7TKwEAACkgqgH7A/e61L1fqPvurCIvmuYq6fHH7oeeQoHbAEAQGxFNWD313d97Y30XcM8Xm9AwbAJIuMnMEEEAADEVtQCNn3XsKI9u4wDjvY0JogAAIDYi1raeHZ1ZN/1Wd/Iou8apjt00GhXYoIIAACIh6gE7A/e69LBfUaQyc2za/qMgmh8aWBYGuqNzyUTRAAAQDwMO2Af23dtt0uLf1Y63C8LRAUTRAAAQLwNK2D313c9c16hsrLShlUUEC3dTBABAABxNqyAvfaptoi+6zPOztKESZnDLgqIBq83oKCRrzXuVCaIAACA2DvpgP3Be106sNcTWufm2XX5zIJo1ARExb4vIyeIOJ1MEAEAALF3Uonj2L5rm42+a1jPoWrjgGMmE0QAAECcDDlg99d3PWM2fdewnvq6sAkiBXw+AQBAfAw5YK87pu968hSXTjuDvmtYT1ub0YBdVk7/NQAAiI8hBexPPuzS/rC+6+wcu2bMLop6UUA09HQbvwiOGk3ABgAA8XHCAbu9zafNmyL7rn9yY0lMigKGy+sNKOA3Ava4iYzoAwAA8XHCAfuJRxsVNPKKZswuVG4eD+6ANe3bY/Rf29LEBBEAABA3J5Q61q5uVk+Pka4nnZ5J3zUsrfqgMaIvK5MDjgAAIH6OG7A/2tGtfXuMsJKda9fMuYUxLQoYrqZ6X+g6v5DdawAAED/HTR7b3u4IXR/dw25u9PX/ZsAiWlv6QtcjyjjgCAAA4ue4AXvaJfmha5ukro6Alj9cr80vtMWwLGB4wieIjGaCCAAAiKPjBuxJk1365a/LVVIadqAxaNPHO7p1/+9qVX2gd+CbARP4fAH5wyaIjJ/EBBEAABA/J9ScmpNj109/MUI/uCJf9rA7vL1BPfVEk9aublEgEKsSgaHZuztsgoidCSIAACC+hpQ8zjk3W7feWalRpzgV/Koj2yab9u3x6L67a7Tz056YFAkMxaGwCSKZTBABAABxNuStPadTWrC4RHPmF8mRbgu97vdLm9a3auWjjfJ42M6GeRrqwiaIFLB7DQAA4uuk08epEzP167sqNOn0yHnY9bV9evDeOm3f1jns4oCT0dYaPkEk3cRKAABAKhr29t7MuYVadEOJXJnGbnYwKG15xa1HHqhTezu72Yiv7i7jgOPIMRxwBAAA8RWVv59XVjl16x0V+ta3syNeb28L6JFldXrlr+5ofBvguI6dIDKRCSIAACDOotqg+r0f5Oum28pVWOSIeP2D9zr1wL21qjniHeBOIDr27zU+Y3YmiAAAABNEPX3k5dm15FcjdPH0PNnCvrqnJ6hVy5v03DOt0f6WQEh12AQRl4twDQAA4i9mCeS883O09M5KVVSlKxj2+pdf9Oj3d9dq1+eM9EP0NdQaBxzzChyDvBMAACA2YrrF53RK195QqllzC+UIyzq+vqA2rm3Rk483ykvXCKKotcUfuh5RRsAGAADxF5e/oU86PVO3/UelTp3oCtvNtunIoT4tu6dG729npB+io7vLmFoz8hQOOAIAgPiLW5Oq3S7Nnl+khdcVK8MVNtIvIL222a3HHqqX281IP5y8YyeIjB3PDGwAABB/cT8FNnJ0hpbeWaFzzsuKeL2l2a+Hl9Vpy2sd8S4JSeLg/vAJIjbl5NAiAgAA4s+0MQs/uLxAS24eobz8NOPFoLT9/zr04H/Vqb6W5mwMzcEDxmfGFfZXEgAAgHgydY5ZYbFDNy0t00Xfy5UtLA/1dAe08tEmbdrASD+cuPBfynLz2b0GAADmsMSg4KnfzdXNvylXabkjYqTfzk96dN/dtdq/12NabUgcrc3GBJFSJogAAACTWCJgS1JWll3X/2yELpuZr7SwrpG+vqCefbJZa1Y1y+czrz5YX0+XEbCZIAIAAMximYB91JlnZ2vpbys1ZlyGFNrPtql6X6+W/a5Gn3zUZWZ5sCifLyCfka81/lQmiAAAAHNYLmBLksMhXb2oWPMWFis93WjO9vullza2a8XDDeruZqQfDNUHjf5rm40JIgAAwDyWDNhHjR3v0u13VeiMs7J0dDfbJqmhwaeH/rtO295ipB/+qXo/E0QAAIA1WDpgH3X5rAItXlKqzCyj3GBQ2vpGhx5eVq/WZpqzU11dxASRhPhYAwCAJJUwSaSswqlb/r1cF3wn95/b2F9xt/v16B/qtXlTm2m1wXzhE0TKyp0mVgIAAFJdwgTso/7tklz98vZyFZWEP6DGpo8/6Naye2p1uLrXvOJgmu6wCSKVozjgCAAAzJNwAVuScnLsuvGXZfrBFfmyh/0Lej1BrV7RpHVrWhTgDGTK8PkCESMcT53IiD4AAGCehAzYR51zbrZuvbNSVaPSFT7Sb++XHt3/nzXa9XmPmeUhTg5Xh08QERNEAACAqRI6YEuS0yktvL5Us+cXyRE20s/nkzaubdUTjzXK42E7O5kdPGAE7AxXwn+kAQBAgkuaNHLqxEz9+q4KTZycGfF6XU2fHry3Ttu3dZpUGWKt7ojRH5KfnzbIOwEAAGIvaQL2UbPmFWrRDSVyZRq72cGgtOUVtx79nwa1t7ObnWxaWvpC1yVlHHAEAADmSrqALUmVVU7dekeFzv1WTsTrrS0+/emBOr32t3aTKkMsdHUavzRVjiRgAwAAcyVlwD7qkh/l6edLy1VQGPmAmvf/3qUH7q1VzRHvIHcjUfh9wdD1xNOYIAIAAMyV1AFbkvLz7frZLeWadmmebGEPqPH0BLVqeZM2rm01rzgMW3XYAUcxQQQAAFhA0gfso86fmqNb7ihXWUVkC8Guz3v0+7trtedLRvolooP7PaFrV0bKfJwBAICFpVQicbnsWrykVDNmFyotbNiEry+o9WtatHpFk7x0jSSU2rAJInlMEAEAABaQUgH7qMlTMnX7XZUaO8Gl8AfUHK726oF7avThji4zy8MQtDSHTRAZwQFHAABgvpQM2JJkt0vzFhRp/k9K5MwwmrMDAelvL7Rr+R/r1dnJSD+r6+oKmyAyioANAADMl7IB+6jRYzJ0228rdOY5WQrKmEbR3OjXH++r09tb3CZWh+Px9Rk/s3HjmSACAADMl/IB+6gfXVmgG39Rptw8o483GJT+b2unHrqvTs2NvkHuhhkOV0dOECksYoIIAAAwHwE7THGpQ7+4rUz/clFOxEi/ro6Alj9cr5c2tplWG77uQNgEkYywNh8AAAAzEbD7ceG0PP3i9nKVjnAYTSNBmz79qFv3/65W1Qd6zSwPX6k9bBxwzMtn9xoAAFgDAXsAOTl2XX/TCF02Mz9ipJ+3N6innmjSM6tbFOAMpKlamv2h65JSRvQBAABrIGAfx5lnZ2vpbyt1ytiM0CFIm2w6sMej++6u0c5PeUCNWbo6jYBdNZIDjgAAwBoI2CfA4ZCuubZYVy8sVnq60evr90vPr2/Vikcb5PGwnR1vfeETRCYQsAEAgDUQsIdg7HiXbr+rQqedkRl6zSapodanB++t07a3OswrLsUcORT5yE0miAAAAKsgYJ+EK+cUavGSEmVmGf99waC09Y0OPbysXq3NjPSLtf17jYDNBBEAAGAlBOyTVFbh1C3/Xq5vTc2OGOnnbvfr0T806JWXeEBNLNXVGJNccpkgAgAALISAPUzfuzRfP19arsKisCkWQemDf3Rq2T21OlzNSL9YiJwgQsAGAADWQcCOgrw8u5b8qkwXT8+TLex/tNcT1OoVzdrwDCP9oq0zbIJI5UiniZUAAABEImBH0Xnn52jpnZWqHJluPKBG0u4vPLr/P2u063NG+kVLn9f4Hx47ngkiAADAOgjYUeZ0Sot+WqpZcwvlCOtc8Pmk59a2atWfG+X1Dnw/ju/Ikcj/QFpEAACAlRCwY2TS6Zm67T8qNWGSK7SbbZNUc7hPy+6p0fvbO80sL6EdCJ8g4mKCCAAAsBYCdgzZ7dJV1xRp4XXFEUEwGJBe2+zWo/9TL7eb5uyhqj9iHBzNyeUR6QAAwFoI2HEwcnSGlt5ZobO/mRPxemuLX48sq9OWV3hAzVA0R0wQSTexEgAAgK8jYMfRDy/L05KbRygv39h1DQal7ds69OB/1am+lubsE9HZETZBpIqADQAArIWAHWeFxQ7dtLRMF30vN+IBNT3dAa18tEkvbGg1r7gE4Y2YIOIysRIAAICvI2CbZOp3c3Xzb8o1osIRMdLv8096dN/dtdq/12NabVZWW9MXsS4tY4IIAACwFgK2ibKy7LpuyQhdNjNfaWFn9fr6gnrmyWY9/Zdm+Xzm1WdFB/YaBxwzMpggAgAArIeAbQFnnp2t2++q1NjxLgW/2s+2yaaD+3u17Hc1+uSjLpMrtI66I8YOdnYeE0QAAID1ELAtwm6X5i0s0oKflMgZtjPr90svbWzXnx9pUHc3I/0am42AXVzCAUcAAGA9BGyLGT0mQ7f9tkJTzs6SbEd3s6Wmep8e+u86bXsrtUf6dXUYv2QwQQQAAFgRAduiLptZoBtuKlN2rvEjCgalrW906I/316u5MTWbs729RsAeO44JIgAAwHoI2BZWXOrQzbeX618uyokY6dfh9uuxP9Zr8wttptVmhvrayF8qyiqYIAIAAKyHgJ0ALpyWp1/cXq7iUuNQn002fbyjW/f/rlbVB3oHuTt57N9njC50ZvDRBQAA1kRKSRA5OXbd8Isy/eCKfNnDfmre3qDWPNGkdU+1KJDkZyBrwieI5PLRBQAA1kRKSTDnnJutW++s1MjRTin0iBqb9u726L67a7Tz0x4zy4up5iYjYJcWc8ARAABYEwE7ATmd0o+vK9Hs+UVypEeO9Nu0vlVPPNYojyf5trO73P7QdTkTRAAAgEURsBPYqRMz9eu7KjTp9MyI1+tq+vTgvXXavq3TpMpio7fXeKj8mHFOEysBAAAYGAE7CcycW6hFN5TIlWnsZgeD0pZX3PrTgw1qb0/83ezG+sgJIhVVBGwAAGBNBOwkUVnl1K13VOi887MjRvq1tfr0yLI6vfpyu3nFRcH+vWETRJy2Qd4JAABgLgJ2krl4er5+dmu5CosiZ0TveLdLD9xbq5ojXpMqG54jYRNEsnLTBnknAACAuQjYSSg/364lvxqhaZfmRexme3qCWrW8Sc8922pecSepuTF8gggBGwAAWBcBO4mdPzVHt9xRrvLKyIkbX+7s0e/vrtWeLxNnpF9nhzFBpKwqw8RKAAAABkfATnIul10/ubFUM2YXKi1s49fXF9T6NS1avaJJ3gToGun1hE0QGcsBRwAAYF0E7BQxeUqmbr+rUuMnuhT+gJrD1V49cE+NPtzRZWZ5g2pqjJwgUjWKgA0AAKyLgJ1C7HZpzvwi/fi6EmW4jObsQED62wvtWv6HenV2Wm+k3/69vaHrdCaIAAAAiyNgp6CRozO09M4KnfWNLMlmtF40N/n1x/vq9PYWt4nVfV3NYaOHJSeHA44AAMDaCNgpbPqMAi35ZZny8o3QGgxK/7e1U3+4r06NDb5B7o6f8BaRIiaIAAAAiyNgp7jCYoduWlqmi76XGzHSr7MjoMcfrteLz7WZVluoFrcRsMsrmSACAACsjYANSdLU7+bq5t+Ua8QIh4ymEZs++7hb991dG/EkxXjzhE8QGc8BRwAAYG0EbIRkZdl13U0jdNnM/IiRfn19QT37ZLOefrJZvjh3jbS2RH7DkUwQAQAAFkfAxteceXa2lv62UqPHZSh8pN/Bvb1a9rsaffJR/Eb67dsdNkEknQkiAADA+gjY6JfDIc1fVKx5C4sjgq3fL720sV0rH2lQd3fsR/odOWwE7GwmiAAAgARAwMagxo536fa7KjT5zMzQazZJ9fU+PfTfddr2VkdMv39To/GIdCaIAACAREDAxgmZcVWhFi8pUWaW8ZEJBqWtb3TokQfq1docm+Zsd9gEkbLK9Jh8DwAAgGgiYOOElVU4dcu/l+v8f8n95zb2V9rb/Hr0oQb97cW2qH/P3rAJIuPGu6L+9QEAAKKNgI0hm3Zxrm5aWv61lo0P3+/Wsntqdbi6d4A7h6az06ewmYEaOZoJIgAAwPoI2DgpeXl23XhzmS6enidb2Keo1xPUkyuatf7pFgWGeQZy104jqDuYIAIAABIEARvDct75OVp6Z6WqRqWHDfST9uzy6P7/rNGuz3tO+mvXHOoLXWdn81EFAACJgdSCYXM6pYXXl2rW3EI5HMbrPp/03NpW/WV5o7zeoX/dpkYjYBcVc8ARAAAkBgI2ombS6Zm67T8qNfG0yJF+tUf6tOyeGr2/vXNIX8/dZozoK6t0DPJOAAAA6yBgI6rsdmnW1YVadEOJXJlG33QwIL222a0/PVQvt/vEmrM9vcb7xo5jgggAAEgMBGzERGWVU7feUaFvfCsnYqRfW7NfD99fpzf+1j7o/cdOEBk9hgkiAAAgMRCwEVOX/ihPP7+1XPmFkSP93vt7lx78rzrV1/bfnP3lF0wQAQAAiYmAjZjLz7fr57eUadqlebKFZeWe7oBWPtqk59e3fu2emsPGAccsJogAAIAEQnJB3Jw/NUe33FGusorIiSBffNqj399dqz1fGiP9GhuMne2iIiaIAACAxEHARly5XHYtXlKqGbMLlRbWNeLrC2rdmhY9tbJJfr/kbjMOOJZXMUEEAAAkDlswGAwe/21A9AWD0rqnWrR3T49sYSch7XZFPAXy6kXFGjMuw4QKAQAAho4dbJjGZpPm/rhI868dIWeGEbCPfcQ6E0QAAEAiIWDDdKeMTddtv63QlLOzJFvkH1RsdsluZ4oIAABIHARsWMZlMwt0/U1lyso2AnWmi3ANAAASCz3YsKQXn2tTQ32fZs0tVGExhxwBAEDiIGADAAAAUUSLCAAAABBFBGwAAAAgigjYAAAAQBQRsAEAAIAoImADAAAAUUTABgAAAKKIgA0AAABE0f8DnXpcLyMLiHwAAAAASUVORK5CYII="
[ "no", "yes" ]
null
0
science
grade-6
identify-ecosystems
true
false
Select the tundra ecosystem. This ecosystem has: long, cold winters and short, cool summers many evergreen trees soil that is poor in nutrients This ecosystem has: long, cold winters and short, cold summers mostly small plants soil that is frozen year-round This ecosystem has: a small amount of rain or snow dry, thin soil long, cold winters
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9ebRlaV3fj7+eYQ9nulNVV1V3Vw80DY0tg9CiqKhgVFbULCMixCAsgkaNMXGCBJUlMWYp+RKyXChBEwVRTNSlcViJ0SiCgiIIyNDI0EDPNdedzrCHZ/r98ey97zm3bnVDIsIvvd+1Tu27z56e/Zxz133v9+fzeX/EX+2FcNsIJooePXr06NGjR48ePT4jmDr46BzEvg2hJ549evTo0aNHjx49PtOYOhAhhPDZHkiPHj169OjRo0ePRwb08sp3vfH...
2
science
grade-5
identify-phases-of-the-moon
true
true
The model below shows the Moon at one position in its orbit around Earth. The white half of the Moon shows the part that is lit up by the Sun. Select the phase of the Moon shown in the model.
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"
null
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1
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", "left", "down", "right" ]
null
2
math
grade-1
flip-turn-and-slide
false
true
What has been done to this letter?
"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"
[ "slide", "turn", "flip" ]
null
1
math
grade-8
parts-of-three-dimensional-figures
false
true
In the cube shown below, which lines are parallel? R
"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"
[ "UY\n and \nVY", "XY\n and \nUY", "RV\n and \nSW", "TU\n and \nTX" ]
null
2
math
grade-1
estimate-to-the-nearest-ten
false
true
How many marbles are there? Estimate.
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"
[ "about 20", "about 50" ]
null
1
math
grade-1
interpret-bar-graphs-ii
false
true
Jenny asked her friends to vote for the best dessert. She made a bar graph of their votes: Which dessert got the fewest votes?
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"
[ " popsicles", " cupcakes", " brownies", " cookies" ]
null
1
math
grade-3
scalene-isosceles-and-equilateral-triangles
false
true
Is this triangle scalene?
"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"
[ "no", "yes" ]
null
0
math
algebra-1
match-exponential-functions-and-graphs-ii
true
false
Which graph matches this equation? \[ y=-3(2)^{x}-3 \]
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVUAAAE1CAYAAABX+HN0AAAg8klEQVR4nO3dfXAUZZ4H8G/PTDJ5JSPkTV4SEnQTQCCQXZKgR0RPeVm5EyxFOV0BwdM1rnsnVYfeedG61WUt5Lb29tZXVDxPtBCOIrABfIES1yRKYKKCSRAILCFvhAx5ncm89P0xzEyGBMhL93T39PdTRTHT0z3PL5mZb/rp7ucZQRRFsbEX+LEb6HADLhFERDRIJgGINwI3xgApkYDQ6BDFr9uVLouISPvyRgGm493eO9dHAlmx3sQlIqLB6XADNV1AQy9Q2w0...
2
math
grade-1
equal-sides
true
false
Which shape has 4 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAF50lEQVR4nO3dz05cZRjH8Wf4Z6ytJppo3JkYrRuXhitw5zW4cOOVeBEuvAE2hZQmpu1CSyHQQBdgGxiUGocZxsIAMlMmjDN5XYwkJlrLzHnP8zzvOd/PyqY28+acL4UZfmUqIYTQ7In8fC7SHoj0gwCZTVVEbkyKfHRN5L0ZkUrzIoRHZ9bHQpHNvikytXs+/MX7MyI33xhWCGTVHojsvBA56IlUz0UmzvrD3yAyxHRjctiUiEhnIDIx+MdvADFdNvVnEJmwPQr...
2
math
algebra-1
identify-linear-and-exponential-functions-from-tables
false
true
Is this function linear or exponential?
"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"
[ "exponential", "linear" ]
null
0
math
pre-k
name-the-shape
false
true
What shape is this?
"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"
[ "triangle", "square", "circle" ]
null
0
math
algebra-1
model-and-solve-linear-equations-using-algebra-tiles
false
true
Which equation does this set of algebra tiles represent?
"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"
[ "3x=24", "8x=24", "8x=16", "3x=21" ]
null
1
math
kindergarten
one-less-with-pictures-up-to-10
true
true
Count the ladybugs in this group. Which group has one less than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABCEAAAB+CAYAAAAa5QvPAACbiUlEQVR4nOydd3gc1fW/35nd1TZtUe/Ftiy5914wpvdmeiCUhJRvQgkkpANJSCGBkEAqndA7mGZsg23cuy3ZktV7b9v7zvz+WFmyLIkSsC1+ue/z8JidejV3Pzv3nHvuORKgIhAIBAKBQCAQCL4UVFWlLQRVPnBHISJG2wKB4H8UrQQWDYw3QVpcbJuEcEIIBAKBQCAQCARfGm1BlR2uE90KgUAgGF3Mt0JqHGhPdEMEAoFAIBAIBIL/n6j0xf7NiIMic2wWUCA...
0
science
grade-4
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "78°F", "73°F", "77°F", "84°F" ]
null
2
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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"
[ "left", "right", "up", "down" ]
null
2
math
grade-7
apply-multiplication-and-division-rules
false
true
The number line shows an unknown number, p. Is – 2p positive or negative?
"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"
[ "positive", "negative" ]
null
0
math
grade-3
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "no", "yes" ]
null
0
math
grade-6
compare-and-order-rational-numbers-using-number-lines
false
true
What sign makes the comparison true? – 5 ? 0.5 You can use the number line to help.
"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"
[ ">", "<" ]
null
1
math
grade-2
which-shape-illustrates-the-fraction
true
false
Look at the colored part of each shape. Which shape shows one-fourth?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAACd0lEQVR4nO3cMW4TQRxG8W9tJ0VIQHIkEAeASPRWKhqadByCS+QKnCKHoEtDQ+cbJKHHNIkUJ5ZibA3FEokSz4YY/N6vW61GO9Lb0Vb/bUopZTJPvs6S6TJZlGiDDJpkr5+82klebCfN5K6U8fW6t6XHcPg0GVzM2ouX28nBk/Zt0OaYLpOz2+TbPDmfJb3rRXvD2Jtpr9+2TZKbZdJb/nZDm+m+7Y+S9Na7FT02g8MYHMbgMAaHMTiMwWEMDjOoWTT+OM7V+dV...
3
math
pre-k
circles-squares-triangles-and-rectangles
true
false
Which shape is a triangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJIAAACVCAYAAACzfqM2AAAHmUlEQVR4nO2d204bVxSGf0PIRQ7tTdWqD9BW6gvkKfqUOYAinEj2VUIUwAQSRXARS0EBSige406DNcJgo4md8e6FE0QAY8Psw1p7r+8mGIO97Hw2M+N/z19QSqm4C/x9DBxlwBcFQRjJjQJwdxL47Rbwy02gEH9W6u2h67EEztz7AbixdTy48OtN4I/bA8sEYRRHGbDRAf7tApvHwMThl8EVIpFwFe5ODpwBgHYGTGSnrhCEq/DNmZ4CJtyOIviCiCRoQUQStCA...
0
math
grade-6
classify-triangles
false
true
Is this triangle isosceles?
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"
[ "yes", "no" ]
null
0
science
grade-3
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAkCUlEQVR4nO3deZAkV50f8G9m1n11VXf1fUzPaHo0OhFCLBIrcQgJCYMQCwFasSY2wHYsxAZrh82y4RVrO2zYjbVjHbB2mCV2MbBeQNyMBhASEgjJWkmMwJqVkBjNTE/fd9ddWVdmPv+R1dXT3dXd1TPVmVnV308E0ajO1/N79etfvvzlKwmAABERACEEFsrAORXI6oDG7EBETeKSgLACjAWAXg8ggQUIEVUtlAR+kbF7FETU7t4QAVx2D4KInOOsav7s9wBXBs2...
1
math
grade-5
three-dimensional-figures-viewed-from-different-perspectives
true
true
If you look at this object from the front, what will you see?
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"
null
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1
science
grade-4
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAh6klEQVR4nO3deZhcVZ3/8fetrat6y9ZZCNlkS0JCElnCDhGDsoug6Cijz4zr/JTx54yOuMzgjIoKOI8LOjM/UWeEUUBlkSUsCYkkBEgI2clCyJ5OZ+kl6XTtVff3x+nqTqcr3dVJ9b23qj6v5+mn0reqbp3OOf3t7z33e8+1ABsREWDh/hRLm9MAWNiA5W6DRKSM2NhYYMNlDQECbjdHRLzj1eb0USmHkg8RKSbLRBULXmlOKwERkW65OY8pdT4uHxmkIaQkRES...
0
math
kindergarten
compare-size-weight-and-capacity
true
false
Which building is taller?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAG8AAAB8CAYAAABnh+5VAAAMgUlEQVR4nO2dX0xb1x3Hv7ax8T/AEGNj/tYJhZKmjdplbcamaVNppD5sWppp7dpCH0vUqNWk9MGVtmVTlbykeZhSKXts6B4qjUTqHqjadJ2qlUyUdGqLkgIhQPhrMBj//++7h5sLGIzvufb948vO5yXx9fHxwV//7v2d3/ecaw3DMMxyErgbBUIZIM2AUqZUaIAqHfCwGXAaAM1ygmFGgkoPiyKUp6uBisko+8BlADotrLKU8iSUAcYjwFISmIgC2mCafYIKV/5...
1
math
grade-7
simplify-expressions-by-combining-like-terms-with-algebra-tiles
false
true
These tiles represent the expression 6x+2x+3. Which expression is equivalent to 6x+2x+3?
"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"
[ "11x", "8x+3", "8x+5", "5x+6" ]
null
1
math
grade-2
identify-halves
true
false
Look at the colored part of each shape. Which shape shows one-half?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAQw0lEQVR4nO2de0xcZ3qHn3OYG5fhjjFg8AAGgo0xjpNgg7dpYtXeVdrttlFXUdNVd6XdZi+peleryN6kcVptW6VaaVVFbbWrVqtetlWrqmp3Y5I0ccIYOybGxldsx54ZGO7XmWHuM6d/HGbABJgDM8AZ5jyWhYEzZz7rd877ft/vvO83giRJ0mgQ7nvBHYGwhMYOQieAOQsacqDcAMJoQJI+dm33sDS2gvZ80N3zyt9UGKApV74aNHYO7ggMzMNIEO56QXSF5V9...
1
math
grade-2
identify-the-fraction
false
true
What fraction of the shape is purple?
"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"
[ "4/9", "6/10", "1/7", "1/3" ]
null
3
math
kindergarten
represent-numbers-with-pictures-up-to-5
true
false
Which shows 5?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAjVklEQVR4nO3daWwc933/8ffM7L0kl8v7Eg9JlExSpCVZ1mHLjtMcRuIjTdu/LbstkiAIXLRAkSYPgthp0SRAg6RNizZtGqdxYRdGnMBt0zpOnbiNDwmWZUuyTJEUZVK8KZ7LXe59zc78H9BmZIuiRIniiNzvCzAsa2Znfh/vfnZ2ZndmFNM0zakMnEtANAe6iRDiOrEpUKhBswcqHaBMpU3zzYjVwxIi/+wrAlt/YuE/qh2w3bvQTiHE9RHNwTtxmMxAXwLUiL4...
0
math
grade-3
angles-greater-than-less-than-or-equal-to-a-right-angle
false
true
Is this angle greater than, equal to, or less than a right angle?
"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"
[ "equal to a right angle", "greater than a right angle", "less than a right angle" ]
null
1
engineer
grade-6
identify-independent-and-dependent-variables
false
true
Hint: An independent variable is a variable whose effect you are investigating. A dependent variable is a variable that you measure. Which of the following was an independent variable in this experiment? The passage below describes an experiment. Read the passage and think about the variables that are described. Xavier liked to hike, but he was often bothered by mosquito bites. He read that rubbing lavender flowers on your skin can repel mosquitoes. Xavier wanted to find out if lavender flowers work better as a mosquito repellent than store-bought bug spray. So, he sprayed bug spray on one of his arms and rubbed lavender flowers on his other arm. Then, he went for a hike. When he got home, he counted the number of new mosquito bites on each arm. Xavier repeated this test each afternoon for one week.
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"
[ "the type of mosquito repellent used", "the number of mosquito bites" ]
null
0
math
kindergarten
count-to-100
false
true
How many squares are there?
"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"
[ "58", "48", "55" ]
null
0
math
grade-6
which-model-represents-the-ratio
true
false
Which model represents the ratio 2 to 9?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAqUAAABLCAYAAABJCf7pAAAKHUlEQVR4nO3dTU8c2RXG8QeDndEEO1KSSYKjRCNFSRZRFtlkFlllkWW+Snb5NvkChvF4ZCMZe2FYGMkzAmxAxm4TewyxTaPEgHgpuunqqixKY8CmTdfLrVt1+v/bzGDoph6de5tT3VX3DsVxHDePpH8H0l5XCmMBAAAATo0MSZeHpd9+Kv38kjTUbMfxt7u+DwsAAACD6osr0shqkHwxdkn6/Q+TjhUAAABwaa8rNQ6kjSPpWSBd2A2Tb9CQAgAAoCyXh5P+U5L...
1
science
grade-4
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAAC5wklEQVR4nOz915NsWXbmif22OsLdQ16RNxVKAwXZaMVptvVMk8MZDueJ88B3PvEv4H9FI834RANnxsa60T1sYBoaKF0pb+aVoVwesRUf1j4ecW9moTBVGahEdqyyqMi4EeHhfnyvs9T3fUv9x2XOvzGHA8Od3dmd/QK2jvCjLTwd4cTCvzqWf9d3jnVnd/bL2YGB35jLf2/i9b/rO8e6szv75W3yI5+v/03/ap7Knd3ZV9/unOvO7uyW7M657uzObsnunOvO7uy...
1
math
grade-1
name-the-three-dimensional-shape
false
true
What shape is this?
"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"
[ "cone", "cube", "sphere" ]
null
1
math
grade-7
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
"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"
[ "no trend", "negative trend", "positive trend" ]
null
0
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\n8\n of a full turn", "1\n9\n of a full turn", "1\n5\n of a full turn", "1\n6\n of a full turn" ]
null
2
math
grade-8
classify-quadrilaterals
false
true
What name best describes this shape?
"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"
[ "square", "rectangle", "parallelogram", "trapezoid" ]
null
2
math
grade-1
read-a-calendar-ii
false
true
What date is 2 days before February 25?
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"
[ "February 23", "February 22" ]
null
0
science
grade-8
identify-rocks-and-minerals
false
true
Chalk has the following properties: solid no fixed crystal structure not a pure substance not made by living things found in nature white Is chalk a mineral or a rock?
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"
[ "mineral", "rock" ]
null
1
math
pre-k
rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFR0lEQVR4nO3dP08cRxzG8ef448J/ki5RlDrOS/BryYtLLFm4oEE0SDRINBShIKL0OdUBhrMxhGMNWrjdSXGshJBtYG5vdn4z309n4WKLr24wPOvpOefc0ZX074V0XkljJ2BqCz3pxbz021Pp5ydS76h0bnvU9WMhZa9+kBbeX0z+8MsT6fdnkwqBaZ1X0rsv0uGV1L+Q5kbjyReIDG16MT9pSpKKSpqrbn0BaFPT1LWT5rp9FOSC0BAEoSEIQkMQhIYgCA1BEBq...
1
math
pre-k
one-less-with-pictures-up-to-10
true
true
Count the dots in this group. Which group has one less than the group you counted?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABDAAAAFYCAYAAAClCwyGAAAlG0lEQVR4nO3df7CddX0n8HduLiTmB4lJQEKQkEj4sVqxsBInTmBFbYWWsbtAcVB3BqoudoqOW2vV1c603W27yw+rdJdulW7Bom4RdhRYCyKKEK2iuDP4I5AEE51oJDcpwg0lgeTsH493IJKcJPc+53yf85zXa+bO+SfzPJ/zHjye7/t8v+dMS9IJAABQi06nky27kvVPJk/sTp7xbhtgUkanJXOnJytmJS86PJkWBQYAANRmy85Ovvl46SkA2mXlEclo6SEAAKB...
0
math
grade-2
purchases-do-you-have-enough-money-up-to-5-dollars
false
true
A packet of vegetable seeds costs 1 dollar and 51 cents. Do you have enough money to buy it?
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"
[ "yes", "no" ]
null
1
math
precalculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x=5?
"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"
[ "no", "yes" ]
null
0
math
grade-2
greatest-and-least-word-problems-up-to-100
false
true
A baseball player paid attention to how many baseballs he hit in practice each day. On which day did he hit the fewest baseballs?
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"
[ "Friday", "Thursday", "Tuesday", "Wednesday" ]
null
2
math
grade-3
match-clocks-and-times
false
true
What time does the clock show?
"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"
[ "six thirty", "seven o'clock", "twelve o'clock" ]
null
1
engineer
grade-7
identify-control-and-experimental-groups
false
true
In this experiment, which were part of a control group? The passage below describes an experiment. Jason and his neighbors wanted to attract more woodpeckers to their yards. They read that woodpeckers often eat sunflower seeds. The neighbors wanted to find out if filling their bird feeders with sunflower seeds would increase the number of woodpeckers that visited their yards. So, four of the neighbors filled their feeders with sunflower seeds. Another four neighbors left their feeders empty. Every morning for a month, the neighbors counted the number of woodpeckers they saw in their yards.
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"
[ "the yards with empty feeders", "the yards with feeders filled with sunflower seeds" ]
null
0
math
grade-4
properties-of-three-dimensional-figures
true
false
Emir saw a 3-dimensional figure. It had 2 circular faces. Which figure could Emir have seen?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOwAAABSCAYAAABXEzgRAAASH0lEQVR4nO3deVgUd57H8XdDg8shICiHBDCmiREvfNRVBzEao8ELBo0zyWLrkOxkkjVGNALCeGAexRyKksNJVg24+Ezi8UQkEgOjgkoSJ6uRNRonASOKRkDFllOQpvaPtkuaGwS7W3+v5+GBqq7jS8Gn61e/OlohSZJUVAv5VVCuhToJQRBMgFIBPS3B1xbcrHXjFEU1kvR9mXELEwShdaMdwNUalHlVuhEe1jDATpdoQRCMr1wLP1fC1Vr4pUoXWIuyOt2LIqy...
2
math
grade-8
classify-quadrilaterals
false
true
What name best describes this shape?
"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"
[ "parallelogram", "trapezoid", "rectangle", "kite" ]
null
1
math
grade-2
equal-sides
true
false
Which shape has 3 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFvUlEQVR4nO3dXU8TaRiH8f+UwgqoqwksoJJ44u5H8Ov4QU1AhWgwITHRqIsHHJDghgQolSqlZfag+zRsRGVmnvvuvFy/M176pAdXOp07NzRJ0zT93Jc+9aTuUBqkAgprJ9KtKenRnLQ0IyWfz9J062TSTwt19vi21N7pjb5YmZH+mh9VCBTVHUofT6X9vvR3T2qdDEY/IDLEdGtq1JQkfRlKreGlHwAxhabOU6k12aeCpiA0uCA0uCA0uCA0uCA0uCA0uCA0uCA...
2
math
grade-3
identify-parallelograms
false
true
Is this quadrilateral a parallelogram?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAABzCAYAAACil3UBAAAK+0lEQVR4nO3dTWxV95kG8OdcX/wB2EBsbGySQE3SUdVNp1JWyUjtZmaTaKSoGzYzm3aRrCoFlCgKCi2aDhnITDSLZKR0k27YdLJJNs0mlZqsMqNWGmU0My0WkGDjLz5swNjYPrMIXJMmARJsjn3v77d7rw7Ss+BKj/8+fv9FWZZlAACAVVGrOgAAADQTBRsAAFaRgg0AAKtIwQYAgFWkYAMAwCpSsAEAYBUp2AAAsIrqd/PQuTfOZ+7UfNq26uOsH+X1ZPlqmb6/7Un3X22uOg4AQJKkuNNFM6P/Mp3Z/7h6v/LAN9K/f3t2PNlddQwAgDu/IjI/unA/csA9mThxMVd+f63qGAAAd35FpK27LUWWspzl1DbX0vnwpvuRC+6oXEzm/7SQm7+C+fTVyXzrHwfT/tBdvfkEALAm7txEakmZMkWKdO5pz8Mv9d+HWHB3Zj+ay9nXplIkSZmcOnQuj/zrUGo9/l4AAKiGFsKG1v1YVwb2b8vNY+zyepmTB0cTbzYBABVRsNnwdjzZkx0/3NKYly+XOXlgtMJEAEArU7BpCv0/eSBd3+lozIvTSzlzZKLCRABAq1KwaRoPv9Sfev/KnxXM/c98Jt48X2EiAKAVKdg0lX3HBlPbWjTmC+9fyYV3ZypMBAC0GgWb5lJP9h0bSrHpRskukvETlzL70Vy1uQCAlqFg03RqPbXsPbIrWenYGX1tMvMjVosAAGtPwaYptT9Uz4MH+tPY35cipw+PZ3FyscpYAEALULBpWlu+15GBv38gZflZyS6XkpEXzmXZjeoAwBpSsGlq2/96a/qeuuUimmtlRp47myxXmwsAaF4KNk2vb/+2bPnLrsa8dHE5p18erzARANDMFGxawoMH+7JpqK0xXxtZyNgb0xUmAgCalYJNyxh+ZSht3Sv/5Wc+uJrpt2crTAQANCMFm9ZRS4aPD6ZoX/lo6tcXc/lDO7IBgNWjYNNSaltr2fuLweTm2yJFcvb1qcx9PF9pLgCgeSjYtJz2wXr2Hhr43Gdnjk5kYcyObADg3inYtKSOR9uz+9m+lXtolpNTL45l+bL9fQDAvVGwaVlbH+9K34+2N+ZyIRk5MGZHNgBwTxRsWlrv093peWJzY16aXc7I86MVJgIANjoFm5Y3+ExvOvetrBa5PrqUT49NVZgIANjIFGxIsufwQOq9KxfRXPn9XKZOXKowEQCwUSnYkCS1ZN/xoRRdxWdzkUy9cykX37tcbS4AYMNRsOGm9mT42FCKGwfZRVFk/K3zufIHO7IBgLunYMMt6jtq2XN4ICv7+4p8enwiC5/YkQ0A3B0FG/5Mx3B7hn66s1GxUyanDp3L8oz9fQDAnSnY8CW6H+vKwP5tjYPs8nqZkwdHEwfZAMAdKNjwFXY82ZMdP9zSmJcvlzl5cKzCRADARqBgw230/+SBbP5OZ2NenFjMJ/8wWWEiAGC9U7DhDh56aWfq/fXGfPW/r2XizfMVJgIA1jMFG+7CvmODqW0tGvOF96/kwrszFSYCANYrBRvuRj3Zd2woxaaVi2jGT1zK7Edz1eYCANYdBRvuUq2nlr1HdiUrHTujr01mfmSh0lwAwPqiYMPX0P5QPQ8e6E9ZrFxEc/rweBYv2JENAHxGwYavacv3OjL0476U5Wclu1xKRg6OJg6yAYAo2PCN9Pxgc/qeuuUimrkyJw+MVhsKAFgXFGz4hvr2b8uW73c15sXppZx+ebzCRADAeqBgwz148EBfNg21NeZrf1rI2BvTFSYCAKqmYMM9Gn5lKG3dK1+lmQ+uZvrt2QoTAQBVUrDhXtWS4eODKTpXLqKZ+vXFXP7QjmwAaEUKNqyC2tZaho/uSm6+LVIkZ1+fyvwfrRYBgFajYMMqqe+sZ++hgc99durIeBYnFytKBABUQcGGVdTxaHt2P9vXWN+XpWTkhXNZvlZpLADgPlKwYZVtfbwrfT/a3pjLa2VGnjubuOwRAFqCgg1roPfp7vQ8sbkxL11czsjzLqIBgFagYMMaGXymN52PtDfm66NLGX11qsJEAMD9oGDDGtrzs4HUe1cuopn9z7lMnbhUYSIAYK0p2LDG9h0fStF1Y0d2kUy9cykzv71abSgAYM0o2LDW2pPhY0MpbhxkF0WR0V9OZe7j+WpzAQBrQsGG+6C+o5Y9hwdyc39fURY5c3QiC2N2ZANAs1Gw4T7pGG7P0E93NlZkZzk59eJYlmfs7wOAZqJgw33U/VhXBvZvS3mjZpcLycmDo4mDbABoGgo23Gc7nuxJ79/0NObly2VOHhyrMBEAsJoUbKjAzr/bns3f7WzMixOL+eQXkxUmAgBWi4INFXnoxZ2p99cb89WPr2XyVxerCwQArAoFGyq079hgaluLxjz9m5lcfO9yhYkAgHulYEOV6sm+Y0MpNn1WsosUGX/rfK78wY5sANioFGyoWK2nlr1Hdt3ybSzy6fGJzI8sVBkLAPiGFGxYB9ofqufhF/pTFje2ZJfJ6cPjWbxgRzYAbDQKNqwTXd/tyNCP+1KWN3ZkLyUjB0cTB9kAsKEo2LCO9Pxgc/qe2nbzRvWUc2VOHhitNhQA8LUo2LDO9O3fli3f72rMi9NLOfOziQoTAQBfh4IN69CDB/qyaaitMc/933wm3jxfYSIA4G4p2LBODb8ylLbtK1/RC+9fyYV3ZypMBADcDQUb1qtaMvzq7hSdNy6iKZLxE5dy+cO5anMBALelYMM6VutMho/uSm68LVIkOfv6VOb/aLUIAKxXCjasc/Wd9ew9NPC5z04dGc/i5GJFiQCA21GwYQPoeLQ9u5/ta6zvy1Iy8sK5LF+rNBYA8CUUbNggtj7elb4fbW/M5bUyI8+dTVz2CADrioING0jv093peWJzY166uJzTh8crTAQA/DkFGzaYwWd607mvozFfO7mQsTemK0wEANxKwYYNaM/P+1PvXbmIZuaDq5l+e7bCRADATQo2bFD7jg+l6Coa8+S/X8zM765UmAgASBRs2Ljak+FjQ5/bkT32b+ftyAaAiinYsIHVd9TsyAaAdUbBhg3OjmwAWF8UbGgCdmQDwPqhYEOT+LId2acO2ZENAPebgg1NZPCZ3nQ+0t6Y50/ZkQ0A95uCDU1mz8sDadu+8tWe+eBqpk5cqjARALQWBRuaTS0ZfnV3is6VHdlT71zKzG+vVhgKAFqHgg1NqNaZDB/dtbIjuygy+supzH08X20wAGgBCjY0qfrO+ud2ZBdlkTNHJ7IwZkc2AKwlBRua2Bd2ZC8np14cy/Jl+/sAYK0o2NDkvrAjeyEZOTBmRzYArBEFG1rAF3Zkzy5n5PnRChMBQPNSsKFFDD7Tm65vdzTm66NL+eToZIWJAKA5KdjQQh5+uT/13rbGfPW/rmXyVxerCwQATUjBhhaz7/hQiq6VHdnTv5nJxfcuV5gIAJqLgg2tpj0ZPjaU4uaO7BQZf+t8Zj+aqzYXADQJBRtaUH1HLXsODySNg+wio69NZn5kocpYANAUirIsy9s9cObnE5n73xu3v9WSoqO43ePABlJeL1NeL9No2m1lho/tTvuuttv+OwDgq9Xv9MDS7NLKsJyUc7ft48AGUxS3/NC8XOTsP03kW/88WF0gANjg7viKSOfwylqv6NbQ9Db/RcedHwIAvtIdXxFJkpnfXc3C2PW0dfu1MTSr62OL2dRfz44nt1YdBQA2tLsq2AAAwN2xRQQAAFaRgg0AAKtIwQYAgFWkYAMAwCpSsAEAYBUp2AAAsIoUbAAAWEX/D1kzsN0OiajmAAAAAElFTkSuQmCC"
[ "yes", "no" ]
null
1
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 10 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAGgAAADgCAYAAADv/yMUAAADWElEQVR4nO3dv2qTURyH8e+bf0NtI10UR4fq0LVQewFegpuX56QXohRXhxrBwcE4FZI20JhwHF6CggWXHN+H5PlMCYFzTnj4keU9pCmllOky+bJI5utkVaIODZrkqJ+cHCSPR0kzvSvlctb1sXSf83EymCzaN09GyfMHbT11Z75Orm6T78vk8yLpzVbtB8ZhOOq3LZLkZp301n98IIZNi58l6XV7FP2LgeAMBGcgOAPBGQjOQHAGgjMQnIHgDARnIDgDwRkIzkB...
0
math
grade-5
scalene-isosceles-and-equilateral-triangles
false
true
Is this triangle equilateral?
"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"
[ "no", "yes" ]
null
0
math
algebra-1
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Select all the statements that are true.
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"
[ "The slope of Function A is equal to the slope of Function B.", "The slope of Function A is greater than the slope of Function B.", "The y-value of Function A when x =\n–\n6 is less than the y-value of Function B when x =\n–\n6.", "The y-value of Function A when x =\n–\n6 is greater than the y-value of Functi...
null
0
math
grade-6
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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OvzJbDjrcGTIODRq25LaiV+tFvyzu1a6xhr3Yi73aXmzTtgE5oFE0YpKrBZM8LXAZ665BSPxGCSqnJnuSzxr7RPUArQbwzZJFRNWJlQxTs1UPt8u9Q68MET9WAymm0OHvmC6JVsLAPg+D0ZNL4fn+F/FOblNJ4yhGv+zH27l38EL/i0jl0mBjOWeaBON+1b+otewObYIIj+qWYfTVQgtQQwORLKfpFBnY4x54shZaqkWF6paUv8fInCMjM1iXWY93cpugcfVHPPKs4e3cO3g58woG2FD2sylZ8vwCI8RV3kO5P0Anpq8G+nCN5NTOQAi4UKfAszduurH8iBc2MODvXwRANy3Ddm0H1mXWY680P77dHrkHL2fWY7e220BpnhMOhkZENBi1+4Ze6GwNEPgLNZJTGwOJBttPALh0fFWJEfH2UALKNCK6Tq9cX74Prw+8Ac3Cg4E5zmN99lX0adt0y5JEMhwI235CzxAMvePV/9rhV06vhRTLDaQjoJzGLB6EzlidBT1ntRYzEEQx6MQP3q7twIbsW7rzBDe5N3nI0wmBWXktH9y+a7t3+67t3ryWD0Jglpvcy9zkLnkum5mxIfum/puE6GACvlO6UL3AerklSRLuU9oUS/2wAAvGpSpUkQ30zwHREWCaA/BnDPUjxTHxLfEXzdZjJuG28BEkeR1K/LDsm3OUenN4yPPSgBz45pp31/zFSL+nN5/+Ka/w/ijL2Y+WaBMzfUfCWzqr2UA+L2fUu6fCYFIdaSR5KxPwkCS6n4k3utj1aqwnttFMLaa/QbLBzNUAPTi458FzYMwI8+8e9O6rZmsxG9KwACX+ZgzG69kNRY2DQJoLrvkP7XzoaKPGAQCPvvvoEw/ufPBot3BfKyAKhj7KcQ6vDbyh11SDx+Oab7Rfu/By1mjcLGLgbGJeISRWS5kvdfCqIkw3EJaVOI/RxuWvL68qIb3VtLe0N4O45BeQzm0pOiEXEJk88p9cvWt1pedceNWOVd8H4QwBUfBvtUfuQV++9HyEmb82F3M9FWqoCWr6+i0A6U+shkFEh5itxXQDIdI7Z16gDrPuT5/duF30rwDGFruvQcPmfOGRC4E0CTnr8V2PV70Q8fDOh9eAcHaxN8k7uU1gLjn38bcExtdkglslG8qtwMA0s0VYMUmvwJuUTR03WoLOuYOtud6i+xwCYsGjux417YjswzsfXiNIKIXuZTmLLdrW0g2wtWcozEEa8d0bjt9sFeYPsYDxZdch2my2DjMZPGdR+sz01iIPpYc8L1UxrCrKqp2rrneTu+Cv7Na8joEQn2G2HvMRlTwTpi9jmz/EArqA8lwBmDhltg4z0QL9R5baNe/n/qLuI1mZtSqoAOeQK+iztFf2o1+W2nOl6ZGWSMEYXXUDcbnhnrZSmdkCjGC6gcRTyRt6U9uCRJgH4F1jIqjXbB1mohGOK3V/Z35Xwesecr/z2LuP/a8logA8tvOxRzzkKfhLu1MrrOk93NqxFkgyDTL+I7uTQZd5U762eCpZ0RHvUljizbsCK3LowYpooP15hlgLndN1rEmdb9NeiMVHSm367ZbF4m+T5UeHieheMK4Zfn233I2SQ3KiIwA8ZJ2y6mDJO0C6OwR7IMTsRHf8b1bpsHQnPZbqegqEmF45hsuIQ5FtMLhkovsMFx7O5LW85Q/gAAYeKHRdz2OYmctebawlZCzq/3fjFhoHUANXE2ZaAaBkXg92c72H/C/ptZvlwnnuc5yzfPNTZEXBPvIorGkfBGqxRJBJMOs+E3mvz/djq3VYbiCJVGIrgJL+REITpb9NuyEqOUQstnP+7p53LT+34N7rLthHXtdJkss+olhLBAmdD0Ab1bfUHZbrsLqDIUruXLmgjYizCuUyAzPq+XPVdYggSULnRFjp3VCzsPyPNORi/aFSZXIuqtnR30pgcMkH3VXkz7hrzK6Jlgjaj/yYfME+3LrHcqkmD1ilCJZ6H2DaUAIma3VY3QFIztPrh/Lks1xHFQguvfnpRUPB65pXO9wSQftBHioYnM9T2qsXTBhniSCT0KD7TLhFFpYfArPUQKL+9pOJKaJXjqAV9XGym/mHzm9g4AP5O/bHJwobiIc9Z1kiaj/c5P5coeuNOs8XMY5BHR/DJZJG5kjftjoGmCUGos5UvdGAcgWTeBQGIgySSxxkhQ4zOGhP09nQOSDVJAqnOmHwxVZo2h8pZcGjzGNdur85kzoCyqnmKzIHIjrYQLExAngsHAzNU2eqlQRJ18V0A4kGlN9n+zIpBn4A/SQ5+7B8rF4JKlTBjLBeuXHuwvad5/yUWc2zCmaVMoMzxp5xah75goGrm4VeblRAgus2OSpLw89EMzHdlu0b6IkGwwvM1mGFs+KJKNNhkdl8L0wzyAYzYQx+npKMoTFoFIVflD7y3Q5rhjLkcXluK3SjUTRiTBE9w5r4tJ3pzUoiyn0meAIzLzZfhvlU4ldVd+H7o8HwAjCWGC3f4ir8g5dDbuaZB5+50DRhQ5w17qz2LGcLTtAnuYzvARLolnAg/DXThJkFl3+uiIHtZsuw4g3SU24dAkq6ctQSJaBMiwSV+5n5RpTxy+/3tMJTZLVaSrnszHFnlp9irAhnjD3j1Dzn44XuucmNSZ6yNsndBL4zEgj/qn1yez25n5T/TFD5z54eVri7l33QhYFDzdZRLov8i5qi/vASAawHo2yvUAGBoLuwB7mEFJLl7z8z7jOzq9U5Z9yc00nQagYX/O4me9qMhiYdBl/k1sQrkYByndVpzQwyo9wKxKU9NirB/CEW4fUKak238Zw0RYPKl71wv8rEHQAq3pPxe1oxRhRe8JKQDWA8cua4MxejsjkJnTXurHaNtYclZMF15SbRBL+7qiijTQC+15hvWD8YlNse1LZrW1DBwg0Tm34exPTJY6gtNNWj0WESmArCeQA+Z6QfF/ijS1KdRqNZmIISUE4UwM0APmFWmwM8gJcz65Hj4tmJ3eTekEd+3qM7H9WNQwsAs8fOPsXn8t1ebM4BGA77Uy5/lAILkt3JmsYsG0yDTX8wUDQP0H0MPCxIvmFFXkvr00APpj9eCZTeuSXGxbF08ldW6wGAxZMWB7wuEWfQV6H3FiW8JiS+mW/Ac5Slowl8G1A6tdxubTfWZ1/VC54AD3k2E9G9Axh4QGTFqwfvPbgXAHaM2dFCHjrCTe7PScgL87LwUu57EolwRMPhaBal9z4IeA4k527t2fHCpOD4TzDTHdAf3kpivsMDrWMw2oj1RPyh+SC6RafYRrjEefHN8eet1FKTndQhI1mt098N8VRykZU61Jmqd6BvYAENrv/rbxQALEjOXNrTtX7fBWWScqhw4RXopDzo07ZhQ/ZNXSOpFiLCDO90THTpxtEeILfrkNim2HsnEK/zhz6mERkN1rcTwBLvRN9ydZ2arVSvEaKB0J0MKrWytodddHxic6LM9H7lUxOPzviWrkcAFDzYsx8nWakh7A+fk+3LrCNwJ4wZBwC8ub9xAEBya/J1AK/pVZzomoAjGw6Hh6ybWnnIjSO8hxkxDgC8bn/jAIAl6c6XYHzVcRyA67N9mZcigdBny9VaDhKk9yzcWgvjAGro8syg/9YpcsL8Q+cXdmqqgnAgfFTUr6wm4t+i/NWySeo09X2T9kGXBjI0Ex4rxmKm78iirijV0CSaMNN3FJpdxmydQVNUqO9bh25vaW+GzmGwAhwG0APRgPJQuC1cSRbjkihTlfGk4/vGrPssmUbt0h9ITW8JrvGgPWNMS4CpTFXGh4PKzQR+gQmVBjluHhjIdOL/h4aU7cvEy8lF6CUvZvqOxCHeGWig6u3fTW582Du17Ak5Aa25QH8MQ59Fhep2u8UtQBFXZB0YOJMkvxj2h25Up6kHV9JGQZ15OhU6z2Ve5msWR61m3pxRv/IlJugFMbgtnkpW5fpwPs53HRqYMZdA3wNg1rHSlwl4loHjABQNIK0HMyOtbUFvvhd7S4bl+SD7UrC1eiZBVPe79grAfwfwcb1cgGXQy8Qdr/ds+MlKrKwq30MkoNwH4IulyjBoZiKVeLmafoxSuySeAeWnAC7VKZYRUvvo0i3LKgpFOhQV/CYAR1dSv5b0y37s1HZht9yNDA8gywPQho7uu+CCl7zwUQOaXc1oFs0GfavshQgvEGPB0lRybSX1laDyccF4Cnrnh4gWxnoSN1XSR7nUxEA6gu1HShbPwdDrnJ7qd2dOKyfb1GC+wPwy6PzyONSMXwt2L16aXvqm0QrKVGW8yOIv0FlCH2KTN+ubqW5TLQ8XZbmBKH5lhiCsRlkTZH6cXeL8xOZEyaAHi/yLmrxwh0G4FlXsgDtYQgaMG7LIJ65PX18yhE+oLTTVpeG3IDrWaONMeFTLyS909XYZCk5YKZYaSDSofJkZP4LxZdX3ICAlidWc1H45/A+8yL+oySNcl5Ck60CYbJrg8niSmX8ngHUE2iOJ2xh0IgHnw4IgyoZgbIbAfQQ8TRJpFmhmxkcBPg+g4+3SxIKXNOQb71a3qu+Lf6ZOWTghm2+4HEAYOhvJRdgIKS8f2kawBEsNJBJQ1gE4qspm9gL8JAFvAYAETafBPRNbwtYQ8JwELUykEgVdIeYfOr+heXfTVRhMd2b++m5hdhLTt7em+360AisKhlAa2qz9PqpYZKiSfgDPEvCmBLwEmg7w8agyuicDLyVSScvmnFYbiJGJ+YiAgS0g6mjoabhDhVoyEB4ARKdEJyOfX8Kgf4dFIV4BZAG6A5K+G98S1w32rEJ15wKZuQx8D3V6irNcGLg3kUpeZFX7lhpIuC18Hkmu2aaORWQBLNcGeEnn9s6d5VYenIPRAoC/gsqGEYXoA/AzEq6bY92xd8qtrE5ZOGFAa/gOMa6AdcZbE4hxUSydvNey9q1qGAAWTlnY2Jhv2IISmZnqnN+zi64xw61h4ZSFjWPyDZ+ThM8T43SUmcuCgBSAR6Sg3+wes/shM1LWhQPhowTzjVVspNpNv1fztQ6f25iJ9d68fuV2kPXxi0xmvSRck+xJrrKofepoaz+MNXGsJD6ciD4E5glMdBAAEPMuYvQx0TsEvKJpeG7IB8wSwv7w54j4BgCHWdWHFTDj7kQ6eYmVfVhuICpUd86/94Sce/C0lyvvOl4Q/wcDZ1rddwVsB/N3e9Pbf1hssjtaUWeq3mxfZj6A62DeUNBEaBtB/kSy+BMR7SHWDvK4Gh9Ru9XCWVPN6tXKxksRDoT+g0A/sFPDfmgAfuwVuevU7hvqOpmP1aj+Ra05uJYy0ddRN/F7+XGvyF9gx3dj68MZDoRuINAHkr/UFn4c0rUgviVu9FzEAYHSphwnJG4EYHdwuX94Nd/HrZxnlMJWA1GnqQdnM5ke2LILzm8S0eJYT/LXte975BANKOfzYN7JabYIYP5SPN35n7b0DZtfoUP5HZ6qcbe7mTnq9TUe5RiHPrFUcmW/e+AoJr4OxrI+mYnmdTX+rsZ9vg/bx/+RQOjXAH2hBl0xgLvyeRnu6u3qrkF/o47olOhkzmlJEL6M2jw7W+OpZFVhWqqlDgwk/CTAlh63BfAkM12dSCeetLifA4Kov/1kJnETANMOuBUh653oa7b6DHwpbDWQUFtoqkvSBugEQKiCbiZSEj2JX0Iny5VD2VA4GL6EmJOwNHQsnx1PddqWjdfOOQi5JH0f1hgHA7ghy/nDEj2Ju+AYhxVwoidxl1fzHQ7GjbDsb0zftTGooD1vEBWqOxsYuAVgKyKLSya6dMgwHGpEJKBcCuBOWPFMEd3jndDwNTuGWra8QbKB/nkWGQcAxBzjqD3xVPJnRJSwpHHmi7N9/Zdb0rYOthgIEaUsavot70TfUovadtDB09CwBEDZ3sVGYBaWtKuHLQYS60n+BiDT9z+Y+XY7VzwOdNS31AwIt1vQ9J8S6YQt+yF2TdKZpFwIkyd27KLVZrbnUAEkzF5x0iDEApPbNIxtq1ixLZ1/IfDPhv6pAVgP4EUAFXtn+nI+3ZCgDtbizXmrOTvTB+BPAD0DIAMAINwa747/zQxtlWCrq8nW1PZ5gJjNLvLHU8mj4qnkMV6fbyKDLgWge4R0ON1bu6s+RORQHX3j+io5JvAWM53rTfla46nkKfFU4sR8XrYS5D95e3y2OrPavpNejKFNxCcAfMhoHQlMT6aSb1mnykGPoRhlG8qo8iqD/iWRSmy1TFQV1Im//wfp7O58GxBfLaeOIP6UVXocjCFFrpy01yyBf69X4wDq2EAAIJ6KP06EF4yWH0qI42AnXEYUG8L/JlPJp60TUz11bSAAwJIM550jxulKmzJSAxCMeCLB0ByAysnmW9fGAYwEAxFc1sTbJfFzJaBMs0iOQxGiweiHwfTTcuowc1WR4GtB3RsIuLxIgAwEBLC2Y9Lij1glyeH9dLQuPoRZWwugcB7sIhCJj1mjyDzqdhULeG9F5B+oILgZASlN4OxaZ2g90IhMjhxLmnyIgUAF1fOScXgynSxn1aum1PMbhCTlfowKI/8xEBASawfHxQ5WEAmG5kCTf6jQOADALcgiD2CTqFth0bboh1hqb5vQVB7gBfFU5w9MaMthiEgg9C2AboIJoUsZ1FqvS711ayAAEAmG7wbzxWa0RcR3eBoar1TfUjNmtHegok5TfdmBzHIwvmFSkz+Mp5LfMqkt06nnIRbebdp9GcCPmdEWM309m+n/c0fr4kPMaO9ApKN18SG5TOYJE43jd6+l3rjKpLYsoa4NZPnrywfyef78kPMaALzLzDcx07mCcQaArwEow3uUjpfC9bdwMPzvFsgd1USCoUukcP2NgY8brJIH8AtiPkcSTgDEbBASALYP3X+i3z1wUbVJP62mrodY+wiND40TDeI8La89UihkT9QfOpeJ7kFZSXX4Pi9r31LT128xUeqoIxwITyLwDzCYOcsovST53NiWzr8Mv6H6F7UOCM+ncjK3Wi81Wz0wIgzECFG/ciETyo3A18tE1zhRTwqyL2rJDSgvVQMzaFaxDFwjjVFjIAAQCSh/RQWxmhhYSyzmx9Pxv1sga8QR8Uc+yiSXE3BauXUJeCCWSv6rBbJsYURnFxoOM/+OiMo2EAJOA8nnI/7wT3Iyry7busyqM/N1zeJJiwMe4VZB8htUYTgmSfyA2brsZFQZCNFgDpIKcYF4nsfluiQSVG5hQTfopaEeLYQnhycKiWuY+WqAq0s8KkWPSbLqglFlIAzRStVPJZrACJPGV0YCym35vLxptMbybW9pb3O7xQJo/E2uIFV3QYQsyx+r3hlVBgLwWSY21gxgsdstro74lf9i0K2jJbZvNNB+EiCuZOBCAF4z2yamzwKWRDaxhVEzSR9yTdkIKz8T8/MA7mQS/1mvrhHFUNuubclJz0UALmPgOAu74pymtY2WedyoMZD5h85vaN7d9BQAy5LK70eOgMeYsZKJ/qdejUVtu7Ylq3nOAeHfAJwOoBYxbl/0TvSdOFrik40aAwEAtU0dk+P+W5jp6/tdlgTcJYnuaKDsemgkBshzAgFXAWyGp68G4CkGr4IQjzWMb3jarodjLuZ6JrZNPAlSfpqI5oDxTzAjODjjz0S4GeR6KpfL5Vxu17EEvgzAF99XjHF3g/R90650aVYwqgxkHxF/6CIAPwKRj5kuLBaVLxoMX8ODG2Fm0g/gGQY/KZiekUQv9aX6XjM7a+5czPW0Bg8+VDJ9DKATMLj/cyKARjP7YfB3EqnOJSiwkRrxhy4C0c8BZACeH091/sLMvuuBUWkgAKBOUA/CmJ1uddON20qViwSVH5vofFeMHIA3AbwBpreZZLcg2iKZel3MOxhytybE+wyIJLld4GYWGCfBLcTUCqCNgKkMHAJgBqweMjF+GU8nS/qtLZ60ONDU1JQZSqc36hi1BmKU9sntU9ya2Ig6d9y0AZbAjAM9ztgB/1B0be7aBOAVu3XUIa8c6MYBOAayj5LDsAOUA8KLQA/HQAaZaqCMhioCa9cNzDuwLzB0aaZYrGREcMAbiDpT9aJEuBoCHiDiU3tT2xrjqWQTkWsaCB0A3q2dymqhbWBewKDWeLpzvDfla2Kmk8H47xKVptiZG7BeOOAn6QAQ8YcuBlEMwLT33WBE4ulkwbRi4bbwESR5DcqMBWUDbxG5Tov1xDYWuhkJKIsBdL3vImMzE0UTqcTPayGwnnEMZAgVqjvnz3yRCVcD+ASAX8RTyZKxfjv8ymxJMOXMvEUwM31Cz4csElB+CuBSgJ4i4lu29mz7L7P3bUYqjoEUQG27tkXtvqHXSNlIQPkLBg2qBPwmM35LRCkwmkH4DAY39YzCIHoUzI8QYSeYJjP4C4Be1El+LJ7qPN1IB+FAeFK9uszYySjz5jUHo8YBACCsBRc1EA1A2JtqvFGFmt/vekc4ED6bgLsAnqDTQw8JviDWnXxiuMxoUJnHjFtQdMOQDB97dYyjMAf8JL1qGDuL3SJgQTyVXDbMOAAAiVTiQYJ2FoBSflv9YPGZWHfncOMAAI71JG9jpuLptJl3lZLuoI9jIFXCoL+iwENOwHOxVLJkNMdYquspJtxW7D6Bl+udk0+kE3cAKDTH2Am3a1QETrATx0CqJJFK/MErcpOZ6VwwYgSsIsILEmQoi69geXexeyxc9xrRwExXM7CWGXeDcA1J/qTX5wvEN8efN/5JHArhTNJtRp2perN9mRcAHDHs1su9qW3HOqtJ9uIYSB2gzlS9md7M+3aufS2+TaPl0JGDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODw4jl/wC1QYq5RM2WlQAAAABJRU5ErkJggg=="
[ "1\n4\n of a full turn", "1\n3\n of a full turn", "1\n2\n of a full turn", "1\n5\n of a full turn" ]
null
1
science
grade-2
classify-rocks-and-minerals-by-color-and-shape
true
false
Select the black rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAACAqElEQVR4nO39abBs2XXfB/72PkOenPPmnd/8angFVKEKY6FAgKQBAcQMiCZNKUi5m5AompIsKcIKhz922O2OdviDo9tqt7s/yO6QTVqKtsyWSVEcAEIAiKkIoObp1ZvvG+678805z7R3f9hnnzyZ775bD6gR4F0VtzJfjifP2Wuv6b/+S2itNUdyJEdyoMi3+wCO5EjeyXKkIEdyJIfIkYIcyZEcIkcKciRHcogcKciRHMkhcqQgR3Ikh8iRghzJkRwiRwpyJEd...
0
math
grade-2
which-shape-illustrates-the-fraction
true
false
Look at the colored part of each shape. Which shape shows one-fourth?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAW9klEQVR4nO2deXDb5ZnHPz8dlmTJtnzK8n2EHCZxrhKSlCMlhgXC0WUpPQLdtltKux1mu+y0A7vLMttluu2U3bRbup0CPWgLbVlgIAGG3ThpKZCDYofYcUIc24qd2JZ8SbIlWZIl/faPn6TYxKf005X4M8Pg6Hj1St/3eN7nfd7nFURRFK1+6PLARBACIstcQqgEyFHCFdlgygLB6hPF98ZTXa1lksHVuaA645H+Yc6CVXqpNSxz6TARhNNuGPRDpwcU4wHpiWW...
0
science
grade-5
use-data-to-describe-climates
false
true
Which statement best describes the climate of New York City? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. New York City, New York, is a city in the United States. It has a warm summer continental climate.
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"
[ "Summers have higher temperatures and less precipitation than winters.", "Winters have lower temperatures and less precipitation than summers." ]
null
0
math
grade-8
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAACmCAYAAABX731LAAA5fElEQVR4nO2dd5ycVb3/3+ecp8xsC6R3AiGkiYGAxCgKqEBCUVGKlxKQIoJUUe4V5Aak/PRelAs2bFhQERBREIjlCtgg9IgJiQEuoaUQAkl2k93szHN+f5zyPJOEQMJmZzc5b16b2XnmmZkz8yQfvv0IrbUmEAi8ZYQQ9V5CoBuR9V5AIBAI9GSiei+gKwj/Z+89BMcl0Nvo9ZZkEMjeRbhegd7GNmFJApx8y171XkLgTbjh6EfrvYRAYLPp9ZZkIBAIbE2CSAY...
1
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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"
[ "down", "up", "left", "right" ]
null
0
math
grade-6
which-is-the-better-coupon
true
false
The original price of a waffle maker is $37.00. Which coupon is a better deal?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAASYAAAC8CAYAAADVTgNLAAAslklEQVR4nO2deXhU1fnHP7MvmewhbAEREkBlE1RAUAQVFUVRcStat59Wa1u1VluxdalLF7VuVKu21VZbSxVFLKsKWBFBEAhoQcMqYcs+yWQms97fHyfJzGQmyUxmJjPJnM/z5Mmdu7z3zJ17v/ec95zzvipFUZSjLththwYveBQkEomkW9GqIFMDJWboqwfVUaeifFGf7GJJJBKJYGIWaMvs4kN/PYzIEKolkUgk3UmDF75phCMu+NYO6nqP2CBFSSKRJItMjdA...
0
math
grade-3
identify-three-dimensional-shapes
false
true
What shape is this?
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"
[ "pyramid", "cube" ]
null
1
math
grade-4
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "right", "acute", "obtuse" ]
null
1
math
grade-8
identify-similar-triangles
false
true
Are these shapes similar?
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s2mQfzefowwb7qva77962uP63JiHtWPDBbt547HMeyhlA1L6VtH6jEkN/fIbzF8+m7xsUEUlH2b4He/gv/Zi49Gte7jyCF9oPNTrOf1y+comaL+YBYNPY8/iYfQ1OJCJZ3d6j23nhzbost7a0H7jVivW/V7TBXlg3amQvwB9A3OVYxswazsSlY0lKvoaPORfPtn2dPi3+h5dnjgd7IyIiBsn2K9iRUdMBaFXTNaaH3MzXOxePVGyO7dpVlm2dbXQcEckGIjfP4KEUTw4FuNl7qc+du7EH21Fcly8PvXrB2LH2lpAHLK4B/H0DGdrzCxZ+uIdGVdtgsV7is6lvEP5aWeZv+N05b0xEJINk6xXszX+tIeK9epQqVIEFH+wyOs5tzVj9M0O+60WTkPZ88/Iso+OISBbXckgFDp7cw9cDZtKseof/rljfvKKdDtbtXsb7vw5g/9/21pMqJWvyzpNjqVAsJF2vKyLiDNl6BdvVNpe5neY1OuHu5s6qHQtJtFmNjiMiWdiR0/s5eHKP/SbrKq3sB2/Vg53O6lRowtyRO3m393gCH8rHjoMb6fhWDQZ905PTsSfS/foiImmRrQvsBRvtHzu62ni+m/l656JOhWbYkq6yZMsso+OISBa26PoN1Q0qt8LLw8vQLG4mN7o3eoZlnxygb+vX8PTwYu76iTR7pQyjp7/FlcSEu59ERMQA2bbA3n5gAzHxpwkOKkWZwhWNjnNXqdNENmmaiIikH8fOseGhnQ1O8g8fcy5e6fYhi0f9SYuwriTarjB29giaDi7FjNU/kY07HUXERWXbAtuxSuOqNzferFn1jri7ubNixwK1iYhIuoiJP8Ouw5vx9PCiYdU2Rsf5j0J5gvmy3xQmD11DhWIhnIs/xZDvetN+aDW27l+Xrtc+d+4cHTp0ICAggEKFCvHBBx+kPrZnzx7q16+Pn58fDz/8MHPmzEnTtfz9/TlxQm0wIplZti2wHZvLuHr/tYO/byA1yzUi0XaF5dvmGR1HRLKgeRsmA1CnQlN8vXMZnOb2qpepy4zhm/n42f8jKKAw+47voPuIurz4RSeOnz2ULtd8+eWXKVCgAGfOnGH16tV89tlnrF69GoBu3brRuXNnLly4wBdffMFjjz1GQoLaV0Sys2xZYEcf3syp88coEFiEcsFVjY5zzxy/DCzSpjMikg4WR9nbQ5rX6GRwkrszmUy0r9uTxaP+5KVOw/HO4cOSLTNp8Vo5Ppw8GIv1klOv16VLF4YPH46XlxclSpSgRo0aHDhwgGvXrvHSSy/x4osv4ubmRosWLXB3d+fUqVM3vH7w4MH069cv9esLFy6QM2dOYmJiiIyMpHTp0pQtW5YRI0ZgMpmcml1EMl62LLAd00Pa1I4wOMn9aRHWFZPJxLKtc7Al2YyOIyJZSLzlApv/WoPJZKJZ9Y5Gx7ln3jly0q/DWyz5eD8dH3kSW5KNHxd+SuP/lbi+aU2SU67TsWNH8uXLR3JyMmvXrmXnzp00bNgQDw8P+vbti4eHBwCbNm0iV65cFL9pJ8uIiAimTp3KtWvXAJg7dy7169cnICCAPn36MGbMGPbt20eePHm4ePGiUzKLiHGyZYHt+BjU1aeH3MzfN5DQhxuQaLvCiu3zjY4jIlmIvW0uhdCHG+DvG2h0nPuWz78AHz3zE7Pf20ZI6TpcuBzD8F9epM0blVm1c5FTrhEfH0+OHDlo3rw577333n+K6MOHD/P4448zYcIE3Nxu/Os1JCSEwMBAli1bBsCMGTPo1q0b+/fvx2KxEB4eDkDv3r1JTk52Sl4RMU62K7D3Ht2e2h5SqXgNo+PcN8cvBYs0TUREnMgVp4c8iHJFq/DbsLV81X8aRfKW4ODJPTz9SUue/LAph079maZz+/n5cfXqVbZs2cLnn3/OtGn//BzeuXMnzZo149NPP6Vp06a3fH2PHj2YNGkSCQkJrFixgg4dOhAbG4u/v3/qc8xmMzlz5kxTThExXrYrsB39yy1rPmpwkgcTXqMzJpOJP7apTUREnMNivcy6XUuBzHPj992Eh3Zm0ah9vNptFL7efqzfs4xWQyrwzs8vcuFSzH2dKyUlhe+//57Lly9jMpkoW7YsnTt3ZulS+/9mhw4dolOnTvz888+0aXP76SsRERHMmjWL2bNnU69ePQICAggICCAuLi71OZcvX9YNkiJZQLYrsBdsnAJk3r9E8vrnJ6R0XSzWS6zZGWl0HBHJApZsmUlyShJVStYkr39+o+M4jae7J0+3foVlnxyge+PnAJi0bCxNBpfih4Wf3vMihclk4ocffuDDDz8kKSmJmJgY5s2bR+XKlQF46qmneP/996lbt+4dz1OqVCnKlCnDkCFD6NatW+oxLy8vFi2yt7GMGzcOd3f3B33LIuIislWB/deJXRw9s588fkFULVXL6DgPTNNERMSZMtP0kAcRkCsP7/b6hvkf7KJ2+cZcvhLPR5MH0+K1ckReb425m19++YWNGzeSN29eKlWqRJ06dXj22Wc5fPgwK1as4Mknn8RsNqf+M3PmzFueJyIigrNnz9KuXTsAPD09+e6773j++ecpVqwYVquVoKCg1JshRSRzMqVkoy2wvpzxDmNmDeeJ5gMY2nO00XEe2Lm409R9qQA+5lxsGR+Hmylb/Z4kIk6UaLMS8owftqSrLP/sCIXyBBsdKd2t3LGQDycP4uDJvQCElK7LO73GUrZI5XS/9uTJk5k5cyZTpkxJ92uJiHGyVWXmWPHNbNNDbpbXPz9VStayt4lELzY6johkYiu2z8eWdJWHi1TOFsU1QIMqLZk3Mpq3nhiDv29utu5fS/uh1RjyXW/Oxp26+wke0MWLF/nggw/o379/ul1DRFxDtimwj545wIG/d5PXPz/VS9+5Ty4zSJ0mojYREUkDR4tEVm0PuR13N3d6Nn2RZZ8cpHeL/+Hh5sGM1T/R7JXSfD1rBIk2q1OvN2vWLEqUKEH79u2pV6+eU88tIq4n2xTY89bbZ1+H1+iSJXbJahnWFYAlm2eSnKKZqSJy/2xJNpZvmwtkvwLbIVdOP16P+JRFH+2laUgHriRa+GLGWzR7pQxz1k3EWV2UHTp0ICYmhhEjRjjlfCLi2rJNgZ1V2kMcCuYuSqXiocRbYlm/5w+j44hIJrR21xIs1ksUzF2Uh4tUMjqOoYrkK8HYl2fy6xsrKFu0CqdjjzN4XE86vR3KjoObjI4nIplMtiiwT50/zp/Hd17fCbG+0XGcxvHLQqQ2nRGRB+DYXKZVre4GJ3EdYWUbMHvENkY+9QN5/Qqw+8gWug6vyctfd+fvmKNGxxORTCJbFNiz1/0KQIuwR7NEe4hD6+t/Kdq3OBYRuT9LNttHyYVn0/aQ2zGZTHRp0Icln+znhXZDyeHpzYKNvxP+Wlk+mfI6CYkWoyOKiIvLFgW2Y1vxzLq5zO0UzF2UcsHViLfEsnHvCqPjiEgmsnHvCuItseTxC6JKyZpGx3FJOXP48HKXESz5+C/a1I7gqi2Rb+d9SJNBJfl9xXe6/0VEbivLF9inzh9nz9Gt+PsGUrNcQ6PjOJ02nRGRB+FoD2kZ9qjBSVxf/sDCfPb8RKa+vZ7KJcI4f/EMw358hjZvVCZq3yqj44mIC8ryBfb8Db8B0Kx6J9zdst72s45pIpFR0w1OIiKZiaO1LLtOD3kQVUrWZNo7G/nshckUzB3Mgb9389jIBjz7eTuOnN5vdDwRcSFZvsDOatNDblYsf2nKFK5ETPxpNv+1xug4IpIJ7Di4kZj40/j7BhJWtoHRcTKdNrW6EzlqHwO7vE/OHL4s3zaXVq9X4L1fX+ZSQrzR8UTEBWTpAjsm/gw7D23C1zsXdSo0NTpOuknddEbTRETkHjg2l2lavWOWuvE7I+XwNPN8uzdY9ulBujR4iqTkJH5Z/AWNB5Xgl8Vfci3pmtERRcRAWbrAnrt+EgDNa3TOku0hDo4+7AUbfzc4iYhkBgs22H9WhNfobHCSzC/3Q/kY+dT3zHt/J6EP1yfeEst7vw6g9esV+eP6Jj4ikv1k6QLbsaIbnsWmh9ysVKHyBAeVIib+NNsPbDA6joi4sD+PR3Py/FF8vXNRu0ITo+NkGaULV2Dimyv55uXZBAeV5vDpP3nu83Y8NrIhB/7eY3Q8EclgWbbAjok/w7YD6/Ex56JuxWZGx0l3rWv1ADRNRETuzHFDdMOqbfHy8DI4TdbTJKQdCz/cwxuPfc5DOQOI2reS1m9UYuiPz3D+4lmj44lIBsmyBfaCjVOAFJqEtM8Wf4k4+rC16YyI3IljPJ82l0k/Hu4e9Ap/maWfHODxZv1xM7kxZcV3NB1civFzP+SqLdHoiCKSzrJsgR2ZxaeH3KxskcoUCCzCqfPHiD682eg4IuKCTp4/xl8novH08KJBlVZGx8ny/H0DGfb4lyz8cA8Nq7TGYr3Ep1NfJ/y1stcXgUQkq8qSBXa85QJRf67G7OVN/cotjY6TYdrV7QlomoiI3JpjX4AGlVth9vI2OE32USx/ab4dNI+fXltK6UIV+DvmCC9/3Y2uw2ux+8hWo+OJSDrIkgW2/S+R7NMe4uCYJjJvw2SDk4iIK0ptDwnV9BAj1KnQhLkjd/Jur3EEPpSPHQc30vGtGgwe9zinY08YHU9EnChLFtipm8tk8ekhN6tQLCS1TWTP0W1GxxERFxITf4YdBzfi7uZOk5D2RsfJttxMbnRv/CzLPjlA39av4enhxZx1v9LslTKMnv4WVxITjI4oIk6Q5QrseMsFNu1bidnLO1v2GLau1R1Qm4iI3MjR81u7QlN8vXMZnEZ8zLl4pduHLB71Jy3CupJou8LY2SNo9kppZqz+iZSUFKMjikgaZLkCe1HUNJKTk2hQpXW27DF0zPzWNBER+TdHe0hzTQ9xKYXyBPNlvylMHrqGisWrczbuJEO+6037odXYun+d0fFE5AFlvQJ7o72wbBnW1eAkxqhSMowCgUU4emY/fx6PNjqOiLgAxyd7JpMp27XOZRbVy9Rl+jtRjHr2F4ICCrHv+A66j6hLvy87c/zsIaPjich9ylIFdrzlAuv3/oGnhxeNq7U1Oo5hWlz/5UKbzogIOFavU6hRph7+voFGx5HbMJlMdKj7OItH/UX/ju9g9srJ4s0zaPFaOT6a/AoW6yWjI4rIPUpzgV2rVi1y5MiB2WzGbDaTP3/+1MfOnTtHixYtqFixYlovw+jRo3n66afv+Jwlm2eSnJxEw2zaHuLgmP19tz7sIUOG4Onpmfq9M5vN7Ny5M/XxSZMmkStXLqZNS3uh7u/vz4kTuktexAhqD8lcvHPkpH/Ht1n6yQE61H0CW5KNHxZ+QuP/lWDSsm9ISk4yOqKI3EWaC+y4uDi2bt2K1WrFarVy+vRpAC5dukTDhg2pUqVKmkPeq0XZbHOZ26lWqjZ5/II4eHIPR88cuO3z4uLiGD16dOr3zmq1UrlyZQA+++wzpkyZQvny5TMqtoikA4v1Mut2LQWgVc1uBqeR+5HPvwCjnv2ZGcOjCCldhwuXY3jn5xdo/XpF1u/5w+h4InIHaS6w4+Pj8fPz+89xk8nE7Nmzadv29q0aFy5cIGfOnJw5cyb12KBBgxg4cCBWq5WIiAiCg4N55JFHOHTozj1oFutl1uxajKeHF42qZt/2EAfHX6Tz1t9+JvbtvncAjRs3ZubMmeTKdftpA4MHD6Zfv36pXzu+nzExMURGRlK6dGnKli3LiBEjMJlMD/hORCQt/tg2B1vSVSoWr0Fe//x3f4G4nIrFq/PbsLV81X8aRfKW4NCpfTz5YROe+rglB0/uMzqeiNyCU1awBwwYQFBQEJUqVWL+/PkA+Pr6UqpUqTu+NiAggKZNm/L777+nHps5cybdunVjwoQJHD9+nIMHDzJ//nyWLl16x3Mt3jyD5OQkHqkUrhFU/DNN5E592HFxcfz6668ULVqUYsWKMXLkyNTHqlateteiOCIigqlTp3Lt2jUA5s6dS/369QkICKBPnz6MGTOGffv2kSdPHi5evOiEdyUi92txlNpDsorw0M4s/HAPr3YbhY/5IVZHL6LNG5V45+cXibsca3Q8EfmXNBXYycnJdO/enV69enHixAlGjhxJ9+7dOX78+D2fIyIigsmT7aus27dvJykpiZo1a7Jy5Uo6deqEh4cHfn5+tG9/540RsuvmMrdTo8wj5PXPz5/Hd3Lq/K2/H/Xq1aNly5bs27ePhQsXMm7cOKZPn37P1wgJCSEwMJBly5YBMGPGDLp168b+/fuxWCyEh4cD0Lt3b5KTk9P+pkTkvtiSbKzYsQCA8BravTEr8PLMwdOtX+GPTw/SvfFzpKSkMGnZWJoMLskPCz/FlmQzOqKIkMYC283NjQkTJtC2bVs8PT1p27YtYWFhrFq16p7P0a5dO3bv3s2hQ4dSV69NJhOxsbEEBASkPi8w8PZ3vlusl1kTHYm7mzvNqndMy1vKMkwmE82q21esZq/79ZbPeeONNxgwYAA5c+akXLly9O3bl0WLFt3XdXr06MGkSZNISEhgxYoVdOjQgdjYWPz9/VOfYzabyZkz5wO/FxF5MCu2zyfRdoVShSpQvEAZo+OIEwXkysO7vb5h/ge7qF2+MZcS4vho8mBavFaOxZtnGh1PJNtLU4FtsVhYv379DceuXbtGjhw57vkcOXPmpF27dkyZMiW1wAZ7+0hcXFzq8/7dp32zP7bNwXbtKnUrNld7yL84VvNvN01kzZo1WK3W1K/v93sH9k8gZs2axezZs6lXrx4BAQH/+d5dvnyZhARt/yuS0SKj7J9IqT0k6ypZsCw/D1nGt4PmU7JgOY6fPUi/LzvRfcQj7Du+8+4nEJF0kaYC22az0bx5cyIjIwGIjIwkOjqa+vXr39d5evTowTfffENCQgLVq1cHoHbt2syYMQObzUZMTAyzZ8++7esdBaTaQ25Us1xD/H0D2XN06y3bRF577TVGjhxJcnIyBw8eZMKECbRp0+a+rlGqVCnKlCnDkCFDUn85KlWqFF5eXqmr4ePGjcPd3T3tb0hE7llySjLLttp/boarwM7yGlZpxbyR0Qx7/Cv8fXOzdf9a2g+txpDv+nA27pTR8USynTQV2P7+/kydOpVBgwbh7+/PkCFDmD59Ovny5WPmzJmYzWaaNGnCnj17MJvNtx3ZFx4eTkJCQmqBBtC3b1/y5s1L0aJFad26NV26dEm9me7fEm1WVmyfj7ubO02rd0jL28lyTCYT4TXsv3TM3/Dbfx7/5ZdfWLt2Lblz56Zp06YMHjyYFi1aAFC9enXMZjPLly8nIiICs9nM1Km33n49IiKCs2fP0q5dOwA8PT357rvveP755ylWrBhWq5WgoKBbfv9EJH2s3bUEi/USBXMXpVxwVaPjSAZwd3Pn8Wb9WPbJQXqFD8TdzZ0ZqyfQ7JXSjJ39Hok2691PIiJOYUpJSUkxOgRAuXLlmDZtGhUqVLiv1y3YOIWXv+5G3QrNmPDa4nRKl3mt3bWE3qOaU7lEGNPe2Zgu15g8eTIzZ85kypQp6XJ+Ebl/w358lt9XfEufloMY0uMTo+OIAY6fPcQHkwaxdOssAPIHFmHwox/QtnbEfY9OPX/+PMWLF2fPnj0ULlw49fjYsWOZMGECa9asue8WQ5GszCW2Sv/pp58oWLDgfRfX8M/0kPBsvrnM7dQq3xh/30B2HtpETPzt+9gf1MWLF/nggw/o37+/088tIg8u9WdjqKaHZFdF8pVg7Msz+fWNFZQtWoXTsccZPK4nnd4OZcfBTfd1rty5c/Poo48yfvz41GNbtmxh5MiRTJs2TcW1yE0ML7AfeeQRRo0adcN/tPcq0WZl+bZ5mEwm9V/fhrubO01COgAwd/0kp5571qxZlChRgvbt21OvXj2nnltEHlzUn6uJt8SSxy+IqiVrGR1HDBZWtgGzR2xj5FM/kMcvP7uPbKHr8Jq8/HV3/o45es/n6d+/P9999x02m424uDi6d+/OhAkTCA4OTsf0IpmT4QX2mjVr2LNnz103pbmVFTsWkGi7QlhZ+818cmt3mybyoDp06EBMTAwjRoxw6nlFJG3+mR7SWbuoCmC/J6dLgz4s/eQAz7d7kxye3izY+Dvhr5Xl06lvkJBoues5qlSpwsMPP8y0adN48skn6dOnD82aNcuA9CKZj+EFdlpEanrIPXmkkn184bYD69OlTUREXMuCjfbdcTWeT26WM4cPA7u8x5KP/6JNrR5ctSUyfu4HNBlUkikrvic55c6bgvXv35/nnnsOk8nEkCFDMii1SOaTaQtsW5KNJVtmYTKZ9JfIXbi7udM0pCOQwoKNuhFRJCvbfWQrMfGn8fMJpE6FJkbHEReVP7Awn70wialvr6dqqdqcv3iGoT/25aPJr9zxdU2bNuXixYv88MMP+nRE5A4ybYG9asdCEm1XqF7aviW43FmL6zeBRkY5t01ERFyLoz2kSUh7g5NIZpA/sAhupn9KgUJ5it3x+Xv37qVYsWLkzp07nZOJZG4eRgd4UI475Ftoesg9eaRSOD7mXNdvfrqAn0/A3V8kIplO6vQQfbInd7Fu11IGftODC5diMHt5M/KpH2hTu8cdX7Nz504qVaqUQQlFMq9MuYJtS7Kx9Hp7SMuwR42Okyl4eXjRqFpbIOWWm86ISOa3/8Rujpz+C7OXN3UrNTc6jrio5JRkvpzxDr0/DufCpRiCg0oz892tdy2uwV5gV6xYMQNSimRumXIFe030YizWS1QrVUftIfehZVhX5q2fxKKoaUQ0ed7oOCLiZIs3zwCgcbV2eHl4GZxGXFHsxXP0/6oLUX+uAiA8tAujnvkZ7xw57+n1X3/9dXrGE8kyMmWBHan2kAfSoEorzF7ebNq3Um0iIlmQo8DWjd9yK1v3r6Pfl52IiT+Dp0cOhvX8gu6NnzU6lkiWlOlaRJJTklNv4mlT6+4fZ8k/vDy8aFytHcnJSal9miKSNZw8f4y9x7bj6eFF42ptjY4jLubbeR8R8V59YuLPUDhvcWa+u1nFtUg6ynQF9tpdS7BYL1G5RJjaQx5Aem06IyLGWrhpKgD1KrXA7OVtcBpxFZcS4nn6k5Z8MmUIySlJNK7Wjrnv76RMYfVRi6SnTNciskiby6RJw6qtMXt5s37PMizWy/iYfY2OJCJOsDhK7SFyoz1HtvH86Pacij2Oh7snr3YfRa/wl42OJZItZKoV7OSU5NQew1a1uhmcJnMye3nToHIre5vI9RUvEcncYuLPsO3Aetzd3FVgCwC/LP6SrsNrcSr2OEEBhfht2FoV1yIZKFMV2Bv2LCfeEkv54BAK5i5qdJxMK/z6zaHqwxbJGuz3paRQs1wjfL1zGR1HDHT5yiWe+7wd7/06AFvSVepUaMq8kdFULhFqdDSRbCVTtYhocxnnaBrSHk8PL9btXqo2EZEsQNNDBODP49E8/3k7TsQcwc3kzoDO7/Jc29e1pbmIATLVCvbCjVMAaFfnMYOTZG5mL2/qV26J7dpVlmyZaXQcEUkDi/UyG/euwGQy0ax6R6PjiEGmrPiezu+EcSLmCHn88jN52Gqeb/eGimsRg2SaAts+uzmWh4tUVnuIEzhuEl2oPmyRTC0yahrJKUnaeCubsl69wv/GRjD0x75ctVkJLduA+SOjqVaqttHRRLK1TNMioukhztXkepvImuhItYmIZGKOfQHUHpL9HDm9n+c+b8ehU/sAEy+0e5OXOg/HzZRp1s5EsqxM81+ho/+6da3uBifJGny9c1G3QjNs167yx7Y5RscRkQeQaLOyJnoxAOGhnQ1OIxlp7vpJtB9alUOn9uHnE8hPry3h5S4jVFyLuIhM8V/ilr/WEhN/mpIFy1Msf2mj42QZjptFtemMSOa0dMtsbElXKRdcjUJ5go2OIxngqi2RtyY8x6BvHuPK1QQqlwhj3sho6lRoYnQ0EfmXTFFga3pI+mheozPubu6s2D6fRJvV6Dgicp8c00PC1R6SLRw/d5hOb9fgt+XjAejTchC/DVtLUEBBg5OJyM0yRYE9f8NvgPqvnc3XOxe1KzTFlnSVZVvVJiKSmdiSbPyxbS6g9pDsYNnWObR7szJ/ndhFLm8/xg2cw5Aen+DhnmlupRLJVly+wN5xcCMx8acJDirFw0UqGR0ny3H80qJNZ0Qyl9U7F5Fou0Kx/KUpWbCc0XEknVxLusb7Ewfy/Oj2WKyXKRdcjXkjo2lcra3R0UTkDly+wHb0B7cMe9TgJFlT8xqdcHdzZ/m2eWoTEclEHNNDWoR2NTiJpJczsX/TbUQdfo4cDUCPxs8z7e0NFMhdxNhgInJXLl9gL9hk31xG/dfpw983kLCyDUm0XWHFjgVGxxGRe5CckqzdG7O4dbuW0ubNSkQfisI7hw9f9Z/G8F5j8fTwMjqaiNwDly6wdx3ewqnzxygQWITywdWMjpNlOX55idQ0EZFMYf2eP7BYL5HHL4iKxasbHUecKCk5iU+nvkGvUc2Jt1ygZMFyzHlvu/rsRTIZly6wHbsMtq7dw+AkWVvLsEcxmUws2TILW5LN6DgicheLo+yr121qRRicRJzpXNxpIt6rx/i5HwAptKkdwawRWwkOKmV0NBG5Ty5dYM/bMBmAlmHqMUxP/r6BhD7cgETbFVbtWGh0HBG5iyVbZgLQPFTtIVnFpn0rafNmJbYdWE8OT29GPvUDnz0/kRyeZqOjicgDcNkCe+/R7antIZWK1zA6TpaXuumMpomIuDTHxlt+PgFUL13X6DiSRikpKYyd/R6Pf9CYC5diCA4qzfThm+jSoI/R0UQkDVy2wHYUei1ranpIRgiv0RmTycRStYmIuDTHzY2O1i7JvOIux9JrVDNGTx9GSkoy4aFdmPPedsoUrmh0NBFJI5ctsBdsvD49RJvLZIi8/vkJKV0Xi/USa3ctMTqOiNyGYzyfpodkbjsPbqLNm5VYv3sZnu5evPXEGL7qPxXvHDmNjiYiTuCSBfZfJ3Zx9Mx+8vgFUbVULaPjZBupm85omoiIS9pzdBsnzx+9vgtrE6PjyAP6YeGndBtRl7MXTlIgd1GmvbORnk1fNDqWiDiRSxbYjgKvVc3uBifJXlrV7AZAZNQ0klOSDU4jIjdzTA9pGtIRdzd3g9PI/bqUEM9zn7fjo8mDSUq+Rv3KLZk/MppywVWNjiYiTuaaBfb1/mttLpOx8vrnp0rJWlisl1i3a6nRcUTkJpGbr7eHaHpIprPnyDbavFGJP7bNxd3Ng1e7f8z3gxfg6/2Q0dFEJB24XIF99MwBDvy9m7z++XWHvAE0TUTENR05vZ+DJ/di9vKmfuWWRseR+zBp2Td0fbc2p2KPExRQiElDV/F0q8FGxxKRdORyBfb8Db8B0Pz6VAvJWI6Z45FR09UmIuJCHBtvNajSGi9tl50pJCRa6P9VF975+QVs1xKpU6Ep80ZGU61UbaOjiUg6c7kC29F/rekhxiiYuygVi9cg3hLLxr0rjI4jYqhatWqRI0cOzGYzZrOZ/Pnzpz527tw5WrRoQcWKaR+pNnr0aJ5++uk7Pscxni9c00MyhYMn99J+aFUio6ZjMrnxUqfhTHh1MX4+AUZHE5EM4FIF9qnzx9l3fAf+voGElW1gdJxsS9NEROzi4uLYunUrVqsVq9XK6dOnAbh06RINGzakSpUqGZIjJv4Mu49swdPDi6bVO2TINeXBzV0/iY5vVefomQME5srLr68vp1+Ht/SprEg24lIF9px1EwFoEdpVP4gM1KZ2DwAWbPzd4CQixoqPj8fPz+8/x00mE7Nnz6Zt27a3fe2FCxfImTMnZ86cST02aNAgBg4ciNVqJSIiguDgYB555BEOHTp0xxzzNkwGoG6FZpi9vB/w3Uh6s169wpDv+jDom8ewXr1CtVJ1mDcymtCy9Y2OJiIZzKUKbMeNdeGaHmKogrmLUq5oVeItsUTtW2V0HBHDxMXFMWDAAIKCgqhUqRLz588HwNfXl1KlSt3xtQEBATRt2pTff//nF9WZM2fSrVs3JkyYwPHjxzl48CDz589n6dI7T+3R5jKu78jp/XQYFsKM1RMAE8+0GcKkoavI4xdkdDQRMYDLFNinzh9n95Et+PsGUqtcI6PjZHvhmiYi2VxycjLdu3enV69enDhxgpEjR9K9e3eOHz9+z+eIiIhg8mT76vP27dtJSkqiZs2arFy5kk6dOuHh4YGfnx/t27e/7TniLRfY8tda3N3c1R7iohZtmkaHYdU4dGofubz9+H7wAgY/+oFmlYtkYy5TYM+/3o7QtLo2UHAFrcIeBf6ZXCCS3bi5uTFhwgTatm2Lp6cnbdu2JSwsjFWr7v1TnXbt2rF7924OHTqUunptMpmIjY0lIOCfm90CAwNve46FG6cAKdR4uD7+vrd/nmQ827WrDP+lHy+N6UpCooXKJcKYNzKa+pVbGB1NRAzmMgV2ZJSmh7iSYvlLU7pwRWLiT7N1/zqj44hkOIvFwvr16284du3aNXLkyHHP58iZMyft2rVjypQpqQU22NtH4uLiUp/37z7tm0U6poeEdr6P9JLeTp4/RpfhNZm49GsAnmj+Er8NW0uB3EUMTiYirsAlCuyY+DPsOLgRX+9c1K3YzOg4cp2miUh2ZrPZaN68OZGRkQBERkYSHR1N/fr3d8Najx49+Oabb0hISKB69eoA1K5dmxkzZmCz2YiJiWH27Nm3fK3Fepn1u5cBEF5DBbarWLljIW3eqMTeo9vxMedi3MA5DO35BR7uHkZHExEX4RIFtuMO+WbVO6k9xIU4CmzH90ckO/H392fq1KkMGjQIf39/hgwZwvTp08mXLx8zZ87EbDbTpEkT9uzZg9lsvu3IvvDwcBISElJXrwH69u1L3rx5KVq0KK1bt6ZLly5cu3btP69dvHkGySlJVClZi7z++f/zuGSspOQkPpr8Cn0/bcXlKxcpU7gSc9/fSeNqt58mIyLZk0v8uq3NZVxT6cIVCA4qxdEzB9hxcBNVSoYZHUkkQ7Vo0YIWLf7bT9uxY0esVus9ncPDw4M8efIQERGReszHx4fp06ff9bXaXMZ1nIn9m5fGdGXbAXvb0KMN+/LW41/h5XnvLUMikn0YvoIdE3+GrfvX4WPORd1KzY2OIzdpXbM78E+PvIjcn59++omCBQtSoUKF+3pdos3Kqh0LAWhZ89H0iCb3aN2upbR5sxLbDqzH7OXNZ89P4r0+36q4FpHbMrzAXnD9DvkmIe3x8vAyOo7cpEXNrsA/U15E5N498sgjjBo1ivHjx9/3a5dvm4ct6SoPF6lMoTzB6ZBO7iY5JZkvZrxN74/DibdcoGTBcsx8d2vqZlwiIrdjeItI6vQQbS7jksoWqUyBwCKcOn+MXYe3ULF4daMjiWQaa9aseeDXLtb0EEPFXjxH/6+6EPWnfSxjm9oRfPD0D+TwNBucTEQyA0NXsOMtF4j6czVmL2/qV25pZBS5g3Z1ewLadEYko9iSbCzfPg/Q7o1G2Lp/HW3erETUn6vw8jTzbu/xfPb8RBXXInLPDC2w52/4DbWHuD7Hzadz108yOIlI9rAmejEW6yUK5i5KmcIVjY6TrYyf+yER79UnJv4MhfMWZ8bwKLo3esboWCKSyRjaIrJIm8tkChWKhaS2iew9toNyRW89jkxEnMPRHtK6lnp9M8qlhHgGju3Oqp2LAGhcrR2fPj8RH7OvwclEJDMybAU73nKBTftWYvbypkGVVkbFkHvUutb1aSLadEYkXSWnJLN0yyxA7SEZZefBTbR5oxKrdi7Cw92TNx8bzbiBs1Vci8gDM6zAXhQ1jeTkJBpUaY3Zy9uoGHKPwq9/yqBpIiLpa9PelcRbYsnjF6TZ8xng58gv6P7eI5yKPU5QQCF+G7aWJ8MHGB1LRDI5w1pEtLlM5lKlZBh5/II4emY/+0/spnTh+5vpKyL3xtEe0qpmt7s8U9Li8pVLDB73GH9smwtA/cot+fT5ifj5BBicTESyAkNWsC3Wy6zfswxPDy+ahLQzIoI8gDa17DvRaZqISPpx/Pel9pD08+fxaNq9WZk/ts3FzeTO/7qO5PvBC1Rci4jTGFJgL9o01d4eUrmV2kMyEceschXYIulj+4ENxMSfxs8ngNCH6xsdJ0v6fcV3dH4njBMxR8jjl5/Jw1bzXNvXjY4lIlmMIS0ii7S5TKZUrVRt8vrnZ/+JXRw9c4DgoFJGRxLJUhztIc1rdMZkMhmcJmuxXr3CG98/xbwNkwEILduAMf2nEZArj8HJRCQryvAVbIv1Mut2L8XTw4vG1dQekpmYTCZahGrrdJH0smDjFEDtIc528OReOgwLYd6GyZhMbrzQfhj/9/ofKq5FJN1keIG9ZMtMbNeu8kjF5vh658roy0saOW5K1bg+Eefad3wnJ88fxdc7F49Uam50nCxj7vpJdHyrOodO7cPPJ5AJry7m5c7v4mYydJ81EcniMrxFxDE9JFzTQzKlGg/Xw983kL3HtnPq/HEK5C5idCSRLGFxlL09pFHVdri7uRucJvO7aktkxP+9xO8rvgWgcokwvh4wk6CAggYnE5HsIEN/hU+0WVm9cxHubu76CDSTMplMtAyzjw/T1ukizhO5eToAzUP1szGtjp87TKe3a6QW10+1HMxvw9aquBaRDJOhBfaSzTOxJV2lToVmag/JxDRNRMS5Tp4/xv4Tu+w721ZuaXScTG3Z1jm0H1qFv07sIpe3H98PXshrPT7Gw92wbR9EJBvK0J84mh6SNYSVbYC/byC7Dm9Wm4iIE8xbb59sUa9SC40ufUDXkq7x4eTB/LL4CwDKBVdj3Muz9fNJRAyRYSvYiTYrK3csxN3NnWbVO2bUZSUd2Ft8OgOwYNMUg9OIZH6O8XzhoZ0NTpI5nYn9m24j6qQW1xFNXmDa2xtUXIuIYTKswF62dQ6JtivULNcIf9/AjLqspBPHNJFFmiYikiYx8WfYeWgT7m7uGl36AFbuWEjboZWJPhSFdw4fvuo/jXee/BpPDy+jo4lINpZhLSL/tId0zahLSjqqXaEJ/r6B7Di4gZj4M+TxCzI6kkimtOD6THndm3J/kpKT+HzaUL6d9xGQQsmC5Rg3cI42wBIRl5AhK9iJNivLt827vlGJ+q+zAnc3d5qEdABg/obfjA0jkolFOnZv1PSQe3Yu7jQR79Xj23kfAil0qtebme9uUXEtIi4jQwrsFTsWkGi7QljZhmoPyUJS20Q0TUTkgcRbLhC1bxUmk4nwGuq/vheb9q2kzZuV2HZgPTk8vfns+Ul82PdH3RwqIi4lQ1pEHLv+afU6a3mkkn03zi1/rVWbiMgDiIyaDqRQo0x9LT7cRUpKCmNnv8eXM98hJSWZ4KDSjBs4h5IFyxodTUTkP9J9BduWZGPJllmYTCZtLpPFuLu50zSkI5CiVWyRB6DpIfcm7nIsvUY144sZb5GSkkx4aBfmvLddxbWIuKx0L7BX7VhIou0K1Us/Ql7//Ol9OclgqZvOaJqIyH2xWC+zfvcyAFqGPWpwGte1df862rxZifW7l+HpkYO3n/iar/pPxTtHTqOjiYjcVrq3iGhzmaztkUrh+JhzsWnfSuItF/DzCTA6kkimsGzrbGxJV6lUPFSLD7fx/YJP+HTK6yQlX6NA7qKMe3k25YKrGh1LROSu0nUF25ZkY+mWWYBWaLIqLw8vGlVrC6SwcKM2nRG5V472ELXO/delhHie/qQlo357haTka9Sv3JL5I6NVXItIppGuBfbaXUuwWC9RtVRtrdBkYZomInJ/HDvbArSp3cPgNK5lz5FttHmjEqt2LsLdzYPXenzC94MX4Ov9kNHRRETuWbq2iCzS9JBsoWHV1pi9vNmwd7naRETuwcrr96aULlyRQnmCjY7jMiYuHcvIiQOxJV0lKKAQXw+YSeUSoUbHEhG5b+m2gp2ckkyk+q+zBS8PLxpVbUtyclLqx94icntqD7lRQqKF/l91YfgvL2JLukqdCk2ZNzJaxbWIZFrpVmCv27UUi/USlYqHUjB30fS6jLgITRMRuTfJKcks2zobUIENcPDkXtoPrUpk1HRMJjcGdHqXCa8u1idhIpKppVuLiKaHZC+NqrbB7OXN2t1LsFgv42P2NTqSiEtaE70Yi/USBXMXpVzRKkbHMdT0VRN45+cXSbRdISBXXsb0n0Zo2fpGxxIRSbN0WcG2t4dMB6B1re7pcQlxMWYvb+pXbklyclLq915E/svRHpKdJytZr17hf2MjeP37PiTarlCtVB3mj4y+ZXE9ZMgQPD09MZvNqf/s3LkTgFq1apEjR47U4/nzp+1men9/f06cOJGmc4iIQDoV2Bv3riDeEku54GpqD8lGUqeJbJpqcBIR1+X4BbR5aPZsDzlyej8dhoUwb8NkwMSzbV9n0tBV5PELuuXz4+LiGD16NFarNfWfypUrpz62devW1OOnT5/OwHciInJ76dIioukh2VPT6h3w9PBSm4jIbUTtW0W8JZY8fkFUK1Xb6DgZbtGmaQz5rhcJiRb8fAL59PmJ1K/c4o6viY+Px8/P774fcxg8eDBWq5UxY8YAcOHCBQoVKsSxY8fYsmUL/fr1w93dncceewyTyfRgb0xE5CbpsoK9YOPvALQM65oepxcXZfbypl6lFtiuXU3dYEhE/hG52b56HZ7NFh9s167yzs8v8tKYriQkWqhcIox5I6PvWlyDfZX6119/pWjRohQrVoyRI0fe8NiAAQMICgqiUqVKzJ8//z+vj4iIYOrUqVy7dg2AuXPnUr9+fQICAujTpw9jxoxh37595MmTh4sXLzrvTYtItub0AtuxQlOmcCWK5S/t7NOLi0udJqJNZ0T+Y8H13U6z0/SQk+eP0WV4TSYtGwvAE80H8NuwtQQFFLyn19erV4+WLVuyb98+Fi5cyLhx45g+fTrJycl0796dXr16ceLECUaOHEn37t05fvz4Da8PCQkhMDCQZcuWATBjxgy6devG/v37sVgshIeHA9C7d2+Sk5Od+M5FJDtzeoGt6SHZW9MQe5vIqp0LSbRZjY4j4jJ2HooiJv40fj4BhJVtYHScDLFyx0LavlmZvUe342POxbiBcxjaczQe7vfenfjGG28wYMAAcubMSbly5ejbty+LFi3Czc2NCRMm0LZtWzw9PWnbti1hYWGsWrXqP+fo0aMHkyZNIiEhgRUrVtChQwdiY2Px9/dPfY7ZbCZnzpzOeNsiIs4vsBdev8GtTS1t/5sd+Xrnok6FptiuXWWJ2kREUjmmhzQJ6YC7m7vBadLXtaRrfDh5MH0/bcWlhHjKFK7E3Pd30rha2/s+15o1a7Ba//ll/dq1a+TIkQOLxcL69etvvO71x24WERHBrFmzmD17NvXq1SMgIICAgADi4uJSn3P58mUSEhLuO5+IyK04tcDe8tda8sZeoU7eymoPycZahnUlLCkvkdp0RiTVvPWTAQgP7WxwkvR1JvZvuo2ow48LPwWgW8NnmDE8isJ5iz3Q+V577TVGjhxJcnIyBw8eZMKECbRp0wabzUbz5s2JjIwEIDIykujoaOrX/++ov1KlSlGmTBmGDBlCt27dUo95eXmxaNEiAMaNG4e7e9b+xUdEMo5TC+xFUdN48lppfjpaGsaMgbNnnXl6yQyWL6fjxA38mlifLduXqE1EBNh/Yjcnzx/F7OVN3YrNjI6TbtbtWkrboZWJPhSFdw4fPnt+EiP6jMfL87+ryvfql19+Ye3ateTOnZumTZsyePBgWrRogb+/P1OnTmXQoEH4+/szZMgQpk+fTr58+W55noiICM6ePUu7du0A8PT05LvvvuP555+nWLFiWK1WgoKCUm+GFBFJC1NKSkqKs05Wp38Bnj0XxJPXSv1z8MUXoVEjZ11CXNXhwzBqFJw7B8Cfua7xnG0Jr730s/rxJdsbM+tdvpzxNq1rdefzFyYbHcfpklOS+XLGO3wz531SUpIpWbAc4wbOITio1N1fnEEmT57MzJkzmTJlitFRRCQbcNoK9o6DG4mJP82vRSzw88/QtSvkzAlffw3LlzvrMuKKDh+Gt9+2F9fly8Pw4ex4sg1/uyVomogIsDjK3n+dFaeHxF48x+MjGzF29ghSUpJpUzuCWSO2ulRxffHiRT744AP69+9vdBQRySacVmA7NpdpGfYo+PhAt24wfLiK7KzOUVwnJEDr1vDuu1ChAs1rdMLdzZ1lW+dgS7IZnVLEMCfPH2Pf8R14eXjRqGobo+M41db962jzZiWi/lyFl6eZEX2+5bPnJ5LD02x0tFSzZs2iRIkStG/fnnr16hkdR0SyCacV2As22T92u6EdoHjxG4vs3buddTlxFR99ZC+uX3wRevdOPezvG0hY2YYk2q6wYvt/N38QyS4cs6/rVW6J2cvb4DTOkZKSwri5HxDxXn1i4s9QOG9xZgyPolvDvkZH+48OHToQExPDiBEjjI4iItmIUwrsXYe3cOr8MQoEFqF8cLUbHyxeHD75xP7nCROccTlxFcuXQ0wMNGx4yz771E1nNE1EsjHHeL6s0h4SdzmWXqOa8dnUN0hOSaJxtXbMfX8nZQpXNDqaiIjLcEqB7eizbV37NrOv8+WzF2FHjqhVJCv5/Xf7vx999JYPtwx7FJPJxB/b1CYi2VNM/Bm2H9iAu5s7zap3NDpOmu08uIk2b1Zi/e5leLh7MrTnF4wbOBsfs6/R0UREXIpTCuy56ycB0CL0DtMiWre2/1t3cGcN/169vs1YLH/fQGo8XB+L9RJrdkZmbD4RF2BffEihVrnG+HrnMjpOmvwUOZru7z3C2QsnKZC7KL8NW8sTzV8yOpaIiEtKc4G999iO1PaQyiVCb//E4sUhONg+acJiSetlxWiOfvq7jGB0/NKlaSKSHaW2h4Rm3vaQy1cu8dzn7Rg5cSDXkmzUr9yS+SOj7/zzXkQkm0tzge3Yra9FWNe7P9nHx/7vI0fSelkxmmMToZw57/i0FqFdMJlMLN48g+SU5AwIJuIa4i0X2LRvJSaTyT5dKRP683g07d6szB/b5uJmcmdQ1w/4fvACfL0fMjqaiIhLS3OBPX+jvQ/3njYTKV7c/m/t8Jj57dlj/7fje3obef3zU61UHXubSPTiDAgm4hqWbplFcnISIaXr4u8baHSc+/bb8m/p/E4YJ2KOkMcvP5OHrebZtkOMjiUikil4pOXFh079ydEz+wHo9m6duz6/07VgOrkFM+O73syYcDQtlxaD/epWH4CeT5ju+TWRUdOpX7lFekUScSmZdXpIQqKFoT/0Zd4G+46ToWUbMKb/NAJy5TE4mYhI5pGmAtvT3RMf80NYrBfv6fkzPI4yw0OFdVbQ07zqvl+T179AOiQRcT2JNmvqJzaZqcA+eHIvz33ejqNnDmAyufFC+6H07/g2bianbZkgIpItpKnALpKvBNu+jXdWFhGRLGHJllnYkq5SPjiEQnmCjY5zT+aun8SbPzyN9eoV/HwC+aLfFOpUaGJ0LBGRTOmGZYnevXvj6emJ2WwmZ86cVKxYkZkzZxqVTbKJuXPn0rBhQ/z9/SlQoAA9e/bkzJkzRscSeWCZaXrIVVsiQ398hkHfPIb16hWqlarDvJHRKq5FRNLghgI7OjqaiRMnYrVasVgsfPXVVzz55JPs37/fqHySxX300Ue8/vrrDBs2jFOnTrFjxw4eeughWrVqRXKypo5I5mNLsrF82zwAWobew3QlAx0/d5hOb9dgyorvABNPt3qFSUNXERRQ0OhoIiKZWmqLSHJyMnv27KFcuXIAmEwmGjVqREhICOvXr6d06dKGhZSsaevWrYwaNYq9e/eS7/pmNd7e3nz11VeULFmSlStX0uguc7ZFXM2qHQtJtF2hZMFyFC9Qxug4t7Vs6xwGj+uJxXoJX28/Rr/4m25CFhFxktQV7P3795OYmEiZMjf+hRAbG0uePLp7XJxv/PjxPPnkk6nFtYO7uzsVKlTgwIEDBiUTeXCRUdMB17258VrSNd77dQDPj26PxXqJcsHVmD8yWsW1iIgTpRbY0dHRFC9enBw5cgBw+fJlPv/8cy5evEiDBg0MC2ikqKgowsLCeOihhyhfvjzz5s1LfWz27NmULVsWPz8/6tWrx759+x74Otu3b6dUqVLOiJypbNy4kfr169/yscuXL/PQQ9rMQjKX5JRklmyx37fiigX2yfPH6DaiDr8s/hKAx5q+yLS3N1AgdxGDk4mIZC2pBfbOnTs5fPgwZrMZs9lM8eLF+eOPP1i8eDE+jh0Ys5GUlBQ6derESy+9RHx8PB999BHdu3fHarXy999/8+STTzJhwgQuXLhAgwYNeOGFF4yOnOnEx8cTEBDwn+NWq5XNmzcTEhJiQCqRB7d+9zIs1ksUzF2UCsVc6/+/K3cspO2blYk+FIV3Dh++6j+Nt58Yg6eHl9HRRESynBtWsIcNG4bVasVqtXLu3Dnmzp37n5aR7MJqtfL+++/Ts2dPTCYTbdu2JTk5mVOnTgHw448/Urt2bdzc3OjcufMtbwStUaMG06ZNS/167ty5VKtWDYAPPviAokWLUrVqVebPn58xb8rFBAcH8+eff/7n+JgxYwgJCVHfv2Q6kamby3Q2OMk/kpKT+Pj3IfT9tDWXEuIpU7gSc97bTnio62QUEclqbiiwQ0NDjcziUry9vXniiScAuHr1KuPGjaNUqVIULVqUQoUK0anTPx//Llmy5JatDhEREUyaNCn165kzZ9KtWzf27t3LqFGj2LRpE9u2bWPv3r3p/4ZcUJ8+fRg5ciTbtm0DwGKxMHr0aD7++GPGjRtncDqR+7dw4xQAlylez8WdJuK9enw3/yMghc71+zBjeBTBQdmvJU1EJCN5gL2wOXz4sArsW5g7dy4dOnSgUKFCTJ8+HXd39xsej4yMZPz48axevfo/r+3evTvDhg0jPj4eX19f5s6dy8aNG1m8eDH169cnf/78ADz++ONs2LAhQ96PK3n88cc5e/YsnTt35uzZs5hMJpo3b87q1auz7Scnknlt+Wst8ZZY/HwCCCldx+g4bNq3kpfGdCX24jlyeHrzwdM/0KZ2D6NjiYhkCx4APj4+JCUlGZ3FJbVt25bExERWrFhB27Zt2bhxI8HB9p3ZJk2axLvvvktkZCQFC/53bmzBggWpWbMmM2bMoFixYhQvXpwSJUoQGxt7Q+9xYGBghr0fV2IymRg8eDCDBw+mQ4cOtGnThqefftroWCIPxDE9pGXNbphMJsNypKSk8PXsEXw1czgpKckEB5Vm3MA5lCxY1rBMIiLZjdvdn5I9nT17lokTJwLg4eFB06ZNKVeuHOvXrwfsU0Q+/PBDVqxYcccJIBEREfz++++p7SEAAQEBxMXFpT5HuxZCrVq1mDVrFikpKUZHEXkgjt0bww2cHhJ78Ry9RjXjyxlvk5KSTHhoF+a8t13FtYhIBlOBfRuenp4899xzLFy4ELBPWdm2bRsVK1bkwoUL9OvXj9mzZ6e2edxO586dWbduHdOmTaNrV/uubnXq1GHVqlWcOnWKpKQkfvrpp/R+Oy6vb9++nD9/ngIFCrBp0yaj44jcl91HtnLy/FF8zL7UKt/YkAxb96+j7dDKrN+9DE+PHLzz5Fi+6j8V7xw5DckjIpKdedz9KdlTQEAAU6ZMYciQIfTo0YPcuXPz6aefUrFiRSZMmMDff/+duuulw99//03u3Ln/c55GjRoRExND0aJFAahSpQr9+vUjJCQEPz8/nnvuOTZv3pxh780V5c6dO/XTAZHMZvG/poe4u7nf5dnO9/38j/l06hskJV+jQO6ijHt5NuWCq2Z4DhERsTOl6DP5dPfss89SpUoVzcoWyaJaDinPwZN7+ebl2TQJaZdh172UEM/Asd1ZtXMRAI2rteOT5/4PX29t0iQiYiQV2Ols9+7dtGjRgt27d2tnQpEs6Mjp/TR/tQxmL282j4vDK4M2btlzZBvPj27PqdjjuLt58Eq3j+jT8n8Zcm0REbkztYikoyFDhvDTTz8xfvx4FdciWdSCTfbZ1w2rtsmw4vrXpV/zwcT/YUu6SlBAIb4eMJPKJTRmVUTEVWgFW0QkDToMq86eo1v57IXJtKnVPV2vlZBo4bVvn0wdCVinQlO+6DcFP5+Au7xSREQyklawRUQe0Mnzx9hzdCteHl40DWmfrtf683g0/b7sxNEzB3AzufNSp3d4vt2bhs7cFhGRW1OBLSLygBwryXUrNsfs5Z1u15m28keG/9KPRNsVAnLlZUz/aYSWrZ9u1xMRkbRRgS0i8oD+Gc+XPpvLWK9e4Y3vn2LehskAVCtVh68HzCCPX1C6XE9ERJxDBbaIyAOIt1xgy19rcXdzp0k6tIccOb2f5z5vx6FT+wATz7V9nQGd3zVkzraIiNwfFdgiIg9gwcbfgRRCyzbA3zfQqedetGkar33XiyuJFvx8Avmi3xTqVGji1GuIiEj6UYEtIvIAFkc5vz3Edu0q7/36MpP/+AaAyiXC+HrATIICCjrtGiIikv5UYIuI3CeL9TLr9/6ByWQivEZnp5zz5PljPD+6PXuPbgfgyfCXea37x3i468e0iEhmo5/cIiL3afHmGTS+GsSrbtXJu30fhOYCH58HPt+yrXN49dsnuJQQj485F58+P5HG1do6MbGIiGQkFdgiIvcpMmo6zZMKUuyqF4wZAzlzQps20Lr1fRXa15Ku8fHvrzFh0WcAlClciXED51A4b7F0Si4iIhlBOzmKiNyHRJuVkGf8MF9LYWnXSQRs3gl79tgfzJsXeveGsLC7nudM7N+88GVHog9FAdC90bMM7fkFXp450jO+iIhkAK1gi4jchz+2zaVBYh4+vhaGz7HT9oIaYMIEe6E9ahQ0bAj9+t32HOt2LWXA192It8TincOHUc/8THioc3q5RUTEeFrBFhG5DwPH9iDP6s28aavyz8GGDe2F9qZN9kI7IQGKFYPhw29oGUlOSebL6W8zds77QAolC5Zj3MA5BAeVyui3ISIi6UgFtojIPbIl2Qh5xo88iSb+7+kpFP5j4z/tITlz2ovsYsXgo48gJuaGIjv24jn6f9WFqD9XAdCmdgQfPP0DOTzNhr0fERFJHyqwRUTu0fJt8xj9SU9mJza1r1o/+iicOwe///5Poe1YzX7rLTh6FIoVY8tjzXnpxyc5F38aL08zbz3+FY82fNrItyIiIulIBbaIyD0a8l0fWP4HH16t8c9BR6G9ezd8/fU/x/5VZM/0OMZrXlEUzluccQPnUKZwRSPii4hIBnEzOoCISGaQnJLMsq2zAdg75Fl7EQ2wYgUMHmxvB3nxxdRjV78bxzCfaDa5neNLj900rtaOue/vVHEtIpINqMAWEbkHG/euoODFJD68WoNyP8yAihVh7FgIDbXf1Pj22zcU2V5r1nP+wG56+2yg9xMfMm7gbHzMvsa+CRERyRAa0ycicg8Wb55BLryI93bD79w5+wYzjoLax8e+kv322yyrU5Rl5m0kJyexO8iDaS9vpFxwVYPTi4hIRlIPtojIPajTvwAx8aeZ+MZKQk8l2W9sjImxTw8ZPpxrc2bhsXote01x9DSvolqVpox+8Td8vR8yOrqIiGQwFdgiInex7cB6ur1bBz+fADaNPY/JZAKLJfUmxmTvHDznt53AWAt/eJ7l6a5v80yb14yOLSIiBlEPtojIXSyOmgFAeGgXe3EN9raQd9/lbMEA3K4kEhhrYVXuRMYPW6biWkQkm1MPtojIXSzcNBWA5jU6pR5LSLTw2o9PEhk3nULmnBQsH8r8/tMIyJXHqJgiIuIiVGCLiNzB3mM7OHn+KD5mX+pWbAbAwZN7ee7zdhw9cwCTyY2OnV6hX8e3cDPpQ0EREVGBLSJyR4s329tDmoR0wN3NnbnrJ/HmD09jvXqFgFx5+fyFydSp0MTglCIi4kpUYIuI3IGjwG5UtQ1v/tCXqSu/B6BaqTqMGTCdvH75jYwnIiIuSFNERERu4+iZAzR7pTQAJQqU5dCpfQA83fpVXu32kZHRRETEhWkFW0TkNhZtmpb650On9uHr7cfoF3+jfuUWBqYSERFXpwJbROQ2lmyZmfrnisVrMOal6RTMXdTARCIikhmowBYRuY1T548D8ETzlxja8wuD04iISGahHmwRkds4euYA+//eTdOQ9kZHERGRTEQFtoiIiIiIE2lXBBERERERJ1KBLSIiIiLiRCqwRUREREScSAW2iGQb3bt355133kn9OikpiSZNmvDRR9o0RkREnEc3OYpItrFjxw6aNWvGsWPHMJvNDB48mJMnTzJp0iSjo4mISBaiOdgikm1UqVKFGjVq8Msvv+Dn58eKFStYvXq10bFERCSL0Qq2iGQrq1evpmfPnnh4eLBy5UoKFy5sdCQREcli1IMtItlKnjx5OHXqFD179lRxLSIi6UIr2CKSbcTHx1OrVi3at2/PpEmTOHToEB4e6pQTERHn0gq2iGQLycnJREREEBERwYcffkj+/PmZPHmy0bFERCQLUoEtItnCm2++ibu7O0OHDgXglVde4eOPPzY4lYiIZEUqsEUky5s6dSozZszg//7v/zCZTAB07tyZhIQEFi5caHA6ERHJatSDLSIiIiLiRFrBFhERERFxIhXYIiIiIiJOpAJbRERERMSJVGCLiIiIiDiRCmwRERERESdSgS0iIiIi4kQqsEVEREREnEgFtoiIiIiIE6nAFhERERFxIhXYIiIiIiJOpAJbRERERMSJVGCLiIiIiDiRCmwRERERESdSgS0iIiIi4kQqsEVEREREnEgFtoiIiIiIE6nAFhERERFxIhXYIiIiIiJOpAJbRERERMSJVGCLiIiIiDiRCmwRERERESdSgS0iIiIi4kQqsEVEREREnEgFtoiIiIiIE6nAFhERERFxIhXYIiIiIiJOpAJbRERERMSJVGCLiIiIiDiRCmwRERERESdSgS0iIiIi4kQqsEVEREREnEgFtoiIiIiIE6nAFhERERFxIhXYIiIiIiJO9P99jQCNUVb27wAAAABJRU5ErkJggg=="
[ "no", "yes" ]
null
0
math
grade-3
choose-the-appropriate-measuring-tool
true
false
Which tool would help you use the right amount of spice in a pumpkin pie?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAACnCAYAAADzJ6XqAAAfcklEQVR4nO2de1gU193HvzMLKLsgyFVEEBQxIkaMYryFy6uNudTGtDZo0kZNnr6tmjY12r5tarw1SZNUU2saTZPGENPXS1595c3FJIoKxGBkia4RUBDMKuAFBAHZXW4z5/1js+vO7s7sLOzMLjif58kTZ86ZM2dmv5xz5pzf+f0oQgi51gVUG4FbDNBDoKDgNn4UEKwCxqiB6ACAutZJSEmbt6ulMJC4dwjgd8FoPogJAMZqzKpTUHCXWwxQaQCudgFVRoBu6zE...
2
math
grade-1
equal-sides
true
false
Which shape has 5 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAIEUlEQVR4nO3dzW8TRxgG8GcdOzE2tpOUxETiUA5tbvSCQCAhDuWAEIIKAf9gAQkJiVbKAVWtVLVCQiAOiFNKxQFEPiFx7NiO7V1vD4tDoCGxd3femdl9fidQsDO2Hzy7+8674/i+7690gX9bQMMDXB9EkWUdoDQGfFcAquOAs9Lx/ad13cOiJDtbBrKvWsFf5saB+WKQQqKoGh6w2ASWu8A/LSBTd4MfMGQUp9JYkCkA2PaAjLfnB0RxGmSq5wMZvUOhtGDQSAS...
1
math
grade-2
match-digital-clocks-and-times
true
false
Which clock shows three fifty-five?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAADICAYAAAC6ej5XAAAN10lEQVR4nO3dbWwb92HH8S+pR1tnJWmWmEkcL6voNWuQkAYyBIMkF9iwSQXapMgDsgWo3RdpsUoeENuoXGC2ish7EemFkxext7jDFjlPa2BrxYYUYoZkqCNuad1tEqbF9UwmrbMmdJPGD7qTRD1xL2jRFGVbvBPvjiJ/nze2IR7/f1r/3/0f7n/HQCaTyaRmIDEJE/Mwl0Gk4tUGYEMNbFkPG+shkEpnMj+95He1RPzzQDPUnpnM/uO2evhCUzYlIpVuYh5OW/D...
0
math
pre-k
one-less-with-pictures-up-to-5
true
true
Count the trees in this group. Which group has one less than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABIYAAAB+CAYAAABRYRpnAADY1ElEQVR4nOz9Z5gka3rX+X8jIjMjvTeVZbK8r/b2dB8zo5EY2QVJA0ggzIKAxei/CLRaFgG7f4QTVggWJDTSJYRA0sgMSBqNPXZOe9/V5V2WyapK7zMjMjMi9kVLA0KGGTHndJ9zns+buvqqFx353P3rjLzzifuRAAtBEARBEARBEL4qLMviuAObLagb0BN324IgCMJzxCaBT4FJNyQcICEaQ4IgCIIgCILwVXOsW9yuPeurEARBEIT/sUt+sD3rixAEQRAEQRC...
2
math
grade-3
lines-line-segments-and-rays
false
true
What is this?
"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"
[ "line segment", "line", "ray" ]
null
2
math
kindergarten
one-more-with-pictures-up-to-5
true
true
Count the ladybugs in this group. Which group has one more than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABIYAAAB+CAYAAABRYRpnAACVfUlEQVR4nOydd3hcxdm373N2JW0v6l2yrObeO2DTMR2bHiCQ+qaQBEh9A4QkkISEFEh5EwIhJPSO6WCwwb3bstV779u1K2l3z/n+WFnFkky1vf6Y+7q4jE6dndnfnt88Z+YZCVARCAQCgUAgEAgEnwmqqtIxCDV+8IYhJNy2QCAQCKIIrQRmDRQYICUWJERgSCAQCAQCgUAg+MzoGFDZ6TnRpRAIBAKB4MNZYgHtiS6EQCAQCAQCgUDw/xPV/si/abFQZIy8lRU...
2
math
algebra-1
identify-linear-quadratic-and-exponential-functions-from-graphs
false
true
What type of function does this graph show?
"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"
[ "exponential", "quadratic", "linear" ]
null
0
science
grade-3
identify-properties-of-an-object
false
true
Which property matches this object? Select the better answer.
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"
[ "bumpy", "smooth" ]
null
1
math
grade-5
reflection-rotation-and-translation
false
true
How has this figure been transformed? It has been...
"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"
[ "reflected", "translated", "rotated" ]
null
2
science
grade-5
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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"
[ "The magnitude of the magnetic force is smaller in Pair 1.", "The magnitude of the magnetic force is smaller in Pair 2.", "The magnitude of the magnetic force is the same in both pairs." ]
null
1
math
pre-k
one-more-with-pictures-up-to-5
true
true
Count the donuts in this group. Which group has one more than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABIYAAAB+CAYAAABRYRpnAACyO0lEQVR4nOz9Z4Bd13nYe//XbmefXqdjCoBBJwob2Ks6VW2ruCWOYydxYjvxje3rlBvbyb2vE6e+V05cEjtxj20Vy5ZESRTVKLGTIFGINoMyvZ3ez27rfjgDDIYDkCBFEJS5fh8EgbPP2fvsddZgrWc/61kCkCiKoiiKoiiK8oaQUrLowGQTaj54arStKIqivIUYAuI6bItAnwUCFRhSFEVRFEVRlDfMYkfyTPV6X4WiKIqivLrbEmBc74tQFEVRFEVRlL9JJpr...
2
math
grade-1
cubes-and-rectangular-prisms
true
false
Which shape is a rectangular prism?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAW9klEQVR4nO2d63cbx3nGn9nFXgACBG8gKVG8iheJtmzakmun9rHj2GnSnOMmdY/r3BxHTpO4p9/6z9RJGiuOE9uJXMdJetLknKgncuVYViiJsiJKvJOiRPEKisRtF8Bi+mFxIwiZwAIgdhfz+yAS4O5gtHh29p15Z54hlFK6HAWmw0BAA+IUDIbpcBDAwwMDLqBNBMiySumF7WpXi8EonEfrAcdUWH9xQASG6nRVMxhmI6ABEyHgThSYDAPcdlz/AxMtw8x4eF2...
0
math
algebra-1
linear-functions-over-unit-intervals
false
true
How does h(x) change over the interval from x=2 to x=3?
"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"
[ "h(x) increases by 3", "h(x) decreases by 3", "h(x) increases by 200%", "h(x) increases by a factor of 3" ]
null
0
math
grade-5
range-find-the-missing-number
false
true
Andy has the following data: If the range is 16, which number could w be?
"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"
[ "29", "23" ]
null
0
math
grade-8
identify-functions-graphs
false
true
Look at this graph: Is this relation a function?
"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"
[ "yes", "no" ]
null
1
math
grade-8
mean-median-mode-and-range-find-the-missing-number
false
true
Kyle has the following data: If the median is 15, which number could p be?
"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"
[ "19", "12" ]
null
0
science
grade-3
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAmVElEQVR4nO3deXhc9X3v8feZfUYaLdZi2bIBYxvLG3jFNmAwhEBDAGeH0Ab6NCHtvcmTNkubpPfpTZP79D5tb7o3t0+b3CYkadMkkECAAHYwBgPe903G+y5ZuzSSZj/3j1mwLNnIMDrnzOjzeh4/gjNnznxHvzNffc853/MbAzAREQFM06QlDkcGoC8FSWUHESkQjwFhN8wMwUQfGKgAEZGslpjJll67oxCRUresAjx2ByEiznF4IPNzkg9mlWWOVkRECqEvBYf...
0
math
grade-3
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines parallel?
"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"
[ "no", "yes" ]
null
1
science
grade-4
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAYJ0lEQVR4nO3de3QU93338ffsfVerXQldAWEjEBchA+FmhA01+NbGiW9NncduYnKSNmmfNL24dZO4T9M2aZ+Tx3mS9Mlp2nNiO4kdYufYSWOD7Rhkc7EBgwAJgbAkQICEJCSh++5qtfd5/lhpQUgY2VrN7Erf1zk+ZmdnZ7/Dsp+d+e7vt6Ooqqp2hKDRD94oRFSEECIpTApkGmGRAwosoHQEVfWIR++yhBDT3XoXmM764zdmW2BJRjyNhBAiGbxROD0I7SE44we...
1
math
grade-5
points-lines-line-segments-rays-and-angles
false
true
What is this?
"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"
[ "a line segment", "a line", "a point", "a ray" ]
null
1
math
grade-4
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
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"
[ "yes", "no" ]
null
1
math
calculus
identify-graphs-of-continuous-functions
false
true
Is the function f(x) continuous?
"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"
[ "no", "yes" ]
null
0
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 strength of the magnetic force is the same in both pairs.", "The magnetic force is weaker in Pair 2.", "The magnetic force is weaker in Pair 1." ]
null
2
math
grade-8
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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"
[ "positive trend", "no trend", "negative trend" ]
null
1
math
grade-2
equal-sides
true
false
Which shape has 5 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAIS0lEQVR4nO3db2hV9x3H8fdNTJyxvZPdbXGKVkjcJKtrYnES9kwfFkWID2YdYw42/2AnlZZRy6BhomyuKxZxdcNO1lG3B4UxLOxBG58YFS3JLBoWTUtjWRZpErerveTfvWcPrjemrdF77znn9/udcz6vRwa59/wk7/y+yc25P1Oe53nDkzCQg9t5mPYQ8W1eCh6thZUN0FgPqeEJz7uYtb0sibN1aZh3PVf84Bv18K2FxQpF/Lqdh/5P4T+TcC0HNdnp4l8oMgn...
2
math
kindergarten
select-three-dimensional-shapes
true
false
Which shape is a sphere?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAZK0lEQVR4nO2dW3Cb5ZmAH1tnS7EkO5FE7Nhu0ljsbLDbTTYxFyEc2nQGSHYvyF4USq843HRnYMrdTpl2etdO6SUUbraBXizcrFNgOJMws3FSA5WTnUV2k1qOCJISWZJlnSV7L379P5KtJDofv2eGMTr+X6zHr97v/U59m5ubm740/C0O0RxkNxEI2g51H+xQwf4BsGuhz5fa3Ly41upmCQTlc2QQ1Etx6cZdWnAaJasFgnYjmgN3DL5Jw2Ic+tey0gNCWkE7s0M...
0
math
precalculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed lines are vertical asymptotes.
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"
[ "$\\lim _{x \\rightarrow-3} f(x)=-\\infty$", "$\\lim _{x \\rightarrow-3^{-}} f(x)=\\infty$" ]
null
1
math
algebra-1
perimeter-and-area-changes-in-scale
false
true
Look at this circle: If the radius is quadrupled, then which of the following statements about its area will be true?
"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"
[ "The new area will be 64 times the old area.", "The new area will be\n1\n4\nof the old area.", "The new area will be 16 times the old area.", "The new area will be 4 times the old area." ]
null
2
math
grade-8
identify-trapezoids
false
true
Is this polygon a trapezoid?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAB2CAYAAADyWuSyAAAO90lEQVR4nO3deXjNd6LH8c85DhOEpgiN1HqnmOFahzuNiqW229i5quVSY+nMWJ/q1Wmr29Xpc/XWTGWYPiaozKhgCDVBXUPT2Ivai7bU3pBIYwkRJ+d3/+CcSKWSI8v3LO/X83jI90n8Pp60z/N5jq/PsVmWZQkAAABAibCbDgAAAAAEEgo2AAAAUIIo2AAAAEAJomADAAAAJYiCLUnZ2dL27aZTAAAAIABQsCUpLk7q0kVq25aiDQAAgGKhYEu3y3VYmLR7t9SzJ0UbAAAAD8xWlB3sERuma2/616oWUqUsMhmRNGyeQq/neD7OqlheZ2qHKXZ0B33Z+BGDycxIv3FZ9atEKKn3/5qOAgAA4FcKLdgD176ixBMpZZXHmFVzj6jvoYx7zi+HlNPpsApq/mprA6nMC7GX186n49S8+k9NRwEAAPALhV4ROZJ5qlgPsCZslTVha7F+D9NspgMYlO3KUauEkfrzgRWmowAAAPgFR2GfUCPkoTu/svRQhVC1DPf2lczb5bpjZAsvv65sPXliV76PsyqW19naYYod9YQON4lQR0O5TDl86VulZ1+RZJNLlsal/FFJJ7dpbZ+ZpqMBAAD4tEKviHRaOV6fndsnSeoY2VLJ/Wd7+YQ7r/8WftXbnMOHpa5dpdRUqWpV6bHHpNhYKSrKdDKjXtwyWzP3JuR9DyU9UqmaDgxZqPBK1QwmAwAA8F2siEjSpk1SZqbUpo20bt3tNZEgL9eS9N4T45XU51057OU8Z6nXMxT54QBtOP25wWQAAAC+i4ItSWPGSBs3UqwLEFOvvU4/l6jwimGes1uWU90/fkHTdsSZCwYAAOCjKNiSFBJCsb6PiErVdXFUknrWbZd3aJN+vztebZaOVI4r58e/GAAAIMhQsFFk6/r8QbM6TMy3qvJF2teqERejo98Xb20GAAAgUFCw4ZWJLQZr19PzVNkR4jm7euuGmi4epoVH1hhMBgAA4Bso2PBam/AmSh+9Vs2qN/CcuSxLIze+o4HrXjGYDAAAwDwKNh5IiKOCDj7zN01pOeSuCUabEo+nqM6H/ZSRfcVoPgAAAFMo2CiWgqb8zmalq/aCPko5v9dgMgAAADMo2Ci2gqb8brqc6pQ4UdN3LTSWCwAAwAQKNkqEe8qvR728KT9Lll7fOU+//PtYOV1Og+kAAADKDgUbJeqT3vdO+e288KXC58Xo+OVzxnIBAACUlSIXbGvCViUPmCPZbN79QNBxT/lVLFfBc5aZk6XGi4ZoyVcbDCYDAAAofWXzCnbHjmXyGPiONuFNdHFMkpo+XN9zlmtZemb9mxqy/nVzwQAAAEpZkQu27U/t1Slx3O1JNm9/JCeX4h8BvirUUUmHhi7SuOb986b8bDYt/XqTGsQPYsoPAAAEJO5go9TNjp5yz5TfyaupTPkBAICARMFGmWDKDwAABAsKNsqMe8qve522nisjt6f84tRh+W+Z8gMAAAGBgo0yt77vHzUretJdU342bUk9wJQfAAAICBRsGMGUHwAACFQUbBjjnvL7ebX6nrPbU35vacSGt80FAwAAKAYKNowKdVTS4WfdU353Dm3SX499ogbxg3Ql55rRfAAAAN6iYMMnzI6eohUxb8thyz/lV2t+b+1IPWwwGQAAgHco2PAZAxp20okRy/JN+WXn3lLU8uf17heLzAUDAADwAgUbPqVOaC1dHJWkro+2uWvKT3pp6wd6cuVEueQyGxAAAKAQFGz4pA39ZuWf8rPZtOncFwr/S4zOXLtgMhoAAMB9UbDhswqa8svIuaqG8YOVeCLZXDAAAID7oGDDp7mn/H72cD3PmdPK1cA10zQ+ZabBZAAAAAWjYMPnhToq6cuhH90z5TfnwEo1XTxM15zXjeYDAAC4GwUbfqOgKb8vM06qZlwv7Uk7ajAZAABAHgo2/Ip7yq9ahSqesxu5OWq7dLRi9y8zmAwAAOA2Cjb8Tp3QWkobu0ZP/mDKb9LmWP376hfMhgMAAEGPgg2/ZJdd/+w3SzPa/yZvyk/SJ6c/V835vfTd9UvGsgEAgOBGwYZfm9p62D1Tfmk3MlV34QCtObXVYDIAABCsKNjwe+4pvyYP1/WcOV256rV6ql7cMttgMgAAEIwo2AgIoY5KOjJ08Q+m/GyauW+JWiQMV7Yzx2g+AAAQPCjYCCgFTfkduHRCNeY9pQOXvjGYDAAABAsKNgJOQVN+Wc5stUoYqbmHVpkLBgAAggIFGwHJPeXXJbK1Z8rPJUu//vQ99UmaajgdAAAIZBRsBCy77NrYPzb/lJ9N+sfJbYpY0Edp1zNMxgMAAAGKgo2AN7X1MG0bNFch5cp7zlKvZyjywwHacPpzg8kAAEAgomAjKPzykaa6MOofahxWx3N2y3Kq+8cvaNqOOIPJAABAoKFgI2hUrRCqo8MSfjDlJ/1+d7x+sfRXynEx5QcAAIqPgo2gU9CU3560r1QjLkZHvz9lMBkAAAgEFGwEpYKm/K7euqGmi4dp4ZE1BpMBAAB/R8FG0HJP+XWMbCH3nRGXZWnkxnc0aN2rZsMBAAC/RcFGULPLruT+czQj6q4pP9m04vhnqvNhP2VkXzGYDgAA+CMKNqCCp/zOZqWr9oI+Sjm/12AyAADgbyjYwB3uKb/6VR7xnN10OdUpcaKm71poLhgAAPArFGzgLlUrhOrbEcs1vHFPz5SfJUuv74zT48ufl9PlNBsQAAD4PAo2UID4btOU0OONu6b8bNqReljh82J0/PI5o9kAAIBvo2ADP2JIo273TPll5mSp8aIhWvLVBoPJAACAL6NgA/fhnvKLjmgu952RXMvSM+vf1ND/e8tsOAAA4JMo2EAh7LLrs4F/zj/lZ7Np8Vcb1CB+kK7kXDMZDwAA+BgKNlBEBU35nbyaqlrze2tH6mGDyQAAgC+hYANeKGjKLzv3lqKWP693v1hkMBkAAPAVFGzAS+4pv/9s3OOuKT/ppW0fKDpxnFxyGc0HAADMomADD+iv3V5TQo83VM7mvplt0+bz+xX+lxiduXbBaDYAAGAOBRsohiGNuunYsCUKq1DZc5aRc1UN4wcr8USyuWAAAMAYCjZQTP/yUKTSRq9Rh9ot5L4z4rRyNXDNNI1PmWk2HAAAKHMUbKAEOOwOpQyY84MpP2nOgZVqsugZXXNeNxkPAACUIQo2UIIKmvI7lnlGNeN6aU/aUYPJAABAWaFgAyWsoCm/G7k5art0NFN+AAAEAQo2UArcU35DG3XLP+W39QN1XTWJKT8AAAIYBRsoRYu6v5F/ys9m08aze5jyAwAggFGwgVLGlB8AAMGFgg2UAfeUX/uIfxVTfgAABDYKNlBGHHaHtgz8QP/9b2PumfJr9tEwpvwAAAgQFGygjL3W9rl7pvwOf3+SKT8AAAIEBRsw4H5TfrH7lxlMBgAAiouCDRjinvJ7tlE3ybp9L9uSNGlzrJ5aPcVsOAAA8MAo2IBhH3V/Qwk93syb8pO07vRO1ZzfS99dv2QwGQAAeBAUbMAHFDTll3YjU3UXDtCaU1sNJgMAAN6iYAM+wj3lF1WrqTxTfq5c9Vo9VS9umW02HAAAKDIKNuBDHHaHtv7H3DtTfnnv/jhz3xK1TBihbGeO2YAAAKBQFGzAB73W9jklD4jVT+wOz9n+S8dVY95TOnDpG4PJAABAYSjYgI+Krt1K53+1Ot+UX5YzW60SRmruoVXmggEAgPuiYAM+rFpIVX07YrmGPNbVM+XnkqVff/qe+q79neF0AACgIBRswA8k9Hgz/5SfTVp9YosiFvTRttSDZsMBAIB8bJZ152WxH9Fp5Xh9dm6fkmcdVNWQKmpV4zHvn9K3rzR58gNGBOB2/PI5tV02St/fvOY5s0l6+/GxeqXNcHPBAACAR5ELtjWhmFu8938MgCJyupyKThyv7akHJffSiCx1jmytf/afJTt/MQUAgFFFLtidvr6sFjV+qvc7TPLuCZ073/6Zgg2UqOm7FuqNnfNlKe//rfCKYdo1OE71qkQYTAYAQHArcsGWpI6RLZXc38s3vHDfGaVgAyUu5fxeDVz7qtKzr3jOHDa7lj/1jvo2eMJgMgAAghd/lwz4sejarXRhdJI6RraQ590fLZf6Jb2kyZtnmQ0HAECQomADfs4uu5L7z9Hr7UbKc1vEZtOs/X9Xi4ThvPsjAABljIINBIi32o1WUp8ZctjLec4OXDrBuz8CAFDGKNhAAImp116nn0tUeMUwz5n73R9j9y8zFwwAgCBCwQYCTESl6ro4Kkk967bznLlkaVLKLHX/eLK5YAAABAkKNhCg1vX5g2Z1mOhZypbNpg1ndqvm/F46c+2CyWgAAAQ0CjYQwCa2GKxdT89TxXIVPGdpNzLVMH6wEk8kmwsGAEAAo2AHu/PnTSdAKWsT3kQXxyTp59Xqe86cVq4Grpmm4RummwsGAECAomAHu8cfl6KipL17TSdBKQp1VNLhZxdpXPP+d035SX87tl4N4gfpSs41o/kAAAgkFOxgFxkpbd8uRUdL7dtTtAPc7OgpWhHzthy2vCm/k1dTVWt+b6Wc53sPAEBJcHjzyWevXdT7+5d69YDJd3729utQNtq1elTNTtZQ1e/SpW3blNM+SumN6urTl0cqrUkD0/FQSn73i6Gasecj3XI5JUnZuTnqlDhB/9X6Wc2I+q3hdAAA+DebZVnW/T6h7bJR2n3x2J2PLClvk6BIrAlbbz/oT+0fJB9K2RPfXNbyBcdU6+qtfOdXf2LXgdqV9ZvBDXXw0VBD6VD2LA3/WU/FP/ma6SAAAPitQq+IpGdfLtYDOk9sps4TmxXr90DpOVS7sq6Xv/c/gyo3XWpxLksvbuIfQQYXm9af+tx0CAAA/FqhV0TmdX5Jfde8rJxcpyo6ystu8+7a9r6mlSVJYQ8UD6Vt4L7vFHrLle8ss6JD56qF6OXBjbW5SXW+d0HAZVm64bypcvZyWhXzP6bjAADg1wq9IoIAN3astGKFlJEhhYVJdepI778vdeliOhkAAIBfomAHu4gIKStLql+fYg0AAFACvFoRQYC5eVPq318aNIhiDQAAUEJ4BRsAAAAoQbzRDAAAAFCCKNgAAABACaJgAwAAACWIgg0AAACUIAo2AAAAUIL+HzX6q/ubir7UAAAAAElFTkSuQmCC"
[ "yes", "no" ]
null
0
math
grade-6
mean-median-mode-and-range-find-the-missing-number
false
true
Chad has the following data: If the mean is 7, which number could n be?
"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"
[ "7", "3" ]
null
0