subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
choices_pic
listlengths
2
4
answer_idx
int64
0
3
math
grade-3
which-picture-shows-more
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAlYAAAGLCAYAAAAF7dxzAAEAAElEQVR4nOz9PYwkS5bvif3e24eFBYklzAACdKNUJhCEp+ZBgchYqWK0aFDJWqmSUmdr2VoVpVsjTV2JdbWb2mRLkyWxUiBxQ3tR0kYAFMK1dPADsNLcARIwwy753Ljch6FwzD8iq253z5veN6+LcYCqiPRwN3e3z2P/8z/n/Kt//Md//Mfuv4P/+7+D//bfw3//j5zlLGc5y1nOcpaznOXPkH/zr+C/+M/gf/E/gv/Zfw7/qvv//OM//p//m3/pxzrLWc5ylrO...
0
science
grade-5
identify-vertebrates-and-invertebrates
true
false
Select the vertebrate. Hint: Mammals, birds, fish, reptiles, and amphibians are vertebrates.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAEAAElEQVR4nOz9d5BlyX3fiX4yj7vel3dd7Xt6emZgBmZAEIAIkCBoRIkyK5GSVnoyT4rVey8kRbyQ9HYjdvcpZHdfyO1KK7OrlSjRiRBJ0QAkARJ+ZoDBmJ621dVd3lzvzj028/1x7r1V1d0DAcL+sRvBjKjuqnPPPSdP5je/+f2ZzCNe7Wp9JQt5g98tv1v+T1n6MdwdwkEAZRO+p5Qcl78L3N8t/2cveQOuZJPfB/HJcfm7wP3d8n+FMsFpqE+OmU878SPH6ol...
3
math
grade-3
division-input-output-tables-find-the-rule
false
true
What is the rule for this input/output table?
"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"
[ "÷ 4", "÷ 5", "÷ 2", "÷ 3" ]
null
3
math
pre-k
compare-size-weight-and-capacity
true
false
Which truck is longer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARcAAABMCAYAAABH7fNUAAAXcklEQVR4nO2de1hTV7r/P9whhCQKKqCBKCAgUBUQFMVrOzrT0ba21mM706mn5+f0Xnumv+dU25/Wnk470zNz2un8Om3tdGitno725kzbqY5WrVa0CBQFlGu5BAElQhJCuAVy/kiJxgRIuKvr8zw+std+97vePM/a373etdZe281sNpvrO6DMCM1dYDIjEAgELuPpBgEeECWBSd7gVt9uNmfpRzssgUBwPZEqA89So+UgxBui/S3KIxAIBK7S3AXFLVDXASVGcNe...
0
math
kindergarten
subtraction-sentences-up-to-10-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "9 − 8 = 1", "10 − 9 = 1", "9 − 9 = 0", "8 − 8 = 0" ]
null
2
math
algebra-2
linear-functions-over-unit-intervals
false
true
How does f(x) change over the interval from x= – 3 to x= – 2?
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"
[ "f(x) decreases by a factor of 3", "f(x) decreases by 3", "f(x) increases by a factor of 3", "f(x) increases by 300%" ]
null
1
math
grade-1
comparing-review
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAABeCAYAAAA67RjkAAAE5ElEQVR4nO3dv09bVxjG8cdcA4baTRSjIjBbVMhQlSVS6FZ7J1OmoNC1f0C7FpG1kfo3FAkmJrrbHaOoHegEoWyYgIqrCBPzo7Zuh1tXAWLwtc+9rwPfz5IQovec56LHudjhOOH7vr93Jv1Zk6oNqe4LQESSCSnjSZ8PS6MDUmLv1PdfHVpvC7h9Hn0qJbdqwQdjA9LUJ0E7AUSj2pA230lvzqTXNanvsB58gvIB0ct4Qdck6agh9TXe+wSA6DW79o8v9dluBbj...
1
math
grade-4
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines parallel?
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[ "no", "yes" ]
null
0
math
grade-2
interpret-tally-charts
false
true
Robert's friends voted for their favorite breakfast food. Robert made a tally chart of the results. Which breakfast food got the fewest votes?
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"
[ "donuts ", "pancakes ", "yogurt " ]
null
2
math
grade-2
interpret-tally-charts
false
true
Abby and her class planted a garden. This tally chart shows how many of each type of thing they grew. Did the class grow more watermelons or sunflowers?
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"
[ "sunflowers ", "watermelons " ]
null
1
math
algebra-1
identify-functions-vertical-line-test
false
true
Look at this graph: Is this relation a function?
"iVBORw0KGgoAAAANSUhEUgAAAQ4AAAETCAYAAADH+ejgAAAY5UlEQVR4nO3dbWxb5aEH8L/zZsdumxSUpKyUYG5745VUSdSmSbSBml5NWkayqUglfGBXajckJuiHiQ8gJKqJrgiuhjRpyRAfVhjwYe7YVq2pylSJAB/mpKWqtybgqtO1q45L4tzbOgl2nDf7fvB8/BzHiXPsY5+3/09CdVzn9Il9+Od5f2zJZDIJIiIFKrQuABEZD4ODiBRjcBCRYgwOIlKMwUE5xeNxxONxrYtBOsXgoJz8fj/8fr/WxSCdYnBQTj6fD2NjY+v+/dDQEPr6+nD79m0AwNLSEo4ePYqTJ0+Wq4ikIQYHrREIBDA7O4tIJIJAIJDzNdFoFB9++CFu3boFAPj1r3+NP/7xj/j+979fzqKSRhgctMa1a9dyPhbt2bMHAPDVV19hdnYWP//5z/H000/jwIEDZSkjaYvBQTKRSAQ3btyQvr5x4wYikcia16WDIxwO47XXXkMymcTp06fLVUzSGIODZHw+HwAgmUwivRohV61j9+7dsNlsCAaD+NWvfoVXX30V9957b1nLStphcJBMeiTFZrPBZrMBAMbHx9e8rra2Fjt37sSbb76JlpYWPP300+UsJmmMwUESv9+PxcVFNDU1Sc81NTUhHo/nHJrdvXs3FhYWMDw8jIoK3kpWwk+bJOkmSU9Pj/Rc+nF2cHz++ef47LPP8JOf/ATd3d1lKyPpA4ODJH19fWhra4PH45Ge83g8aGtrw3e/+10AwN27d3H48GEcOHAA7e3t+MUvfqFVcUlDlgiOcDiBYHBF62Lo3o4dO3DkyBE4HA7pOYfDgSNHjmDHjh0AgOvXr6OhoQGnT5/GpUuXUFtbq1VxTScYXEE0aoztcSwSHKsYGpo3zIeiZ48++ii8Xi9++tOfygKGihONJjE0NG+YX3CWCI7JyWWEQqvwemNaF4UoJ683hlBoFaEQg0M3wuFVAMCFCwv45JNFjUtDJPfJJ4u4cGEBQKpZbQRVxXzz1atX1SpHSf397zuR/lGHh+dQVfVPOBzG+IC0ZpTP2KgikSq89dY3AKTmzPh882hry70+qBT2799f0PcVFRzF/MObcfXqVVWuf+fO/0qPV1dt+MtfHsIrr9Spdv31GPn658+fB2CMz9fI13/55Vmsri5LX3/9dZV0zXKUv1Cmb6rkqvpNTi6zv4M05/XG8Pnny7LnlpZgiE58CwTHas7nz56NYWqqusylIUoJBldw9mzuX15GGFkxfXBMTmYSPZlM/Zf2hz80GiLdyVyi0SRef31O+jr7vjTCyIrpg0OscfxrzRYqK1N/zs5WYXSU+2pSeY2OxjEzk2pCp+/F9L0JGGNkxQLBkfkQksnUB+R0pn7sRx6ZRX8/Zz5SefX31+KJJ5wAAKfTBptNXuNgU0UnGhrkP+b8fAKnTtXjkUci2hSILG9w0IlTp+oxP59KjNraVJWjoaECLpdto2/VhaKHY/Xu1Kk66fHLL89Kvdjz8wlUmf6nJz2bns40ox96qEp2r+qdJWocaa2tmVEUsdOUSAtik0S8N43AUsHx8MNicCxpWBIi+T0o3ptGYKngEFM9FFpFPG6pH590JBpNIhTKNFVY49C55uZK6fGtW1wWTtqYmMg0lcV70igsFxytrTXS4+lpY6U8mYfYxybek0ZhueAQ25KscZBWxI5Ro/VvABYMDrEtefs2g4O0IS5uM1r/BmDB4HC5bLI2pdjWJCqH7P4NI0z4yma54AAAtzsz84vzOajcjN6/AVg0OMQPizUOKjfxnhN/iRmJJYND7IzK3kiFqNTEe86IHaOARYOjsbFCtvCNtQ4qF/Fea2ioQGOjMf8XNGapVSAmvRE2TiFzEPs3jFrbACwcHOznIC2I95pRO0YBCweHfMEbg4PKQ6zdGrnGYUsmkwVvumn0MzeGh3didjbVq/2jH32FpiaumE1LH48wMDCgcUnMY3q6Br/5zX0AgLq6FTz77Jcal4jnqhTkgQdCuH59CwAgkdiN/fvV3UbQCOd6rIfnqqh//ZGRBQBRAEBHhyvv9/JcFZ168MFMDYP9HFRqZunfACweHA88kNnhnP0cVGpmGVEBLB4cdXXL0nyOWCxpiN2lyZiCwRXEYqnuRCPP30gzdulVwNEVKgcz1TYABgfnc1BZmKl/A2BwsMZBZcEah8mI61bYz0GlYLb+DYDBAYC1Diots9U2AAYHAPZzUGmZrX8DYHAAYI2DSuvKFeMevLQeBgfW9nOw1kFqMcv+G9nM8VOogLUOKgUz9m8ADA4J+zmoFMzYvwEwOCTch5RKwQz7i+bC4PgX7kNKass+P8Us/RsAg0Pm4EG79Jj9HFSsy5czoylmaqYADA4ZsSp5+fKihiUhM5icNN8wbBqDQyCe4RkKrSIaLXhXRbK4aDSJUGhV+tqI58NuhMEh4LmypBYznA+7EQZHFrEtyn4OKpR473R12Td4pTExOLIcPCgGB3c9p8KIfWRm698AGBxrZPdzhMMJDUtDRhQOJzAzk7lvzNa/AVj8XJX1vPdeE27fdgAABgbuYN++eY1LVH48V6Vw169vxfnz9wAA9uyJ4ejRGY1LtD6eq6Li9b/6agFvv506/2J+/j7s3//vql5fLTxXRZ/X/+tf5wGkmirf/nYD9u9/QNXrq4XnqqhMPp+D/RykjHjPmLF/A2Bw5OR2V8HpTA2fcTtBUkLcJtDptMHtLrpSr0sMjnXIR1c4LEubI94r4j1kNgyOdYjzOcbH2VyhzRHvFbOtTxExONbBZfZUCLMuo8/G4FhHY2OFbPo5ax2Uj3iPmG0ZfTbz/mQq4PRzUkK8R8zcTAEYHBuS70PKGgdtzMzL6LMxODbQ1ZX5rcHp57SRcDghW0Yv3jtmxODIo7OTzRXKT7w3xHvGrBgceYgLlMbHuSsY5SbeG2Zc1JaNwZEHz1uhzZBP/DLf/hvZGBx5uN1VPOWNNjQxsWy60+jzMf9PqALWOmgj4qI2K9Q2AAbHpog3A3c/p2xWGoZNY3BsAnc/p/VYbRg2jcGxCS6XDXv3co8OWstqw7BpDI5NEn+TcFiW0qw2DJvG4NgkdpBSLlYbhk1jcGwSh2Up261bDssNw6ZZ5ydVgXx0hf0cVnfjRq302Eq1DYDBoQhXy5Lo5k2n9Ngqw7BpPFdFoVdfbZYeP/vs/6CuzpxNFp6rsrHZ2WoMD39D+vqll25pWJrC8VyVMl2/s3MOV66kahux2B4cPly77mv1WP7N4rkqGxsZWQCQOnuns7OmJP8Oz1UxEfEAYXaQWpe4TaAZD5XOh8GhkNiWvXJlibNILSgaTVpmU+L1MDgUyt7EmLUO6xE/c7NvSrwe6/3EKhCrplz0Zj3iZ27FZgrA4CiIeEIX53NYj3wZvXXWp4gYHAXgLFLrEjftqatbMe3ZsPkwOArEE+2tSfys9+yJaVgSbTE4CsTNfaxJ/Kybm637uTM4CtTVVQOn0wYAmJlJIBhc0bhEVGrB4ApmZlJn6zidNrS0sMZBBRA7xrjU3vzkS+it2SmaxuAogng+6OhoXMOSUDmIn7HZz4bNh8FRBPG3Do+INLfsvUVZ46CCuVw22T6T7CQ1L/Gz7eysgctl07A02mNwFImL3qzB6ovasjE4isRFb+aXvajN6s0UgMFRtOxFb5wMZj7iZ9rcXGn5ZgrA4FDF4cMO6TGPTjAf8TMVP2srY3CoQJxFyuaKuUSjSWnHN8B6mxKvh8GhAjZXzCu7mWLFvTdy4bugEjZXzInNlNwYHCphc8V82ExZH4NDJWyumA+bKevjuSoqunJlGy5d2g4gtVfD0aMzGpeocDxXBfj97xukQ5e+85276Oyc07hE6uO5Kjq4/q5dCVy6dAdA6pSveLwC3/pWh2rXz8ZzVUp3/Wg0iZs3/0/6+vHH/21NjUPP5d/s9QvFupeKspsrN2+6NCwNFYPNlI3x3VCZ2PMeCLAX3qg4mrIxBofKxJ73mzedHF0xII6m5MfgUBlHV4yPzZT8+I6UACeDGRubKfkxOEqAk8GMi82UzWFwlEB2c4X7kRqH+Fnt3VvNZso6+K6UyMCAU3rM4DAO8bNiM2V9DI4S4UbGxsMNiTePwVEiLpdNdkQgNzLWP7G2YeUNiUdHR9HX14ff/va3AIDf/e536Ovrg8/nk17D4CghjydzI46MLGhYEtoMMTisvCFxW1sbPvroI7z55pv4xz/+gR//+MfYtWsXenp6pNcwOEpo3755HhNpENnHO/b2Wjc47rnnHnzve9/DZ599hieffBIHDhzA8PCw7DUMjhIT28mjo2yu6JVYI2TfBtDZ2YnV1VWEQiF88MEHqK6ulv09g6PEenszPfMcXdEvcbao+JlZ0fj4OE6dOoX7778fkUgEy8trzwticJRYa2s1GhpSb3MslpQd7EP6MD6+hFgsNUmvoaECra3Veb7DvG7duoUf/OAHePzxx/Haa69hdXUV77777prXMTjKQJx9yFqH/oifiZVrG3Nzc3jsscdQX1+Pt956CwMDA3A4HDhz5sya1xa9kQ/l199fiwsXUm3o9BR0qw716U32FHMrB8e2bdswMTEhe25hIfdoIGscZcAp6PrFKeaFyfsu+f1+vPPOO5iamipHeUyLU9D1iVPMM6ampvDOO+/A7/fnfW3OpkokEsHY2Bj8fj/i8dQb6/P5cOTIEVULaiUHD9bA6bQhFksiFFpFMLgCt5stRS0FgyvSFHOn02b5YVifz4dQKIRQKIQPP/wQ7e3t6O7uRn19/ZrXyu7cQCAAv9+PQCAgPdfU1ISenh54PJ6SF9zMXK7Ujfnxx6m5HCMjCzhxYqvGpbK27LkbVu936uvrg9vths/nw/T0NMbGxjA2NgaPx4P29nZZBtgWFhaSfr8fY2NjiEQi0l8kk0nYbNZ+I9X29dc7EQymam0VFYvweN5FZSUnhWlhddWOQOA/kUikRrzc7j9hy5YvNS6VvmRnQH19Pbq7u9He3p7p48g+XoWhob4tW75EdXXqbI5Ewo65uYc0LpF1zc09JIVGdfUcQyOH7AwQM0J2IFMgEMC1a9dw48YN6QU7duxAd3c3PB4PHA5555EZzpUo9/VHRhbw9ttRAMDDD1fjlVfqVL2+Wn72s5/J/iwFLT/fkydnMTmZmhF57JgL/f21ql5fDeW+fjweRyAQwNjYmGwwpKWlBR0dHbKmiqyPw+PxwOPxIBKJwOfzwe/3Y2pqCufOnUNbWxs7R1XQ2+uQgmNychnhcIJDgGUWDiek0ACsPXdDdPHiRfztb38DANjtdnR3d6OjoyN/52hafX09+vr60NfXB7/fj2vXrsmW1FLhXC4bDh2yyzpJjx/nwU3lJHaKHjpkt3ynaFpPTw8ikQg6OjrQ3t6+4Wvzjge2t7fnvQgp09vrkIJjdDSOwUEnb94yiUaTnGK+jh07duDYsWObei3ryBrIXvjGs1fK5/JlLmhTA4NDI2Jn3MhIbINXkprE97qQDlFKYXBoRKwip2eSUmlNTCzLNiNmM6VwDA6NpDtJ07gnaemJfRvsFC0Og0NDYlX5448XeeJbCYXDCalDGmAzpVgMDg253VXYuzfTOcdaR+lkL5/nAsPiMDg0Ji7l5nL70hFD2erL59XA4NBYb69dGpqdmUlwJ/QSGB1dlA3BWvnoA7UwOHRA7N3n0Kz6xPeUIynqYHDoQH9/rXRwUyi0iomJtdvRU2HEIVin08ZOUZUwOHQgvclPGjtJ1XP2bKa2wc161MPg0InBwcxCtytXlni6vQpmZ6tlq2DF95iKw+DQicbGCnR2ZmodXm9Uw9KYw6efbpMeHzpk5/YFKuI7qSPZE8JY6yhcOJzA9etbpK/ZKaouBoeOtLZWc0KYSsT3bu/eaq6CVRmDQ2cGB+Xnr3AaunLZe26I7ympg8GhM62t1dKpb7FYkrWOAoyMLEgTvpqbK1nbKAEGhw6Jp76NjCyw1qFANCoPW/G9JPUwOHRInIbOWocyYm2jrm6F08tLRHY8glJXr15VsywkuH59K86fvwcAYLcn8OyzX8LhKN8oy/nz5wEAAwMDZfs3ixWPV2B4eCcWF1OhOzBwB/v2zWtcKn0r9PiFotcWm+lcCT1df/9+YGzsDmZmElhcrMA//9myppOvlOVPB4de359cvN4YFhdTM0UbGiqwb9+8ocqvxfULxaaKjokzHdnXsbHsvg3OEi0tBoeOsa9j88S+DS6dLz0Gh85l1zo4m3StcDghW8x27NiWDV5NamBw6Fxvr12aTRqLJbmGJQfxPdm7txpdXTUbvJrUwOAwALFTlGtY5LI3IeYs0fJgcBhA9hqWoSEOMaaJ7wXXpJQPg8MgTpzYKj2enFzmLmFI7e4l7rchvkdUWgwOg2hsrJAd4MRah/w94H4b5cV32kCOH98i7U06M5PAlSvb8nyHeY2MLGBmJtXX43TacPw4R1LKicFhIC6XfLPdTz+ts+SksGg0Ca9Xfng09xItLwaHwQwOOqVJYYuLFThz5muNS1R+Z858LZvsxZGU8mNwGNBzz2U6AT/+eNFSHaUTE8uy4VfxvaDyYXAYUGtrtWxjYyt1lIo/a2dnDYdfNcLgMKgTJ7bCbk91Ds7MJGRtfrPyemOyDlEOv2qHwWFQLpcNjz46K3199mwMweCKhiUqrWBwRbYeZXDQyQ5RDTE4DKyzc84yM0qzZ4jyKEdtMTgM7sSJrbJzZ83YZDlzJio7/5VNFO0xOAyusVE+HHn2bMxUoywTE8u4cEHcoMfJGaI6wE/ABPr7a9c0WcwwMSwaTeL11+ekr9lE0Q8Gh0m8+OI22XR0M/R3vP76nDTRy+m04cUXrTvFXm8YHCbhctlkk6EuX14ydH+H1xuTrXx94YVtHEXREQaHiXR11eCJJ+T9HePjSxqWqDDj40uyodcnnnByopfO8FwVE3rvvSbcvp06nd1uT+Cpp6bR1KQsQLQ6V2V6ugbvv98knY2ya1ccP/zhdFnLYCU8V4XXl3g8STz//F3pTJY//3kn3nhju6KqvhbnqkSjSfzyl3ewuJhZwHb69E64XPercn21meH6hWJTxYRcLhteeEHeWXryZETXIy3RaBInT0ZknaHs19AvBodJud1Vss7SUGhVt+GRDo30JC8g1RnqdhddIaYSYXCYWFdXje7DI1doPPfcVnaG6hyDw+R6e+26DY94vCJnaPAUNv1jcFiAHsMjGk3i/fcbGRoGxeCwiFzh8fzzdzVZih8MruD55+8iHM6EBEPDWBgcFpIdHqnRllmMji5u8F3qGh1dxMmTs9KGPABDw4jYbW0xvb12NDRUSOtAYrEkhobmcfnyIp57bmvJhj+j0fS/k5mIZrcn8NJL29kRakCscVhQa2s1XnmlDs3NldJzly8v4Zln7pSk9jE6uohnnrkjC43m5ko89dQ0Q8OgWOOwKLe7CqdO1cPrjUn7XaRrH15vFHb7N7F9+xdF/Rujo4vweqOyZgkAPPZYLQYHnQgE/ruo65N2GBwW5nLZcPy4CwcP1mBoaF76Hzz1539geroTZ8/GcOiQY9Ob56ROj4/jo4/iawKjoaGCczRMgsFBaG2txhtvbMfIyAJGRhakad/Ly9vg9cbg9cbQ0FABt7sKbncVGhoqpSAJBlcQiyURDK4gGFxZExZAavp4f38tT1wzEQYHAUjVPgYHnejvr8XIyAI++OAuEonMSMfMTAIzM0uyfop8GBjmxeAgmXSAfPHFf+Hu3W/ivvv6MDm5LNVC8nE6bXj44Wr09jrQ1VWT/xvIkBgctK7t27/Aiy8OAkg1SUKhVYTD6f9STZLGxgo0NlaisbESDz5YyYVpFsFPmTYl3b9BBHAeBxEVgMFBRIoxOIhIMQYHESnG4CAixRgcRKQYz1WhnLQ6V4XKi+eq8Pqq0uJcFV6//NcvFJsqRKQYg4OIFGNwEJFiDA4iUozBQUSKMTiISDEGBxEpxuAgIsUYHESkGIODiBRjcBCRYgwOIlKMwUFEijE4iEgxBgcRKcbgICLFGBxEpBiDg4gUY3AQkWIMDiJSjMFBRIoxOIhIMZ6rQjnxXBVr4LkqvL6qeK6KNa5fKDZViEgxBgcRKcbgICLFGBxEpBiDg4gUY3AQkWIMDiJSjMFBRIoxOIhIMQYHESnG4CAixRgcRKQYg4OIFGNwEJFiDA4iUozBQUSKMTiISDEGBxEpxuAgIsUYHESkGIODiBRjcBCRYjxXhXLiuSrmV8zRC0Wdq1LKMx9IW+U4V4WMi00VIlKMwUFEijE4SDI1NYVz584hHo9Lz8XjcZw7dw5TU1Maloz0hsFBkosXL8Lv9yMQCEjPBQIB+P1+XLx4UcOSkd4wOEjS0dEBABgbG5Oe8/l8sr8jAhgcJGhvb4fdbpc1S6anp2G329He3q5dwUh3GBwkkw6IZDKJ9BSf7u5uDUtEesTgIJmenh4AgM1mg81mA8BmCq3F4CCZ+vp6tLS0SF+3tLSgvr5euwKRLjE4aA2xhsHaBuVS1JRzMiePx4O6ujrpMVE2BgfllO7rIMqlqNWxZF7p2aMOh0PjkpAe/T/2w69MJ77kvAAAAABJRU5ErkJggg=="
[ "no", "yes" ]
null
1
math
grade-7
apply-addition-and-subtraction-rules
false
true
The number line shows an unknown number, p. Is 1+p positive or negative?
"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"
[ "negative", "positive" ]
null
1
math
grade-2
place-value-up-to-thousands
false
true
What is the value of the underlined digit?
"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"
[ "100", "10", "1,000" ]
null
0
engineer
grade-8
laboratory-safety-equipment
true
false
Select the apron.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAAja0lEQVR4nO3de3gcZ30v8O9vZnellSVblmznQi52osaSd3fkZCGJkhScBsIlhQCpHnKhEM5pSMPD6dOnUCgUKIWWUiiHkvO0XMoJkCcFDj5QLoWUBqhIgRQOItZeYhMc4oCDjZF1W0nWXub9nT+0sxmNpdVtd9+Z3d/nefxo3tFI+u56fzuzM++8LyCEEEIIIYQQQgghhBBCCCGEEEIIIUQLId0BRP0kk8mOycnJF9m2/QoiuqxUKnUAaCt/Ox8KhWaZORsOhw9...
0
math
grade-2
place-value-up-to-thousands
false
true
What is the value of the underlined digit?
"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"
[ "400", "4,000", "40" ]
null
2
math
calculus
identify-functions
true
false
Which of these relations is a function?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAATIAAAE3CAYAAAApC812AAAY90lEQVR4nO3de3DU1d3H8c/mniyQCObCKJo8RZNKNEEQwvjUIX3+KCmhHfqM0n9gBqozMgMznZJW2hljK9VKK/5jLHY6Q6bQ6TSOtsyA1Y6VdMbaXJRhgUQDarOIz4CJyiZhN5vLZp8/lt8mmwsE2M1vz+77NcOQveS3J5f95JzzO+f3dTT3jAT//eWoJMmhoCSHACC+BRWUQwpK/31rmtJavhydEF2EGAATOEJp5ZDe/WJUaVYfrGx+ir6Rn65bMwgzAPHti+G...
0
math
grade-6
identify-equivalent-expressions-using-strip-models
false
true
This model represents the expression 3p+2p+2. Which expression is equivalent to 3p+2p+2?
"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"
[ "7p", "p+7", "4p+2", "5p+2" ]
null
3
math
kindergarten
equal-sides
true
false
Which shape has 6 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHpUlEQVR4nO3dzW8TRxgG8Gc2JrJcTIDwFdMLkdoegANUIgckLkhIlXKJxEfhDySlIOUSqVIkLkgcyAEOgFRKFS7FCR/hIwbLpPZODwsSLSjN7sy88479/G4oxF7tPNmZ3X3fXWOttWubwJ9doDMA+hZEzmoGaI4B3zWAg+OAWftg7fJG7M2iYTazC6g97hb/mBoHfvimSCGRq84AePQeWN0E/ugC2Ua/+AFDRj41x4pMAcC7AZANPvsBkU+fMvW3BbK4m0KjgkE...
0
math
grade-8
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
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"
[ "The y-intercept of Function A is less than the y-intercept of Function B.", "The y-intercept of Function A is greater than the y-intercept of Function B." ]
null
0
math
grade-6
which-model-represents-the-ratio
true
false
Which model represents the ratio 4:1?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAYUAAABVCAYAAACmavjTAAALFElEQVR4nO3d3W/b1hkG8IeiSEWyJDd28+FtqN0sztohBrbkoslu4ptma2rfRHf955oAba+KFWnadEPbIdluirTA1gRYEDvL5NROLNuSoQ/LliiJvVDIuIY/9EHyHPI8v5ugiSue1y/Jl+c9IqnZtm2vNoEndaDaBlo2iIhIEXENyOjAdAo4ZQLaasO271dED4uIiER7JwvEF+vd/5gwgd+NdCsGERGpodoGHm8BL5rAQh2IVVrdf2BBICJST0bvnv8BoNYGYu1...
0
math
grade-1
subtraction-sentences-using-number-lines-up-to-10
false
true
Which subtraction sentence does this model show?
"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"
[ "7–7=0", "7–4=3", "8–4=4", "10–5=5" ]
null
1
math
grade-2
which-picture-shows-more-up-to-5-dollars
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAk0AAACYCAYAAAD5lt3tAACy60lEQVR4nOy9d5xcZ33v/z7T+8y22Z3tvaj3LtmWJRk3MMY2LtiGhBYChgD35t7A5SbkEn65STCXhNASwIBtbGOMJHdb1ep1tauVtvc2Mzs7vZfz++PMHEuURLIxtsl5v15+ydtmznnmPM/zfb7l8xVEURRnUzAYg3AWMiIKCgoKCgoKCv/l0QhgVUOLCcp1IMwmRfFE6O2+LAUFBQUFBQWFdy5rbaAZiElfuHTQZpYsKgUFBQUFBQWF/+qEs9AXhZkU9MdAFcp...
0
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each purple ball represents one particle of solute. Which solution has a higher concentration of purple particles?
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"
[ "Solution B", "Solution A", "neither; their concentrations are the same" ]
null
0
math
grade-4
acute-right-obtuse-and-straight-angles
false
true
Is this angle acute, right, obtuse, or straight?
"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"
[ "right", "straight", "acute", "obtuse" ]
null
2
math
calculus
describe-linear-and-exponential-growth-and-decay
false
true
How does g(x) change over the interval from x=3 to x=5?
"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"
[ "g(x) increases by 1", "g(x) increases by 2", "g(x) decreases by 2", "g(x) increases by 3" ]
null
1
math
grade-8
identify-similar-triangles
false
true
Are these shapes similar?
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"
[ "no", "yes" ]
null
0
science
grade-2
identify-solids-liquids-and-gases
true
false
Select the gas.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAb7klEQVR4nO2dWYxcV7mov71rnqeeB7eHtrs9O+5WnDgRNzkSIBIiIRCvgQgpEjzxgBAIJJDgAR5AAiSCUBQJCSHxdu7l3qfLuTe246nddtp2HNttx7N7qnmuvatq7/Owq6onJ7Gdrqpd7fVJpe6udu9aS/nyr/lf0rm0ro95wGdBIGgp2Spcz8O8CiErvBw03peFkIJ24bPAmMf4Plddfl8WQgraSd2/sr78ntyeoggEn46QUmA6hJQC0yGkFJgOIaXAdAgpBaZ...
2
science
grade-8
use-scientific-names-to-classify-organisms
true
true
This organism is an Amazon tree boa. Its scientific name is Corallus hortulanus. Select the organism in the same species as the Amazon tree boa.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOy9d5xkRb2//1Sd1GGme3Kenc05B4LknJEcDYg5X7l69af3quh9Gb56TYgJr4KggiCKIEqQzAILu8uyATbHmd3ZyT2dTqiq3x89M+zCAotw5YZ+eDU7ffp0nTrVdbrPuz5JGGNMFEVorSlTpkyZMmXKlClTpsz/TKSU2LaNEOKt7kqZMq+JLIvQMmXKlClTpkyZMmX+56O1Joqit7obZcocFHZZhJYpU6ZMmTJlypQp878DrTVPDxmmJaHSeqt7U6Y...
0
math
grade-7
identify-equivalent-linear-expressions-using-algebra-tiles
false
true
These tiles represent the expression 8+x+2x. Which expression is equivalent to 8+x+2x?
"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"
[ "8x+2", "10x+1", "10x", "3x+8" ]
null
3
science
grade-4
identify-living-and-nonliving-things
true
false
Select the living thing.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAEAAElEQVR4nOz9d5BkV5beCf7ufcq1CA8PrSMyM1IjJYCESKAKQOmq7qrWy6bmkk1yyBlKWxqXS+Nwd8dsuVxqDptie1qxu7q7NAqFAlDQyAQykVpnaB3hWrs/dfeP55EAqsGx6gb/mDXra+bhHu7Pnz9//t1zv3POd84TFypK7YtCXONPxp+M/0OOmgd3G7BpQ1qHx1PB8/JPgPsn4//oI67BvmjwuO598Lz8E+D+yfj/h7GLU0d98Jz+cRuKT/8npGmAMPAdD1x...
0
math
kindergarten
subtraction-sentences-up-to-10-which-model-matches
true
false
Which picture shows 10 − 1 = 9?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAABKCAYAAAAc9ZVYAAAQ+ElEQVR4nO2d629UZ37HP2dunotvMyZcQgAblnjDbiBmg1OvVKXaVbrdbknTjVVS8aKW+ie0r/qm6pvtm6rv+nIlVBV11Q1ZKWmlKpHa7ovEWacxEOXGQkwIBgw4HrA91zMzpy/O3C+Mg+ecObDfjxSZc/XzITy/33ku5zmGZVnWSh6upGGjCAULIYQQQjwkAQOG/HA4CrtCYKzkLGthvd/FEkIIIR4/XhiGwOW0vbEnBJMxOwsLIYQQ4uHYKMKlFNzKw2/T4Fs...
1
math
algebra-1
identify-linear-functions-from-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"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"
[ "nonlinear", "linear" ]
null
1
math
grade-7
simplify-expressions-by-combining-like-terms-with-algebra-tiles
false
true
These tiles represent the expression x+4x. Which expression is equivalent to x+4x?
"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"
[ "4x", "5x", "2x+4", "5x+1" ]
null
1
science
grade-5
compare-properties-of-objects
false
true
Which property do these four objects have in common? Select the best answer.
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"
[ "transparent", "translucent", "sour" ]
null
2
math
grade-7
front-side-and-top-view
true
true
If you look at this object from the front, what will you see?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA1AAAAFXCAYAAACsga+gAABnoUlEQVR4nO3de1jUddo/8PdwEOXgTCYK0TLkIUVX0PXQYeVggppaoq7tXp5Ad9XCVGbVHogMTE2eVRdW80D2CCL29MsUPKYZOQpriRkEKuZxhkJBzR2OCgLz+2Pi+4gCDswM35nx/bquvYxh+M49osV77/t7fyRarVYLIiIiIiIyColEInYJZEI2YhdARERERERkKRigiIiIiIiI9MQARUREREREpCcGKCIiIiIiIj0xQBFZGY1Gg1mzZkEikWD58uXQaDRil0R...
1
math
pre-k
fewer-and-more-compare-by-counting
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAGQUlEQVR4nO3dTW5b5xmG4VfyD4LIcREEaNAFtJ1lmh1kAVmgvRwZ2UGSzsOOBJgRgbgS2QEjRPgYRSJFnuc751zXyIYk8uC1b+mZ6Wyz2WwWn6r+s6pa3lbdbAo4kZdnVV+8qPrn51Vfv646W/y22fzwMf1YMD/fvq16+fNq+5d/vK7698W2TuA0lrdVP15X/fKp6qdV1fnHm+0HxAen98WLbWtVVb/eVp3f3vsAcHp3rf1vU3WefRSYNwFCkAAhSIAQJEAIEiA...
0
math
grade-3
interpret-line-graphs
false
true
A pair of Crawford High School hockey fans counted the number of games won by the school each year. In which year did Crawford High win exactly 10 hockey games?
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"
[ "2013", "2015", "2021", "2016" ]
null
3
math
grade-1
open-and-closed-shapes
false
true
Is this shape open or closed?
"iVBORw0KGgoAAAANSUhEUgAAAQkAAABkCAYAAACVdcVUAAAIVUlEQVR4nO3dPUwbaR4G8CenbbDkoYCrMN4yMSQFSRGUNddhRFBOQeti+bgiKCRkWQmKED5WmyJICxHo5KwSYBcEzfJRgFgpZyKGMsPJKXB0MmuzpY1TnVN4Tpor2cLMQCKYQDwztmeeXxeHeF6KefJ//+8771w4ODg4ABHRKf5S6AEQUXFjSBCRLoYEEen6otAD0JNJp5BK7CIVjyEZj+X+HN898WddggBvzRV4a67gy5oruHT9K1R6vBaPmMh+LhRT41KRs9h7s41EREJUDCOT3s/r+7w1l9EQbMfVxpsMDKLPVBQhEd3awOvVJUTFjQ8+L3ML8NZchq/ej0qPV6sSTqLIWSTjMexFJGTSKeyIG/j//2Tt7/3BNgTu9Jz674noZAULiWQ8BnFhBlExDEU+upkvXr8BX70fVwMted/QO2IYUTEMaW1F++xS/Ve43TcIX70/r+8mcgrLQyK6tYHN+WnsRba1z6p9tWgItqMh2A6XUG74NTPpFF6vLmFzfkarLq4GbqLjhx85DSH6BMtCQlpbxnpoXOszlLkFNHX1oCHYbtmNqshZbM5Pa2HhEgS09g8hcKfHkusTlSLTQyIRkbA0OqKtSlRUedDU9cC0quEsMukUfn0yjLdbrwDkGpx3J16wX0F0AtNCQpGzWBwdgbS6DCAXDq39Q2gItptxuc+SiEiYffgt3r9LAwA6Hv/IqoLoI6aERDIew3jbLSiyrE0rWvuHjL6MIRQ5i/XQOMSFnwHkehXdEy8KVuUQFRvDQ+L16hLmBr4DANQ1NqPz8VhJNAd3xDBmH/ZqvYqh5ZecfhDB4JA4HhD+r79B9+SUUV9tiUw6hdC9DuwnfmdQEB0yLCQSEQnjbX8HANydeF5UvYfzmn34rba3otR/F6J8GfKAlyJnMTfQCwC43feo5G+q7skp+L/+BgAwN/AdXq8uFXhERIVjSEio+x+qfbVF26A8r+7JKdydeA4gFxSJiFTgEREVhiEhIa3lljlLrQfxKQ3Bdq2i+Ol+J5LxWIFHRGS9vEMiGY9BkWVUVHls2eRTpx6KLB8u62YLPSQiS+UdEupNUwrLnJ+re3IKF6/fgCLLmD3svRA5hWEhYccq4rh7k1MocwuIihvYEcOFHg6RZQw7vs7uZXilx4vW/kEAwNxAr+1/XyJV3iGhbl9OJU4+Vs5OmroeaNOOzfnpQg+HyBJ5h4R6eMtpZ0/ajbrEKy7MFHgkRNYwZLpR7asFAEfM1X31fq2a4CYrcgJDQkKtJvYcsuFI3VHqhFAkMiQk/Ic3TXRr4xM/aQ/XAi0AgLdbr9jAJNszJCS+rLmCiioPMul9R/zv6hLKUdfYDIDVBNmfYUugagnulHm6ui8kxa3aZHOGh8TbrVfIpFNGfW3RunTYh+HzHGR3hoVEpcerPQy1Hho36muLllpJ/PHm3wUeCZG5DH1hsLqHQFpbsX1DzyWUo6LKAwCOqJzIuQwNiePVhBN2JKoPtf2XIUE2ZmhIAEfLoeLCjO2rCSInMDwkju9ItHs14bRNZORMhocE8OHzDawmiEqbKSHhq/ejrrEZiixj8cmwGZcgIouYEhIA0Pl4DEBupYPdf6LSZVpIOG3fBJFdmRYSwIf7JuxYTXC3JTmBqSFh92qCTVlyAlNDArB/NQEAXpsfAkzOZnpIVHq8uN33CIA9qwng6JxPIjsyPSSA3AGyZW4B0tqKrebx6sNdf7XxO0eILAkJl1COpq4eAPapJtR3g5a5BVu/mIjIkpAAjqoJu5w3oR424625XOCREJnLspBwCeW4FrgJwB7VhFpJ2P3NZUSWhQRgr5WOP95sAzh66pXIriwNieP7Jkq5gWn3N6kTHXfh4ODgwMoLZtIpuITykl42HGu7hb3INm73PdKqIyK7+sLqC5b6SkAiImEvso0yt4CmrgeFHg6R6SydbpQ6Rc5ibqAXANDaP1jS1RDRWTEkzmFxdASZ9D6qfbWsIsgxGBJnNDvQC2l1GWVuAf2/LBZ6OESWYUicwXpoXAuI4ZWXJd9XIToPyxuXpWZxdATi/AwAoHvyBZc8yXEYEqdQ5CwWR0cgrS4DAO5OPNfeJk7kJAyJEyhyFmNtt5CK72pTDFYQ5FTsSXwkGY/hh5a/IRXfRbWvlgFBjsdK4pjfnj3FeugpAKDaV4uRlX9xLwQ5HkMCua3iswO92IvkHtoK3LmPjsNXAhA5neNDYkcMY26gF4oso8wtoO+XX7XX9xFREfYkpLVlS66jyFk8u9+Jn+7/A4oso66xGf+U/sOAIPqI5U+B6tmcn8bS6Pfw1lzG8PJL0/oB4sIM1kPjWvXQ2j/IbdZEpyiqkEjGY3h2rwPv36XhEgQMLRu7spCISFgaHUEqvgsAqGtsRufjMe6gJNJRVCEB5KYBoXsd2knU/mAbWvsG87qRExEJvz17qjUmK6o86J6c4tSC6AyKLiRUi0+GIS78DABwCbmzG+oab56rsohubWBzfloLh9wZED1o6nrApU2iMyrakAByS5ProXFIayvaZ5WealwNtMBX74dLKEeZW9CCY+/NNhQ5ix0xjKgYhiLLABgORPko6pBQJeMxiPPTSEQkvH+XPvO/q/bVoiHYjoZgO8OB6DOVREgcl4zHEBXD2pH2ipzFfuJ3AMDF6zcAANcCLbgWaGFDksgAJRcSRGStottMRUTFhSFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLoYEkSkiyFBRLr+BEkfICG9kYBnAAAAAElFTkSuQmCC"
[ "open", "closed" ]
null
0
math
grade-2
write-subtraction-sentences-to-describe-pictures-up-to-two-digits
false
true
Which subtraction sentence does the picture show?
"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"
[ "84 − 2 = 82", "84 − 3 = 81", "85 − 2 = 83", "83 − 3 = 80" ]
null
0
math
grade-4
elapsed-time
true
true
Look at this clock:What time will it be in 3 hours and 27 minutes?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA7gAAADgCAYAAAApDMpcAABaZ0lEQVR4nO3de3wTZaI//s9Mbm2TtKXYtCjl0gteKBQFvLR4QeUmoNy0666AnrOu4OWcXQXXs2d31dXdsyq6fn+rgrrnqOCqqFwUVEAFVFpXEGlLUYQUgaKkKZS2SdrmNvP7IzS0NL2luUzSz/v18tVkZjLzJOSJn2fmmecRAMggIiIiIqKQkGUZFhdgbgJsXsDDtE0UNmoBMKqAvCQgQwsIYAOXiIiIiChkLE4ZOxujXQqi/ueyZEAd7UIQEREREcWTg02+v4O...
1
math
grade-1
compare-money-amounts
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVwAAACYCAYAAACoGFE6AABrq0lEQVR4nO2ddXgd55m37znMIGa00AwxY2JIw3aDTdKm3KRNCttu9yts2rRLxW23bbrNFrMNsx3HjmOMmS1Lsi1mONLR0WGcme+PI02dbXc3ZMXpzn1duRJH4PPOM/PM+z7wewRZluWhBLRFIChCSkZFRUVF5V1AJ4BdC1UWyDWAMBSX5aOB9/pjqaioqPx1s8gButZI+g/5Bqixpr2xioqKiso7JyjChTAMJqAlAppAKv0F1dmqqKiovLvYtWnfChASQSNe9AU...
0
science
grade-4
identify-vertebrates-and-invertebrates
true
false
Select the invertebrate. Hint: Insects, spiders, and worms are invertebrates.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADJX0lEQVR4nOz9d5glyVXnjX8iMvP6uuV9tbfT3dMz0xorjbyQFzKwgJDE4kG8OCGEX8zC7rLAYhZhJIwM8qCRl0BCGkmj8bbHtHflvbneZGbE74/IzJv3VlXPDPP+8f6eh5inpqrvTRtx4sQ53/M9J8SDBa0PZaHL4j/bf7b/T7aSD2crMN+EXhtu7zGfy/8U3P9s/19vXRYcypq/y37rc/mfgvuf7f8fWiinrm59Zm914MMPPxj8JQGF1uYMy3LIZDJ87IP/l/f...
2
math
grade-6
occupations-education-and-income
false
true
This table shows information about two occupations. Complete the sentence.
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"
[ "ride-share driver", "semitruck driver" ]
null
1
engineer
grade-7
identify-control-and-experimental-groups
false
true
In this experiment, which were part of an experimental group? The passage below describes an experiment. Jessica has a bubble machine and wants to know how to make the bubbles last longer. She read that bubbles burst when the liquid that makes up the bubbles evaporates. Jessica knew that when liquids are warmer, they evaporate faster. So, she wondered if she could make her bubbles last longer by cooling the bubble solution. Jessica cooled six bottles of bubble solution to 30°F below room temperature. She left another six bottles of bubble solution at room temperature. Then, she measured how long bubbles made from the solution in each bottle lasted.
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"
[ "the bottles that were cooled down", "the bottles that were at room temperature" ]
null
0
math
kindergarten
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
[ "iVBORw0KGgoAAAANSUhEUgAABCEAAAB+CAYAAAAa5QvPAADUYUlEQVR4nOzdZ5xse17X+89alVblnDrn3Duns0+cGYQhKCBBRngJKHrvVfQ6mEF9cL3qRQVFDICCiqg4DDPKMEw6Oe2cO3dXV3V1qpzDWqtqrXUf9MyAgsrgzN77nFnvJ/3a5zxZXb/Xt/pXv/oHATAwmUwmk8lkMplMXxWGYZBTYacDTQ36ZrdtMpm+TlkF8Fpg2gVx+8l/EzCHECaTyWQymUwm01dNTjG42XjST2EymUxPl8s+iNnB+qQfxGQymUwmk8lkej/...
0
math
grade-4
estimate-angle-measurements
false
true
What is the measure of this angle? Choose the best estimate.
"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"
[ "150°", "120°", "45°", "90°" ]
null
2
math
kindergarten
cones
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAQdUlEQVR4nO2dW2wb2XnH/0NyhkNSEnWjSEq+yF57XWyAddrd1gm66LZN0AApNgWKpEDRbh/Tpz4k2Jc8BQEK9K3tcxH0Ie72JUAKJGiBIl4XNZzN2uvd+LK6W7YlSxYl2STF+515mDnDu8QhhxrynO/3YnlIkZ/lH4++Oec735Gq1Wo1UgAeZ4BkGShVQRBDh0sCxp3AZS8QVAApkq9W7ybsDosguufaBODayGh/CSvAFZ9mNUEMG8kysJYG9grAegZwJEraAyQ...
0
math
grade-2
identify-the-fraction
false
true
What fraction of the shape is purple?
"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"
[ "1/9", "1/7", "1/2", "1/3" ]
null
3
science
grade-5
animal-adaptations-skins-and-body-coverings
true
true
Orange oakleaf butterflies live in the forests of Asia. This butterfly is adapted to be camouflaged among dead leaves. Which animal is also adapted to be camouflaged among dead leaves?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebxtV1Xl/51zrb3Pufe+Ni1JSAgJkAChMaETIRYCCggYFFCCimBZClqKlKgFP0FJldVAQaFgQ6O0KoL0jURQUZoQSDBCgNAEQkhIn7z23nP2WnP+/pjrnHtf2vdCIJSekc/9vPfOOffsbu2dNdYYc0xxdy+lYGYssMACCyywwAILLLDAAv9vQlXJOSMit/euLLDAv0nogjgvsMACCyywwAILLLDA//swM0opt/duLLDAv1nogjgvsMACCyywwAI...
1
math
pre-k
fewer-more-and-same
false
true
Are there more daisies than butterflies?
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"
[ "no", "yes" ]
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\n6\n of a full turn", "1\n5\n of a full turn", "1\n7\n of a full turn", "1\n10\n of a full turn" ]
null
0
math
grade-3
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater perimeter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACZCAYAAAC2cwH7AAAN/klEQVR4nO3dbWxTZR/H8W87OtjGhG3tZGxzytbN4n3rgiEgDxFBTBxhIzyoiGa8wDckC0rmm5kYjW8hkYAhGFPuKHcyIoTkBiISzXhIMBDQCZswGHtkKzocopSHbrT3i3KKY0xWdtqz6+r/kxi29rj+2/Pbtav/c/UcWygUCl0OQPMN+OsO9IcQYtQZY4P0JHCnwuPJYLt8OxQ68afVZQkxfDMegzEXboS/yUmGkrRwqoUYbf66A01+8AXg/A2w/9kfvkNCK0a...
0
math
grade-1
square-corners
true
false
Which shape has 1 square corner?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGUElEQVR4nO3dy28bZRjF4TOOHcdu3KAsQNl1QYtgEVUUqez4U1Oouuiiiy4QEkJICCGhCAkhJERphLpwbhAyia/xZfyxMA7QNPF4/M77XeY8q7ZJ25H80yT5fOJExhhzNAT2ekA7AcYGREsrR0BjBbhbB95ZBaKjgTG7LduXRSF7eBsov+xNf7O1Crx3a1oh0bLaCfCiCxwOgd96QKk1nr6BkZGkxsq0KQDoJEAp+c8biCTNmhoZoGT3UqgoGBqpYGikgqGRCoZ...
1
math
grade-3
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "no", "yes" ]
null
0
math
pre-k
name-the-shape
false
true
What shape is this?
"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"
[ "circle", "rectangle", "triangle" ]
null
0
math
calculus
domain-and-range
false
true
What is the domain of this function?
"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"
[ "$\\{x \\mid x \\leq 1\\}$", "$\\{x \\mid x<1\\}$", "$\\{x \\mid x \\leq 0\\}$", "$\\{x \\mid x<0\\}$" ]
null
2
math
kindergarten
subtraction-sentences-up-to-5-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"iVBORw0KGgoAAAANSUhEUgAAAMgAAAAyCAYAAAAZUZThAAARIklEQVR4nO2de3AVVZ7HP933/b65eZCQBKIkvCICEVHcUcSxRGVhR0ZxHEoXXcuqtabWVXe3Zly31q3yMX9sTalV/DOog7rODOxaiiOs+AKMiGbg8g4QboCQQN7JfeQ++j66949L7s3l3twbwpjE2v5UpZLuPt3nfLv7e37nnO4+ERRFUVBRUcmJONkFUFGZyqgGUVHJg2oQFZU8qAZRmVBaPGcnuwhZ5CuTdgLLofL/nM3vvc++JjfLljawYf1PJ7s4QOEyqRFEZUI4dfoM+5rcAOxrcrP5vfcnuURpc0CyTP0Dg1lpVIOoTAhz6q5l2dLFqeXJNslIcwAsW7qYYldRVjrVICoTxob1908Jk+Qyx4b19+dMO7F9ENkLwW0oQx9CeHdyWXSCYRGC5Sdg/9vk8lRH1TFuhm/EfU0HL/12X1p/FX0SJQzRIyAdgVgLyGEQTaCtAv1CMN4Eggm4MnMACBPyJF06hOJ9DQKbAQgENXjaLQDUVgexWRLJdKIToXIXGBZ970UaF6qOvxib3/uflEmA8XXc4x1JY0e+BSASFekd1ANQWhTFqJeT6UQTOJ5i85bvrsgc8H0bJH4OpfdpCH5IIKih0e3ij7vruFhxP/pZi9FW1qJxVWBI+KgzHuImwzZWmLZhrfpwat1cqo6pZRJ5AIbeB+kwkahIa7uZA6fL8NoXoy2tQnSUIlocaOUwZboOarRH+G7HIZqOpG/1sZgDLjNIZ2cnX331FUNDQ1itVu69915sNtsVygZkL8rAf4D3VQJBDVs/rWDrnjqEu57GuOA2BJN11F0tgpef2d9k9bx/ufJ8VR1TUoff78fj8SBJEgaDgfr6egwGA3CFJlHCENoBoV1EoiLuE3bcnjKEuXegraxF0Bly7nZ25/sMNI/MY2zmgMsM4na76ezsxO12s2PHDurq6ti4ceOVXZTghyjdj4LsZc/+Il7/fQ3+hr/HsnxdxoUoF05hl88TjibQiBri+mKCShmDVAFwh6OVf5g3e+z5jkDVMbV0tLe34/f7aW9v5/jx45SWlvLggw9emUmiRyDwLshhTp83s3t/MZHqW9HXNWQYw043RmWQWEJGFESOfN5EV3NLavs1C+byy8cfHnPZR21iPbbpT5x462UaGhrYuHFj4SPJ3mT4DmwmENTw0qZZ7D1bj/2h59DXJkcuLLGLuKJN7Dpfi1ey5DzMTHsf10+P0mn8Kx6sEnio6uoG2lQdU0vHf31zjO59O6murmbdunWp9aOaRAknm1ORb4lERXbuLaG1vwLjkpVoS6sB0Cd8WOLnaBksJRzXp47hb/oUqa05tVw+dxaV9zzKDU64wSmMqbyjjmLV3raKjs+24na72b59O6tWrRr9KLIXpWMFRA+xZ38RL22ahXzjzyn+p8cQTFa08QC2oW/47NxsYGHeArX5S2jzg0l7gS1UcrMLrjGPSYuq4wego7S2Hu8Jdyqa1NfXA6OMbilxNqw6C/EOTp83s3NvCfLMG7HcuQxBZ0BMRDBGz3CyvwyozMjncnMYZ84jsWAlnRe9HMBJjQWKdYXLO2oE+aJX4ddv/gHl87cA+OCDD3KHdukQSud9BHztvLRpFl+fmInj0ZdTtVRF6Asa26aNWkPlY7rdwc3zi3h90fhHo1UdU0vHqSH4bN9+lJP7AHjiiSdSTS3IjiRLr4tR4rDS2uXCuGxNKmo4oqfwDNgyIsYwucxhW7oytewwmqgpN/PAGKLhqCludgnoaxeTUKBy1my2bNmSnUg6hHJhBS2eHn7x8nz2dd9MyfP/jb52MXbpNJH2r/lTy7UZF0PUiCCMLbxd9Pto9yf4onf8A22qjqml4xoLaEqrkRVwlpRx4MCBjO0b1t/PsiXpvk7TMR17m41Y7nkcbWk1xngPscFWjvYUZ5hDEEVAKGgOAF8kjDcic2qocHlHNchRn4KuajaRUBDNnY/x8fbtBAKBdALZi3JhBXuaBH7xynzayx/A9exbCCYr00M7+fKElmP9lSAIGIw6bE4zzhI79iIrzmIb9iIrekPuGPfMEhdb11Ty9BIX3t4A75xLFFai6vhB6LgYBo2zjHgsijB3GceOH0eSpHQCJcyGe49RPyudh2/Qx7kvP8YRbaalS6Qz6AAEtDoNBpMek9WE0WwgdPDzvOa4Y4aFv1vgZMUMC6EhiaYBuWB5RzWI9VIUdc2oxaiBWRv+lTfeeCOtY+AF3MdlfvXaHIS7nsHx0HNYpVb62w7yUUuyBjCaDDiKrJisJjTazLAsakTMNhNGizFj/TNLXDyzxEXJUDur7X08ucDAoKSMu9ZSdUwtHYZLd5y5qBSdCCU3reSbb75JJwjtoL1TIRYrpahqRmr1QPNB9n58CACtTofRbEBn0CNqNAD0N35M0HM0ld50bX2WOe6YYcYiDbLAOMRt07WEYhSMIqMa5Dq7gFkDsslGrPUgrdMW0+asY8+ePckE0iG+PDwT52OvYF6+DsdQE7tPiJwddCJqRGxOM0aLAUHMH76NJj0anSa1vKzUREtLCy+++CKNjY0spJPODi+bTscIjqPiUnVMLR0VRtCLoOgMJHo76LNXM2AqxePxJBPEOzjV4cK0bA3XPvAEZXNqU/tKbc0E3Z+jM2gzdFxuDkvtdZQuX4OgSd/e11h19PT08Mknn9Da2kolPnzeEN/0Jojm8XreXkooAbIClkvn69y8e/hdbBZbPX52iW9z/M4dmOYvoe1sO194SpMH1IjYHJasGiofOn0ytMsR6OiPYbPZ6OzsZPv27ZwO6ej2BfAG47x7JjbmY6o6pq6OqAwK6WjSX17PvkQJ7t4ILcLDdM59El35DAb6B1Gu/2uMM+elz0HrMfobP04t5zJH8a2rAdBcii5KDLzBBEajEb/fz7Fjx+iNagiEJUKSTFPf6E2tgmctnAB/b2dq2Wut4Pd9QJ+FREzmpKeLsBRPF9BmKlhLpYgMXRKSDOuipPDCjm7eeKyKd955B3d3hNdOa5CVKM2tnRg1FaydoaMs9wNTVccPSEdMhvCQL63L4GB/EAgakBMK3b1+YvFkiLItXYmoFQm1HgfIMEROc8SSfRpRTN7eQhy2Hw+wfpmTRx55hHZ/jF29Igpxuvp86EQHi4rEVDN2JHkNYtaAz1WOv6cr53bP2W7CIzpYOr0WjVaTM+3laNqPYt76PACh61cRmr8aOWbCF1R44KMLI1ImT5KMwv6Wi9zXqWXv+pox5aHqmJo69CKEzXYiAX/O7b39fmLxdHTSaDSU3LaGfkEg6DkGZBoD0uYQBy+gdycjTHR6PdGKBSgJHZEovHnUO2KPZNRQUDjf4+W3Pg3P3OjKKkveJtYdpQJyOIAmRwUkhWMEQpGMdcMhbSzoDnyU+tt8ZDtlO19GVEIF92sLxPn3vX1jzgdUHWNhInXMtoISk8gV2OKxBFI0s+mWHMKF4ltXY6m9LmufjGbV+bRx9BePY2veiUC0YJkGpATbzwSz1hd8UqKEg5it6Xd2ikNhbKd7aG3swDboRxnRUUskxt5rE6TMk68fPE/Jn19HVEAu0LT9+lzhC3c5qo78TLQOYhL6EQ8ILdEoxp4AfZ5BDKEIyohugSKP7CPkai6OWBfPNIM2PIi1bTeCQsa5yUVrf7aR8hrkmD/ZvXfMqAPAfq6f4sM7+PVKM4efbGSpfhfWTj/mWNJ5sWic6Ij2bz4S1dk1gbH3BHbPe2h6spXIEeCijLZD5qlF2aFQ1fHD0dF5KdCZisqS+fQHsVw4zt/M1/Or21qp0bRg8EfQJ5I3bCKRIBFLZHXIhwl6jqY67krR9KztuqFujL1/RghkD1cpMcCnIHoVVlRlv0OT1yAjKwZXaw/W5q382+P3UFnmwCi9zbQzv0V3chuRC0bKY8l2aigQIhKUUOT84+ThGUtyrrdd+AxD70mEdhl8oPTLCO0y2q4E84r0bHm8ijX1o7+ereqY+jpGVtTm3gCGLjf33FKPw2pEF/8OW/9eNF1HiHl12BPJjnxfjtGqkc2tYZNEi9LPTkZi9J1EO9QFgwqEQQkqMKgg+hXKzVoeu6WIBRXZow0FR7ESF1sYnHMr4dP7+OlN16Tf/9HW8ODdB2l8+VPERIgeHsdR1IfPUUIkLBGJRNHpNOgMegQBtFoN8XiCREImFo2RME5DN+tWLK2NmflpTWgjfUQTCsJguub6zwfKWXeDo1BxVR0/EB2yr4fQtFqivWdZXFOcfh9LdHHD/HZad55EUGIEuIVgyw6kjvQr66aa+ThvvjfZslIg2JruuMdjCcpLZmHoa83MT9ShiQVJyEBISTXK7muw01Cd+XB0JHkjyGxNADkcxKuZju3iZxlvkArFL9BQL/DKU6co8+2m5PCvGeo1Yu7oSrb1FIVYNE4oECLoD+EbCBD0h4gEIyRiyRM98KMn8C28j7ilhITORKi6Ad8dzxIq/1FGOa72Yqg6ppaOMjGCEosSEhwYfSdTb/QCYFlFdYXAmtu7sYVbCO3fTGiEOYwz52G98S6iUpRoJIq54c6M5yRSWzNd/UHClQtJ6C3IGh1RZzXh2T8map+VUY5C5oACEeTU4YMYXOWUDO7jkfU/u2zPGoTK3SxfejsVJc28uEni1LfP4p37OFrJjsaZQHLaEAoMpPgXrcW/aG1qeW7oJC096e33N9iv6mKoOqaeju6ODrRmO9bwWW668YbMjaILHE9RV/Man3/Xz5A/fYsay+fgrL+duAzCiKp9+JWSSNsJIGmSHsC+NP3R1bRoNz0jXl1bXG0saA7IE0E+6lQInD6IyWzBEDzP8uXLsxMZFiHMOMTs2XW889JRnljTwowzv8HheRelN4SmLYTYFYTQGN7bCSpUDF6kpacuteoff1zMb9ZVFN43D6qOqaXjqB+k3nZ0ej1aaYDa2trsRNoqNv/vYg6dSpvDadMxrcQOQ1HEgRiCP8rI0Vvb0pVZkcTf9ClIYA/56AmUpbatmGNhbYN9TOUd9XuQ3530senJ+1HCQ7z99tvMnl3gc0vvqygDL9DZHWFHYyl//KScHsftDFXeRdya7DjpzFEk2YCgBUUrQCSZtT4WI55In4xKp8wLq6tZeYWdP1XH1NfxbXeEvVvegJjEww8/TFlZWVaarKl5Fia4b0WE461WDjTbCZhmIznmIhuSo2cafZy4ogURAkc/JdJxIrWvsXwe9vl3AeA0K9x7nZN5OTrjo5HTIIFAgEd++SJd7q94/vnn83+9NhLZi+J9Fbyvguxjz/4iGt0uPANVHPAuJ26dgWSrIWGpytq10nqB+pI27lq8hHU3LRizgHyoOqaWDkmSeGfbJ/jbPdx9992ZfY9L5Jy36uerILwr+XPpm/TWdjO9oSLOh2qRDS7iRheyPjkzor95J5Guk6ljTJtZzU/WrqGhJnsIuBAZBtmzZw9btmzh4MHkF13//NzzrF09xotxOf7NKMEPIbitcFrtTATXC2DfML68LkPVkYNJ1OHxeDhw4AAdHR0A3LnybhZeN0ZzXD77SOQ7iB5OThKXh80fmdh3JP1B1XgnzM4ZQVpaWqioqBjfFDO5kA4lv3aLn8vM3LAoOd+StuYvk89lqDpGYZJ09PT04HA4Mj6xHeZKZzwEkhPHxS+A3J+5XluV7Mf84curnpxuYmZWVFHJw7jMMeZjX90Mjurk1SqTyvdpDrj6CbNVg6hMGt+3OYa5GpOoBlGZFCbKHMOM1ySqQVQmnIk2xzDjMYlqEJUJZbLMMcyVmkQ1iMqEMdnmGOZKTKIaRGVC6B8YnBLmGCaXSdR/4qkyaRS7ilI35GSbY5iRJhntn3iqDwpVJpRTp88wp+7ayS5GBvnKpBpERSUPahNLRSUPqkFUVPKgGkRFJQ//B0QBtlcFIEFqAAAAAElFTkSuQmCC"
[ "5 − 1 = 4", "5 − 2 = 3", "4 − 1 = 3", "3 − 2 = 1" ]
null
2
math
grade-2
name-the-three-dimensional-shape
false
true
What shape is this?
"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"
[ "cube", "cone", "cylinder", "pyramid" ]
null
2
math
algebra-1
write-compound-inequalities-from-graphs
false
true
What compound inequality describes this graph?
"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"
[ "$5<x<6$", "$x \\leq 5$ or $x>6$", "$x<5$ or $x>6$", "$5 \\leq x<6$" ]
null
1
math
grade-5
adjust-a-budget
false
true
This table shows Donald's July budget. What could Donald do to balance his budget?
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"
[ "house-sit for neighbors and earn an extra $40", "work as a trail guide again to earn an extra $35", "save $20 less for a car", "decrease spending at Drenched Water Park to $40" ]
null
0
math
grade-6
front-side-and-top-view
true
true
If you look at this object from the side, what will you see?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA3gAAAF2CAYAAAA8+zoXAABoz0lEQVR4nO3deXyU9bn//9dkNTtLEqAEw2INoQIJi5RQJPEQv4BWQhcqFb6EWFyOeIioyU/LEpZ6DrFKaFGLfA3hADUu1IBK0MQyoiwFhBGUECuYQKJkAUKWgSyT+f0RM4psCUwyWd7Px8MHZOae+75GpnTefq77cxmsVqsVERERERGxC4PB4OgSpBNzcnQBIiIiIiIiYh8KeCIiIiIiIh2EAp6IiIiIiEgHoYAnIiIiIiLSQSjgtYJ169bRtWtXoqKiMJlMji5...
0
science
grade-7
identify-ecosystems
true
false
Select the prairie grassland ecosystem. This ecosystem has: warm, wet summers and cold, wet winters soil that is rich in nutrients only a few types of trees This ecosystem has: long, cold winters and short, cold summers mostly small plants soil that is frozen year-round This ecosystem has: hot summers and cool winters a medium amount of rain soil that is rich in nutrients
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9eZglV33fj7/OObXdrbfp2TSLhASSEIsshAhYMqsMPxsHL9jIBEQUjAnhsY2wRSIMCYnNF0QwNkHg5fEiIwgOfgAbP4HYOCB2WazDHpCEltGsPdPLXWs75/z+OFXV93b3dEsaCQGqN09RfW9tp5bRfdf78/m8P+KLK9ae14KOokaNGjVq1KhRo0aNBwU9Dd8dgOjm1tbEs0aNGjVq1KhRo8aDjZ4GYa21D/VAatSoUaNGjRo1ajw84I1/+Jt/+gw...
0
math
grade-1
compare-size-weight-and-capacity
true
false
Which school bus is shorter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAABnCAYAAACNW7BaAAAfM0lEQVR4nO2deXhTZdrG76RpmqZtkq6k0LRlLaUFLKuURVxQiyziMIIyuBdccVhUmE9RcUZQlIEOOiw6ozI4wKCMIJQZRQdKA7WUgqQUROgSoKVr0r1Jmnx/hJSmOSdNTk7aUp7fdeWifZfnvKTn3Od5t+cV/FhmtKgrTQAAASwABCAIgrh1scACAWABJoSJIDpWaWojiySQBEHc6gisSigAMitNENl8x8FBQkwM90WYmISSIIhblwqDBRnlRpyrNcMCQGiTRBJ...
0
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
kindergarten
subtraction-sentences-up-to-10-which-model-matches
true
false
Which picture shows 10 − 1 = 9?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAABKCAYAAAAc9ZVYAAAQG0lEQVR4nO3de2wb92EH8O8dnyJN25Ji2bGTyHb9XlzPcSzHceK2aZoaaJutTTakcP4wimxtsmLIhvy1B4oF3frPgGJoh2ErtjkYXGRZnaBp6iR1m9QIHNtKYtlOLFuWn3pRomRRfB3vffuDFsW3KPJOoojv5x/r7qjz7ysc8CV5v7sTLMuyRlXgqgQkDEC3QERERDVyC0DIBWwMACu9gDCqWFZ3fKGHRURE1Hz2LAXc/VJm4W4vsDmYaWEiIiKqTcIA+lJAWAW...
2
math
grade-6
mean-median-mode-and-range-find-the-missing-number
false
true
Bella has the following data: If the mean is 18, which number could p be?
"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"
[ "30", "16" ]
null
1
math
grade-2
find-the-next-shape-in-a-repeating-pattern
true
true
What shape comes next?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAe0UlEQVR4nO3da5AlZ33f8d/T3ecyZ87cVjs7e5WQ1otQ6YrQxWBiQYUCYQyVqKAUDChgJSbExEClkleQlA2vyBu/iCuJHapIxWVXxaFcYEwENnKthEuRYgEraSWxq9Vld3Z29jaXnZ2Zc+nuJy8Os9rVXubWl6f7fD9VeoHYc/r/f/bP4fz66e5jrLVWAAAAAErBGJN3CU7y8i4AAAAAANJG8AEAAABQegQfAAAAAKVH8AEAAABQegQfAAAAAKVH8AEAAABQegQ...
2
math
kindergarten
count-on-ten-frames-up-to-10
false
true
How many squares are on the frame?
"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"
[ "9", "3", "6", "8" ]
null
2
math
kindergarten
triangles
true
false
Which shape is a triangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJIAAACTCAYAAABlJ0ArAAALg0lEQVR4nO2d/W8U1RrHvzO7M/vWfaHd7W6ltYZye6FSICrbiKDBYMREBAwYxR/434iAETThalCjAQWNpIDYbKShUAIF7W63pdvd7tvszs79YSm3V3xhZ87MmZk+n2RTSLMzZ/d8+pyX55wzgqZpWlYBbleAkgo0NRDEP+IVgLAH+FcQSMqAkK1r2niRd7EIJzMWAby3Ku3/9MnAv0NtywjinyipwM0yMKsAUxVALDbbvyCJiE4Ie9rOAMCyCojqql8QRCesONP...
2
math
grade-8
mean-median-mode-and-range-find-the-missing-number
false
true
Frank has the following data: If the mean is 9, which number could k be?
"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"
[ "7", "31" ]
null
0
math
grade-5
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
"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"
[ "yes", "no" ]
null
1
math
algebra-2
domain-and-range-of-absolute-value-functions-graphs
false
true
What are the domain and range of this function?
"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"
[ "domain: all real numbers, range: $\\{y \\mid y>5\\}$", "domain: all real numbers, range: $\\{y \\mid y \\leq 5\\}$", "domain: $\\{x \\mid x>-4\\}$, range: $\\{y \\mid y>5\\}$", "domain: $\\{x \\mid x>-4\\}$, range: $\\{y \\mid y \\leq 5\\}$" ]
null
1
math
kindergarten
identify-pictures-with-symmetry
true
false
Which picture has symmetry?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAhE0lEQVR4nO2dvXPbWJbFD0AQovghtaT2WK5ey1tlardKSuTETtrJTtITbE8yncz+f51sR7NJR07WSSuxErNqVuzAdE1ZLo8k04RoCgTJDaAnQRDw7gPwQBDU/SXTHskkSOPgvXc/zjVms9nsxAW6Q2AwAbwZGIbJCcsAWhVgtw48tAHj5HI2O/xS9GUxzP3jxRpgHQ/9PzyygX9v+OpkGCYfBhPg7xfABxf4vyFgfvH8H7D4GCZ/WhVfawDgTABzEvgBwzD5I7Q...
0
math
grade-1
which-bar-graph-is-correct
true
false
Ron went back-to-school shopping and bought six pens. He bought more pencils than pens. He bought fewer pairs of scissors and staplers than pens. Ron made a bar graph of the items he bought. Which is his bar graph?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAg4AAAEOCAYAAADhU5+kAABTdklEQVR4nO3deXxU9b3/8dfZZiaTfSUL+yKgWFkFUUBFxYJCFbfW5bZaFcVitS61ta11X271onWv1brV2tbrz7rWC24giwQQ2XcCIXsyyUxmO9vvj2DUyhIkmUnI5/l4+GAmc873fM5xknnP93zP+SofVJvup3UWAAouoCCEEEIIAS4uCrhwQp7OhHwdfVGd9bWoIKFBCCGEEF9SWpKBAgtrLXr7VfQv+xiGpKtMyDfI80h4EEIIIQTUxl0+qTFZH3RwFVhcb6H...
0
science
grade-6
use-scientific-names-to-classify-organisms
true
true
This organism is a black-footed cat. Its scientific name is Felis nigripes. Select the organism in the same species as the black-footed cat.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOydd5xdRd3/3zNzzrn93u3JbnovhCSEKlWaAgLSBAURAQsoigXl5+OjiKJgeVBEUBQpCs8DooCiIL0llEAI6b1tkt3NZvvurefMzO+Pc3dJSICosTw+9/167St79947M2fOnJPznc+3CGutDYIAYwwVKlSoUKFChQoVKlT4y5BS4jjOP3sYQwgh/tlDqFDhHZEVI7RChQoVKlSoUKFChb8eYwxBEPyzh1Ghwv8qnIoRWqFChQoVKlSoUKHC38a/0jP...
1
math
grade-2
compare-vertices-edges-and-faces
true
false
Which figure has fewer vertices?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAASV0lEQVR4nO2de0CU1brGfzMoCKKDaGjKFkohOaQDWVJRgWKWiqHlyaRSDPUc9zklbgVETzJaKN4YtMwSSLzRttqhWNHWpsG2mNpOx9TjBcXRMBlAVC6jw2Xm/DHNaGzqpMx95vePOOhaL6xn1vt97/N+awQ6nU5X2QRn1VDfCi06XDgwnQTQzQ2CvKC3OwgqNTrdoTprh+XCGkR0h05lav1f7nWHB7rq1eHCcalvhdONcLkJzqhBWNei/4Zr8Z2Dbm76tQZoaAV...
1
math
pre-k
name-the-shape
false
true
What shape is this?
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[ "rectangle", "triangle" ]
null
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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1dVi6dCmKioqmHGOic7hz504sX74cBQUFySd6hu3bt2P16tXweDyGx966dSvWr18Pt9tteOwtW7bg2muvNaXIfv755/He977XlBsDIkpf7IOdZvTRPthCkn2wAc4kQkRERGQFFtjpxqBBjsDpM4lwoCMRERFRqrDATjfjFNhTWckRAAT3aIHNmUQojXElx9ThSo5ERKnBAjvd6Mas5Aic6iICzoVNRERElDIssNONkQU2W7CJiIiIUo4FdroxtA82BzkSERERpRoL7HRjRoHNLiJEREREKcORRWlmvGn6brrNhcbGRlRUzU0oluCOzCusS50AdEy02AyRlTbe0ovCwkKr05gRKqqcWHv1MVPmeCciolPYgp1uDOyDDcEOOIojMaWu5OMRERER0aRYYKcbA7uIAOwmQkRERJRqLLDTjdEFNmcSISIiIkopFtjpxqwWbM4kQkRERJQSLLDTjYErOQKnWrCJ0hVXckwdruRIRJQaLLDTjZGDHAEI7ioAgDrwqiHxiFJBcFcCAPRQq8WZEBERJY7NRukm1oLtMCSc6KmJhPU1GBKPzKfrOl544QX87W9/Q39/P4qLi/He974XN9xwg9WppYyQVQWABTYREWUmFthpRRv9adx81ULO+YDgiAxyVAOALcew2GSOLVu24NFHH8VNN92Eiy++GHv37sXDDz8MADOqyCYiIspU7CKSTgwe4BghQsipBgBovrcMjEtmqa2txeLFi3HPPfegpqYGH/vYx7B48WLs2rXL6tSIiIgoDiyw08kEBfZNt7mw7ppmVFQ5pxQ21k3EfzCp9Cg1JElCTs7Ybxpyc3MRDoctyshcG2/pxd0fU6xOY0aIruR48+1uq1MhIprWWGCnE4MHOEYJowW2xgI7I1x77bU4ePAg3njjDYTDYezevRsNDQ24/vrrrU6NiIiI4sA+2OnElC4igJi7HACg+RsNjUvm2LhxI/r6+vDAAw/EHrv11luxceNGC7MiIiKieI2p5ILBYFw7aZqW0PaJkGXZtNihUAi6rpsSOxwOJx9b9kWGNwr2MXGSjS04LgAA6P7Gs2JIkgRN00w5J2bGlmUZqqpmZGxFUc4Z++9//zteeOEFvP/978fSpUtx+PBhPPvss5gzZw7WrVs36THMyFtRFMiybEpsVVXPji3LEBA5X3ISx1RVFZIkmZK3pmmmxg6Hw0nFFkav05IkQT8tjq7rSceeSDS2zWbst3DR2NFruBlCoRAUxZyuSsFgEIIQ3+D1rKwsU3IgotQS9NOuVq+88krcOwaDQVMuBNGLqFmxw+Ew3G7j+x9GP2yTie1EP9aI9yCsF2KP/rihsVcLH4ZLGMRe7X8QwtzY46qqQlEUuFyuKceeiJmxFUWBpmlwOqfWL93K2Lquw+EYfxpGWZbx+OOPY9GiRbjyyitjj+/cuRPNzc34yEc+Art9/G84du/eDQBYs2aN4XnLsgxBECY8djIkSYIoimNiVwi/R4Xw/9CmfxBt+oeSim2z2Uwp+MLhMOx2u2mxHQ4HRHHqvfhqhPuRLzTioPbvGMLy2OOhUAhOpzOp2BMxO7bL5Yq7UE1EMBiE2+02LXYin2fXXXed4TkQUeqN+bSM942taRq2bNliyoVAkiRs27bNlNjBYBC1tbWmxPb5fKivr8dVV1015Rh6uAPhWsDlzsZ1l5/K8bFfd+HkCQ13f7R4ygMdpf2XQBvYinUr8iDOPhW7r68PR48exdq1a6ec90S6urrQ3t6O1atXGx67o6MDPT09WLlypeGxW1tbMTQ0hOXLl0++cYKam5sRDodRXV097vNtbW2QJAlXXXUVrrnmmtjjDocDhw8fxrJlyzB//vxx940W2Ga8vpuampCVlYWFCxcaHvuH3+kEANz/7VM3fsrx16EcBxYuXIjzFkz996mvr0dpaSnKy8uTzvNMu3fvRmVlJUpKSgyPXVdXh6VLl6KoqGjKMaS3CqF5gVWrVkEs3AAgspLjE4/2oaxcxD2fKDUo21O2b9+O1atXw+PxGB5769atWL9+vSkNJFu2bMFVV1014Y1vMp5//nlce+21phTvRJS+OMgxnYz2wRYM7oMNAKKH/bAzQV5eHoBIoX261tbWMc8TERFR+uIgx3Ri0iBHgDOJZIqCggJceumlePnll1FQUIDzzjsPR48exZYtW3DZZZchPz/f6hSJiIhoEiyw04mJBXZ0JhHOhZ3+Pv/5z+OZZ57Bq6++iieffBKzZs3Cpk2bcMstt1idGmUQPRT5FkTIqrQ4EyKimYcFdjoxaR5sABByLogsmR5s5pLpac7lcuHOO+/EnXfeaXUqlMH0UKRbkeCusjYRIqIZiAV2OpmgwL7pNhcaGxtRUTV3nJ3iJULIuQC6/wD0QBOEPONnmiCaio239KKwsNDqNGaE6EqOZgzgJSKiUzjIMZ2Y2EUEOLVkOvthExEREZmHBXY6MbnAFmIzibDAJiIiIjILC+w0ops4TR9wqgWbAx2JiIiIzMMCO52Y3UUkL7Ioizb8linxiYiIiIgFdnqZYJDjc0+FUbdtEdpapOTi2wsBZwmgjUAPtycXi8ggLz0zG088zPHWqdDWIuH17Yvx7J9DVqdCRDStscBOJya3YAOA6FkBANAGtpl2DCIiIqKZjAV2OklFgV2wFgCg+fabdgwiIiKimYwFdjpJRYE961oAgDbwimnHICIiIprJWGCnk1QU2HlrADEb+sgRQOox7ThEREREMxUL7DSi61rkf8ZZyXHdNc2oqHIacBQB4qzrAABq/xYD4hElZ+Mtvbj7Y4rVacwI0ZUcb77dbXUqRETTGgvsdBKbB9s2yYbJsbGbCBEREZFpWGCnkxR0EQEAcdY1AAC1/2VTj0NEREQ0E7HATicpKrCF7PMguOYByhDEYKOpxyIiIiKaaVhgp5MUFdjAqdlEbP5dph+LKFFiwZUAAG1wh8WZEBERJY4FdjoxeyXH00QHOtpZYJPFuJJj6nAlRyKi1Bjzqebz+eLaSdf1hLZPhCzL0HXdlNjhcNi02IFAAJqmJRVbDPphAyArOkKnxVFVFYCAYDAIny+cfLIABNc62AGIvjrozpAp5yQYDEJRFFNih0IhU2PLsmzaa1CSJFNiR5kRW5IkiKKYsrzFYBA2RF77yRxTURSEQua8vhVFGX1PGh9bVVWMjIzA6Zz6zEGO0Z+n5xcMarH4ZuStaRoCgUDsM8JIuq4jEAhAlmVTYvv9ftjt5tzo+Xw+CIIQ17a5ubmm5EBEqSXop10JX3vttbh2il6MzLgQRC+iHo/H8NiapmFkZMS02MFgEDk5OVOOUaY/jUr9v3FS2IRW4dOxx5v2lcM/nIMLVnQgr2DEiHQBADXaZ5CDd7FP+leE3WsNixulKApkWUZWVpbhsWVZhqIopsVWVRVut/FTmUmSBF3X4XK5DI9dV1cHAFi3bp3hscPhMARBSKrgm8ibO84DAFy64UjssTy9AdX6v2AYNTgk/mjKsYPBIOx2OxwOx+QbTyG2w+EwpSgbGRmBy+WCzTb1GYUu094LAHhDPDWYedibjcMN8+DJC2DZxSeSzvNMgUAAWVlZEEXjvxz1+/3Izs42LXZOTk7cRXAifD5fQp+VV111leE5EFHqjflkiPeNrWkatmzZYsqFQJIkbNu2zZTYwWAQtbW1psT2+Xyor69PKrbS9haUY8D8+VVYsPhUnLZjXfAPa7jooosMmgt79HjH3g+l7SeYm/0OKq/8mmFxo7q6utDe3o7Vq1cbHrujowM9PT1YuXKl4bFbW1sxNDSE5cuXGx67ubkZ4XAY1dXVhseOFthmvL6bmpqQlZWFhQsXGh77zR2dAMbmrQ0KkPYBBQUFuGrlVePvGIf6+nqUlpaivLw8ySzPtnv3blRWVqKkpMTw2HV1dVi6dCmKioqmHCO0LfLz9PPa1iLhcEMfcnNzTXmdbN++HatXrzalEWPr1q1Yt26dKTe+W7ZswRVXXGHKjdjzzz+PDRs2mFK8E1H6Yh/sdJLCQY7Aqen6crX6lByPiIiIaCbgyKJ0MsEgx5tuc6GxsREVVXMNPZxYsAEQbMjWjgCKF7AXGBqfKB4bb+lFYWGh1WnMCNGVHM34doaIiE5hC3Y6iRXYKbrvEV1Qcy6FAg80799Tc0wiMp3ubwAACJ4aizMhIpqZWGCnk1gXEXOXSj+dkvcPsMMPpeOXKTsmEZlLl70AAIHfShERWYIFdjpJcR9sAFAKb4MOG7SBVwG5N2XHJSIiIpquWGCnE10b/Z/U/Vl0Wz68tvUAAOXk4yk7LhEREdF0xQI7nUzQgm3GSo6nG7BdDwBQu35vSnyic+FKjqnDlRyJiFKDBXYa0UcLbCGFXUQAwGe7DHAUQ/cfhD5yOKXHJiIiIppuWGCnEwv6YAOADhH20g8BANTOR1N6bCIiIqLphgV2OplgHuxUsJV/HACgnPwdAD3lxyciIiKaLlhgpxOLWrABQMg+H4JnBSD3RWYUIbKQ4CgAAOjKkLWJEBERTQFHFqWTCQpss1ZyPJO97COQjzZA7fo9xFnXmXosoqjxVnIUPCsAALr/gBUpTVtcyZGIKDXYgp1OLGzBBgBb6V0AALXr/wHSSUtyICIiIsp0LLDTicUFNhyzIRb9AwBAaf2JNTkQERERZTh2EUkj+uhCM4Jg3X2PveqrkPq3QDnx37Av+DrApZYtEQqF8Ic//AG1tbUYGRlBWVkZPvvZz2LBggVWp0ZERESTYIGdTqxuwQYg5l8GsfAaaIPboLT9BPaF37Esl5lKURR897vfRXd3N+666y6UlpaipaUFBQUFVqdGREREcWAXkXRi0UqOZ7Iv/DYAQGn/OaD6U3JMOuWll17C0aNH8c1vfhPvec97UFNTg5tuuumsgYDTBVdyTB2u5EhElBossNNJGrRgA6Ot2AVXAmoASscvLM1lJqqtrcWyZctQVVVldSqUofRQKwBAcFdanAkR0czEAjudpEmBDQD2Bf8HAKC0/RTQghZnM7N0dnYiOzsbDz30ED71qU/hwx/+MH70ox/B6/VanRpliFiBnVVlbSJERDMUC+x0kkYFtlh4FcS8SwG5H+qJ31idzowiSRL27NmDgoIC3H///fjUpz6FpqYm/OQnnNmFiIgoE4yp5AYHB+PaSdd16Loe9/aJUBTFtNjhcBiappkSe2RkBKqqJhXbJYchAvD5R6DhVBxFUQCI8Pv9GBwUkk/2NH6/H7Isj5u3bc6X4Bz+AMIdv0bY8yFDYycrEAhAkiTT/pbhcNiU2MFgMK68L7vsMrz3ve8FABQWFuKWW27B448/jrfeemvSmUTMyDsUCpkWO+rM2FkTPJ4ISZIQCARMyVuWZfj9fjidTsNjK4oCn88HUZxaG4g9GIQDkdebctrv7vfrAJD0tWoiqqpieHgYsiwbHlvTNAwNDSEYNP4bNV3X4fV6Ybeb07gxODgIQYjv2j1dx1oQzTRjriaNjY1x7RQtsOPdPhGapkFRFNNiS5JkSmxVVREKhZKKfYE8DA+A5ndbERA9sccXLFVQWhFE/2Au+g3+TJRlGeFweIK8Z6FaWIyc4GEMNHwFnbaPGhg7OZIkQZZlU2KHw2GoqmpK7FAoBF3XEQgEJtxGEASMjIyMe/w9e/acc18g/vdxIoLBIARBwMDAgOGxL7psBDabDY2NrjGPrx79mczvEwgEMDIygu7u7iQyHJ/f70c4HEZnZ6cpsY8fPz7lgm+u2oNyAD09PejsH3v+LrxkGNnZ2WhsNL6YDIfDOHLkCGw2m+GxZVnG22+/PeWbjnNRVRWHDx+OuwhOhKZpaGpqinv79evXG54DEaXemCtsvG9sTdOwZcsWUy4EkiRh27ZtpsQOBoOora01JbbP50N9fX1SscN7sqH7gIsvvgRC3iWxxwcHB9HY2GhK3n19fTh69CjWrl077vO67zGE96xDuf5HLLzk6xCyFsYdu6urC+3t7Vi9evXkGyeoo6MDPT09WLlypeGxW1tbMTQ0ZMpy0s3NzQiHw6iurp5wmz/96U9wOBxj/t4tLS14/PHHceGFF+Lyyy8fd79du3YBMOcDuqmpCVlZWVi4MP6/f7waGhpQWFiIioqKMY+HtkV+JvP71NfXo7S0FOXl5cmkOK7du3ejsrISJSUlhseuq6vD0qVLUVRUNKX9leOvQTkOVFZWYtGCsedv586dWL58uSnTPm7fvh2XXHIJPB7P5BsnaOvWrbj00kvhdrsNj71lyxasXbsWDofD8NjPP/88rrjiClOKdyJKX+yDnU7SqA92lJC7Cra5nwB0CfLbn7Y6nRmhpqYGBw8ehM/niz128OBBAOBCM0RERBmABXY6ScMCGwAci/8NcBRBG9wBtecpq9OZ9m699VY4HA5s3rwZ9fX12L59O/70pz/h8ssvx9y5c61Oj4iIiCbBAjudjC6VDsH4/otJsRfAsfgHAAD5yD9z2j6TFRcXY/PmzcjNzcWPf/xjPProo7jiiivw6U/PrG8QBHeky4gearE2ESIiogSlV1PpTBdrwR5bYD/3VBgnTyxC5XwJFVXGz1gQD1vZPVA7fwNt6I3IEupVX7ckj5li3rx5+MY3vmF1Ginx0jOzAQD3f3vs44K7EnqoDXqwFYK7KvWJTUPRlRxbjoRwzyeszoaIaPpiC3Y6SdMuIlGOC/4bEN1Q3v0OtIGtVqdDRERElJZYYKeTNC+whezz4Tj/lwAAqfFDQPiExRkRERERpR8W2GlEHy2whTQtsAHAVvoh2EruAJQhhA/cBujGLyhBRERElMlYYKcVNfIj3QY5nsFxwa8i/WN9+yAf/YrV6RARERGlFRbY6UQbv4vITbe5sO6aZssGOJ5FzIaz5o8AALXjv6ANbrM4IcpkG2/pxd0fU6xOY0aoqHJi7dXHcPPtxi/WQkREp7DATidp3gf7dELuxXCc92MAgNRwG3T/QYszIqIozdcAABA9xq9GSkREk2OBnU4yqMAGANu8z8JW/k+ANoLw/hsBqcvqlIgIABRv5Ke9wMosiIhmLBbY6STDCmwAcCz9KcRZ1wJSd6TI5iI0RERENMOxwE4rmTHIcSwRzpo/Qsg+H7q/EVLjhwF12OqkiIiIiCzDAjud6NECe2wL9nNPhVG3bRHaWiQLkoqDLRfOi54F7LOg9T0Paf9NgOq3OivKEC89MxtPPJw539pksuhKjs/+OWR1KkRE0xoL7HQRLa4z9E8iuCvhWrk1UmQPvYHwvvdC0HxWp0VERESUcplZzU1HGdj/+kyC50K4LnkNcM6BPrwXOcfvgA0Bq9MiIiIiSikW2OliGhTYACBkL4Vr5auAsxT28GFUjtx/akYDIiIiohmABXa6mCYFNgAI2efBtWo7VNsc5Kj7Ea6/GpBOWp0WZRjBXQkA0EOtFmdCRESUGBbYaWPiGUTSbiXHOAhZCxFYtAVhsRJ64BDCe66AHjxmdVqUhiZayVHIqgLAAttIXMmRiCg1WGCniwmWSc9kmr0YzdkPQcy/DHq4A+G9G6AN7rA6LSIiIiJTjanm+vr64tpJ1/WEtk+EoijQdd2U2JIkQdM0U2IHg0Goqjrl2KLcg2wAmi6eFcPv90NRFFPyHhoagizLpsT2+XwIyi74FvwerpZ/gt33KqR910Mq/gSkud9JKrbf70c4HDYlb7/fj1AoZErsQCBg2vmOMiN2KBQy7b0TDofh9/vPiu0cGYETwMjICKQpHleSJPh8PtOuJ8PDw7DZjJ+3XpZlDA0Nxa61icqSZdgQeX+r6tjfXVEUeL1eKMrZ3xokS1VVDA4OIhQyfhpATdMwMDAAp9P4b/J0XcfAwIApf0sA6O/vj3vb4uJiU3IgotQaU2AfPXo0rp10XYemaXFvnwhN06CqqimxVVWFLMumxFYUBeFweMqxHVoXLgSgKPpZMWRZRigUMiVvWZYxMjJiSuxwOIxwOIwjx9oBfBPzbDmYrT4LZ9+vIfW/iRb39yCjYEqxQ6GQaX/LUCgERVFMiR0MBqFpGiTJvDnNzcjb7/fDZrPB7zd+fnOfz4dAIIChoaExj5fK/ShDpDjpGp7a7zQ8PIxwOIzBwUEDMh0rEAigs7PTtBv2jo4OOByOKe2/JByEB8CJEyfgE8eeu3A4jPb2dtjtxn9bJkkSWltbTSlUFUXB8ePHIYrGf/GqaRqOHTtmSmxd13HkyBEIghDX9iywiaaHMVfYtWvXxrWTpmnYsmVL3NsnQpIkbNu2zZTYwWAQtbW1psT2+Xyor6+fcmw9+C7CrwMud85ZMQYHB9HY2GhK3n19fTh69Kgpsbu6utDe3o7Vq1ePPvIk1K7/B/ntT8OjHcSF6qfhWrkVQvZ5Ccfu6OhAT08PVq5caWzSAFpbWzE0NITly5cbHru5uRnhcBjV1dWGx96+fTuA+N/HiWhqakJWVhYWLlxoeOyGhgYUFhaioqJizOPK8VegHAfmz5+PBQum9jvV19ejtLQU5eXlRqQ6xu7du1FZWYmSkhLDY9fV1WHp0qUoKiqa0v7SW3nQvEB1dTXEwrHnbufOnaipqUFBQUHyiZ5h+/btuOiii+DxeAyPvXXrVqxatQput/H9x7ds2YI1a9ZM+YbmXJ5//nmsXbs27gKbiKYH9sFOGxMPckz7lRwTYCv9IFyX1EJwzQekLoTfqIHS+h9Wp0UW4kqOqcOVHImIUoMFdrqYRtP0TUbw1MB16V7YSu4EACjN34S0byMgdVucGdH0oPkPAADE3BUWZ0JENDOxwE4X2sQt2NOSvQCOZY/BufwpwFkCbXA7Qm9cBG3gVaszI8p8ymh/dnuBpWkQEc1ULLDTxQxqwT6dWPw+uC87ANvcjwHKAKT9N0Da9w/Qg8YP1CMiIiJKBRbY6WKGFtgAIq3Z5z8E56ptENwLoA1uQ/j1CyEf/ZLVmREREREljAV2mtCn2UqOUyHmXw7XZftgr/giAEBtfxChv1dA7fq9tYmRqSZayZGMx5UciYhSgwV2uhhtwRZmYgv26cQs2Bf/EM5LdkLwXAhI3ZAPfRxS/QbogUNWZ0dEREQ0KRbY6WIaLpWeDDHvUrjW1MNx/i8B+yxoQ28gvHcD5CNfBJQBq9MjIiIimhAL7HQxk/tgn4Nt7j/Cve4QbOX/BKjDUDv+C6G6ariH/mB1akRERETjYoGdLlhgT8xeCMfSn8N12X6IhdcAyiA83f8HFb7PQ+t/2ersyCSCuxIAoAdbrE2EiIgoQSyw04YW+THNV3JMhpB9AZwXb4Gz5gmo9rnwqHshNdyM8N710IbftDo9mqKJVnKMFdih1lSnNG1xJUciotRggZ0utHDkpzi9Zwoxgjj7Vgwu3IXu7P8N2GdBH94Nae+VkBpuhja4zer0iIiIaIZjgZ0mdC3SOi2wwI5bv/MOuK9ohn3hvwL2fGj9L0Pa9w8I77kMaveTiH0rQERERJRCLLDTRbQFW3BZm0emEbNhr/oa3OuOwF55PyBmQ/ftg9z0YYRfXz5aaOtWZ0lEREQzCAvsdKFHu4iwwJ4SewHsi74L9+VHYZv/eUBwQg8ejRTau9dA699idYZToqoq/vmf/xl33HEHhoeHrU6HiIiI4sACO11oExfYM2UlR0M4iuFY8iO4Lz8Ke+VXAHs+dP8BSA23ILxnLdSePyOTuo688MIL6OrqsjoNU3Elx9ThSo5ERKnBAjtN6FpkVL8g8oPPEM5S2Bdthvvyd+E478cQXPOg+96C3PghhOsugHrifwAtaHWW5zQwMICnnnoK69evtzoVyiC6vwEAIHhqLM6EiGjmYoGdLs7Rgk1JsHlgm/dZuNYdgWPZoxA8y6GHWiC/8zmEahdBOf49QO63OstxPfLII7j88ssxb948q1OhDKLLXgCAYC+wNA8iopmMBXa6GJ1FhNP0mUSwwVZyF1xr9sB50QsQi/4BkPuhHN+M0K65kI98Ma3mWz5w4AD279+PO++80+pUiIiIKEEssNMFW7BTRpx1HZwrnoHr0v2wlX4QEOxQO/4L4bqlkA7eDUf4kKX5KYqC3/zmN9i0aRPy8/MtzYWIiIgSN2b5tHgHU+m6Dl3XTRl8pSiKabElSYKqqqbEDgaDUBRlyrGz/INwAfD5wgifEeOFv8jo61mE3JwulM41INnTDA8PQ5IkU86J1+tFOBw2JfbQ0BBCoVCSsQuBWf8OW94X4Oz/NZwDj0PrfRqz8DSc4goMHPscJM/1huUMAD6fD7IsnzPvl19+GcFgEKtWrUJXVxd8Ph8AoLu7GyMjI5Mew4zzPTIyktTr+1xeemY2AOCjnxob2x4YgAeR9+3AFI8bCoUwNDQEm+3sFVKTFQ6HMTg4CF03fhpISZIwMDAAWZYT3vdc562rE3h9+2IcbfLhxk3Gr+aoKAr6+vrg9/sNj61pGnp7e+FwOAyPres6enp6THmdAJH3brxKS0tNyYGIUmtMgd3e3h7XTtEPlHi3T4SmaVBV1ZTYqqqaFltRFMiyPOXY5aF+uAAMeAMYGBkbQ5JmAchCb28vZNXYD0VJkhAKhUw5J6FQCMFg0JTYwWAQ4XDYwNgfhc1zO2ZJz2BW+E/waA1A2ychClXoc30QXsf10HH2ct6JCgQC0DRtwryHhobw0ksvYePGjbEPZa/XCwDo7OxEdnb2pMcw43wPDw/DZrNBkiTDYwPlAM7O26P2wgMk9XceGRmBqqoIBALJJnmWYDCIvr6+2A2QkcLhMHp6emJ/+0Sc67x5B9wAiiBJEtrbzWkgOXnyJOz25N8r48U+ceKEKUWwpmno6OiAKBr/pa6u62hra4MgCHFtzwKbaHoYcxVcvXp1XDtpmoYtW7bEvX0iJEnCtm3bTIkdDAZRW1trSmyfz4f6+vopx5YP5UHtAqoWno9FZWNjHG7owrBXw9KlSw2fqq+vrw9Hjx415Zx0dXWhvb3dlNgdHR3o6enBypUrDY58FdpaPw+9548oVf8E98hhzAt9H/O038I+/3Owz/sUYMubcvTm5maEw2FUV1eP+/zjjz8ORVHw/PPP4/nnnx/z3IMPPoj169fjvvvuG3ffrVu3Aoj/fZyIpqYmZGVlYeHChYbH3vZiJ4Cz89YGRyDtA3Jzc7F65dR+p/r6epSWlqK8vDzpPM+0e/duVFZWoqSkxPDYdXV1WLp0KYqKihLe91znra1Fwltv9CEnJwerVy8yKt2Y7du3o6amBh6Px/DYW7duxUUXXQS32/iZlrZs2YKVK1ea0jr+/PPPY/Xq1XEX2EQ0PRjfzEBTw4Vm0oYOO4Zc70Pl8q9D63sBSut/Qht6HUrzN6Ac/z5scz8KR+W/AC6D++sA2LhxI9auXTvmsZ07d+LFF1/Et771LVOKOSIiIjIWC+w0oY/OIiJwFpG0IhbfCGfxjdAGtkJu/hZ031tQO/4LaudvYS//NOwLvgrYZxl2vOLiYhQXF495rKmpCQBQWVmJvLypt55nGjF3BQBA8x+wOBMiIqLEcBaRdMGVHNOaOOs9cK1+Hc6aP0DIqQa0MJT2nyL090VQ3v0uoAxZnWLGmnAlx+g8zjy3huFKjkREqcECO12MruTILiLpTZy9Ca5L98G54hmIBVcC2giUln9DqHYB5KNfgh7uMPyYN998M5588skZ1XpNRESUyVhgpwvOg51RxKJ/gHPlVrhWvwlbyR2AGoDa/iDCtYsgH7oX+sg7VqdIREREFmGBnSb00QJbEPnVbSYRci+CY9njcK07Alv5pwDRDbXrCYTfWAH50D9CD7VZnSIRERGlGAvsdBFtwRbYgp2JBHclHEt/BvflzbBX/G9AdELtehzhuiWQ37kPkE5anSIRERGlCAvsdDE6iwjGmUXkuafCqNu2CG0tZizyQYZyFMO++N/hXncs0qIt2KGe+G+E6s6HcuyrsOkcsHeml56ZjSce5oRGqdDWIuH17Yvx7J+NX8WRiIhOYYGdLjjIcXpxzoFj6c/gWtsIW+mHAC0Epe0nmNN2NQp9vwDUYaszpGlK8+4EAIiFGyzOhIho5mKBnSZ0PdoHmwX2dCK4F8BR/Vu4Lt0PsfhmiAihMPBrhGqXQGn9T0ALWp0iERERGYwFdrqIzSLCQY7TkZBzAZzLn0Rf2R8RdF4CKF4ozd9AqG4p1PYHrU6PiIiIDMQCO11wmr4ZIeyswclZ/wPnimch5K4EpG7IR7+E8Bs1sa/2iYiIKLOxwE4XsT7YWWc9xZUcpx+x6L2jK0M+AcE1D/rIEUhvvQfSwbugh9utTi+lJlzJkQzHlRyJiFKDBXY60OXIT8FmbR6UcuLsW+Fa2wR71dcBAFrvXxB+YwXUjocszoyIiIimigV2OuAc2DOb6IZ94bfhWvcOxFnXAWoA8pEvQKq/BnrwXauzIyIiogSxwE4H7H9NAAR3FZwXvQDHBb8CbLnQhmoRfv0CKK3/YXVqRERElAAW2OmAM4jQaWxlH4V7bSPE4vcBAJTmb0LafwMgdVmcWeoJnhoAgO5vsDgTIiKi+LHATgOTzYHNlRxnIGcpnMufgqP6YcA+C9rAqwi9uRLawFarMzPcuVZyFOwFAABd9qYuoWmMKzkSEaUGC+x0wFUcaQK20g/CfVkDxDm3AXI/pP3vg3zkf1udFhEREZ0DC+x0oI22TIucho/G4ZwD54X/D86aJwAxC2rHLyDVXwXIvVZnRkREROMY871sR0dHXDvpug5d1+PePhGKokDTNFNiy7IMVVVNiR0KhSDL8pRiO0LtyAcgKQJ6x9lfkjQAdvT29kK068knexqfz4dwOGzKORkaGkIwGDQl9sDAAEZGRkyJPTg4aFreQ0NDU36dAGtgq/gr8jo/DQy9jkDdxfCV/xcU98VjtjIjb7/fb9rrJHqfP17s/HAYDgC9vb2QA4kfe2RkBAMDA9B1Y983QOQ939/fD1mWDY8dDofR29uLYDCY8L7Zw8PIBjA8PIyRM85pb68AQIAkSaZdY7u7u+H1eg2PraoqTp48CYfDYXhsTdPQ2dkJm834qVJ1XceJEyfi3n7evHmG50BEqTemwO7p6Ylrp2iBHe/2idA0DZqmmRJbURQoimJKbFmWpxw7W+lGPgBZFsbdX1EKANjh9Xoh2MJJ53q6cDiMcDhsyjkJBoOmxR4ZGUEoFDIldiAQgCRJpsT2+XxJvr5z0Z31PyjTvod85TUUtN2O7uz/jX7nHbEtzDondvv4/aSTVwpg/LyzJAkOAF6vFwF/4r9XOByO3dQYLRQKYXBwEKGQ8f2ZJUnC4OAgRkZGEt53diiAbET+Zr3q2HPm9boAFI5eq7yG5Ho6VVXR19dnShEcjW1WEdzb2wtRNOdL3e7ubgiCENe2LLCJpocxn5grV66MaydN09DV1RX39omQJAl9fX2mxA4Gg6itrTUlts/nQ319/ZRiawMDkPYDnvxirLzo7P0XLBhEY2Mj1q9fb0CmY/X19eHo0aOmnJOuri60t7ebErujowM9PT2mxG5tbcXQ0BCWL19ueOzm5maEw2FUV1cnGellKC3/DuXdf0XJyI8xt8CLl4V50HXBlHPS1NSErKwsLFy40PDYNlsDCgsLUVFxdt7SW7nQvMCSJUsgFib+e9XX16O0tBTl5eUGZDrW7t27UVlZiZKSEsNj19XV4bzzzkNRUVHC+yrHy6AcB8rKyjB/wdnnzOHaieXLl6OgwPi/5fbt27Fs2TJ4PB7DY2/duhU1NTVwu42fbam7uxsrVqww5cags7MTK1eujLvAJqLpgX2w00F0kCMXmqEE2Ku+BscFvwYgQu38LTYt/T2cNs40M9NpgzsAAGLBlRZnQkQ0c7HATgdcaIamyFb2EThXvgzY81FV0Iy7lv0akLqtTouIiGhGY4GdBvTRWUQEziJCUyAWXAnXmt0YCBajOLsX4fprgHD8g6qIiIjIWCyw04HOFmxKjuCuwpOHPoqBYBH04DGE669ikU1ERGQRFtjpYJKl0rmSI8UjIHvwp0Mfh5B9HvRQG8L1V0EPtVqd1qTOtZIjGYsrORIRpQYL7DSgcyVHMsiInA3Xqm0Qcqqhh9ogHbzz1CBaIiIiSgkW2OlgtAVbYIFNRnDMhmvVqxCylkD37YPU+CGrMyIiIppRWGCng+hS6Zymj4xinwXnxS8CzjnQ+p6HfPhTVmdEREQ0Y7DATgexPticRYSMI7gr4Lr4JcDmgXryESjHN1udUsKE3BUAAN3fYHEmRERE8ePIonQwyTzYN93mQmNjIyqq5qYwKZoOhJxlcC5/CtK+90I5/j0Irrmwzf241WmNsfGWXhQWFo77nGAvAADoylAKM5q+KqqcWHv1MVNWKSUiolPYgp0GooMchQlmESFKhlh4FRzLHgUAyG9/Brpvn7UJERERTXMssNMBV3Ikk9lK7oKt7F4AGJ1ZZMTahIiIiKYxFtjpgAvNUAo4lv40MrNIqBXy4X+yOh0iIqJpiwV2Gogulc4Cm0wluuFc/kdAcEDtfhJq1+NWZ0RERDQtcZBjOojNgz3+LCLPPRXGyROLUDlfQkUVZxqZ7hRFwXPPPYcdO3agt7cXc+bMwc0334yrr7466dhCzjI4Fv8A8tEvQX778xDz10LIWmRA1lP30jOzAQD3f9vSNKaNcw0Ija7k2HIkhHs+kcKkiIhmGBbY6SC60h7nwSYADz74IOrr63HnnXeisrISe/bswS9/+UvY7XasX78+6fi2+Z+DOrAVWv9LkA/9I5yrXks6JqUP3X8AACAWbrA4EyKimYtdRNJBbJAjZxGZ6fr6+lBbW4vbb78d73vf+1BTU4OPf/zjqKiowMsvv2zYcRznPwiIbmhDr0PtesKwuERERMQCOy3onEWETnPrrbdizZo1Yx4rKyuD1+s17BiCaz7sC74JAJCPfZWzihARERmIBXY6iPXBZoE90xUXF+Puu+9GWVlZ7DFFUXDkyBEsWbLE0GPZK74AIfs8QOqC8m7mrfJIRESUrlhgp4NJZhG56TYX1l3TzAGOM9Rf/vIXDA8PY9OmTcYGFhxwXPArAIDS/lPowWZj48dp4y29uPtjiiXHnmmiKznefDu7oxERmWnMIMfW1ta4dtJ1PaHtE6GqKjRNMyW2LMtQVdWU2OFwGLIsTyl2seSHDcCJk71QHWfvPzIyAkmSTMnb7/cjFAqZEnt4eBjBYNCU2F6vFyMjI6bEHhgYMC3vwcFBKIoSd+y3334bTz75JG688Ubouh7XfonlPRf5uZvg9v0Fvv2fwODcR8bdyufzmfY68fv90DQtdl05XY5PgwfA0EAb/GLixx4ZGUFfXx8UxfgCPhgMore3F6FQyPDY4XAY3d3d8Pv9Ce9bMvpzor+VJEno6urC0JDxy88rioLOzk64XMZ/G6eqKk6cOAG73fix+bquo729HTabzfDYANDW1hb3tpWVlabkQESpNeZKFe8FV9d1aJpmygVaVVXoum7axV9VVVNiS5I05diztBBsAIb9EhTx7P3D4TAURTEl71AoZFrs6I2BGbEDgQDC4XDG5R0KheJ+nfT09OB3v/sdampqcPHFF8edT6J5B5z/C5XCVjiDdVB7n4ffefZMJWa+TiRJgiAI48aW5Qp4AAiBgxhyJH5sSZIwMjICQRAMyPTM3OTYzYFZsadyYxAtsCf6W6mqCp/PB0mSkshwfIqixG7GjBb9zDGjwNY0DcPDwxBF47/U1XUdXq/XlNcgEaWvMVeq5cuXx7WTpmno6OiIe/tESJKE7u5uU2IHg0EMDAyYEtvn88Hv908pdmiXBmhA9bKLAMfss54fHBxEY2OjKXn39fXh6NGjpsTu6upCe3u7KbE7OjrQ09NjSuzW1lYMDQ2ZEru5uRnhcBjV1dXn3G5wcBC//OUvsXjxYnzta1+Lq6h4/vnnAcT/Pj6d0vpVKM3fQLn+GFzLP3vW801NTcjKysLChQsTjj2ZhoYGFBYWoqKi4qzntMFBSPsAj8czpd+rvr4epaWlKC8vNyLVMXbv3o3KykqUlJRMvnGC/H4/Fi1ahKKiooT3DW2L/JzofHm9XixZsgQFBQVJZDi+/v5+LF26FB6Px/DY3d3dqK6uhtttfPeWEydOYNmyZXA4HIbHbmtrw/Lly1lgE80w7IOdDjiLCJ0mFArhBz/4AbKysvCVr3zFlBa7M9nnfQaw50P37Yc2sNX045FJFG/kpy3P0jSIiGY6FtjpIFpgT7DQzHNPhVG3bRHaWoz/SpfSi6Zp+OlPf4q2tjbceeed6OrqQnNzc+y/kRGTptOzeWCffx8AQGn5gTnHmMBLz8zGEw9zzSsjaL4GAICYu2Lc56MrOT77Z+O7cBAR0Sn8VEsHuhz5yRbsGc/v92Pv3r0AgAceeOCs57/61a9i1apVphzbXvFFKG0/hub9O7Sh1yHmrzXlOERERNMdC2yrxZZJN77vH2WevLw8PPnkk9Yc3OaBff4XoLR8H0rLv8O54llr8iAiIspw7CJiNS6TTmnEXvEFwJYDrf9l6IFDVqcDISsyZZkein+aMyIiIquxwLYaBzhSOrEXwD4vMouI/O73LE4GENxVAAA9ZPz820RERGZhgW0xXZ+8wOZKjpRK9oovAGIWtN6noQePmn48ruSYOlzJkYgoNVhgW220D7bAFmxKF45i2ObcBgBQTz5ucTKUkOg0ffYCK7MgIprxWGBbTRudem+CKfqIrGAr+wgAQDn5GICzlzCn9KT5DwCYeJo+IiJKDRbYVov1wWb3D0ofYuEGwDUXCHdC8+6yOh0iIqKMwgLbYvpogS1wFhFKKwLsZfcCANSTv7c2FSIiogzDAttqccwiwpUcyQq2ufcAANSeJyFEB+OaYLKVHAV3BQBAD7WYlsNMwZUciYhSgwW21aILzXCQI6UZwb0gspqjGkB26DUL8xidCzvIqfqIiCgzsMC2GufBpjQWHeyYG3rB4kyIiIgyBwtsi+m6HPkfFtiUhmwldwKiC9nhWti0AavToUnoo9P0CfZ8axMhIprhWGBbTQ0A4CBHSlM2D2yz3w9B0JHlf97qbGgSuq8BACB4OE0fEZGVWGBbTfVHfto8E27ClRzJSrayjwIA3P6/mhKfKzmmDldyJCJKDRbYFtOjLdjnKLCJrCTOug4qcuCUDkEPd1idDhERUdpjgW210QIbtmxr8yA6h6BrDQBAG3gl5ceOzSIS4iwiRESUGVhgW0yPo4sIkdVCrssAWFRgZ1UBYIFNRESZY8zqDs3NzXHtpOs6dF2Pe/tEqKoKTdNMiS3LMhRFMSV2OByGJEkJxy4Y6EQOgL7BIALy+PsGg0GEw2FT8g4EAggGg6bE9vl8CAQCpsQeGhqC3+83Jfbg4CBCoZApsfv7+017DUaZEdsbvgDFAOTel9BmcHyfzwdFUSDL8rjP53oHkAdgYGAAPi2xY/v9fvT09CAUMn5hlZGREXR1dcHv9xseOxQKobOzE16vN6H9ioNBuAB0dnYiPDD+uQqHwzhx4gT6+/uTT/QMsiyjvb0dTqfx40UURUFrayvs9okXJZoqTdPQ0tICUTSnzendd9+Ne9tFixaZkgMRpdaYK1U4HN9qbbquJ7R9IlRVha7rpsRWFMW02JIkTS22FukiIqnOCfet3Z4D70A1XI4AimaPX4RMlSzL0DTNlHNidmxVVU17nWRi7CgzYgfUMkiYDafWCwQOIGxfaljs2lcXAgBuusM77vPZqgoAUzpvmqZBkiTTrlVmx7bZbAntZ1M6AQAjWjGUcfLq73XgrbpleHdWGOuvDRqS6+mi7/foZ4TRwuEw1NHXg9FCoVDC5zseuq4jFApBEATDYxNR+hpTYFdXV8e1U/RuP97tEyFJEk6cOGFK7GAwiJ6eHlNi+3w+eL3ehGNLDTZoQWBexRKIxePvu7euC15oqKysNHwmkb6+PkiSZMo56erqQnt7uymxOzo6TPtbtra2YmhoyJTYzc3NCIfDpsR+5plnAMT/Pk5EU1MTlMCVcPqfQmXBcdgrNhkW+zlEisKJ8laOz4biB2bPno2yBYn9bsFgEKWlpSgvL086zzP5/X5UVFSgpKTE8NherxdVVVUoKipKaL/Qtsi5PK/mPeM+39YioQ59yMrKQnX1gqTzPFN3dzcWL14Mj8f4Lm8nTpzAeeedB7fb+BlQWltbcf7558PhcBge+91330V1dTULbKIZhn2wrcY+2JQhQu51AABt4FWLMyEiIkpvLLAtxmn6KFNI2VcAALTBnYBmXhcXIiKiTMcC22qxafpYYFN608S8yAqBugRtqC5lxxU9yyPHH12lkIiIKN0ZPxybEhPrIjLxPNg33eZCY2MjKqrmpigpovHZZl0Lxd8AbWAbxMKrDYm58ZZeFBYWTryBvSDyU/EacryZLLqS4/Lly61OhYhoWmMLtsXYRYQyiTjrWgCAasF82ERERJmCBbbVOMiRMohYsB4QnNB9b7FFOc3ooRYAgOCusDYRStgvf/lL3H777QAis3Rdf/31eOCBByzOioiSwQLbQrquAboMQABE46eeIjKc6IJYwNlE0pEejKx0GV1anjLHxz72MdTW1qKzsxP/9m//hjlz5uBLX/qS1WkRURLYB9tCgjoc+R+2XlMGEWddC23wNagD2yDOuc3qdIgyXlZWFj75yU/ik5/8JPr7+/Haa69ZnRIRJYkt2BbS4+we8txTYdRtW4S2FikFWRGdm210cKM2uMOQeC89MxtPPMx7/VRoa5Hw+vbFePbPxi8dT8m54oor8OKLL+Lf//3fTVlMh4hSiwW2lUYLbA5wpEwi5K4AIEAPHgV082/6xNwVAADNf8D0YxFZoaenB1/84hfxmc98Br///e+tToeIDMAC20rqSOSnPcfaPIgSITghZC8BAOi+FBS9sWn6hsw/FlGKybKMO+64A9/61rfwgx/8AH/961/R1dVldVpElCQW2BaKdhERRBbYlFlETw0AQPMftDgTosz2xS9+EStWrMBdd92FvLw83HXXXfj5z39udVpElCR2fLRStA+2nV1EKLMInhqg5ylo/oOwWZ0MAQB0f2SlS2G0Sw1lhl/84hdj/s3immh6YIFtIT3aRWSSPthcyZHSTXT5ct2AFuxJV3KkuOijXWiEaJeacXAlRyKi1Ei4i4gsy3j99ddx+PBhvPPOO2bkNHPEBjmyiwhlFiHWRYQDD4km8uijj6KpqQlvvPEGZFm2Oh0iSqG4C2xZllFXV4cHH3wQO3bsgCRJeOqpp8zMbfpTotP0scCmzCK4KwAxO7KaY/iE1ekQpaUTJ05AVVVs374dDz74IGpra1loE80Qk3YRkWUZe/fuxRtvvIFgMJiKnGYMXQsA4DR9lJnEvJXQvH+H5j8I0VVu7rEK1kPz7oLub4DgYR9jyjzBYBA7duzA7t27cemll2L16tVwOBxWp0VEJpmwwJZlGXv27MGbb77JwtosSqTAZgs2ZSLBsxyIFthFG1NyTF32QkjJkYjMEQwG8dprr+HNN99koU00jZ1VYLOwTh09zoVmnnsqjJMnFqFyvoSKKmcqUiOalOipgYrkBzq+9MxsAMD93zYgKTqn6EqOLUdCuOcTVmczs7HQJpreYgU2C2sLqGzBpswVnUmEc2GnB80XmaYv+nehzMBCm2h6EnRd14HIaOcTJzhYKZVuXPwklhYfwgtHb8M7/RdOuJ2obISgl0KzvwxdOJnCDIkmZhNVfGHNZug68LM934CqTW1GbJt8LwBAdTwy4TYfqH4E8/Ja8eShj6J9uGpKx5nu4jlHgl4GUXkvdKELmv2l1CZIcZk/fz4+8pGPWJ0GESUpNouIzcblIlLNYYuMJpdVtlZQ5lE1GwaCRRAEYJa7z+p0iKYFu53LUxBNB7EW7Kl2Efn6179uaEKSJGHbtm3YuNH4QVPBYBC1tbW47rrrDI/t8/lQX1+Pq666Ku59pLfeA827E86L/waxcMOE2z326y6cPKHh7o8WG94Hu6+vD0ePHsXatWsNjQsAXV1daG9vx+rVqw2P3dHRgZ6eHqxcudLw2K2trRgaGjJlMY7m5maEw2FUV1cbHvv73/8+AOPfkwDQ1NSErKwsLFy4cMzjUuMHofU8BUf1w7CVfnBKsX/4nU4AwP3fnnghJemt66B5d036XjlTfX09SktLUV5u/Cwnu3fvRmVlJUpKSgyPXVdXh6VLl6KoqCjufeI5R20tEp54tA9l5SLu+USpUenGbN++HatXr4bHY/zMSFu3bsX69evhdrsNj71lyxZcd911hnfNiL4n45GVlcUuIkTTSOxW2eFwYN26dVi9ejX7YqeIHudCM1zJkdKV6KmB1vNUUgMd41nJUSzcAM27C5p3Z0IFNo3FlRzTDwtrounprO+iWGinUHSQo52DHCkzibEVHTnQkSgRLKyJprcJO3udXmhzoRlzRFuwwYVmKEMJnEkkbejKkNUpUByysrJw2WWX4ZJLLmFhTTSNTTqawuFwYO3atbjkkkvYom00NbqSI1uwKTPFlkyXugBlELCfu6sHmUf3HwAAdqFJU2yxJppZ4h6ufGbXkbq6Otx4441m5jb9RVuc2IJNGUzMvRjaUC00336IhVebeixd8Zoan8hIt9xyC1544QVcfvnlLKyJZhhx8k3GcjgcuOyyy3DBBRfgggsuMCOnmUGXAOgABEA498wgzz0VRt22RWhrkVKSGlEihNxIN5GpDnR86ZnZeOLhc9/riwVXRo4xupgKTU10Jcdn/xyyOpUZobq6GhdccAHWrl3L4ppohpnwU02SJBw+fBiNjY1obGzEpk2bsGbNmrO227FjB55++mn09PRg9uzZuPXWWxOaqs5suq7jhRdewN/+9jf09/cjOzsbkiThhhtusDax2ADH/Ak3CYVC+MMf/oBXtu+CrATR+eMyfPGfP4cFCxakKMnkqKqK3/zmN/iP//gP/OY3v0FeXp7VKU1IURQ899xz2LFjB3p6elBQUIA77rgDV19tbovsRNL9fXW66JLpmr8J8c6mf/r57uzsgctZhO3bb7XsfE+FqqrYvHkzurq6LH9966GWyP/YJs4hFArhr8/+HvvfrsO+wyEceLsMn/3sZ9P6enL69bu3txfPPfccNm7caP31+wzT5fOSiIwzYYH9hz/8Ac8991zs36qqnrXNm2++iQcffBA33ngjLr74Yuzbtw+/+MUv4HQ6sW7dOnMyTtCWLVvw6KOP4qabbkJ1dTVeeOEFPPzwwwBg6UX61ADH8ftfK4qC7373u+ju7sbSxTcgNFKEpRd6UVBQkLokk/Taa6/B6/VanUZcHnzwQdTX1+POO++E2+3GW2+9hV/+8pew2+1Yv359SnPJhPfV6QTXPACAHmqLe5/Tz/frOzzw+g5adr6nqr6+Hn196bHAjh5sBQCIuSvGfT56PTl5shvlczaibO4cnFc9nPbXk9Ov35qmQVGUtLh+n2m6fF4SkXEm7CJy++2341e/+tU5F614+umnceGFF+Lee+/FihUrcO+996KmpgZ/+ctfTEl2Kmpra7F48WLcc889WLZsGS6//HIsXrwYu3btsjax2BzY4/e/fumll3D06FF885vfROX8y5HnOQ9Xbbhh0vmC08XAwABefvllUxZUMVpfXx9qa2tx++23433vex+WLFmCjRs3oqKiAi+//HLK88mE99XpBPdogR0+Edf2Z57vPM95qCi77ZznW3AURI6RQBFvpoGBAbzxxhu45JJLrE4lLtHryT998quYPetyzC5aiptuuintryenX7/Ly8vx4Q9/OD2u32eYLp+XRGScCQvs7OxsFBYWIidn4hbW48ePn1VAVVdXo6WlBeFw2NhMp0iSpLN+h9zcXOvzU0ciPydowa6trcWyZctQVVWVupwM9Mgjj2DlypUJrURnpVtvvfWsr3TLyspS3gIvSVJGvK9OJ7giqyQmUvwmer4Fz4rRY7ROLUmDPfLIIzj//PNRWmr8aohmiF5PyudWWp1KQtL2+n2GyT4vM/F9TUTJSXiQY5QkSdB1/awlcXNzcwEAfr8/ucwMcu211+LgwYN44403EA6Hcfz4cTQ0NOD666+3NC9dOXcLdmdnJ7Kzs/HQQw/h77u/hYZ3vow//flnGdHl4sCBA9i/f3/GzDJTXFyMu+++G2VlZbHHFEXBkSNHsGTJkpTmEggEMuJ9NYa9ABCzAC14amacczjzfG+8pRd3fCRkyfmeiujr+/LLL7c6lRjdHxn8KbjHL6Cj15MXX/ot3m75P/jba1/Gj370o7S/npx+/ZZlGXv37k2L63eiMvJ9TURJsQPA5s2b0dBwanT+Qw89NGnLo67r4z4uCAKA8fugmW2832Pjxo3o6+vDAw88EHv81ltvxcaNG1Oe3xin9cEeL29JkrBnzx7cdttt+F//63/Fpkb8yU9+gu985zsWJT3WeHnn5+fjN7/5DTZt2hT78Eg38bze6+rqMDw8jE2bNqU0N03Txn3cyvdVPAT3fOgjR6CHOyCcY+DuRLZt22bJ+U6Uoiix1/dErZVWiC4yI2RVjfv86deTG2+8ER6PB3/84x/T6noynrS9ficoU9/XRDR1dgD4x3/8R4yMjMQezM9P/AMyHYz3e+zYsQMvvPACbrvtNixatAh/+9vf8Oyzz2LevHmWDqbSR7uICLacCc//lVdeibvuuguDg4Pw+XyoqqrCr371Kxw7dgyLFy+2JO/TjZf3s88+C0mScOONN2JgYMDC7CY22ev97bffxs6dO/HhD38YFRUVqU4vIwmueZECO9QBIWdZQvseO3YMf/vb3yY934K7AnqoDbq/IdZlJNVOf33v37/fkhymKno92blzJ5YvXw6bzZZW15PxnH79DgaDsNlsaXH9JiKajB3AmK/G4xW98z5TtGXbZot3wi7jnPl7hMNh/Pa3v8XVV1+Nu+66C8FgEENDQ5g9ezZ+/etf49JLL4XTee45qE1z2jLp451/u92OrKysMY9F+++1t7enxQfimXn39vbiqaeewqc//WnrzmsczvV6b2trw+OPP46amhrcfPPNKcwqQhTH77Vl5fsqHoJ7tB92nAMdo9ra2vCXv/wFq1atmvR8C+7KSIEtezH+1cdcmfL6Hk8mXE/OdOb1e+vWrVi/fj1CoZD11+8EZer7moimLu6VHM/kdDohCMJZfcei/06Hr0+7u7sxMjJy1ofH0qVLsXXrVnR3d2P+/PnWJBctsO3j98EuKCg4awowWZYBIG0/VF5++WVIkoSf/exn+NnPfjbmuX/8x3/E+vXrcd9991mU3eQGBwfx/e9/H+Xl5Zb1H8/JyUn799V4YlP1JVBgR893aWkp7rjjDrNSM0w6v761wR0AANGzfNznM/F6ktbX7wRl6vuaiKZuygW23W5HVVUVDh06NObxw4cPo6KiAm63O+nkkhVd+KGtbezsBq2trWOet4KuRbuIjF9g19TUYMeOHfD5fHjuqTBOnliEsqrdAJC2C0Ns3LgRa9eujf27v78f27ZtQ319Pb71rW+hpKTEwuzOLRQK4Qc/+AGysrJw7733QpKsWTXT6XSm/ftqPKdmEumIa/vTz3dh9qfx5O/cuP/bZmaYvDNf301NTWhvb8drr72WPq9ve8G4D0evJ4eb+vH69sVoORJCYUlk5c10vZ6k8/U7UZn6viaiqZtygQ0AmzZtwo9//GM89thjWLlyJRoaGtDQ0IAvfOELRuWXlIKCAlx66aV4+eWXUVBQgMrKSuzfvx/19fW47LLLrO1rLnsjPycYEHbrrbeirq4OmzdvRnH+e9A36MPBo0/j8ssvx9y5c1OXZwKKi4tRXFwc+3dOTk5soGNlZWXafiBqmoaf/vSnaGtrwxe+8AX09fXB7/fHWpXKysqQnZ2dsnzS/X01nlNdRCYvsM883y8+04cwgObmIICJz7eQuwLw7oLm3QmxcIOh+cfjzNd3f38/fD4fgPR+fQOnrie/+vUP4ba9B/KJALbueCqtrydnXr+HhobwwgsvYMuWLdZfv6cgE9/XRDR1SRXYa9euxec+9zk8/fTTePHFFzF79mx85jOfwRVXXGFUfkn7/Oc/j2eeeQavvvoqBgYGkJWVhU2bNuGWW26xNC9djgwAFByzxn2+uLgYmzdvxiOPPIL6Aw8DsGP1Jevw6U9/LIVZzgx+vx979+4FgDGzFUR99atfxapVq1KWTya8r84kuCJf1euhybuITHS+v/rV6M/xz7cwQessnZpFZCLR68lD//Uwjh57GDbRgQ1XXYGPfvSjKcpwak6/fvf19aGoqCgtrt9TkYnvayKaukkL7PPOOw9PPvnkhM9v2LABGzakvjUpXi6XC3feeSfuvPNOBINB1NbW4rrrrrM6LeiKF8C5i4Z58+bhG9/4Bh77dRdOntBwx+3FcLvTs7/kRNasWYPPfvazVqdxTnl5eWNe462trRgaGsLy5eP3Z02FdH9fnSmRFuwzz/cPv9MJALj/2+nZknou1113HT70oQ9ZnQZ0/wEAOGfL/rx58/BPn7wfTzzah7JyEfd8Iv0XyTn9+h0d5JjO3Sky/fOSiIwz5YVmKEmjLdiYoAWbKKPYZwGCDVB9gDYy+fZJiN6cEhERpasxLdhNTU1x7aTrOnRdj3v7RKiqClVVTYmtKApkWTYltiRJCIfDccee5++EC0BzSz8kx7n3WXZxCKUV/fAFymF06sFgEIFAwJRzEggE4PP5TInt8/kQDAZNiT08PJzQ3zIRXq/XtNd3lBmx+/v7YbfbEQwGJ9ymQiyHQ23D0cZXIdkWxh370g29cLlcaGoaPOd2WVIF5gLwd9WhU4rvdxwaGoKiKKasWOjz+dDW1nbW7BxGCAQCOH78OLq6uuLaftHoz3j+9hdd1oHZs2ejqak/iQzHFw6HcfToUVNmJpFlGe+88w7s9qR6No5L0zQcPnzYlOnyop+VE01te6ZlyxKbR56I0tOYK9WZ86ROJDp3Z7zbJ0JVVQiCYEpsWZZNiy2KYkKx7XpkeiZH9hzY7JPvI4qiKXlrmmZabEVREAwGTYktSRIkSTIldigUgqZppsQeGRmBoiimxI4yI7bdbofD4ThnbM1RCqhtyLYNwpZADna7HS6Xa9K8XYILQGLvBbvdDqfTaco5sdlsceU91dhutzuu2DYl0i1HEzzxbW9i3tG/jRkFdjS2GQU2AGRnZ084X3UyBEFI6SBpIkoPY65UCxfG1+qkaRrefvvtuLdPhCRJaG5uNiV2MBhEe3u7KbF9Ph+6u7vjjh1qGwYAVC26CLCdew7UwcFBDAwMmJJ3dMYMM2J3dXVBkiRTYnd0dEDXdVNiR/tgmxFb13WEw2FTYkeZ9d7Jyso6Z2w5tARq126UztJgK4s/B5/Ph8LCwklXzdQG2yF1YdI8Tjc4OIg5c+agvLw87nzi1dfXh5KSElOm5+vq6kJZWRmKioom3VYbbIfUAdjzL47rvHR0dKC8vBwFBQUGZDpWa2sr5s2bB49n/OlHk9Hc3GzalHbvvPMOKisr4XA4DI996NAhLFiwIO4WbCKaHtgH2wK6rp/qpzpJcU2UKWKLzcQ5F3bC8R0Fo/Hbzr0hERGRxVhgW0CQeyL/45xjbSJEBprqculxx/esiMQPtZoSn4iIyCgssC2gK6NzYNvjm0HkuafCqNu2CG0t1qwuSBSP2GqOCRbYLz0zG088bE6/2plA9zcAAAR35aTbtrVIeH37Yjz755DZaRERzWgssC2gy5HZEqJfeRNNB6e6iLRbnMnMEl1kRsiqsjYRIiKKYYFthdECG3G2YBNlAsE9WmCb1EUkcozIQMhoqy0REVE6YoFtAV1hCzZNQ47iyGIzypBpi81Eu0HosteU+EREREZggW0FruJI01SsAGY3kZTRBncAAETPcoszISKiKI4sskC09U2wF8a1/U23udDY2IiKqrkmZkWUPMFVDj34LvTwCQjZS+PaZ+MtvSgsjO+9QOdgL5h0k4oqJ9ZefQzLl7MYJyIyE1uwLRCbRcTBooKml9hMImbNhZ0bmapP8+40JT4REZERWGBbIdpFJM4WbKJMIbjnAwD0sEkFdhyttDON5t0FABBHbz6IiMh6LLAtoCteAGzBpunnVAu2SYvNRPt4B1tMiZ/RePNBRJQ2WGBbQGcLNk1Tpq/mGBtEydUcgdMXmamwOBMiIjodC2wrxBaaia/A5kqOlClii80k0EUkkZUco1NbRhdXmeliA6bjWMUR4EqORESpwgLbArF5sNmCTdOM6YMcPZF+xrr/gCnxM02sJZ/dQ4iI0gqn6bOC3A8A0B2zIVicCqUfRVHw3HPPYceOHejt7cWcOXNw88034+qrr7Y6tck554wuNjMI6Aog8BJjpmiBzQGORETphZ9+qRb9atvmgSCwvKazPfjgg6ivr8edd96JyspK7NmzB7/85S9ht9uxfv16q9ObhADBNR96qAV66DiErCWGH0EsWA/Nuwva4A6IhRsMj09ERJQsdhFJMXYPoXPp6+tDbW0tbr/9drzvfe9DTU0NPv7xj6OiogIvv/yy1enFxeyZROiU2CqOBVdanAkREZ2OBXaqjQ5wRAJT9N10mwvrrmlGRZXTpKQondx6661Ys2bNmMfKysrg9XqtSShBic4ksvGWXtz9MSX++LnRftgNiSc3w0VXcrz5drfVqRARTWvsIpJi0Sn6OAc2jae4uBh33333mMcURcGRI0ewbNkyi7JKjOCaG/mf0bEGhscfHdDHmUQAbXSwJ/tgExGlFxbYKRZdZAb2WZbmQelh8+bNaGg41RL70EMPoaioaMw2f/nLXzA8PIxNmzalOr2psecDOG2+d4NxsZnTRG8yOIsIEVFaGVNgn/5Bfy66rkPTtLi3T4SqqlAUxZTYiqJAkiRTYsuyjFAoNGnsgtABlAAY9GnoijOPcDiMkZERU/IOhULw+XymxB4ZGUEgEDAldiAQQDAYNCW23+837XUyPDwMVVUhyzIAYN26dVi1alXs+ZaWFnR0nJri7tixY3jyySdxzTXXYHBwEIODg5Mew4y8BwcHYbPZ4PP5Jt22IDiCEgC9XUfR45s8l/7+fvj9/rh+NwDIlhXMB+Dra0L7JL+r1+tFOBxGX19fXLETMTw8jOPHj6Orq8vw2H6/H8eOHRvzWjiTQ+vEQgCyWIp3Evibj4yM4MiRI3C5XAZkOlYoFMLbb78Nh8NheGxZltHU1AS73fh2IVVV0djYCFE0vtekrutoaGiIe1D7ihX8NoJoOhhzpSosjK/bgq7rOHHiRNzbJ0JVVXR3d5sSW5Zl9PX1mRI7FAphcHBw0tjZgxIQABzuOXHnMTIyAp/PZ0refr8fwWDQlNg2mw2yLJsSGwA0TTMltq7rEATBlNiKokBRlFjscx3j5MmTeOaZZ7Bq1SrccMMNcR/DjLyDwSCcTmdcsV32ucAIkO0IxbV9IBBAdnZ23Hk7pHJgGHCIk79uh4eH4fF4UFBQEFfsRHi9Xng8HuTl5Rkee2BgAHl5ecjJyZlwG2fwCDAI6M75Cf3N+/r6kJ+fj6ysLCNSHaOnpwf5+fmmFO8nT55EYWGhKQX2iRMnUFBQAJvNZnjs9vZ2zJrFbyyJZpoxV6qKiviW29U0DY2NjXFvnwhJkvDOO++YEjsYDOL48eOmxPb5fOjs7Jw0tiIBSj+QV1SBWXHm8divu3DyRB6WLCo2fKBjX18fhoaGTDknXV1dCAaDpsQWRRGqqpoSW9d1iKJoSmxZlhEOhyeNPTg4iO9///tYtGgRvvSlLyVUVJj1+s7KyoortjawGFI3kOUIIz+O7aOrON7/7blxZlOBUBvgkN6eNJ/e3l4UFRWhvLw8ztjx6+rqwuzZs1FSUmJ47I6ODsyZM+es7kKn03r3QToBuD2lcf/N21ok7P27HSfKRdzziVKj0o1pbm5GWVkZPB6P4bHfeecdzJ07F2638QM0m5qaMG/ePFNa3g8cOID58+dzWlaiGYaziKRYbJo+B1s0aHyhUAg/+MEPkJWVha985SumtNiZSRgdX2BWH2yK4ABHIqL0lVmf3NOAHo701xSccyzOhNKRpmn46U9/ira2NnzhC184q39vWVkZsrOzLcouTo6CyM/ogF4TcLEZIiJKZyywU0wPRwYtCa55FmdC6cjv92Pv3r0AgAceeOCs57/61a+OGRSZjqLfzqSkBdvEIj7dcZEZIqL0xQI7xaKr20VXuyM6XV5eHp588kmr00hOdJVSZRCADsD4vqdi4YZIC7b/AMTZ7zc8fibQQ20AACH6jQEREaUNFtgppGsKoAwAgg26Y07cZcdNt7kig0qr4h0ERmQlITIXtjIUaWG2n3uGi4239CY880l0LmwtjmkApys91AoAEDzx98GOruS4fPlys9IiIiJwkGNqhVsARLqHcEQ5TWenBjrGN7d1wvGji82MFpkzTbR7iOCpsTgTIiIaDwvsFGL3EJoxYgMdzSmwowMb9dGZNGaa6I2FmEDrNRERpQ4L7BTSw6MFtpsFNk1vqRjoKLgjcz/r/pnXTSTWPSSrytpEiIhoXCywU4gziNBMIdgLAJjXRQQ4rZtIsMW0Y6QrziBCRJTeWGCnkB6aWoH93FNh1G1bhLYWyYy0iIwXXUgpji4iLz0zO7aaYyKi3US0GdhNJPo7C1mVCe3X1iLh9e2L8eyfQ2akRUREo1hgpxC7iNBMkYrVHEVPZCaMGTeTiOKNzNACQHBXWZoKERGNjwV2CrGLCM0Y0UGOZnYRGe1/PNMGOkZvKMSC9RZnQkREE2GBnUKcRYRmitggR8XEQY6jM2jMtKn6ooM6o33QiYgo/bDAThFdUwC5N/L/zjKLsyEy16lBjl5zjzM6D3R00N9MoHEGESKitMeVHFNFagcwtUVmuJIjZZzoIMc4+mBPZSXHKNGzAqr/YKRVd3TQ43SnDe4EMLUZRLiSIxFRarAFO0XYPYRmktggRxO7iACnZhJRR4vOaU/xxvqcizPkhoKIKBOxwE6R6AwicHOAI80Ao4MczZwHGwDEwkgrruadGQX2qfmvOcCRiCidscBOET0U6SIicgYRmgGEBLqIJHUcd1VkRUdlaEas6KiO3kiw9ZqIKL2xwE6RUy3Y7CJCM4CYHfmpS4AWNPdQo32RZ8JAx2T6XxMRUeqwwE6R2CIzU2jB5kqOlJGcJZGfk7RiT3Ulx6gZ0w/bgP7XXMmRiCg1xnyq1dfXx7WTruvQNC3u7ROhaRoURTEltqqqCIfDpsSWZRnBYHDC2Av9R5AF4J3jPgTbEzv+yEghADeOHDmC3v5w8smeJhwOw+fzmXJOgsEgRkZGTIk9MjKCUChkSuxAIABZlk2J7ff7oaoqgkHzWnXNyHtoaAg2mw2Dg/H3qV6sZMEFoLGhFmHbonNsGZm2cqp5O/VZWAJA7t+Og2fEGBgYwMjICLq6uqYU+1y8Xi9kWUZHR4fhsX0+H9555x24XK7YY3nyDswHELBdhKYpnqvBfheAWaa9L4PBIJqammC3Gz9BlSRJOHDgAGw2m+GxVVXF/v37IYrGtznpuo76+vq4Z49atWqV4TkQUeqNuQqWlpbGtZOu6+jq6op7+0QoioLe3l5TYkuShMHBQVNih0Ih+Hy+CWO7mvsBAIWly5BvT+z4drsKAJg1axZKSvXkEj2Dz+eDJEmmnJOhoSHoum5K7IGBAQwPD5sSu6+vDyMjI6bE7u7uhqIopsSOMut96XQ6MWfOnLj3sUlFQLAFswvtULInz2nqeZdCC5bDJp9ApecAwp7rY88Eg0EUFBRMeRrAcwkEAigsLER+fr7hsYeHh1FUVASPxxN7zHNyDwBAKHofSgundq4EPVLkORwO096XxcXFcLvdhsfu7e3FnDlz4HA4DI/d1dWFkpISU4r3zs5OlJVx7QOimWZMgV1eHl//YE3T0NDQEPf2iZAkCYcPHzYldjAYRHNzsymxfT4f2tvbx42tawrC7/QAAEorLkl4HmynswuAhuLiYpSXO41IN6avrw+Dg4OmnBObzYZAIGBKbF3XIcuyKbEVRYEgCKbEDoVCCIfDpsSOMiO21+tFVlZWQrGl/lJoQWB2gQ3i7HPt1wkgubzlkU1Q2x9Evvp3OMo/Fnu8q6sLhYWFppyTEydOoKioCCUlJYbHbm1tRXFxMYqKiiIPKF6Eml8FABQu/ghmTXEshypLAPrgcDhQXm58gX3kyBGUlJSMuTEwyqFDh1BaWmpK8X7gwAGUlZWZUrzv27cPc+fOTfi6T0SZjX2wU0GKFBBwlvEiSzOGYM8DAOjKsOnHss//PABA7XvO9GNZQe19FlCGIHhqILirrE6HiIgmwZUcUyA2wHGKrU5cyZEykm20FVP1n3OzZFZyjBLcVRA8NdD9B6H1/hXi7PcnFS/dqL3PAgDsZfckFYcrORIRpQZbsFNAD0UGQQmu+RZnQpQ6wmiBrU9SYBslWnxGi9FpQ/FCG22ZtyVZYBMRUWqwwE4BPTxaYHMObJpJYi3YgZQcTpx9c+RwXY8Dijclx0yF6A2DWHwTYC+wNhkiIooLC+wUODUHNgtsmkFsOQAAPUUFtuCuii0hrrT/PCXHTAXl+GYAgG30BoKIiNIfC+wU0ENTX2SGKFMJcfbBNpJ9wTcBjBbY06AVWz35GPRQKwR3BbuHEBFlEBbYKZBsFxGu5EgZKc4CO9mVHE8nFm6ItGIrQ9OiFTvaeh29cUgWV3IkIkoNFtgpwC4iNBMJtmwAqesiEnV6K7ZN96X02EZyDP6JrddERBmKBbbJdF0HRgtsONlFhGaQFA9yjDq9Fbs0+H9Temyj2OGH48S3Iv9vUOs1ERGlDgtskwmxRWbmQBA57TjNIPbUTtN3Okf1rwEABfIWOEbeSPnxk1Uu/RyCOgyxYD1br4mIMhALbJNp0f7XHOBIM0xskKOS2hZsIDKjiH3BNwAAnq5/yagBj+rJx1Ck/Q26mBu7USAioszCAttsoeQL7Jtuc2HdNc2oqHIalRWR+Uan6YtnJce7P6YYfnj7gm8iKC6CKHdAOnCH4fHNoPsbIB/9MgBAKfuy4cuiR1dyvPl2t6FxiYhoLBbYJkt2mXSiTJXqlRzH0+r5JTTBA827E/LhT1iWRzx0fwPCb70HUIbQL14PqfiTVqdERERTxALbZJxBhGYsiwY5nk4VcuGr/ANgy4N68ndpW2SfXlwLnhq0Or9mdUpERJQEFtgm0w3oIkIzl6qq+Od//mfccccdGB4etjqdxIhuAAKgSwA0y9JQXNVwrXolVmRLb70nrfpka71/HVNcu1a+YnVKRESUJBbYJmMXEUrGCy+8gK6uLqvTmLrYQEdrbw4Ez4pYka15dyJUdx603r9amhMUL+SjX4Z08AOAMgRb6YcjxbW9wNq8iIgoaSywTaYNvQ4guRZsruQ4Mw0MDOCpp57C+vXrrU5l6uLoh23kSo7nInhWwH350dgc2dLBD0B66z3QQy2mH/tM6snfIbx7DdTR1SYdS/4TjurfmF5ccyXH9KCefCytvkUhIuOxwDaTemoVOSFroYWJUCZ65JFHcPnll2PevMztXiSkQT/sMewFcK58BY4l/xlrzQ7XLYX01nug9T1r7rEVL9T2nyNcdx7kw5+AHmqFWLAerjW7YZt/n7nHprSh+xsgH/4kQqOvA9Nfd0RkCRbYJtL8BwEAQk61xZlQpjlw4AD279+PO++80+pUkmOPTtWXJgX2KNv8++C+/Chs8z8XK7SlA3cgtHPOqaLHgBZG3d8Atf3no7FLIB/9cmz5c8cF/wPnylcgeFYk/wtRxtBlLwRPDaAMRcYEnPa60/0NVqdHRAbh0oIm0kcLbNGz3OJMKF1t3rwZDQ2nPlQfeugh5Ofn4ze/+Q02bdqE/Px8C7NLnmDzQEeki4hgdTJnshfAseQBOBZ8E+rJx6C0/xx6qA3qyd9BPfk7AIDgroTgroRYuAEAIBZeGdvdo70N+8hJaN7CyAOKF5rvAHTFC93XAM3fAChDYw4pFt8Ee9lHIM5+f2p+R7KW4kWhrQmaNxeCOgTNdwAAYJt9C1THHAih49CkrlixrZ78HQTPcrjW7LE4cSJKlqDruh79x+7du+PaSdd19PT0oKSkxPCENE1DX18f5syZY3hsVVUxODiI4uJiw2MrioKhoSEUFRXFHisP/SeKlGdx0vUZ9Do+OOXY9a8XYdibhYsv7UPBLGP7TkqShEAggMLCQkPjAkA4HEYwGERBQYHhsYPBICRJMqUADQaDkGUZeXl5hscOBALQNA25ubkAIv2sJelU3/rZs2djz549aGhowMc//nE4HA7s3r0bO3bswGc/+1lkZ2dPGPuVVyKzT1x33XWG5+3z+WCz2c55/PFUBb+CPPUNtGT9EMO2deNus31LpAvM1f/QkXSeZxoaGoLL5YLbHd/CKlnaUXjUfciVd8KjJd+aKAklCNguRsC+EkO2K6AKuXHtNzAwAI/HA6fT2MWlvANu7HuzGHkFQaxa229obADo6+tDQUEB7Hbj2256e3sxa9Ys2Gw2w2P39PSguLgYojj5l7o23YcsvRkAkKUehaj7Ieo+ZKlHI8/DjyztWAJHj34ER25BBU8NXGv2JpI+EaWhMVfBysrKuHbSdR19fX1xb58IRVEwODhoSmxJkjA8PGxK7GAwiJGRkTGxPe92AAqQV3o5sj1TP2ZRkR+trW9j2bJlRqQ6xvDwMDo7O005J4ODg6a9Tvr7++H1ek2J3dvbi0AgYErsrq4uyLKM+fPnAzj7Pdff34833ngDH/zgB7F48WIAwNGjkQ/uefPmxQrzczEj77a2NjidTpSWlia0X1Z7ETAMzCnORWHe+HlteO9xeDwezJ5tfN7Hjh1DYWHhmBvfc6sEcB1UfAVDAOzhQxCldgjBJgjaMGzBptiWwWAQDocjVkzqtnyo7moI9nwormpoWcugiXkQAeSO/hevYDCI0tLSuP7eiaisBOzOJlRVVSEnx/jzPTw8jPLy8rhvaBIxODiI+fPnw+FwGB67r68PFRUVsNlssIcPAeow7IE3AABisAmCOgRR7oAoJ3YTqIu58MrzY39HJWdt7DlROQmHbxsEpTeyrWMuQnO+hMKlnzPotyIiK40psONtkdY0LaHtEyFJEgRBMCV2MBiEzWYzJbbP50NLS8uY2KHDbwMAZlW8B4KjYMqxnU4nOjs7TcnbZrOhr6/PlNi6rsPn85kSW5ZlhEIhU2KHQiFommZKbL/fj3A4PGHsrVu3QpZlPProo3j00UfHPPe1r30N69evx333nXtAnBl59/X1ISsrK+HY8kAR1GEg32ODbYJ9u7q6kJeXZ0reHR0dyM/PTyL2xPsd2r0blZWVKDAh7+bm5gRvDOL3zjvvYNasWaZ8s3To0CEUFRXB4/EYHlsURRQXFxtSvOv+Buih1kiXnlALVjr3oeBY+1ldesZly4OYG+k3L+SugDA684tYEOk+JDgKxvSrf/X553HjdTdCEEY7SSlehHevhh5qi2zvroB9wTdhK7sHWUn/ZkSULtgH2yR6sBnQRgBnSVLFNc0sGzduxNq1a8c8tnPnTrz44ov41re+ZUoRaqrYPNjWLZdOM5ceaoHuPwDNdwCaryH27zMViACUyP8LnhoI9oJY8Sx6lgP2AghZlRDcVcknZS+A4I58exAtrIlo+mGBbZLoRZwDHCkRxcXFZ40RaGqKdEuorKw0pV+4mYQ45sEmMoTihebdGSmmB3eMO8g0KlpEi4UbINjzsedQGKsu3wSHZ3FKUnVU/9qYYp2I0hYLbJNo/kYALLBphrNFp+kbsTYPmn4UL9Te56B5d0Rap8dpmY525xALN5w1I8zpBhu3AC7j+6RPhMU10fTHAtsk0emYhNzkC+znngrj5IlFqJwvoaLK2FkFKP3dfPPNuPnmm61OY0riacF+6ZnZAID7v52SlGa06EqOLUdCuOcTVmeTOGHkIOT2P0Ib3DFuQS0WrIdYuAGiZ3mkiwcLWSKyCAtsk3AObCIA9uhKjuwiQlOj9T0LtfdZrLU9DX1/AOppz4nFN8FWeCUEz4pxW6aJiKzCAtsEuhqAHjoOCA4g+3yr0yGyjo0FNiVOD7VAaX8Q6snHYv2o7QDgmg/bnPfDVnwzC2oiSmsssE2gn7ZEuiBwNXqauYTRPtgc5EjxiKxm+Bg0787YY4K7AuLsm7G39TxcvOqjcJgwxzYRkdFYYJsg1j3EgP7XRBkt1oIdsDYPSmvqyd9BOf496KHWyAO2PNhm3wx7xX2xOaX9LVstzJCIKDEssE2gGTxF3023udDY2IiKqrmGxCNKlXgGOW68pReFhYWpSmlGq6hyYu3Vx7B8eXrc/J9ZWMcWXZl9MzC6gAsRUSZigW2CWBcRDnCkmc6WHfnJafroNNrgDsiHP3l2Yc1FV4hommCBbQLN1wAAEDwXWZsIkcW40AyNoXghH98Mtf3nAFhYE9H0xQLbYHroeGSJdFc5l0gnYh9sGqX1/hXy0a/EWq3tC74B+4JvWpwVEZE5WGAbjPNfE53Gnhv5qQxbmwdZSjm+Gcrx7wGILAbjOO+B2OBFIqLpiHPIGSy6gqORBfZzT4VRt20R2lokw2ISpYYIiC4AOqCP//p96ZnZeOJh3uunQnQlx2f/HErZMeXDn4gV144l/wnnyldYXBPRtMdPNYNp/kYAgJDLDxAiAICYA2jhSDcRu9PqbChVFC/Cb70nsqS5LQ/O6l9DnP1+q7MiIkoJtmAbTI9N0VdjcSZE6UGwc6DjTKOHWsYU165Vr7C4JqIZhS3YBhL1EPRgMyA4IGSfZ3U6ROlhdDVHDnScGQR1CNKhO6D7D0Dw1MC18hXOaU1EMw5bsA1UIOwHAIh5q6xNhCidcCaRGUVo/hyLayKa8diCbaBcPdL/Wiy40tC4XMmRMplg80AHoKsBCOM8z5UcU8fslRwr9f+C6H0x0ud6+Z9ZXBPRjMUWbAPl6XsBAOKs6yzOhCiNiK7IT67mOK2pJx/DXPwVAOBa9QoEd5W1CRERWUjQdV2P/qOuri6unXRdx8DAAIqKigxPSNM0eL1ezJo1y5TYQ0NDprSWCUofLlbugAo3GlzPA4LNsNiKoiAQCCA/P9+wmFGyLCMYDCIvL8/w2JIkIRwOIzc31/DY4XAYkiSZEjsUCkFRFHg8HsNjB4NBaJqGnJwcw2O/9tprAICrrrrK8NiBQACiKCIrKyvhfRdI30KhtgvvOr4Dr+3sb3f8fj/sdjvcbrcRqY7h8/ngdDrhcrkMjz08PAy32w2n0/iZUYaGhpCdnQ2Hw2F4bK/XC4/HA7vduC8ws/VjOD/8SQDAcdtXMOi4wbDYUYODg8jPz4coGt8uNDAwgMLCQgjCeN+xJKe/vz+hz8p169YZngMRpd6YK+zSpUvj2knXdbz55ptxb58IRVHw1ltvmRJbkiQcPHjQlNha91tAF4C8K7B0QbWhsf1+P44fP25K3kNDQzhx4oQpsQcGBtDb22tK7N7eXni9XixZssTw2N3d3QgEAli4cKHhsTs7OyHLMiorKw2PHS2wzTjfLS0tcLlcKCsrS3hfV+sswAvMLZuNksKzc2tubkZubi7mzJljQKZjHTlyBLNmzUJxcbHhsd9++22UlJSYcsPe1NSE+fPnm3Lje+DAAVRWVhp6A5l9OLLUeSfej9xFn8acKdyITaa+vh6LFi0y5YZm9+7dWLJkCWw24xpGol5//XVT3pNElN7GFNjx3mVrmpbQ9omQJAmCIJgSOxgMQhRFU2KPdLwOAHCX/ANyDI4viiJsNpspeeu6ju7ublNiy7IMr9dr2t9yZGTElNh+vx+KopgS2+v1IhwOmxI7yozYXV1dyMrKmlJsuScfqhfIzXHANs7+HR0dyMnJMSVvp9MJj8djSmyHw4Hc3FxTYtvtduTl5ZkS22azIT8/HwUFBYbEU45/D4rUDsFTg9bAZ7C6oMCUb38EQUBhYaEp33QAQGFhoSnfGADArFmzTGkdJ6L0xT7YBhGGXgMAiEXvMTw2V3KkjBbtg62Fx32aKzmmjuErOSpeKO0/BwA4ljxgTEwiommABbYBdP8BCEofwiiGkM2vAonGEEdbHLXULc9NqSEf/x6gDEEsWA+xcIPV6RARpQ0W2AZQB7YCAIaESyzOhCj9CKMt2PoELdiUmfRQC9T2BwEAjupfW5wNEVF6YYFtAK3/FQCAF1xghugsbMGeluQjXwEA2Eo/zCn5iIjOwAI7SboWhub9O3QAQ1hpdTpE6WeSPtiUebTBHdD6ngVseXCcx77XRERn4siiJOneHYAuQc+5GGrQ+JHzAFdypAw3SYHNlRxTx6iVHJXjmwEA9or7uFojEdE42IKdpGj3EORfY20iRGlKGO0iorOLyLSg+xugeXdCcFfAPv/zVqdDRJSWWGAnKTrAUcu7ytpEiNIVu4hMK8rJxwAA4uyb2XpNRDQBFthJ0KUe6IFDgJgN3bPa6nSI0hMHOU4rWu9zAAB72T0WZ0JElL5YYCdB638ZACDOugYQ2J2daDyCGFnaWte4UFKm0/0N0EOtENwVEDwrrE6HiChtscBOgubbBwCwFb/P1ONwJUfKaJO0YHMlx9RJdiXHMd1DiIhoQiywp0iX+qCe+G9AdEEs+YDV6RClL3YRmTbYPYSIKD4ssKdI7fodoCuwzbkDgi3H6nSI0hcHOU4L7B5CRBQ/FthTpJ6ILA1sm3uvtYkQpTlO0zc9sHsIEVH82PFxCrShWujBYxDclRAL1ludDk1DoVAIf/jDH1BbW4uRkRGUlZXhs5/9LBYsWGB1aokTRluwdbZgZzJ2DyEiih8L7ClQT/wWAGCb+/GUHI8rOc4siqLgu9/9Lrq7u3HXXXehtLQULS0tKCgosDq1qbGNFtgqV3K02lRXcmT3ECKixLDATpCuBqB2/wmAABtbcsgEL730Eo4ePYr//M//RFVVFQCgpqbG2qSSwRbsjMfuIUREiWEf7ARpXY8DugSx6HoILrYok/Fqa2uxbNmyWHGd6dgHO/OxewgRUWLYgp0gpeO/AQB2Dm4kk3R2dmLZsmV46KGHsG/fPgQCAVx00UX4xCc+kZndRGyj0/SpLLAzEbuHEBElji3YCdB9+6AHmgBbHoSim6xOh6aBzZs344477oj919/fD0mSsGfPHhQUFOD+++/Hpz71KTQ1NeEnP/mJ1elODbuIZDS191kA7B5CRJQIQdd1PfqPnTt3xrWTrusYHh5Gfn6+4QmZGVvTNPj9fuTl5U1p/0r1pyjRn0eXeCvaxM+MeU5VVYyMjCA3N9eIVMdofGsufEPZWHZxJ/IKRgyNrSgKQqEQPB6PoXEBQJZlSJKEnBzj5wmXJAmKoiA7OzujYofDYWiahqysLACA1+tFOHyq8CwuLsZ///d/Y/Hixbj++utjjzc2NmL79u34wAc+gJKSknFj//3vfwcAXHHFFYbnHQwGIYoiXC7XlPZfo7wHALDbvvWs517fvhgAsPbqY1NPcAKBQAAOhwNOp9OU2E6nEw6Hw/DYfr8fbrcbdruxXzIOe7PRtG8ucvNHcOHKzrj2WaJ+G4V6HY7bvoJe4fpzbuvz+ZCdnQ2bzWZEumMMDw/D4/FAFI1vFxoaGkJeXh4EQTA8ttfrTeibpyuvvNLwHIgo9cZcveMdWa7rOmpraxMeiR4PWZaxd+9eU2KHw2E0NDRMKbag+eE83AiEgVlLP4+CrOoxz4+MjODw4cOm5N18OADfELBw4ULMnWfsh4vX60V7e7spg+j6+/vR3d2N6urqyTdOUE9PDwYGBnD++ecbHrurqwt+vx+LFy82PHZHRwdkWT7ndHsOhwNlZWVjXkuzZ8/G9u3bkZ2dPeFrLFpgm/EafPfdd+FyuVBeXj61APucgC5hec35gDC22H19e+Sm0Yy83377bRQVFWH27NmGx25qakJZWRlmzZpleOwDBw6gsrLS8IaGzg4NTftCyMrKivt8uxrbAQkoP28jyrIuPOe2e/fuxfnnnx+7gTTSm2++ierqalNulurq6rBs2TLDb2iAyPuypqbGlOKdiNLXmKtJvHfZmqZBEART+oNKkmRa7Ggr3FRiKy2/gBJugZC7Cnll68563mazwWazmZK3zRYCoMHj8aCgwNgPF0VRYLfbTck7FArB4XCYEtvv98Pv95sSe2hoCJIkmRK7v79/0tdgQUEBfD7fmG28Xm/sucnyMiNvl8uFrKysKccOiW5AlVCQ5wZsZ36DFCmwzcjb4XAgOzvbtNg5OTmmxLbb7aPvd2NjD3slAKH4r1WKFyGpHbDlIa9s8m9GbDYbcnNzTflGTBRF5OXlwe12Gx5bEATk5+eb8m0EEHlts8AmmlnYBzsOujIEpfX/AgAcizdbmwxNezU1NTh48CB8Pl/ssYMHDwJAZi40A3C59AylDe4AAIi5HNxIRJQIFthxUNt+CqjDEPIvh1h4jdXp0DR36623wuFwYPPmzaivr8f27dvxpz/9CZdffjnmzs3MqSE5VV9m0vwHAABi4QaLMyEiyiycpm8SujIEpf3/AgAcS/7Dkhy4kuPMUlxcjM2bN+ORRx7Bj3/8YzgcDlxxxRX46Ec/anVqUzdaYGOcApsrOaZOois5xlqwPcb3jycims5YYE9CbX0AUAMQi98HMe8Sq9OhGWLevHn4xje+YXUaxhFHxw5okrV5UEKiLdgCu4gQESWEXUTOQZf7oXQ8CACwL/q+xdkQZbBztGBTetJDLYAyFJn3311ldTpERBmFBfY5RFuvbSUfgJiz1Op0iDKWMDrIUecgx4yh+xoAsP81EdFUsMCegB44DKXtAQCAfeG/WpoLUcZjC3bGiQ1wZPcQIqKEscCegHTo4wAAW+ndELIWWZrLc0+FUbdtEdpa2H+VMtQ5pul76ZnZeOJhDgdJhbYWCa9vX4xn/zz5jQ4HOBIRTR0L7HEorT+E7nsLsOXBvtiamUOIphW2YGcue4HVGRARZRwW2GfQRo5Befd7AADH0v8LwTnH4oyIMh/7YGcezbsLAPtgExFNBQvs0+i6Crnpo4AuQyzaCFvph6xOiWh64EqOmUXxRn6etaw9ERHFgwX2adS2n0D37QVseXBc8D9Wp0M0fbCLSEbRojOIcIAjEdGUcGRRlNQFpfn/AAAcS3+SVl1DuJIjZbxztGBzJcfUiXclRz3UGvkf9r8mIpoStmCPCjfcAgAQi94LW+mHrU2GaJoRRluwdbZgZ4Rogc0WbCKiqWGBDUA6eDd03z4I7io4lj1udTpE0w/7YGeUaBcRwV1pcSZERJlpxhfYSssPoPU+Ddhy4bjoeQh2DuohMhwL7MwyOsiRBTYR0dTM6AJb7f8blHe/DUCAY/mfIWYvsTolommJXUQyS2yKPnYRISKakhlbYGuBw5Ab7wIA2Bf/O2yFV1maz7lwJUfKeFzJMS0kspIjAA5yJCKaoplZYIdPQD70j4AagK30Q7BX/LPVGRFNb5ymL2PElkgvWG9xJkREmWvGNRu50IfwW9dBD74LcfYtcFT/1uqUiKY/9sHOHNFFZth6TUQ0ZYKu63r0H9u3b497R7/fD4/HY3hCuq5jZGQEOTk5hsd2aCexTP8KssQ+9GMdjuD/AILNkNiapiEUCiE7O9uQeKc7tH8e/MM5uGBFB3LzA4bGVlUVkiQhKyvL0LgAoCgKFEWB2+02PLYsy1BV1bTYmqbB5XIZHluSJOi6bkrs119/HQCwdu1aw2OHw2GIogiHwzGl/Wfpf8dSbEY/LscR4Ztjntu9cykAYM2V7ySd55lCoRDsdjvsduPbEoLBIBwOh2mxnU4nbDZjrk9RvqEcHG6YB09eANUXdYy7zTz9d5iP36MdH0KH8JGE4o+MjMDtdkMUjf9yNBAIIDs7G4IgGB7b7/cjJyfHtNiJfFZeffXVhudARKk35pNh9erVce2kaRp27doV9/aJkGUZb7zxhvGxw+0Qm+6FqPRBK7wB+YsfwWqDimsgcvFvamoy5Zy0HBmCfxhYunQpyucb+4E7ODiI1tZWXHTRRYbGBYC+vj6cPHkSNTU1hsfu7u5Gf38/qqurDY/d2dkJn8+HpUuXGh67vb0dkiRh0aJFhseOFthmvAaPHTsGl8uF+fPnT2l/wesFjgCzCrKx+ryx+e3eOQzAnLybmppQXFyMkpISw2MfPHgQc+fORVFRkeGx9+3bhwULFqCgoMDQuCfaVRxuCCAnJ2fC8y02Pwz0A/Mqq1FWktjf5M0330RNTY0pDQ11dXVYsWKFKTenu3btwsqVK025WXrttddwySWXmFK8E1H6GnM1ifcuW9O0hLZPhCRJEATB0Nj6yDuQjn0IutKFHm0DKi7+i2GxY8fQdYiiaMo5ueUDMhobG7H0AuP7RIZCIdhsNlPy9vv9sNvtpsT2er2mxXa5XAiFQqbEdjqd0HXdlNhRZsR2OBxwuVxTjq3JBZAA2AQFWWfE2HhLMwoLC03J2263w+12mxLbZrOZGjsrK8vw2EsvANZe3YDly5dPGFtSO6EBcM1aDTHB44uiiOzsbFPOiSAIyMnJMeVbKwDIycmZ8jc0k/F4PCywiWaYaT/IUet/GeE966AHmqAXXI8j+BerUyKaeTjIkYiIZpBpXWArrT+E1PB+QPVDnHM7sJSrNBJZgfNgZw7NfwAA58AmIkrGtJ1FRG66B2r3HwEAjiX/Cdv8+xAMBi3OimiGEkYvNbpibR40OWUo8pOziBARTdm0K7B1/wFITfdADxwGbHlwLv8TxEKOyiaylDh6qdFYYBMR0fQ3rbqIKK0/RHj3auiBwxALN8B1af20KK65kiNlvHO0YHMlx9SZbCVH3d8AABA8xs/8Q0Q0k0yLTzVt4FUoxzdDG6oDEFn63F7xvy3OiohihNHZGXTZ2jzonHTZCwAQ2D2EiCgpmV1gy32Qj3wRaveTAADBsxzOCx+DkH2BxYkR0Rjsg01ERDNIxhbY6slHIR/9l9iyvvZF34O9klPwEaUjYbQFW2cLdlqLdRHhDCJEREnJuAJb9+2H3PJDaL1PAwDEgivhuOC/IGQttjgzIpoQW7Azgj46gwi7iBARJSdjCmx95B3Izf8aK6xhL4Bj8Q9gm/sxaxNLgZtuc6GxsREVVXOtToVoasTRPtja2S3YG2/pRWFhYYoTmpkqqpxYe/UxLF++3OpUiIimtbQvsPWRI1A7H4bS9uPIA6Ib9vmfh73qXwBbnrXJEVF82IKdETRfpIuI6GEBTkSUjLQtsNWux6Ge+DW0oddjj9nnfwH2qq8AjtkWZkZECeMsIplhdEwLF5khIkpOWhXYeqgFeucfsNbxY8iHRlcTE7NhK/8EHBVfBFzlluZHRFPEApuIiGaQtCiwtd6noZz4LbSBrQAAlwDAUQR7xRdhn/dpdgUhmhZEANrof9NqjatpQ/MfAACInEWEiCgplhXYuq8eavefoA6+Bt23/9TjnlV4x3sFLrrmP6xKLe0891QYJ08sQuV8CRVVTqvTIZPpuo4XXngBf/vb39Df34/i4mK8973vxQ033GB1askR7IAuRfphC6dexy89E+nydf+3rUps5oiu5NhyJIR7PjHOBqOziLCLCBFRclJaYOvBY5FVF9v+L/Tgu6eeELNhK/sQ7PM+C9mxCF3btqUyLaK0smXLFjz66KO46aabcPHFF2Pv3r14+OGHASCzi2zRAahSZCYRG28UiYho+jK/wA53Qun+A9TuP0H37RvzlFh8M2yld8JW/D5AdEcelCTTUyJKZ7W1tVi8eDHuueceAEBNTQ2OHDmCXbt2ZXaBzZlE0lpskRlPjcWZEBFlPlMKbH14D9T+l6F5a6EN7wXU4cgTYjbEWdfCNvtm2OZsAmy5ZhyeKKNJkoT8/Pwxj+Xm5qKvr8+ijAzCgY5pTZe9ALjIDBGREc5ZYGuDOyAf/TKcy5+E4K6acDvdfwCatxa61AvlxEOA3B97Tsi+ALbij0OcdT3EWdcaljjRdHXttdfi4YcfxhtvvIGLL74YDQ0NaGhowMc+luGLKrHAJiKiGWLCAls++iWo7Q8CAJR3vwdH9W9iz+lDu1BpfxryO1ugdj0BqP5TO4ouiEX/AFvR9RCLb4TgrjQv+xmCKzlOX5s3b0ZDQ0Ps3w899BA2btyIvr4+PPDAA7HHb731VmzcuNGKFA0jCHboAHRdgXDa41zJMXXOtZJjrIsIZxAhIkqaoOu6Hv3H1q1b4RHexRLhJ/AIxwEAHfpt8OnnIxdvIw+NyBPfOStISJ+DflyGQX0VBvVVSSWk6zrC4TDcbndScVIdW9M0yLIMl8uVcbEVRYHTafygM1VVoapqRsbWNA0Oh8Pw2IqiQNf1WOyhoSFIp407mDVrFpqbm7Fr1y4sX74cZWVl6OzsxMGDB3HllVdiyZIlE8bes2cPAGD16tWG5y3LMgRBgN0+9V5lq22fhBsnsUf9H4RQNia2KIqw2WxGpDqGJEmw2WwZGdtut0MUjZ/OMBwOw+FwnBW7Qvg9KsUn0KrdjTb9Q1OO7XQ6IQjC5BsnKBQKweVyZWTsRD5z3vOe9xieAxGl3phPy/XzXwA6/2v0mTzANgvzwk8BZ15zXFU4GajA3KWboOddAXfWeSgHYMQyMLIso7a2FuvXrzcg2lihUAh79+7FFVdcYXjsQCCAAwcOYO3atYbHHhoawjvvvIM1a9YYHntgYADHjx/HqlXJ3RiNp7e3F52dnVixwvgWsZMnT6K/vx8XXnih4bFPnDiB4eFhXHDBBYbHbm1thSRJExbK4XAYTzzxBDZs2DCmS0i0y8iHP/zhCW8qogW2Ge+dI0eOwO12o6KiYupB9nmAILD6kouBrFO//6FDh5Cfn4/ycuMXkjp48CBmz56N0tJSw2Pv378f8+bNQ3FxseGx9+7di0WLFpnSsv/mm2/iggsuQF7eGesLtP8daAcqKytROX9qr6G6ujqsWLECOTk5BmQ61q5du7BmzRpTGhq2b9+OdevWJXUDOZFXXnkFV1xxhSnFOxGlr9jVRKq/Ehh6c/RfemQ+VCUyOFHIXQVbwRUQC9ZCLLgCmq0Ih7ZswYLKGw1PKNqqYlYLtlmxoy18ZsQOBoOmxXY6nRBF0ZTY0VayTIttt9ths9lMi62q6oSxe3p6MDIygqVLl47Zprq6Gtu2bcPQ0BDmz59/zmOYkbfNZoPdbk8qdlh0QAfgctognBbHZrPh/7d3f7FRnWcex3/vmRnbCbYZCJZLUoxJqRGQYOzln5Eds3VQFkiimN2WttpSdqW9iET2Yvdipb1Zrcoi7Wq1F1Ui5aISXZQ0u4WSqE1kiJwQYkRMshhMDQk1tY3tEmoTYbAN9nhmzl6YGTPFE4x9zpl/38+NmeOZZx6G4fjxM+95n0Ag4ErelmVlbOy8vDxXYhtjpo0dunNBUUl5wWpZs3xeY4zy8/NdyVuS67Hd+NRKmvw/SYEN5JZ4gW1Hbt9zeOpEYAVrZYqqZC3aIWtB/eTBaNSr/ICcEusq9vb2Jhy/cuVKwvczEtv0pbfw0ORXdhEBgDmLF9j5G/5P9ki7ojdOKDrcruhIu+yR3yo6dFIaOinjnz9VYMNTTHLMHcFgUBs3btSxY8cUDAZVUVGhzs5ONTU1adOmTfdt35dRkuwiwiRH7zxwkiMAwBEJC85MYaV8hZWKX7ITHpostoc+lm/xj7zPDshBr7zyit555x198MEHOnTokBYuXKjGxka99NJLqU5tTpLtIoL0YN8dk24CwdQmAgBZ4Ouv6PAHZS2op3MNeCg/P1+7du3Srl27Up2Ks6y7Hewo+2CnI3vkvKTJRgsAYG6c3wMKAKbDGmwAQI6gwAbgDSY5AgByhPObfsJxTHJEVkjSwWaSo3e+bpIjAMA5dLABeIMONgAgR1BgA/AGa7DTV2wPbF8G77MOAGmEAhuAJ4w1WWDbUQrsdBMdbpckWUXsIAIATqDABuANOtgAgBxBgZ0BfvOrcZ368Fvq7QmlOhVg9r5mkuNbB7je2guxSY6/PjyW6lQAIKtRYAPwBh1sAECOoMAG4A0mOQIAcgQFNgBv0MFOX7FdRPzBVGYBAFmDAhuAJ8zdNdg2+2CnnejIeUnsIgIATuHKogzAJEdkBSY5phyTHAHAG3SwAXiDSY4AgBxBgQ3AG8Y3+dWOpDYPAABcRoENwBvsIgIAyBHGtm07dqOpqWnGD5yYmFAgEHAlKbdi27atSCQiv9/5pefEvl80GpVt2/L5fMT2IPbZs2clSVVVVY7HjkQiMsbIsmb/O/kS3xEt9x9Ub7hRv4/82NHYybgd27IsGWMcjx0Oh+Xz+TyLvdz/My3xvavL4b9VX+RFR2M7xc3Y6fTzbNu2ba7kAcBbCVXVs88+O6MHRaNRNTc3z/j+DyMUCqmlpUUNDQ2Oxx4bG1Nra6u2bNnieOyRkRGdO3dOtbW1jsf+xc+v69pVW9/76wX6ZpmzhfBXX32lrq4urV+/3tG4kjQwMKD+/n5VV1c7Hvvq1asaHBxUZaXzux709fXp1q1bWr16teOxu7u7FQqFtGLFCsdjxwpsN/5ffvHFFyooKFB5efmsY9h/+ELRLmnp0ie07MmpHP9r/6Ak6R/+uWSuad7n3LlzKi0t1eLFix2PfebMGZWVlamkxPm8P/30Uy1fvlwLFy50NG5/b1i/fOOGvvG40Q/3LIofj57/T9k3pRXV39WK+XWzjt/S0qLq6mrNmzfPiXQTHD9+XJs3b1Z+fr7jsZubm1VfX+9KkX3s2DE1NDS48osBgPSVUK3N9OQSjUYf6v4PI9ZQdyN2OByWMcaV2H6/37XYkyfmya6n0/HdzNvn88myLGJ7FDvGjdiWZc35/Rfx5ysqyTLRaeOka96piG2Mkd/vdzy2z2fH498bO2SMbN19f87hOd3K2+3Y0uT7z83YFNhAbmENNgBvsIsIACBHUGAD8AaTHAEAOYICG4A32EUEAJAjmOSYAZjkiKyQZIkIkxy9k2ySox2+KUkygWAKsgKA7EMHG4A3WCKStuyR85IkU+j8rjwAkIsosAF4wtwtsG0KbABAlqPABuANOtgAgBxBgQ3AG1zkCADIERTYGeA3vxrXqQ+/pd6eUKpTAWYvSQf76DsleusA11t7obcnpE+OL9evD4+lOhUAyGoU2AC8waCZ9BQemvzqK05pGgCQTSiwAXiDNdhpKTrcLkmyithBBACcQoENwBPmbgfbpoMNAMhyFNgAvEEHGwCQI7iyKAMwyRFZIckuIkxy9E6ySY4AAGdRYAMempiY0OXLl3X27Fl1dHSosbFRGzZsuO9+J06c0JEjRzQwMKCSkhLt3LlTW7Zs8T5hJxnf5Fc7kto8AABwGQU24KH3339fLS0t8duRyP3F5unTp/Xqq69qx44dqqqq0tmzZ/Xaa68pLy9Pmzdv9jJdZ7GLSHqK7SLiD6YyCwDIKhTYgIcaGhq0ceNG5eXlaf/+/dPe58iRI3rqqae0Z88eSVJlZaV6e3v19ttvZ3iBzRrsdBQdOS+JXUQAwElc5Ah4qKCgQEVFRZo3b9603w+FQuru7taqVasSjq9atUo9PT0aHx/3Ik1XsIsIACBXUGBnACY55o7R0VHZtq3CwsKE40VFRZKkkZGRVKTlDCY5phyTHAHAG/xUA1yyb98+tbe3x2+//vrrD3xMNBqd9rgxRtLkmu3Ozk4dOnQoaYzplp4UFxdr7969D3x+VyXZRQQAgGxjbNu2YzfefffdGT/Qtu34D32nETtR96Vv6/ZIkcorOjWvaNjx+Jn4mmRC7Fu3bikUmvrUYcGCBbKsyQ+NBgcH1dTUpPr6epWXl8fvMzo6qsOHD2vDhg1auXJl/PilS5fU2tqqnTt3amBgQKOjow+VSyAQSIj3sGKnibm8Jj7d1p8/+iOF7Uf00Z034scvnKmWJK3+s7ZZx04m3d8jXsceHS5Sz+++rUcLh7VsRack6cnA/+rJwC/VNfE9dU3smlP8THxN0i32888/70oeALyV0MHesWPHjB4UjUZ19OhRbd++3fGEQqGQjh8/rueee87x2Hfu3NGpU6fU0NDgeOzh4WG1tbWpvr7e8dgHv7ym2yO2ampqtGRpwNHY169f1+XLl7Vp0yZH40rStWvX1N/fr3Xr1jkeu7+/X4ODg6qqqnI8dm9vr27evKmnn37a8dhdXV0aHx9XRUWFmpqaVF1drZqamvj3b9y4ocOHD2v16tXatm1b/Ljf71dra6u2bt2qvr4+NTU1PdTzbt26VZWVs7+I7eLFi3rkkUe0bNmyWcdQdEzjJyS/z04411w486WkmZ9/HkZbW5tKS0v1xBNPOB77s88+U1lZmUpLSx2P/cknn6iiokKPPfaYo3H7rkyo53fXNX/+/PjrPdH5oaL90opV67Xym3P7N/joo4+0bt26+5Y4OaG5uVm1tbUqKChwPPbRo0fV0NCgQMDZ86skvffee9q+fbtrBTyA9JRQYM/0BBC7nxsnDGIniz33DmLy2Jn6mrgT+0+fw83YxpiE5yksLJQxRqOjownHYx3rwsJCrV27VidPntTw8Mw+zSgqKlJlZaUjf585xYgtEbHD08Zx6/X+09eY2FPxJUl3dxExhc69RzLxNcnU2ADSExc5ZoAX/jJfm7/ze5WV56U6FbgsLy9P5eXlunjxYsLxzz//XGVlZSooKJAxRnV1dQ+MFVvWUVdXlx4/3JNc5PgXLw3qB3/D1n1eiE1yfPGvnO8CAwCmUGADaaaxsVEdHR06ePCgOjo69Oabb6q9vV2NjY3x+1RWVsZ3FrnnMooExph49zptMM0RAJADKLCBNFNTU6O9e/fqzJkz2rdvn1pbW/Xyyy+rtrY2fh9jjJ555pmkMdKuex3DNEcAQA5gmz4gBSoqKr52q736+voHXjC7Zs0affzxx9OuxTbGqLi4WGvXrp1rqs5imiMAIAfQwQYy1L1d7HuXicT+fG/HO23QwU47dvimJMkEgqlNBACyCAV2BmCSI5JZs2aNiouLE5aBpOXa65hpOthMcvTOdJMc7Xt2EQEAOIMCG8hgxphpO9Vpt/Y6hmmOAIAcQIENZLhYFzsmbbvXkszdDrbNGmwAQBajwAYynGVZCV3stO1eS6zBBgDkBGMn20QXaeMXP7+uvish/eDHixg2g6QOHDggn8+n3bt3pzqVpMZb18i+fUn5m87LPLpCkvTv/3pVkvRP//J4KlPLCb09Ib3139e1ZGmefrhnkSRp7MN8SVLBd8ZTmRoAZBUKbACeGT9dLXv0gvI3tsnMW53qdCAKbABwA0tEALgu8uVB2WM9CbuIhLt/MnkMKWGPtN9/MDzkeR4AkI0osAG4aqLzHzXx+d8p3PWT+C4i9sgFhbv3afz0+hRnl5tCbc9q/NMN8S365CtW5MuDGjtVoUjfT1ObHABkAQpsAK7yL3lFkhS59oaMJi++DP/xfyRJvsfTd714NjMFSyVJEz37JUlWUaXCfT+VwjclfzCFmQFAdqDABuAqU1Aua9ELkiQ79EdJtqJDJyVNFd/wlr/s7yVJ0a/elyTZE0OyR34r+YrlW8wvPQAwVxTYAFwXK6Tt8T9MHoiMygrWyRSUpy6pHGYKK2UKn5Yio5JsafyKpKnCGwAwNxTYAFxnLaiXFayT7Ih0d5kIndLU8i+ZKqbt8C3JV8wnCgDgEApsAJ64t6A2eSUU2CnmK3lRsuYp/gvP47tZfw0ADqHABuAJ3+LdMv7Jke7Wou0pzgbyB2UFN0/dpHsNAI6hwAbgmcDKn8la9IICy/8j1alAUmD5v0mSfN/4PuvhAcBB/w/3ZKGYIkAC7wAAAABJRU5ErkJggg=="
[ "$\\lim _{x \\rightarrow-6^{-}} f(x)=\\infty$", "$\\lim _{x \\rightarrow-6^{-}} f(x)=-\\infty$" ]
null
0
math
kindergarten
fewer-more-and-same
false
true
Are there the same number of plates and forks?
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OELT2ifS6O7o59JspCmOTJLLdDb/PBvPfW9NNZyGR4aUnj3LzR9a3tMx83jD4VoFkW4reDVlu3rW9pdfNpV71zke981PvLPU2p96L750arfD8Y8fxbbS9e39+ONJekThqfB9sY7hu5yYOPHuGZDpBeaZGQGuPWv3wJ/vZ/bNTHD84RLJ71bznhJn33X/TuB5eNsfIUI0nvreHez6/AYLWngbl1w0//vPXsPUa2TVJ1m7sael15y1fveptQL3qVa96r0TvWy+N0LsuS73sx7pXJI4WPLnq1o9uJtmRYvvtfez5xRDlSmsbuOPCPZ/tZ/JMmZcefxPjJEl0r8Vr6373IgoIMK6Hm87iZXM47T289vwpBl87yUe/sBHXNRjj4qbawXVpdJFHuZpi+ESBBx7Zzt5fDnHVHf2L6VevetWrXvWqd8n2dva1rYhekbhZcIvt6G6jc73L688NYYF6pU496eGZ5o9OhdnDVaOnyjz/0yOk2zy6+trpXNNN5+rV1OuG/ESVqdFJZkYLlPMFrrplFbnVvWANtlbGSWWwgcVLtWMcB2st9cLUecvw6/CzH7zFbR8doHdLmvsfvvOi/zHUq171qle96l1KvW/vG6FcrLPr4/2x7hWJG2ObPNN0ZrLI9771c264o4+DL5zmd765g7ZUZVELsQFMjlWZmaiSn6rP3p/UWjpXd9KzJkNnj0db1sU4LtavYW2Al2oj8H0c18U4Dn6tBkBQK8HZG+9P55Psf26USilg/wtnuPvhbTz0O3df5D+FetWrXvWqV71Lt/fTX7uO3t5abHtF4qTpMaeO7jY239LH3idPsPXGXk4cmqF/czudHa1v5MaB3KokuVXvOxfMuDiJJNYGYOtYv46TbIfAn924vQTGGPxaFQDH8whqsxd7VCoe1g94Y+8oqaRLR3+CB79w1yLSF+i9dRV7nzyuXvXGo1fbr3rVG4ve0VMFEqksndlqLHtF4qT5DS6BBx+5g97tXUycKfPcYyeplS35fPPbJDVlfcDieEncZBvGTc0+uhVwE0mwwZyNO4lfreAmM5DKUii4fP+P93P7vQMUqnU++sitod1788Ev3k7v9m71Xir1Lo1ebb/qvRjqXZK91aJPuRLfXpG4aGnAzna1cf+XbqXqB6y/OsdP/vJNXNdgW7yquRE3lQXjYoOAwPcxjoubSuIkkvi1KoE/+7Qpx/UIaiUc1wNjqJQ9fvkPx7j/i9t5+ifHWHdDFzd9ILxbA8323qJe9S7K0u7V9qvexVHv0uz96XcOYYP49orERUsDNsC2Gwa46YHNHHpljNsfGuAvvvUK1bJHpdr8qVGNGM+Z/fScTuMmzh6OqlTxq7Pn1BnHxRBg/TrGcQmsQ7Hg8NPvHKSzN81L/zxI+waXL/3hQxe9Do2oV72LpV71qle9l6v35rO9H/zMJv7iW69QKXmXtOd+KfeKxEHLAzbAvZ+7jXU3dfEvjx7no1+6ih/+t9eoVGCmkFr8gpMZgnqFoF7FL5fxazWCs4enjDE4bgK/NA1uEguUSg6T4z7/+N03WLcty5svjVL2Snz1P39y0ctulXrV2yr1qle96r2cvfec7f2/f3N0tve/H6BcDmLbK7LcLWrABvjKH32MrXf38OunTnHNzjV8/z+9wsRwmcnpJIFp/ZBVUC3huOl3/2wMOJ6LcR388gw2qONmurA2YGLCMDNR4wff3sP6a7o49NI49XSBr//J58l2NX+U66VQr3pboV71qle9UfRu29nLr586xfV39vM3/2V/rHtFlrOmt+lr5OlHX2bv40foH8jiW/DLNe75/EbaOhJkMlWMDZovPJHCcTzA4tdmL6Awrou1Pta3lEou5WKN13aPcfDFIa69azX7nj9DNTHDH/zPL0a6catXvc2oV73qVW8Unn70ZfY8fpj+gU4CG+CX69zz+Y0kMh6dHbXY9YosRxc9YAO8+OTrPPvoPqrjcMfH13PwhSEGtnVywwdXketL4ZqAVGrh2wl57d0E9Qrndqb7gUOl7DAzUWF8pMzj332dnZ/YxFuvjDBTqtG7JcO/+eNPX+wqXxL1qle951OvetV7hXqfep1nf7Sf6rg9r3fXx9bipTys79PevvDtC5dTr8hyc0kDNsDpd0b5yV89w8zpGilj2PHBfl59foiunhS7PrGedLtLWzaBNT6eA9ZaXBf8ACwuFhfjJLA2IAgspXyNN14aZ8/jb3PXJzYxfqLI4Ik8Y9MjPPKNB6/41crqVa961ate9S713o98dgOO58SqV2Q5ueQB+5x9LxzhF3+3h9qMIZtJMLCtG78ecPLQBJPDZa7ftYrNO3K0Z10sAViDH7gkkh7H3pzk0J4zTA2XuPauNaQ6U8wMFzh9ssiJ04Pc/dC1PPIHDy2p+2yqV73qVa961bsU7HvhCM88+jLF8WBF9IosB6EN2DD76fjA7qM88Xe7KY7VyHhZnCBg/VXd9PZnKBZ8Mm0e1liMNWAsWEOx5OOX6pw5MU0hX6dcL1Oslrjv4du4/+E7luyGrV71qle96lXvUrDSekWWulAH7LmmJwq8+ORBXv31EYaPjxNUfHK5HI7jEgCOcSAICAxMjo+D65DtTXLDzu3sfOAG1m7suRyrddmoV73qVe9yoV71xqlXZCm6bAP2XOcWcebEBMMnx8999dwqsOX6dWS7MrH5pKxeUK96lyv1gnrVKyKXJpIBW0RERERkpVj0g2ZERERERKQxDdgiIiIiIiHSgC0iIiIiEiIN2CIiIiIiIdKALSIiIiISIg3YIiIiIiIh0oAtIiIiIhIiDdgiIiIiIiHSgC0iIiIiEiIN2CIiIiIiIdKALSIiIiISIg3YIiIiIiIh0oAtIiIiIhIiDdgiIiIiIiHSgC0iIiIiEiIN2CIiIiIiIdKALSIiIiISIg3YIiIiIiIh0oAtIiIiIhIiDdgiIiIiIiHSgC0iIiIiEiIN2CIiIiIiIdKALSIiIiISIg3YIiIiIiIh0oAtIiIiIhIiDdgiIiIiIiHSgC0iIiIiEiIN2CIiIiIiIdKALSIiIiISIg3YIiIiIiIh8qJc2PDoGMYYhodHaGvL4DgO1lo2b9wQ5WpERr3qjRP1xrtXRETCE9mA/drBQzz62M+57uot1H2L5zqApVAqs3njSe750K6oViUS6lVvnKg33r0iIhKuyE4Ref2NQ2zbsglrz33FEFhIeClGRsaiWo3IqFe9caLeePeKiEi4IhuwAxtQr/tn/2Sp+z6+H2AcQ933F3ztcqRe9caJeuPdKyIi4YpkwLbWEgRQLOZJp9uw1sz9S8rlCva9XUXLnnrVq97la6X1iohI+CLbg+04hkKxTL6QxxgAC8z+4pqYnIxqNSKjXvXGiXrj3SsiIuGKZMA2xhAEhlQqgbUOxjEYY2b3Ahlw3WQUqxEZ9ao3TtQb714REQlfJHcRsda+e0jVGItfDwCDcVywPo5jFn6DZUa96o0T9ca7V0REwhfZbfoMwezeIGMx5twvqAAch3QmjbVgYvR7S72g3iu6iqFSL8S5V0REwhXZOdi+BQgIguDs4VYDzD64IZFIxu6XlXrVGyfqjXeviIiEK7IB+9whV2vNu/eWdR2LARzjzLnfbDyoV71xot5494qISLiiG7CBgfWbKFer+IGlUCoynS/hukmME7/DrepVb5yoN969IiISrsjOwU64Dh/+8E5Gx6dxHMPE5AS9PT34vuXlPb+KajUio171xol6490rIiLhimTANsbgGMPwyDiZbBaA1WvWAlAt53EdZ86FRMufetWr3uVrpfWKiEj4IjtFpKOjg8FTpy74+sT4GG4Mb3ul3lnqjQf1zoprr4iIhCuyAfuO225i6PQgBPV3v5b0HM4MneaO226OajUio171xol6490rIiLhimzAXt3XQ1CvcuzoUXoyLj0Zl8NvvsnU9DSbN66PajUio171xol6490rIiLhiuwiR4A7b72FQ28P8tqbh/ESCUZGxti2ZUNsz2dUr3rjRL3x7hURkfBEtgcb4Ibrr2FqchTfWowBv17lng/tinIVIqVe9caJeuPdKyIi4Yl0DzbAlk2baM9kIZHAc92oFx859cabeuNtpfWKiEg4It2DDdDX002lVqZerbBpw0DUi4+ceuNNvfG20npFRCQckQ/Yxhj8usUJAtrb26JefOTUG2/qjbeV1isiIuG4AgM21Oo+WB9rg6gXHzn1xpt6422l9YqISDgiH7CtBccxVOsBxkS++MipN97UG28rrVdERMIR+UWOAEEQEJz970qg3nhTb7yttF4REbl0V2SXjF+v43oujrMy9gipN97UG28rrVdERC7dFThFJGByaopa3cdaG/XiI6feeFNvvK20XhERCccV2CVjwAYk02mKxVL0i4+ceuNNvfG20npFRCQMV+iYp6WndzXvnBi8MouPnHrjTb3xttJ6RUTkUkU+YL9x6DB9q9aQz08B8T/kqt54U2+8rbReEREJxxW5TR/WUCkWol70FaHeeFNvvK20XhERCccVOEXEYhwDGIIVcdGQeuNNvfG20npFRCQMkQ/YfjD7S6qtLYW/Am4rq954U2+8rbReEREJxxUZsKuVEu2ZthVx2yv1xpt6422l9YqISDgiHbCttRgDU1PTjIyNEwRBrH9pqVe9caLeePeKiEh4ot+D7QesXrMGYwzBCvhdpd54U2+8rbReEREJR8R7sKFULmMcSLgGv16nUIjvwxvUq944UW+8e0VEJDyRDtjvnDhJe6aNjs4uXMfQns1y/OTJKFchUupVb5yoN969IiISnkgH7EKhSDKdoqs7R2dXN7VahXy+GOUqREq96o0T9ca7V0REwhPxHuxTzEzPkHAdsp2d2MDG+vHD6lVvnKg33r0iIhKeSAfsYrHIwIb1GMdQLFXPPrghvlcOqVe9caLeePeKiEh4Ih2w88UCpVKJUn6G6clx3j52DD+I79Mb1KveOFFvvHtFRCQ8XlQLstaSTmUoFoqMj49jrSXXncPac/ebNVGtSiTUq944UW+8e0VEJFyR7cGevY+spaszO+erlpofz19W6gX1xod6Ic69IiISrkj3YPuBz6G3DnOtY7AYTp0+TS7XHcs9QupVb5yoN969IiISrkj3YJfLJYaHR0gkEgQ2YGBgACemv6jUq944UW+8e0VEJFyR7cEGGFi7lp5cL4VikY72LDt33s3wqVOx3RukXvXGiXrj3SsiIuEx1tpI7zv19LO7OfrOCTLpNP1rV3HPh3ZFufjIqVe9caLeePeKiEg4Ih+wRURERETiLNL7YIuIiIiIxJ0GbBERERGREGnAFhEREREJkQZsEREREZEQacAWEREREQmRBmwRERERkRBpwBYRERERCZEGbBERERGREGnAFhEREREJkQZsEREREZEQacAWEREREQmRBmwRERERkRBpwBYRERERCZEGbBERERGREGnAFhEREREJ0f8H7e7EtGIfLa0AAAAASUVORK5CYII="
[ "yes", "no" ]
null
1
math
grade-5
interpret-bar-graphs
true
true
Some friends compared the sizes of their stuffed animal collections. Which table shows the same data?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABAUAAAFVCAYAAACXT1YkAAB8LklEQVR4nO3dd3hUddrG8e+k90YgIYQOAULv0qUIiIJUO7KIYu9YXhaXVRdUdNV1dcEK2IWlSIdIJyhSQi+hBggkIaTXmWTm/SNmljGUgCEnIffnurxgzpxynzNDzHnOr5hsNpsNEREREREpEyaTyegIIiKl5mR0ABERERERERExhooCIiIiIiIiIlWUi9EBRMpSdnY2S5Ys4cSJE7i7u9OlSxc6d+7M6tWrWb9+PWlpadSuXZsJEyZcc9O+VatWcf78eSIjI2n...
0
math
grade-5
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
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"
[ "no", "yes" ]
null
1
science
grade-6
identify-how-particle-motion-affects-temperature-and-pressure
false
true
The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature?
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"
[ "sample A", "sample B", "neither; the samples have the same temperature" ]
null
1
math
precalculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 3,7)?
"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"
[ "no", "yes" ]
null
0
math
grade-7
interpret-circle-graphs
false
true
A group of friends completed a survey about their favorite breads. Which list is arranged from least favorite bread to favorite bread?
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j+Pr66l2aEMKJtbpu/r59+7jvvvuIjY2lXbt23Hvvvdx55516lyWEcHKtLkyFEKI5tPprpkIIYQ8SpkIIYQcSpkIIYQcSpnb09dffUlhYpHcZQggdSJjayZq161j61dcsWrRY71KEEDqQMLWTcWPPo3OnTqxZu4698fF6lyOEaGESpnaiaRr/vP1WNE3j/fc/wmw2612SEKIFSZjaUedOnZg86QKOHTvGt999r3c5QogWJGFqZ1deeTnBwcF8//0yjh07pnc5QogWImFqZx4eHtx04/WYzWbe/+AjvcsRQrQQCdNmMHToEIbEDGbv3njW/bZe73KEEC1AwrSZ3HzzjXh4ePDZZ19QVCRzT4VwdRKmzSQ4OJgrLr+MoqIiFi1eonc5Qohm1urWM21JU6ZMYsOGjaxZs5YJ48+nc+dOepfUJDk5uWRmZpKUlERa2lHy8vMpKSmhtKyMstIyysvLqayspLKygspKCxaLbXqY0WjCzc2IyeSGm5sbnp4eeHl54+vrg7+/P0GBgUS1jyIsNJTQ0LYEBwfr/EmFaDxZgq+ZJSYl8cQTT9OpU0demvMCmqbpXdJp5eXlsXv3X+zbt4+jx46Rm5tHfkEBZaWlLVqHt7c3fv5+REZE0LVbNzp17EDXrl0IDAxs0TqEaCgJ0xbw6af/46eVq7j+umuZOnWy3uXUciw9nY0bf2fXrt2kpKRSXl5e72uNmhFvDx8CvAJo4x1CoJc/Pu6++Hn44ucZgL+nP54mTzzdbH98PfwAKCovpKyyzPbHbPv/zOIs8kuPU1CaT35ZAcdLcikqL6KsshSLstZbg4+PD926dWXo0CH07dOH8HDZCFE4BgnTFlBeXs4DD86iuLiYBfNf0bUbeyQ5mbVr1xEXt5ejR49hsVhqPa+hEezThgi/cCICIukQ3IG2viGE+obj6ebZIjWWVpaSWZjBsYJjHMo6SGpeCtnF2RRXFJ/yWjc3Nzp2aE+fvn0YNWokHTt0aJEahTiZhGkL2bp1G/Pmv8aQmME8/PCDLXZepRR798bz44oVxMXtpby8otbzJoOJcL9wekb0ZnDUYDoEdcSgOea4pMVqYV9GPNtS/uRQ9gFyinOwntSK9fDwYODAAUydMpkePaJ1qlS0RhKmLejVV+ez7c/tPPTgTIYObb7dUJVS7NkTx7LlPxIfn0BlZWX1c+4mNyID2jMoahC9I/rSzr9ds9XR3JRSHCs4yubETew+tpuswkwUf387e3h4MmiQLVijo7vrWKloDSRMW1Bubi4PPDgLHx8fFsx/BQ8PD7sdWynF/v0H+Oabb4mLT8BcM0CNbvQI683kXpPp3KaL3c7piLYn/8mag7+SlJOEVf19CcPT05OYmEFMnjSJ7t276VihcFUSpi1sxYqVLPzfZ0yZPIkbbriuycerrKxk1arVfPfdMoqK/745wKgZiQ6NZmLPC+gR2svhZxHYm0KxI2U7a/b/QlJuUq3LAQEBAcyYcQnjxp6Hm5ubjlUKVyJh2sKUUjzxxNMkHTnCS3NeOOu5p8XFxSxavITffltfqxvfIagjk3pOon/UQIya0U5VOzez1cy2I1v5ed9qjhUcrX7c3d2dyZMuYPr0i/Dx8dGxQuEKJEx10JS5p0ePHeOjDz9hT9xeOHF90GQ0MaLjKC4Z8A+83LyaqWrXUFxRzNc7lrItZQtmq+0ygKZpDB0yhOuuv4a2ISE6VyiclYSpTho79/Tw4cO898FHJCUmVT/m6+7DBb2mMLb7OEwGuZmtMcxWM2v3/8rqhJUUV5RUP96laxduvflGunRx7WvLwv4kTHVSXl7OY489Se7x46ede3osPZ3//OdNEmuEaJhfOJcMuIR+EQNa3bVQe1NKsfvoLr7/61vSC9KrH+/atQv33XcPYaGhOlYnnImEqY7i4xN47vkX65x7Wlpaynvvf8CmTbGA7Yc+OrQHlw66jPaBMjG9OSQfT+Lb3d+xL+PvPbzOO/dcbrzxOry85PKJOD0JU529/c67rF+/oXruqVKKr7/+hm+/+6H67qRw/whuG3k7EQEROlfbOqQXpPP+H+9WD1a5uZm48sormDplsvQERL0kTHVWVFTEzAcext3dnauuupyPP15ISYntGp63uw/XDL2WQZGDda6yddqRsp0v/vys+jbWgIAA7rvvbvr07q1zZcIRSZg6gOXLV/DZZ5/DiVaPQTMyqddkpvaZJtObdGa2VLI6YRUr9q6ovgmgT+9e3HXXnbRpI0sFir9JmOrsux+W8eXiJSilUErRPbQ7t428Az9PP71LEzUUlhXy5fYv2J6yHTQwGI3cctMNjB9/vt6lCQchYaqTkpISnnn2BVJSUgDw9fCjtKKEdoGRPDr+cQwGx1xspLVLzj3CR5s/ILMoE4DevXsx6+EHZYBKSJjqYduf21mw4HXbAJOC86PHc+mgy1ket4wVccu5dMDlnN9jvN5linoopVgZv4Jle5YBCg8PDx595GF69+6ld2lCRxKmLchisfDq/AXs2L4TAC83L+47byYdgzsBUGmpZM6q58kvy2f25OcI8g7Sr1hxRsm5R3hrwxsUlheilGL8+eO49dabpVfRSkmYtpDMzEyeeOJpioptI8P9Ivpzy8hbcTfVXjnqQOZ+Fqybx4B2A7h9zF16lCoaocJczqexH7MjbQcAgYGBPPfs04SFyQ4ArY2EaQv4+edf+ejjT1HKitFg5LqhNzCs4/B6X//plk+ITdrEP0fdQfug9jz945OM634+lw26ogWrFo2xLWUrC7d8gtlixmAwcMvNN8rgVCsj/ZFmVF5ezr/m/psPP/oYpawEeQXx/NQXTxukADMGXIqPuw9LdizGx90XgNS81JYoWZylIe2H8szk5wjzC8dqtfL+Bx/xyivzT7unlnAtEqbNJC8vj4cefoRdu3YDMLTDMF648CWCvE8/N7GkogSDZuAfAy4lrzSPZXu+JyogSsLUCbTxCeGpSbM5r9tYAP7cvp2HHn6UgoICfQsTLULCtBlkZGTw8KzHyM7OQdM0rh1yPTeNuKVBeyu9+/s7PP3jk3i5edGtbXfWHVxLoHcQpZUllNRY3Ug4JqPByBWDr+LmEbeiaRrZ2dk88OAssrKz9S5NNDMJUztLTk7m4VmPUVRUhNFgZObYhxjVZXSD3z+i00iUUrz3x39p4xOCASPJx48A0tV3JkM6DOXBcbMwGUwUFxfz0EOPkJIiXz9XJgNQdrR//36ee34OFosFTzcvHp/4JG192zb6ODnF2Szc8ikHsvbj5+lHQWkhmobMP3VCGQXp/PvXlymtLMFgMPDE44/Qt29fvcsSzUBapnay+6+/ePa5F7FYLAR7B/PclBfOKkjBdu3tgXEPMbXPhRSWFVbdss/R/DQ7VixaQph/OLMnP0uwdzBWq5U5L73M5thYvcsSzUBapnawcePvvPX2f1FKEeEfwaMTnsDd5G6XY6ccT+GtDa9TUFZIqF8Yz0553i7HFS2rrLKM19bNI/l4MgB33XUH554zRueqhD1JmDbR6p9/4aOPPgGge9sePDDuwdO/4SyUVJSw6M8v2Jsex7xLFtj9+KLl/GfdayRk2hafvuGG65gyeZLOFQl7kTBtgtgtW1mw4HXANs/w5pG3Nuv5dqbuYGDUoGY9h2h+7//+LjvStgNw7z13MXr0KJ0rEvYgYXqWdu/+i3/N/TdKKYZ1GMaNI27RuyThRD7a/CHbkregaRqPPvowAwcM0Lsk0UQyAHUWkpKSmPvyKyil6BXWW4JUNNpNw2+me9tolFK8/PKrHDx4UO+SRBNJmDZSTk4uTz39LFarlY7Bnbj7nHv1Lkk4IU3TuO+8mUQFtkcpxexnnufo0WN6lyWaQMK0EYqKipj1yKOYzWba+rblwXEPy3Jr4qwZDUbG95gICqxWK4898QRFRUV6lyXOkiRBA1VUVDDrkccoKSnF192XRyc8gZvRTe+yhJPR0KgapPgj8Xc+jf2IYJ9gAr2CqCivZNYjj8viKE5KwrQBrFYrTz71DMeP5+Fh8uCJSU/j7e6td1nCCSkUGvD9X9/y2daFdAjqwA1XXMrUx/pgdDNw/Phxnn3uRaxWq96likaSMG2AN958m5SUFIwGI49OeIJAr0C9SxJO48Ttayeao1Zl5ePNH7IqfiWd2nTmgrv7UThsH96hRi58aACaQSMxMZF333tfv5LFWZEwPYM//tjEpk2b0TSN+897kHD/cL1LEk7lRIpqtm1p3t7wJluTt9AuKILznm4PkUXVr2rb0Z+xN/VE0zR++20Df/65Xb+yRaNJmJ7G8ePHefOtdwCY3vf/6Na2m84VCWdVWlHKvDWvsDc9jqBgP6a+1B03D636+ar/6joklN5jIwBY8Np/yM3N1aFacTYkTOthtVp56ulnsFqtdA7uwgW9JutdknB0mi0UT74P5njJcV7+5V8kHz9CSEdfZswZfNrDjLy8O/6hXpjNZp559vlTjicck4RpPd7577vk5OTiYfLg3vPu17sc4QyUrbuuaX+3ODMK0nn5l5fIKs6k06AQ/u+xmBPPaDXedmpYXvzIQIxuBrKysvnvu+81c+HCHiRM67B16zY2bPgdTdO499yZeLp56l2ScFDVwVlH4/Fw9iFe/vVfFJYX0uf8dkz4Zx/qerFWx3s9fdyZcHuf6uun27fvsG/hwu4kTE+Sl5fPa6+/AcCE6Il0Cemic0XCkVV3wbXaj8Ud28OCdfMpN5cz4vKujLj07+vtquaLAbST/n5C+z7B9DzHNuA5f8HrFBQU2rV2YV8Spid56unZWCwWwv0jmN7/Er3LEU5oU9IfvL3xTazKwoTbe9NnbGSt52tGZ11d/JpGXdEd/7a266dPPf1MM1Qr7EXCtIZvvv2O7OwcTAYT95/3QIM2wBOtSD0DTPB3x335nh/4bOtC0OD/nhhMxwEhpz/kGcaWNIPG1Jn9MRgNZGZmsnz5j2dXu2h2khYnlJSU8NVX3wBw/bAbCfAK0Lki4XDqGGCqekIpxWdbF7Ji749oRo0r5wynTZRvXYeo/fe6e/i1+AZ7Mvpq22WCxV8upbhYdql1RBKmJ7zy6nzbSlBBnRjSYaje5QgHcboBpiqVFjNvb3iDPxJ/x+Ru4Ib5o/EJ9Kj7eKf8vQFpCvQYFUFQhDdms5l335PRfUckYQokJOwjPj4BTdP45+jb9S5HOJA6B5iqHtBsk/EXrJvH3vQ4fILcufH1czC5G5ullol39UXTNLZs2UZqqmwb7WgkTIF5818DYGy3cQR5B+tbjHB4tlxV5JfkM/eXlziSm0Tbzn5c9dLIRh3nTINPJ/MP8aLLENuOt/9+ZV6j3iuaX6sP06++/obCwkI8TZ5M7yej962adqJbf5oBpioZBenM/WUO2cVZdI5py/RHTn9XU92na1gXv6Zzro3GaDKQmZnF6tU/N/r9ovm06jAtKyvj22+/B+CKmKvstj2zcFLqRLe+jgGmmsF3JDeJl3/9FwVlBfSdGMn5t/RqsRJN7kaGTO8EwP8++4KKiooWO7c4vVYdpm+88RYWi4W2vm0Z3nGE3uUIHTRkgOnEhCgA4o7tYd7aVyg3lzPqyq4Mv6Rrc5d4in4T2uPl705lZaUs1edAWm2YpqUd5c/tO2yDTqPu0LscoZMzDTDVtOVILG9vfBOL1cIFd/eh17m1J+O3pPG32lrDv/++ifT0dN3qEH9rtWH65ltvA9A7vC+RgVE6VyMcSdUAU83W6oq9P/JJ7EfVk/Hb92nT4OM1dqCpIcK7BxIRbZsLveC1N+x+fNF4rTJM09MzSExMQtM0rhlyrd7liJbSiAGm6seV4n9bPmX5nh8wGDWueqnuyfinP23jB5oa4tzreqBpGkeOHCEjI6NZziEarlWGaVWrtG94P9mCpDVp4ABTlUpLJe/+/g6bkv7A5G7g+tdG4x1Q92R8PfiFeBHZKxCA9z/4UN9iROsL09zjxzl48BAA/xh4qc7ViObW2AGmKmWVZSxYN4/dR3fhG+xhm4xvavxk/JO7+Pbu8A+7xLaqWVxcvNxmqrNWF6YfvP8RAJ2COxPmF6ZzNaK5NWaAqUp+aT7//vVfJOUkEt7NnyvnnP1Mj5MXMrF3hz84ypegdt62tQE+/9zORxeN0arCtLKykp27dgFwSf9/6FyN0EtdA0xVsoqymPvLHDIKM+gypC0XPjSoSedqyEImTTXsH7bpWRs2bMRisTT/CUWdWlWYfvb5IqxWK22829A9NFrvcoS9nWaAqSEd7CO5Scz9eQ4FZQX0uyCK82/pbYeSam5P0jza9wnG088Ns9nCihU/NdNZxJm0mjBVSrF27VpAWqUu6zQDTGf6Vk/IiGfe2lcoM5cx+upuDPs/O+ywcFKoa80WpxBzUScAvv3uB9mATyetJkxXr/6ZiopKvNy8GNQ+5sxvEE5B0zTbIE8jB5hq2nIkljfX/6d6Mn7PMe3sUtupXfzm6/P3HB2Bm4eRkpIS/ti0udnOI+rXasL062+/A+DCPhfVsbivcFZKnZjW1IgBpppWx6/ik9iPUJrikqdiGjUZ/0xaootffS6DRq9zIgD48suvmvlsoi6tIkxT09IoyC/AqBkZFz1e73JEMzvdAFMVpRSL/vyc7/76BoNR45qXhxPczqcZa2r+rvewGV1Bg8zMDNKOHm3284naWkWYfv3NtwBEh/XUuRLRJE0cYKpisVp49/d32HBoPW6eRq5/bTSevvadjH9qNS3TGwrr6g/AD98va5Hzib+1ijDdsX0nABOiJ+hbiGiaJgwwVSmrLOP13+bbJuO38eCGBWPOajL+mdSusOUGhAZe0AGAzbFbWuycwsblw/TAgYOUlZXhZnCjZ1jLrTsp7MMeA0xVCssK+fevczmYdZCI6ECufNH1ll2M7BOM0WSgvLyc/fsP6F1Oq+LyYfrd9z8A0Duirww8OaHTDTA15qv592T8dLoODWXaAwPsW+hptdz3ncGg0WGAbRBtmWwL3aJcPkz/+msPABNk4Mlp2PamP/3zjVnYLuV4CnN/nkNeaR4Dp7Rn3M0t2UNp+Tmfvc+zTe2q+t4XLcOlw3TPnjgqKirwMHnQtW13vcsRZ3JigEkpdepl0bMMpYSMeF5d83L1ZPyYizo3uczT0WvgqabwbgEY3QyUlZVx8ODBFj9/a+XSYfrDsuUA9Ivor3MlokHsMMBU0/aUP3lz/X8wW81Murev3Sbjn44jXEjSNK164ehVq3/VuZrWw2XDVCnF3r3xAIyXUXyHZc8Bppp+2beaDza9B5pixuwYonq1ri28+4237R6xbds2nStpPVw2TA8dOozZbMZkMNGxTSe9yxH1sNcAU02L/vycb3Z9jcGocfXLwwkMb77J+I4qslcwBoNGaWkpiUlJepfTKrhsmG7ZavuNHOHf/F070Tj2HmCqYrFa+OCP99hwaD3uXkZufH2M3Sfjn55jLTDiF+IJUN1DE83LZcN0544dAPRr10/nSkRN9h5gqlJhruD13xawPfVP/MO8uH7+GAzGlv72doQrpn+L7GO7tLFli3T1W4LLhunRY7btbwe3H6JzJaImew4wVSksK+SVNXM5mHWAiOhALn92WJNqdBXdh9l2kkhMTNS5ktbBJcM0JSW1+nppuwDp5uupuQaYquQU5zD3lzkczT9K9xFhLTwZvybH6uIDhHTwxWDUqKio4Fh6ut7luDyXDNONG38HIDIgUudKRHMMMFU5eTL+eTfouZCNY3XxwbYsX0CYNwB/bvtT52pcn0uG6Z64OAB6hffRuZLWqbkGmGo6kLmfV9e8TEllCWOui272yfin53it0iod+9tuLd2yZavOlbg+lwzT1NRUAAZFDda5ktanuQaYatqe8iev/7YAs9XMlJn96TEy3G7HdjUdB4QAkJySpnMlrs+kdwH2lp+fT3l5BRoakYHSzW9pdQ0w2R4yYI9AXX/wNxZv/wKDQWPG0zEOMoe05or6yg4XMOyn6rppWVkpRUVF+Pr66l2Sy3K5lumBg4cACPAKwKC53MdzOLaho9MPMNmytelB+s2ur21BatK4+pWRDhKkJ2+a51g0g4aHrxsAB0/8bIjm4XJpE39ignJb31CdK2kdFDTbAFMVq9XKB5ve45d9q3H3NnHja2Pw9Haz09GbRp3yKR0tTsEvxHbjwsFDh3WuxLW5XJhW3TrXPrC9voW4sJYYYKpSYa7gjQ2vsz3lT/zaenL9vNE6TMavX83otM8ntr+gCFsLXuabNi/H+a60k/T0DAC6hnTTuRLX1BIDTFWKy4t5Zc1cEtITiOgRyBXPD7f7OexJc8wsJbyrbQWpY8dkrmlzcrkBqMLCAgDC/WWEtzk09wBTlZziHF5bN4/cklx6jA7n3Ot62O3Y9mK7xFHj7w3bXbrFBUfZBp1yj+fqXIlrc6kwVUpRWWkGIMS3rc7VuAYNsKLQTpMU9hpgqnI0/ygL1r1KSUUJg6Z1YPC0TnY7tj2dvGmeI43i1xR4YuJ+WWnZiV6FY9bp7Fyqm1/VjfEweeBmdIwBCmdX1wCTbfD+1KEXeziQuZ9Xfp1LaUUJ590Q7bBBegoH7eIDGN0MmDxsP+qZWVk6V+O6XCpMDx+2jVb6efrrXImz0047wGTLVs3u+bErbSf/Wf8aFZYKJj/Qj27DnedSjXLwxp53gG1E/0hSss6VuC6XCtOkpCMAhHiH6FyJs7O2yABTTesP/sZ7f/wXpVm59NmhtOse1KznszdH7eJX8WtjW9s0OUXCtLm41DXTqi5MeIDztGgcU/MPMNX0/V/fsip+JQaTxrUvj8TdQeaQupKqhaKzs7N1rsR1uVSY5ufnAxDmE6ZzJc5DjwGmKlarlU+3fsLWI7F4+Ji45uWRDjWHtKEc7RbSuvgG2br5xUXFOlfiulwqTIuKiwAI9HGuLqKe6h1g0hSGZrguWqXSUsnbG99kX0YCAWFeXObECzo7epACeJ64pbSoWMK0ubhUmJaVlQPgYfLUuRJHV9/E++qnm2WAqUpxeTH/Wf8aybnJRPUKZMr9ei3o3HjO0Aqti4ef7Ue9rLRU50pcl0uFaWVFJQDuMi3qDKynzjVUCs1gsE3Kb0bHS44zf+2r5Jbk0POccM65xvEm45+OMwYpgKePOwClpWU6V+K6XCpMzRbbhH13U0vuSOmMTh1gMpy4TbQ5Hc0/yuvr5lNUUUTMRR0ZOKVjs55P/M3kbgSgrLxc50pcl2uFaaUFAA+Tu86VOA7bEnnaaSfZa1rzzzk/nH2IN9a/ToWlgrE39aDrUOcbJHTWLj5QPWm/sqJC50pcl0uFqdVqC1M3o7RMq6gT/6ud9GBzDzDVFHdsD//9/W0UVqY+0J+I7oEtcFb7006+Gd+JuLnZWqaV5kqdK3FdLhWmFostTD1bfctU3wGmmv5I/J3Pt/0PTYNLnx2Kf1uvFjhr83DUhUwawuRhC1OLxapzJa7LpcK06pqfXDPVb4Cpyi/7V7P+wG9kF2djcjdwzcsjcfN07m+3ml18Z2ukup0IU6tVwrS5OPd3dz1sy8TpXYWe9BlgyinO5ZtdX7ErbQdWZfuh1YwaN75+TrOet0WctPSgs317Ve3g01K/TFsjlwrTqoWLy81leLs7wv5Azc8RBph+O7COn/evJqcop/puqTA/DyrMVo6XmiktrMDLz7kvvThzFx+gstx2CcxoNOpcietyqTA1Go2YzWbKKytaTZiedoBJa75ufV5JHkt3LuGvozsxWy0opXAzGhjRKYA7xkRhMhr5eFMqqxJyyDiUT6eBzr2+rDN38QEqy2xhajK51I+8Q3Gpf1mjwYAZKLO4+sRk2x319d9Mf2KAqRmCdNPhP1gVv4LMYtuiMkpBiJ8bt4/uQP92tbcRnt4vlNX7cslKKnT6MK1Jc8I4NUvLtNm5VpiajFBh24TNtdURpM04wFRQVsA3O5eyPXU7ZqvtxgijBkM6BHDP2I64GeoOlmBfd1CKrMRCu9fUkk6NTucKUoDKcts1bDc3l/qRdygu9S9b1YUpbxUt07811wDTjpQd/LDnO9IL0quvhQZ5u3HziEiGdgxs0DE83QxkJhXYta6WdvL2JM4ZprZfgiY3udW6ubhUmLpVhakLtUxbeoCppKKYb3Z9zbbkrVRYKlBKYTRoDIjy5/6xHfA0Na6b2C7Ag0PZpeQdKyYwonVcx3ZEVQNQHm7OPRDoyFwrTE98o1RUus79xy01wBR3LI5vd3/N0by06oZXgKeJG0ZEMqpz4Fkfd2hHfw5ll5J5pNBFwtT5WqUAJfm2BoaXl6yo1lxcKkw9PG2T9UvNzr7MWMsMMJWby/hm5zdsSY6l3GzbudJg0Ogb7sv94zri69H0b4+pfdry5fZMshILiR7h7DsgOGcXH6A4z9bA8PH107kS1+VSYervZ/tGySzI1LmSpmreAab9Wfv5ZsdSkvNs+wEpwM/DyNVD2nF+dHCTj1+Tu9EIKDIT8+163JbgCgNPVQoybQ2MgADZbLK5uFSYhoTapt8cKziqcyVNZf8BpgpzBT/89R1/JP1BWaXtB0vToGeYD/ed15GgZtx3yc/DSG5aMVaL1am2JXHe6DxVYZbtax4R7uy9A8flUmHapVMn1gJZRc6zN3hzDzAl5Rxm6Y4lJOYmYVtEDnzdDVw6MJwpfVpm7meXNt7sTCsk+0gRoV2ctWXkvF18gKI82zXTjh076FyJ63KpMI2O7g5AfpnzdCmbY4DJbDWzbM8y/ji8gaLyIjRNQ9Oga4g3M8d2IMS3ZReCOa9bEDvTCslMKnDiMHXeIAWoKLYtvRceIS3T5uJSYRoZGQnYBlYqzBW4O+xSfM0zwJR8PImlO5ZyOOcQSimUAm93I9P7h/F//UObXPXZGtkliDc2pJCV5EyT9527JVqTpdKKxWz7XmoXEaFzNa7LpcLUZDJhMpkwm81kF2fTLqCd3iXV4zQDTKhG9emtWFkRt4INB9dSUFZoa4UCndt4cf95nQgPcIxfKAYUGYedafK+awQpQF5GCQBenp6nLs0o7MalwhTA19eXvLw8sooyHThMmz7AdCz/GEt3fMm+zH0obLcKerkZmNS7LVfFOF7rI9jbjcycMipKzbh7Ode3nbO3UY8ftW3vHBAYqG8hLs65vqsbIDw8jLy8PI7mpTEgcqDe5dh1gMlqtfLz/tWs27+GvNK86lZG+2Av7junPe2DHXcV+97hvmQePE7G4Xza92mjdzlnUDs+nTlIAXJSigAIC3OdxWYckcuFaaeOnUhI2EdSbqLepQD2GWDKKspi6fYv2Zseh/VEK9TTZGBsj2BuHBbpFF23C/u1Zd3B42QlFTlBmDr+v2djZCXbwrRz5846V+LaXC5M+/TpxcpVq0gvzNCxCvsMMK09sIZfElaTW5J7IjAV7QK8uOfcKLqEONetmVGBXmgGyHL4RU+cvVN/qoIT10x79+qlcyWuzeXCtFevngAcL83VsYqzH2DKKc5l6c7F7Dm6B6uyLbrsbjJwTrcgbhsZ5RSt0Pq4GwxONgjlGkoKbHNMu3btonMlrs3lwtTX1xdPTw/Kyso5ln+UCF0GoeoIvDMMMG08vJ5V8SvJKc6pfizMz427z+1AdKhvve9zJhF+HiQdL6Uguwz/EEddcMN5f1nVJTOpABT4+fri4+NcvRln43JhChAZFcWhg4dIyIhv/jDVAHX6Aab65JXk8dWupexO24XZaptUbTJojOwcyO2jIzG52Krogzv4knS8lKykAgcNU9fr4h+Mta1T0aVbV50rcX0uGaZ9+/Tm0MFD7Dq6i3HR45v3ZMr2P40ZYNqctImVcSvILM6sfkOIrzu3j25Pv3auu6rP1L5hfLs7m+ykQroO0e8mgvqoWjs9uYaj+44DMGLYUJ0rsY+lS5cyatSo6ht0HInzrDrRCOedey4AiTmHm+kMtsGg0z198gBTUVkhn8Z+xP1f3cPCLZ+QUZSB0aAxvFMgC6/rx5uX9XbpIAXwdbe1tNMd9LppzSBVzbqfa8upWi1q8OBBOldS248//ojRaKS09O/lMlesWIGmaSQm/j0TJy4uDk3TyM+33SJ+/fXXs23btmapSSnFoUOHznpBIZdsmbZrF4GbmxuVlZVkFKYT5mfv+5EbPsC0O2033/31DekFx6peRrCPidtGRzE4KsDOdTk+HzeNnJRClFWh1bN3lCNw3Mr+Vl5ipjCnjJD2dV9TP360GKtF4eHhQUCAY32vxcTEYLVa2bt3LzExMQBs3LgRd3d31q9fXz2Na/fu3XTp0qVF6s/JyaFbt26UlZXh4dH49StcMkzBdp9+UlISe4/tbYYwPf0AU1lFCV/t/pptR7ZSYbEtymvUNAZG+XHveR3wdHOta6GN0SHYi73pxeSkFdcbAnpwtLVLy0vM7FmTiqbBkd05mNwMGIwGinJKKcz5eyeJ8O4BXPjgwDqPkbTTtnpah/btW6LkRgkPD6ddu3bs3r27VpjOmDGDDRs2cMMNNwC2MB08eHCL1JSb27QZQC7ZzQeIibF1a7an/tm0A2m2/2lIw39fxj7mrH6eB797gD8Ob6TcXE6Al4n7xnbk8xv7M2tC51YdpABjugQBkJXoWF19R+vie3ibaBcdyO7VKeQkF5FxqIBj+/PQjAZCu/gT3j2AQdM60n1k/Q2FI7ts4TBgYP+WKrtRBg8ezO7duwGoqKhgx44d3HDDDWzYsKH6Nbt372bQoNqXKEpLS7ntttsICwsjOjqadevW1Xr+u+++Y9CgQfj7+3PuueeyY8eO6ue+/fZbJk2aREhICJ06deKtt94CYNGiRfTt2xcAzxNrGGRkNG6uusuG6cgRIwBIPn6kaQeqZ4AJQNM0ys1lLN6+iAe/vZ/Xf5tP6vFUDBr0i/Tjo2v68O6VfZq0h5KrOb9HGzSDRtYRx11BStM/SwGIiA5k6swBePrZOpAGo+0aaGaibbqTh5cbkT2C6n1/TqrtzqfRo0e1SL2NFRMTUx2m27Zto3PnzowePZpDhw6Rnp4O1N0ynTlzJgMHDuTnn3+mT58+/POf/6x+7ocffuD2229n7ty5JCYmcsUVVzBlyhQKCwuxWCx8/vnn3HjjjcTGxjJ79mzuuecedu/ezWWXXcYPP/wAQHZ2NkVFRYSGNm6Q1GW7+VFRkXh4eFBeXk5qXipRgVGNePeZ72Dan7Wfb3Z9RUrukepbRv08TFw/PIpzugY2sXrXZkCRecixWqY1KU3vTv7fQjv7c9mzw1kxfyc5acW07eKPf7AnqfG5pB/MZ/NXB2nTwZfOg9rSaVAIgWHeAKQlHEdZFZ6eng67uv7gwYN58803AVsXf8yYMfj6+jJgwAA2btzI+PHjSU1NPaVl+vLLL1dfBpg5cyZjx46lqKgIX19fnnnmGV588UUmTZoEwF133cXcuXP57bffuPDCC/nqq6+qj9O1a1dmz57NunXr6N+/P15etrUtfH195Zrpyfr178e2rdtYu/9Xrht2Q4Pfp+qaJKMUlVYzP+z5jk2H/6C4orh6ubte4T48cH5H/D1kT/KGCPQ0kZNRgrnCgsnd0S57ON4EKQ9vE1MfHMjmpQc5sDkDS4WFy54dRm5qMYe3Z3FkZxbbvk9k2/eJBIZ502lQCGn78gAYOnSIvsWfRkxMDDk5OaSnp7N582ZmzJgBwJgxY9i8eTNhYWG0a9eOsLCwWu8LrLH6VZs2tnUe8vPz8fLyIi4ujlmzZvHEE09UvyY/P7+6pWs2m1m+fDnffPMN+/fvJz8/n6ws++zM4dJhevGF09i2dRs7Urc3KkxP/lFKyjnMkp1LOJKbiDrR7ff1MHHl4Agm9nL0RTscT3SoD5uS8slKKiQiOlDvcmpz0Hn7Ht4mzruhJ75tPNnx4xGWzN7C1AcGMObq7oy5qjvpB/M5vD2LpB1Z7FyZXP0+hSIhYR89ekQ73K3IkZGRhIaGEhcXx9atW1mwYAFgC9N33nmH6OjoU1qlJ6v5mYxGI35+frz//vv84x//OOW1xcXFTJo0iaioKGbNmsXAgQMZO3as3T6PS4dpdHR3PDw8KCsvIynnMJ3a1HFvcj13MJmtZlbELWfD4Q0UlxedeKkiOtSH+8Z2JMTHMRZddkYX9m3LpqR8MhMdL0wdqYtfl5gLO+HbxpO9v6bi1+bEXWSabVQ/vHsAIy/vyp41acR+dQhN09i44Xc2bvidgAB/hsTEMHz4MPr27YPB4BjDJTExMaxZswalFB07dgRg9OjR3HbbbfTr16/RI/kxMTGsWLGizjD98ccfSU5OZuPGjdWP1ZxTajLZ4rC0tFS6+XUZOHAAsbFb+HnfL9w26p+nvuCkAaa0vFS+3L6IQ9mHqkd1vdwMTO8fyv/1Dzv1/aLRurb1sa0gdcTxrps6Whe/Lj1GhtOjnlF8TdNI/su2vsO555zDpEkTiY3dwubYLfy6Zi2/rlmLr68vQ2IGM2zYUPr164ubm36XpwYPHsynn37KmDFjqh9r164dbdq0YdmyZcybN69Rx3v++ec599xz6devH9dccw05OTksX76chx56CKUUR48eZcOGDXTp0oX33nuPLVu2MG7cOMC2RKHBYODjjz/msssuIzQ0FHf3hjeaXD5ML/m/6cTGbmHPsd0opU50C2oPMFmtVn6K/5H1h9ZTUJpffS20SxsvZo7rQKifI95H7tzcNI0MnQeh6rw27uSsVkX6AdvdQhdeNJX2UVF06dKZq666giPJycTGbiF28xbW/baedb+tx9PTk0GDBjJs6BAGDRqIp2fLfq/HxMQwZ84cRo8eXevxMWPGsHDhwjN28082YsQIVq9ezeOPP86TTz5JREQEl112GWazmRkzZrBq1SqmTZtGhw4duO2226oHssAW4s8//zxz5sxh3rx5rFixgv79Gz6tTFNN2YzdSdx8yz8pKSnhvvNm0jOsV/VlsWP5x1i6awn7M+KxKoVSCi93I1N6h3DFYMfb+sOVPPRNAmn55Vzz75F4+TnGJRMHvVzaKEd2Z/PzO3F4e3vz0Yfv1fu6tKNH+f33P4jdvIW0o0cBWze3f/9+DBs2lCExg/H1dZybKpyBy7dMAYYOjeG33zbwc8Jqotv24Nf9P7P2gG3rDwCjZqRzsDd3nxtJVFDLboPcWg2M9CMtv5zMwwV0HBCidzmA8wcpwF+/pAAwYviw074usl07Lr/sUi6/7FLSjh5l8+ZYtsRuZfv2HWzfvgODwUCvXj0ZPmwYw4cPIyDAWbfobjmtomWakprKrFmPARpGTcOibFt/BHkHMqZLBNcMdYyWUWuSX2rm9sVxDJjcnqHTW37RYlfs4gN8eNdvKAXz571Cu3aN711lZGSwOXYLsbFbOHzYtuCIpmn06BHNsKFDGTZsKCEhMoOlLq2iZdo+KoqAAH/y8wtQaPRv158rBvena9sEoFLv8lqlAC8TBiDrsD53Qmmu0Kc/ybYfbFP3goKCzipIAcLCwph+8UVMv/gisrNziI2NZXPsFhIS9pGQsI+F//uMzp07MWyYLVgj2znqDsAtr1WEKcDU84az6IefCfD045EJoZiMf514xgV/qpyEp7vRthK8Dhx9ClRjKatiz6+pAFxx+aV2OWZISBumTZvKtGlTOX78OLGxW9kcG8u+fftJTEziyy+XEtmuXXWwdu7cyS7ndVatopsPoCpKuPHWuyivNHPfeR0Y1aXmPc1V/wQGcIBFLlqLp3/cz4HMUmY8M4SgcP221HCFX6cJG4+y8fMDeHl58dGH7zXrBP28vDy2bvvTNktmT1z14wMHDuCxR2c123kdXatpmWru3kyZNpXvvvuBRX8eY1SXQP7+Ear6f+UaP1lOYmTHQA5klpKVVNiyYaoU1AgbV/hyb/shCYALL5za7Hc6BQYGMnHCeCZOGE9RUZEtWDdvafUtU8e4DaKFzPjHJRgMBrKKKjmQVUKdrVBX+MlyEhf0DkHTNLISW/a6qXKxr3FKXA5lhZWYTCYuvujCFj23r68v48aex2OPzeKKyy9r0XM7mlYVpm5ubgw/MWXkk81HOXNyKttLXOyHz1GYDAY0VItfN605iu8KF3Viv7Ztz3POOaN1vZuptWtVYQpw043Xo2kah3NKySwsP8OrNdtPm1VV/1XYl7+HidzUIqwWqy7nb9iy347r+LFi8tNL0TSNq6+6Uu9yWrVWF6b+/v706NkDpRSfbjla94tOHpOrugbl3D93DqlrWy+UFbKPFLXI+U79Ejr3b8g/Fh1AKUW/vn3x83PtDRkdXasLU4DbbrkJgO0phRSVm099gVY1b0bSs7ld0NN291NmCy16Unt7EudWnFdG+kHbv9tt/7xF52r0kZ6ezssvv0zPnj0ZOlTf7axbZZhGRkYSFRWJUoq3NyTX/SIFDWq1OHfDRncDovxBg+wWHoQC5+/i//reXpRSdOnSmbYhjnFLbkvLzs4mPT2d4OBgvUtpnWEKcM/ddwKwI7WI5NzSM7wabNOm6vjhs9bzuGgwNw3SD+sxed95fxOmH8gjK8l2aeSeu+/SuRr99O3blwULFjBt2jS9S2m9YdqpUycGDOiPUop5a5Ia8A4NDJotOGuGp6bZ/lQ97rw/n7oJ9nWnKKeMitI6Lrk0G+f+BfjLe3EopRgzetRZ3zoq7KvVhinAfffeg9FoJKOwgvUHG7BntuLU8KxS9bhV4ew/qC2tb7htqbfMZmydutJXZNfqZMqKzJhMJm699Wa9yxEntOow9fHxrp7k/PHmNCobMz1HO9FSretxaZ42yoV92wLNOwh16lfEOb9G5goL25fZti+/9tqrW3wxZ1G/Vh2mAFdccRk+Pj6UVlpZtO1Y497coOaOdP3PJCLA07aNSYsNQjlvO3XNx/FYzFaCg4OYPOkCvcsRNbT6MAW4687bAVgZn0N2UYWdj35i4r8MUp2Wh9FARosNQjnnb7e8Y8Wk7LJdjnr4oQd0rkacTMIUiIkZTPv2UViV4q319UyVaqjqNVPqmfgv6tTOz52KEjOFOQ2ZWdFYrvGL7Od3bYNOgwYNpEuXll9Q2xEVFRWRn59PaWkpZrOZ/Px8Cgv1WSNXwvSExx6dhaZpxGcUs/FQAwaj6lO9mp9M/G+MmI4BAGQ2S1ff+afq//VrCvkZpRiNRu668w69y3EYEydOJDAwkDlz5rBz504CAwMbvT20vUiYntCmTRsmT7Zdg/rvxlSyi5vY3a8e1G/AYiqCKX3aohk0spOau1XhfD2EvIwStnxt20Lk8stm4OcnG91V2bRpE+rEZphVfw4cOKBLLRKmNVx37TUEBQVhtirmrDyMxWrnoKvzcBo1krfV8nYzgoKMxHw7H9m5/12tFsWyV3eilCIyMpKLL75I75JEPSRMazAYDLzw/DMYNI1jBeV8tjXNvifQqv7n5PA8MZ2qlU/893M3kJ1chLLrLzHn/sdc88FeyosqcXNz46knH2v2hZ/F2ZMwPUlISAg3n1gIZWV8LvHp9l7NqGop/6pQreGUif+t6wenY7AnVrMiJ63YTkdUp/mb4zv8ZxZHduUA8NCDMwkKCjrDO4SeJEzrMGH8+fToYVum75Vfkygoa67bHOsJy6qJ/ye2pG4tmXpeN9tiFdnNtFi0M/0zlhZWsO7jBJRSjD9/HAMHDtC7JHEGrWZDvcayWCzccuvtlJWVER3qzfPTuutXTNWeRXU0Zl3N1Z/upvuIMM65rofepejqy6djKcwuIzw8jPnzXsFgkHZPTZ07d27Q6xITE5u5kr+1mg31GstoNPL000/w1FPPsD+zhO92ZfB/A8L0KaYVLU6tARmH7NEydd7LJLFfHaQwuwyTycQzs5+SIK1DS4ZkQ8lX6TS6dunCtddcDcCXOzI4nF3SMieub+J/KxDkbSIvowRzhaVJx1FOGqSpe3PZs8a2A8S999wl10mdiITpGUybNoW+ffuilOL5lYfILals/pPWnPgPpw9V58yMevUKs235nHmkafNNnXGafl5GCavf3oNSinPOGVO9+aNwDhKmDfD4Y7MIDg6irNLKEz/sp7DZBqROUpUCmoF6F6dWNV/o/Kb3DwUgO9F+g1DO8PumpKCC717ajtWi6NqlC3fe8U+9SxKNJGHaAEajkfnzXsHT05O8UjOzfzxIWWXTuqGNc+L6X12LUwO15646Q3TULyrQC80AmU24E8rZfrVUlpv56tktmCsshIWFMXv2k3Kd1AnJV6yBPD09eeXf/8JoNHKsoJyXVh/G3NLbE59uceqac1edLU1O4q5pTVoounYX37H/MSxmK189t42KUgv+/v7MefE5PDw89C5LnAUJ00Zo27YtTz5huwtlf2YJ//41Categ0T1LU4Nzt44JdTPnZL8CkoLm74coubAWWq1Kr576U+Kj5fj6enBv156AV9fue++MX755RfOP/98AgIC6Ny5M3PmzEGv2Z4Spo3Uu3cv7rnHtoHZ7rTCpi/Z1xQuujj1oCjb/u922cbEgW+//HHBTo4fK8FoNPLCC8/Rpk0bvUtyKiUlJcybN497772XuLg4XnnlFZ599lk+/vhjXeqRSftn6Zdf1/DBBx8BMLl3G24cHqVzRWdQNfHfCRRVWLjtizj6T4pi6PSzX7dTodAc9DfJrx/sJfHPLDRN45nZT9GzZ+u+ScFexo4dy4ABA3j99ddb/NzSMj1LE8afz9VXXwnAyr05fLQpVbfuRZ2ceHFqX3cjoJq8jYmjdvF/eS+OxD+zALj/vnskSO3g+PHjfPDBB+zbt49rr71WlxrkDqgmuPiiCykrLeWbb79ndUIO+WVmHhjXSe+ybKpvP3XOEX5vNwOZTZwepTTH++TLX91B+ok7vG688XpGjBiuc0XOb/bs2bzwwgt4eHiwZs0ahg4dqksd0jJtossvv4xrr7XdJRWblM/zPx2kwtzCo/z1adDi1A17SUtrH+SJucLK8fSzX0HKkbr45goLS5/dQvqhAjRN44GZ98mGeHbyzDPPkJaWxvvvv88//vEPFi5cqEsdEqZ2cOG0qdx2m23/8r3pxTy1/ECLTexfdyCX4vIGznmtr9trreeGAB2N7hwI0OCV9x15ClRZcSWLn4qt3nbk6aeekLub7MhoNNKuXTuuu+46Zs2axTPPPKNLHRKmdjL+/PN56MGZGAwGko+X8cj3+5q+9ckZvL7uCP/dmIKPh7Fhb6hvceqT5646QINuYi/bNiaZDVyO7+RWqKOEa0FWKYufjKWssBIPDw9envsSvXv30rssl2A2m0/ZPM/d3Z2Kiub9uauPhKkdDR06hH+99AImk4njJWYe+XYfybn2322zuNzC7B8PsCkxD1N9c03rVWNx6pMn/jvY4tSaUme9gpQjdPGzkgv5+vltmMst+Pn5Me/VfxMVFal3WS5j0aJFDBs2jK+//pqUlBR+/vlnXn75ZS677DJd6pEBKDvr2LEjb/xnAQ8+9AglpaU8sewAT07qQq9w+0zGTsop5Z2NyRzJLQMg3N/97A9W3xqp1Uv+WXVdRzXQ08Txo8VYLVYMxvp/7zviFKjkPTn8/E4cyqoIDQ1lzovP4efnp3dZLuW6666jpKSEN998k+3btxMYGMj111+vWzdf5pk2k7KyMh559AkyMzMBxdUxEVzcv2nroW49ksc7G1MpqbBUNxx7hfvwzJRudqm5XjotTr1gTRKxR/K5+JGBhHYOqP+FDjSHVilF7NeH2POrbf+wjh078sLzz+Du3oRfesIpSDe/mXh6erJg/isMiRkMaHzxZzpPLTtw1lugrIjLYt6aIyil6BHqXZ1pnYK87FZzvXRanHpqnxAAspJOvw+XcowcpayokqXPbGHPr2kopRg3biwvzXlegrSVkDBtRkajkYcffpDbbrsFg8HAwewS7l0az19HGzcZfd2BXBZuOUrHIE/+OSqKfZkldG1rC1Hvhg4+NYaDLE7dI8wXNMg6w3xTR+jiJ+/OYdHjmynIKsNoNPLoo7O4/Z+3YjQ2w9dHOCQJ0xYw/vxxvP7aPAIDAyk3W5mz6jAfbUrF0sAtjcd2D+bcbkHMntKNtQdzAZjYoxnv427M4tTNzE2D9MP59b9A58C3WhTrPo5n1dt/YTFbCQ8P5603X2fwoIG61iVanoRpC2nbti1vv/UfRo0agVKK1Qk53P91PFkNXBnprnM6cCS3lN1pRYzsHFi9f3ofOw1s1akhi1PXeqH9hfi6U5RTTkVp3ZdH9OziF+aUsfipzRzckommaYwfP44F818hMDBQv6KEbiRMW5DBYOC+e+9h1sMPYTIZyS6qZOY3CWw4eLxB7/9yxzE04KqYCLKKWnIuXc3Fqet6vvkWp+4faftlUd8KUjW7+C3ZRt33+zGWzI6lJK8CNzc3nnj8UW679ZbqX3Ki9ZHRfJ3k5xfwzLPPk56eDkDnYE9mnt+ZML+6Byu2Hslj3pojjO/RhttG6b1ClQZYa/z3SeyYqblFFdz9VQKDLuzA4Kmd7HPQJsjPKuWX/8Zx/KjtNtfw8DBeeP45/PxkHdLWTlqmOgkI8GfB/FeYNm0KAIm5Zdz/1V7e2ZhM+Un39lutiiU7MnAzalw+SKftpmupMfG/rvagHRtnwb7u2GMFqaYyV1hY90k8S2bHVgfp1ClTWDD/VQlSAcikfV1pmsZ1117DueeewxtvvEVqahq/HTjOpsN5XDsskok9gtE0jfWHjpNyvIyL+7UlwMtN77JPcqbkVE2eWuVlNJBxhoWim+t+LaUUcWuPsvW7Q1gqbTcHREZG8sDM++RuJlGLdPMdyB+bNvPRRx9TVGRr+YT4uHH3ue15e0MqReVm3rq8F97uTvr7rwkT/59etp8D2aVc8eIw/NrUN6/W/nGacTifX9/fS0me7fq0t5c3t956E6NGjbTreYRrkDB1MJWVlSz56mt+XL4Cq9VqW3Ba07ikXxhXDgnXu7yGs+NdScv2ZPL51mOcf0svugwJtcsxT6ckv4LfFiaQttc2MGgwGLhw2hSuuOJymTcq6iVh6qDy8wt444232BMXB9jaXAMi/bhxRFTT7sdvSXZanLrCYuGG/8XRZ3wkI2Z0PeV5e7VJ8zNKif36ECl7cqpngfXp04eZ998j99WLM3LSPqPrCwjwp0fPaPbExREQ4E9+fgE70wq5/6u9dGrjxbXD2tEvwsF/wBuzOPVpfqW7G42Alcx6Ju9rTYzTtITjbPnmMNnJhdVTm8LDw5h5/7106tTprI8rWhcJUweVn5/PihUradu2La+/No+98fF88cWXHDp0iCO5ZcxZeZggbxOXD4rg3G5BGBu9FJ8e1Ilm5Em1Vt0JdprLAn4eJrKPFKGsCu2Uz9r4z261KA7EZrB9WRLFeeXVj3fo0IHrr7uGvn37NPqYonWTbr6D+vTT//HTylXcd+/dtQY8jh49xheLFvPnn9urN/DzNBmY1rct0/q0xdvdwa/padQfnlXfinXcHDB39SF2phVxyZMxtImqORWpca3SihIze9am8tcvqVSWWU6UodG3bx9uvulGIiKc6Lq0cCgSpg4oMzOLhx5+hPDwcF7597/qfE1BQQFfffMta9eso7KyErBlUL92voyLbkNM+wDcjA7eWlWnCdXqXQFsNifl89raJMZcE03PMRE1X8yZwtRitpK0M4e4talkJRZW/xIyGI2MGjmCG66/TuaKiiaTMHVAb7/zLuvXb+Cxx2YxcMCA0762oqKCVat/5vvvf6ieUgVgMmj0j/Tj/OhgBkX5O+5lgEZMlbr60910HxHKOdf1PONrrWYrKXtyifvtKOkH8rBa/j6Jj48PU6dM4uKLL8LNzdHm7QpnJddMHUxycgobNmykV6+eZwxSsO15c9GF07hw2lQSEhL4/ocfiYuLo7Kyku0pBWxPKcBk0BgY5ceEnm3o384PgyPdP96gILVNszJokFlrbdParVKrRZEWn8u+jekkx+VirXEnmZubGwMH9Gfq1Cn06nXmMBaisSRMHcySJUtRSnHF5Y3bx0bTNHr16kWvXr1QSvHXX3v48cefiNu7F7PZzLbkArYl24K1cxsvYjoE0CvMh25tvR231VrNdg01qr0fSUcKMFdYMLkbsZoVmUkFJO3KIjXuOPkZpagayxoajUZ69ujBRRdPY0D//rIIiWhWEqYOJCFhH9v+3M6QmMH07NnjrI+jaRr9+/ejf/9+WCwWdu3ezU8rVhKfsA+z2cyBrBIOZJUAYDRAdKgPvcN86RXhS3Rbb9xNjrJkQ+2WZ9fBISQl5fPL+3HkZ5RSlF12yqqAJpOJHj2iuWDiBIYOHYLB4CifRbg6uWbqQJ57/kUSEvbx8tyX6NChvd2Pb7FYOHToMGvX/cbuXX+Rk5vLqf1sRaCXG5EBnnQI8iQiwJN2gR5E+LsT7O3W7K07pRQ5xWaOFpQRn1FMYnYJxwrKySsxn7IADNhan1FRUcTEDGbQwAF07dpFAlToQlqmDmLnrl3Exydw7rnnNEuQgi14oqO7Ex3dvfqxrVu3snXbdvbv309mZjZWq4W8UjN5pUXEpdfee8lk0Ajz9yAq0INwP3d8PUx4uRvwcjPi5WbE292Ip8lQ/Zi/p+3bq6DMTGmlhdIKK2VmKyUVFkorLeQWV1JQZiavtJK0/HKyCysorLCcdvF8o9FIm5A2jBkzgiGDh9KlS+dm+bcSorGkZeogZj3yOOnp6cx79d+EhrbVrY6cnBz27z9AXFwchw8nkZmdRVHh6Te0aw4mk4k2bdrQPiqSbt270blTJ6LCQ2gT1q7FaxGiIaRl6gD++GMTKSkpTJk8SdcgBWjTpg0jR7Zh5MgRtR7Pzc1l//4DJCYmkpKSRlZWNuUVZVRWVlJZacZiNmO2mLFaFRaLFaWstS4JaJqGwWDEZDJiNBgwmky4uZlwc3PDy9OL0LBQevXqSfuoKCIj2xEUFNTSH12IJpGWqc6sViv3z3yIoqIiXlvwKgEBp9kfXgjhsORKvc5+XbOWrKwspk6dLEEqhBOTMNVRZWUlX331NQEB/kybOkXvcoQQTSBhqqMVK1aSn1/A9IsvxtvbW+9yhBBNIGGqk5KSEr77/gfatm3LxInj9S5HCNFEEqY6+e77HygtLWXGjEtksQ0hXICEqQ7y8/P56adVtG/fnnPPGaN3OUIIO5Aw1cGSpV9TWVnJ5ZfNkFsfhXAR8pPcwjIzs1izZi09ekQzdOgQvcsRQtiJhGkLW7T4y7NaYk8I4dgkTFtQcnIKmzZtpn//fvTu3UvvcoQQdiRh2oI++/wLAK695mqdKxFC2JuEaQvZuzee3bv/YuTIEc22xJ4QQj8Spi3k0KFDGAwGrrxCrpUK4Ypk1agWlJ9fQECAv95lCCGagYSpEELYgXTzhRDCDiRMhRDCDiRMhRDCDiRMhRDCDiRMhRDCDiRMhRDCDiRMhRDCDiRMhRDCDlp9mP7222/s2LFD7zKEEE7OpcJ06NChPPnkk7UeGzZsGDfccEOtxy677DIefPBBAObOncvChQvrPebatWtp164dhw4dqn4sNTWVkpISO1YuhHB2LhWmMTEx7N69u/rvxcXF7N27l/Xr19d63e7duxk0aFCDjtmpUyemT59O27Ztqx+bPHkyGzZssE/RQgiX4NJhGhsbyznnnEN+fj6pqamAbYvlgwcPMnjw4AYds3Pnzrzzzjv4+/+9QElubq59CxdCOD2XCtPBgweTnJxMXl4eABs3biQmJoZBgwZVtyTj4uLw8PCgZ8+e1e8zmUzMnTuXHj16EBYWxmuvvVb9XGxsLJqmkZ+fT0pKCj4+Phw7dozJkyejaRpffvklAHv27OGCCy4gICCAPn36sHjx4hb73EII/blUmPbr1w83Nzf++usvwBamgwcPZsiQIdVd/d27d9O/f3+MRmP1+/773/+SkZHBokWLuOeee3j44YdJSUk55fhRUVFkZmYC8O2331JUVMSMGTNITU3lnHPOYfr06Rw6dIi33nqL22+/nS1btrTApxZCOAKXClN3d3f69u3Lrl27sFgsbN68mdGjRzNmzJjqlmld10svvfRSFixYwODBg3n88ccxGAzs2rXrlONrmoaPjw8AXl5e+Pj4YDKZmDdvHlOnTuXuu+8mJCSEsWPHctFFF7FkyZLm/9BCCIdg0rsAe4uJiWHPnj3ExcURFhZGWFgYo0aNIj4+noKCAvbs2cOVV15Z6z2BgYHV/20ymfD39yc/P7/B59y1axexsbG1BqlKSkq45JJLmvx5hBDOweXCdPDgwXzxxRds3bqVMWPGANCmTRt69uzJzp07iY+PP+NIvqZpjTpnUFAQt9xyC//5z3/Oum4hhHNzqW4+2FqmcXFxbN26ldGjR1c/PmbMGH799VeysrLo27dvk85hMpkoLS2tdc5Vq1ZhsViadFwhhPNyuTDt378/hYWF/Pjjj9UtU7CF6f/+9z969+6Np6dnk87RrVs3lixZQmpqKrm5udxzzz0UFBRw6623kpyczLFjx5g/f371rAIhhOtzuTD19PSkd+/elJaW0qNHj+rHx4wZQ2JiYoMn65/OggUL+OOPP+jfvz/fffcd/v7+bNq0idzcXAYNGsSQIUPYvn273CUlRCsiG+oJIYQduFzLVAgh9CBhKoQQdiBhKoQQdiBhKoQQdiBhKoQQdiBhKoQQdiBhKoQQdiBhKoQQdiBhKoQQdiBhKoQQdiBhekJxcTEzZ84kOjqakJAQrrnmGrKysvQuSwjhJCRMT7jpppsoKCjg22+/ZcOGDRw8eJDbbrtN77KEEE5CFjo5obi4uHpLEoAvv/yS66+/nuLiYkwml1tDWwhhZ9IyPaFmkIJtAWg/Pz8JUiFEg0iY1uPjjz9m+vTpepchhHAS0uyqw//+9z9+//134uPj9S5FCOEkJExPsn79eu68806+/vprwsPD9S5HCOEkpJtfw59//sn06dN59dVXmTRpkt7lCCGciLRMT9i2bRsTJ07koYce4tJLLyUjIwMAb29v/Pz8dK5OCOHoZGrUCd27d+fgwYOnPD5z5kwWLFigQ0VCCGciYSqEEHYg10yFEMIOJEyFEMIOJEyFEMIOJEyFEMIOZGoU0Llz5zO+JjExsQUqEUI4KxnNF0IIO5BuvhBC2IGEqRBC2IGEqRBC2IGEqRBC2IGEqRBC2IGE6QlWq5UXX3yRDh06EBERwR133EFJSYneZQkhnISE6QlvvPEGH374IT/99BNbt24lPT2d6667Tu+yhBBOQuaZnjB8+HCmTZvG7NmzAcjNzSUqKopt27bRu3dvnasTQjg6aZmeUFZWhre3d/Xfg4OD6dmzJzt27NCxKiGEs5AwPWH8+PEsXLiQzMxMCgsLmT17NgkJCaSmpupdmhDCCUiYnvDcc88RExND7969GTZsGFFRUfTv35+wsDC9SxNCOAG5ZloPpRRhYWEsWbKEsWPH6l2OEMLBScu0HqtWrUIpxZAhQ/QuRQjhBGQJvhOWL1/Onj17uPrqq4mPj+fWW2/l8ccfx9fXV+/ShBBOQLr5J+zbt4/77ruP2NhY2rVrx7333sudd96pd1lCCCchYSqEEHYg10yFEMIOJEyFEMIOJEyFEMIOJEyFEMIOJEyFEMIOJEyFEMIOJEyFEMIOJEyFEMIOJEyFEMIOJEyFEMIOJEyFEMIO/h9+xnqj4/nLGgAAAABJRU5ErkJggg=="
[ "white, rye, wheat", "wheat, white, rye", "rye, wheat, white", "white, wheat, rye" ]
null
3
math
grade-4
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "right", "acute", "obtuse" ]
null
0
math
algebra-1
compare-linear-functions-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
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IIWCxWAL5ff3110hJSUFHRwc6OjoAAHq9Ho2NjSgoKAgZe8iQIdDr9X1+vH2tgT81pQHQ4fIMOwa5BW4bosYYdMJstrIGwsB1IDzh1kBubq7kfREpKai5aWho6HVjp9MJu90ecrtwuN1uNDY2IiVF2sEjm80Gr9crS05CCFnidHR0wGazwW6X9sEJj8cDl8slS042mw0tLS1oa2uTFCfWa8Dr9eLo0aOB/Jqbm0/7e+3s7ITb7YbP5wv67Ex9fT2MRiNKS0tRUlISuL0/j7UvNSAE8I+OswEA53Q0oFjjxAQAOAY0sQbCwnUgPOHWAJsbZWzcuBEzZ85EbW0tRo0aFbh906ZNmD59OjZu3IjLLrvstPsJIeD1enuMq9Fouv2y0f569dVXcccdd6ChoQEjRowAAPzjH//Ad7/7XaxZswZXX321bPvqN9EHLS0torq6ui936dGmTZuE1WqVHOfgwYOipqZGhoyEWLdunSxx9u3bJ4xGo+Q4HR0doqqqSoaMhNixY4cwmUyS48R6Ddx6661i+/btgd/t3btX3HDDDUHb//73vxf/93//d1qcrVu3ikcffVRs3bpVck59qYEtZq/QbbSL87c7TvsdayA8XAfCI1cNUGQcO3ZMABBvv/124DafzyfOP/98cfnll/d4v8cff1zg5MmW3f737rvvypqny+UShYWF4qGHHhJCCGE0GsWgQYPEk08+Ket+pOBnbiihZWdnw+PxoLOzEwaDAQBw4sQJFBUVKZzZt/7acvId19xhGoUzISIlZWdno6ioCHv37sXcuXMBAH/961+xd+9e7Nu3r8f73Xrrrbj00kt7/P0ZZ5wha55arRb3338/HnnkESxZsgTXXXcdrrnmGjzwwAOy7kcKNjeU0PLy8lBYWIjVq1dj3rx5+PLLL1FXV4fbb79d6dQAnDycvK71ZHNzdQ6bG6Jkd/7552Pv3r0ATo5tf/GLX+AHP/gBzjrrrB7vM2zYMAwbNixaKQIAbr/9dvzmN79BRUUFcnNz8fzzz0d1/6HwVHBKaGq1GkuWLME333yDRYsW4eWXX8aPfvQj5OfnK50aAGBrmwicJXWmgWdJESW78ePHB5qbF154AceOHcOvfvWrXu8jhIDH4+nxPxHiA+QqlSqs/7pKT0/Hueeeiy+//BLLli2DTqeT9LjlxiM3lFBeeeWV027Ly8vD0qVLFcgmNI6kiKir888/H01NTWhpacFvfvMbLF26FNnZ2b3e54knnsCDDz7Y4+/ffffdXi/yG6r56c6jjz6Kuro6lJeX46WXXsLEiRP7HCOS2NwQKYQjKSI61fnnnw8AWLx4MQYMGIDFixeHvM9tt92GmTNn9vj7rmd/yuHdd9/Fo48+ii1btqChoQG33HILfvWrXyEvL0/W/UjB5oZIIRxJEdGpsrOzUVxcjDVr1uC9996DVqsNeZ+cnBzk5OREIbuTl6yZP38+Vq5ciYkTJ+L888/HAw88gBUrVuDJJ5+MSg7h4GduiBTCkRQRdScvLw/Tpk2Lje+L6cJkMuHqq6/GwoULA98Gr9FocPfdd+P555+HxWJRNsEu2NwQKYAjKSLqzrp167B7924888wziubxzjvvQKVSYdOmTYHbcnNz8c033+CPf/xj0LZLlixBe3s7srKyopxlzziWIlIAR1JE1NUXX3yB3bt3Y/HixXjkkUd6PfU70jo6OrBkyZK4uxJ4V2xuiBTAkRQR+bW3t2P8+PEYMGAAHnroIfzkJz9RNJ+HHnoIl19+OdatW6doHlKwuSGKMo6kiKirzMxMdHZ2Kp0GAOCTTz7BO++8gwMHDsR1c8PP3BBFGUdSRBSLvF4v7rzzTixbtiymPj/TH2xuiKKMIykiikXPPPMMBg8ejJtuuknpVCTjWIooijiSIqJYdPjwYfz2t7/Fxx9/rHQqsuCRG6Io4kiKiGLR2rVrYTabUVFRgSFDhmDIkCE4cuQIrr/+etx9991Kp9dnPHJDFEUcSRFRLLr11lvx3e9+N+i2CRMmYMWKFZgxY4ZCWfWfSnS5YlZVVVWvG3u9Xrjdbuj1esk7ttls0Ov1UKulHTxyu90QQshyRdLOzk4YDAbJcVwuF1QqVVhfm90bn88Hp9OJtLQ0yTk5HA5otVpoNNL+UU3kGjh8+DCampqQn5+PESNGSIrVXQ14hAq3+MbDAh2eV3+KQpU9ZBzWQHi4DoQn3Bq45JJLJO+L4l9+fj5effVVXHrppUqn0mdBR24qKyt73fjYsWM4fPgwxo4dK3nHO3bsQHl5ueQXbGNjI+x2O8rKyiTntHnz5pDPQTjq6upgMBiQn58vKY7NZsPevXtlyWnPnj0oKCgIeXXZUBK5Bnbu3BlobioqKiTF6q4GNrWpYDmgxjkGgbnl4T1/rIHwcB0Ij1w1QMmhqalJ6RT6Lai5CfVuxWq1QqPRyPKuRqVSIS0tTXIsnU4Hj8cjS05A6OcgHFqtFjqdTnIsIQTUarUsOWk0Guj1esmxErkG/O+wtVqtLLFOrYF/HnID8OKG4VoYDOFNhFkD4eE6EB65aoAo1vEDxURR4PbxLCkiomhhc0MUBZuP8ywpIqJoYXNDFAX+ozY8S4qIKPLY3BBFGEdSRETRxeaGKMI4kiIiii42N0QRxpEUEVF0sbkhiiCOpIiIoo/NDVEEcSRFRBR9bG6IIogjKSKi6GNzQxQhbgGOpIiIFMDmhihCdthSOZIiIlIAmxuiCKnqPHnVbI6kiIiiK7yr9xHFsfr6erz44otoaGjAoEGDcP3112Pq1KkR3adHAJusqQA4kiIiijYeuaGEt2zZMpSUlOCll17C9773PTz//PM4dOhQRPe505kOs1fDkRQRkQLY3FBCs9vtaG1txbRp06DX6zFp0iRkZWWhoaEhovv9tzMDAEdSRERKCBpLGY3GXjfu6OiAzWYLuV043G43GhsbodPpJMUxm81wu92y5ASEfg7C0d7eDqfTCSGEpDgul0u2x2a329HS0gKr1SopTjzWQH5+Pt577z3MnDkTRqMRnZ2dSE9PP237tra2wJ9SHp9bAB/ahgIAxjmbYTR6+h2LNRAergPhCbcGSktLJe+LSElBzY3NZut1Y6fTCa/XG3K7cAghYLfb4fH0f+EHvn3hy5WTHHHcbjeA0M9nKC6XCz6fT5acPB4PHA4H1GppB+visQauuuoqvPrqq9i+fXvg57S0tNO29/+9Sa2nbY50tEGLApUDeZ522CQ8PNZAeLgOhEeuGiCKdUHNzejRo3vd2GQyoaGhIeR24TCZTCgrK4PBYJAUx2g0wmazyZJTfX29LHFqamqQkZGBkpISSXGsVissFossOVmtVhQXFyMnJ0dSnHirAavVij/84Q+46aabMHXqVBw6dAi/+93vMGbMGIwbNy5o27a2NtTV1SEnJ0fS43vugBs47sV3B3skP0+sgfBwHQg/lhw1QBTr2L5TQjtw4ABcLhdmzpyJ1NRUlJWVYezYsYGjOHLrei2pWRn2iOyDiIh6x+aGElpBQQEcDgc+/PBDuFwuGI1G7N27F8XFxRHZn/9aUkUaF0bqpI1aiIiof/g9N5TQ8vLycN9992H16tV44YUXMGDAAEydOhWzZs2KyP78R21mpEv70C4REfUfmxtKeJWVlaisrIz4frqOpKbrOwBIOwOIiIj6h2MpIpn4R1Jl6SqUpLiUToeIKGmxuSGSif+ozdw8fnEfEZGS2NwQyaDrSGoOv5WYiEhRbG6IZNB1JMVrSRERKYvNDZEMOJIiIoodbG6IJOJIiogotrC5IZKIIykiotjC5oZIIo6kiIhiC5sbIgk4kiIiij1sbogk4EiKiCj2sLkhkoAjKSKi2MPmhqifOJIiIopNKiGE8P+wfv16JXMhUlRraytMJhNyc3ORk5MTcvtPVdl4THcehvs68bR7exQyJIqOq666SukUiKQRfdDS0iKqq6v7cpcebdq0SVitVslxDh48KGpqamTISIh169bJEmffvn3CaDRKjtPR0SGqqqpkyEiIHTt2CJPJJDlOItfA1q1bxaOPPiq2bt0a1vb/87lL6Dbaxa+/dp/2O9ZAeGKtBoTgOkCUCDiWIuoHjqSIiGIXmxuifuBZUkREsYvNDVE/8CwpIqLYxeaGqI84kiIiim1sboj6iCMpIqLYxuaGqI84kiIiim1sboj6gCMpIqLYx+aGqA84kiIiin1sboj6gCMpIqLYx+aGKEwcSRERxQc2N0Rh4kiKiCg+sLkhChNHUkRE8SFF6QSIIk0IgbVr12LDhg3o6OjAmWeeiaVLl/YpBkdSRETxg80NJbz3338fW7ZswU9/+lMMHz4cra2tfY7BkRQRUfzgWIoS3po1a7BgwQKUlpZCr9ejsLCwzzE4kiIiih88ckMJzWw2o7OzE59++ilWrVoFp9OJSZMm4dZbb4VOpwsrBkdSRETxJai5qamp6XVjm82G9vb2kNuFw+l0oq6uDlqtVlKcEydOwOPxyJKTEEKWOGazGe3t7bBarZLiuN1uOJ1OWXLq6OhAfX09TCaTpDjxVgPHjh0DAHR2dmLBggWw2Wz4y1/+ApfLhSlTpgRt6x9Xtba2BsXa5khHq2sEijQuuI1fIZxHzhoID9eB0JSogTFjxkjeF5GSgpqbjIyMXjcWQsBut4fcLhwajQYGgyHsd889cTqdcLlcsuSkUqlkidPe3o7U1FTJsZxOJ9RqtSw5paSkID09XXKseKsBp9MJAJg6dSoGDBgAAJg0aRIOHDiAK664Imhbfx46nS4o1nbbQADAVVnh1xlrIDxcB0KLxRoginVBzU1JSUmvG5tMJtjt9pDbhcNoNCI/Px8Gg0FSHCEEbDabLDnt379fljhWqxUZGRmSY1mtVjQ3N8uSk8lkQm5uLnJyciTHiacaKCgogFqtRmpqauD3mZmZGDBgwGnbNzU1AQCysrICv3P7BD48dLJBuuPMbJQYhoSVE2sgPFwHwosTazVAFOv4gWJKaCkpKZgyZQreeOMNmM1mNDc3o6qqChMnTgzr/jxLiogo/vADxZTwFi5ciNdffx0/+clPoFarMWXKFMyYMSOs+/IsKSKi+MPmhhJeWloaFi1ahEWLFvXpfjxLiogoPnEsRdQDjqSIiOITmxuiHnAkRUQUn9jcEHWDIykiovjF5oaoGxxJERHFLzY3RN3gSIqIKH6xuSE6hUeoOJIiIopjbG6ITvGpL5MjKSKiOMbmhugU27xZADiSIiKKV2xuiLrwqtTY5h0EgCMpIqJ4xeaGqAvjgEJYoOVIiogojrG5IeqibtAZADiSIiKKZ2xuiP7LI1SozRoJgCMpIqJ4FnThTKvV2uvGDocDXq835Hbh8Pl8sNlsEEJIiuN0OuF2u2XJCQj9HITD7XbD6XRKjmWz2eDz+WTJyev1wuFwSI6VyDWwy5WOTq0B+bAjX3ggJRxrIDyxVgN+yb4OZGRkSN4XkZJUosuqsnnz5l439ng8cLvdSEtLk7xjm80GvV4PtVrawSO32w2fz4fU1FTJOVmtVlle1E6nE2q1GlqtVlIcn88Hh8OB9PR0yTnZ7XZotVqkpEi7EHwi18Dj7bnYmj4SV1k/x/9knZAUizUQnlirAYDrAABMmzZN8r6IFCX6oKWlRVRXV/flLj3atGmTsFqtkuMcPHhQ1NTUyJCREOvWrZMlzr59+4TRaJQcp6OjQ1RVVcmQkRA7duwQJpNJcpxErQGX1ydyNrYL3Ua7eH3LLsk5sQbCE0s14Md1gCj+8TM3RDh5LSkLtMi2H0eR2qF0OkREJAGbGyJ8ey2p0W11CmdCRERSsbmhpOf2iUBzc85xNjdERPGOzQ0lvc3HBVpdQIHKgaGO40qnQ0REErG5oaTnP2ozNYWNDRFRImBzQ0mt60hqitqscDZERCQHNjeU1PwjqbJ0Fc+SIiJKEGxuKKn5j9rwWlJERImDzQ0lra4jKV5LiogocbC5oaTVdSR1pkGldDpERCQTNjeUtDiSIiJKTGxuKClxJEVElLikXR6YKI64XC78+Mc/RnZ2Ni64+5ccSRERJSgeuaGk8dZbb+Ho0aMAOJIiIkpkbG4oKRw8eBBVVVWYPHkyBMCRFBFRAmNzQwnP4/Hg2WefxS233IKcnBxY3OBIiogogamEEML/Q3V1da8bO51O2O12ZGVlSd6x2WxGVlYWNBpp75xtNhu8Xi8GDBggOafW1lbk5ORIjtPR0QGNRoP09HRJcTweD06cOIHs7GzJOVksFqSnp0On00mKE481UF1djebmZlx33XXYvn07th9qxforfoVbU1uwMLUlsF19fT3q6+tRUlKCkpISSTmxBsLDdSA0JWqgsrJS8r6IlBT0geLS0tJeN7ZYLDCZTCG3C0d7ezsKCgqg1+slxWlpaYHT6URRUZHknI4ePSrLY2toaEBaWhpyc3MlxXE4HKirq5Mlp9raWgwbNkzyP0jxVgNHjhxBTU0Nfvazn2HgwIH4/Isv0H6oDQBwS0kGSvXfPg6LxYL6+noMGjRI8uNjDYSH60BosVgDRLEuqLkJ9W5FCIG2tjZZ3tVoNBpkZ2fDYDBIimO1WqFWq2XJCQj9HITDZDIhIyNDciyr1QqNRiNLTkajEVlZWZJjxVsN/PWvf0V7ezt+/vOfB24bCODqF+aj8q23go4Y+PMwGAySHx9rIDxcB0KLxRoginU8FZwS2uLFi7F48eLAz7eufAuH6j7HtHt+KXkUQkREsYkfKKak4fYJ1HX6APAsKSKiRMYjN5Q0Nh8X+LT8OpRdwLOkiIgSGY/cUNLgF/cRESUHNjeUFHgtKSKi5MHmhpLC5uOCX9xHRJQk2NxQUuBIiogoebC5oYTHkRQRUXJhc0MJjyMpIqLkwuaGEh5HUkREyYXNDSU0jqSIiJIPmxtKaBxJERElHzY3lNA4kiIiSj5sbihhcSRFRJSc2NxQwuJIiogoOQVdONNkMvW6scVigdPpDLldOLxeL8xmM6xWq6Q4HR0dsuUEhH4OwmGz2SCEkBzL4XDA6/XKkpPL5YLFYoEQQlKceKqBt5vSAOhwRaYDJpMlZJzOzs7An1IfH2sgPFwHQlOiBnJzcyXvi0hJQc1NQ0NDrxs7nU7Y7faQ24XD7XajsbERKSnSLkxus9ng9XplyUkIIUucjo4O2Gw22O12SXE8Hg9cLpcsOdlsNrS0tKCtrU1SnHipAY8A/tFxNgBgnLUeDXZnyDgWiyXwp9THxxoID9eB0JSoATY3FO+CVpSKiopeNzaZTGhoaAi5XTiqqqpQXl4Og8EgKY7RaITNZsPo0aMl57R+/XpZHltNTQ0yMjJQUlIiKY7VasWuXbtkyam6uhqlpaXIycmRFCdeamDjMR/aPnWhLF2FeReUhxXH5XLBaDRixIgRkh8fayA8XAdCi8UaIIp1/MwNJSSeJUVElLzY3FDC4VlSRETJjc0NJRyeJUVElNzY3FDC4UiKiCi5sbmhhMKRFBERsbmhhMKRFBERsbmhhMKRFBERsbmhhMGRFBERAWxuKIFwJEVERACbG0ogHEkRERHA5oYShFuAIykiIgLA5oYSxC5nOkdSREQE4JQLZxLFqy2Okxde7G4kVVtbi9deew3ffPMNBg4ciLlz52LKlCnRTpGIiKKEzQ3FPbf4trk5dSRlsVjw2GOPYf78+Zg8eTJqamqwbNkylJSUoLCwUIl0iYgowjiWori3w5aK476UbkdSDQ0NKCwsxPTp06HX6zFhwgQMGTIEBw8eVChbIiKKNB65obhX1akH0P1Iqry8HOXl5YGfW1tbYTabMXLkyGilR0REUaYSQgj/D1VVVb1u7PV64Xa7odfrJe/YZrNBr9dDrZZ28MjtdkMIAZ1OJzmnzs5OGAwGyXFcLhdUKhW0Wq2kOD6fD06nE2lpaZJzcjgc0Gq10GiknUkUazXgESrM947HCZUOz6s/RaHK3vO2Hg/WrVuHnJwcXHTRRaf9/vDhw2hqakJ+fj5GjBjR75wA1kC4uA6EpkQNXHLJJZL3RaSkoCM3lZWVvW587NgxHD58GGPHjpW84x07dqC8vFzyC7axsRF2ux1lZWWSc9q8eXPI5yAcdXV1MBgMyM/PlxTHZrNh7969suS0Z88eFBQUIDs7W1KcWKuBTW0qnDigRpHGhbmVPefk8Xjwhz/8AcOHD8fdd9/d7eK+c+fOQHNTUVHR75wA1kC4uA6EFos1QBTrgpqbUO9WrFYrNBqNLO9qVCoV0tLSJMfS6XTweDyy5ASEfg7CodVqodPpJMcSQkCtVsuSk0ajgV6vlxwr1mrgn4fcALyYkW6FwTC82228Xi9+//vfIyUlBQ888ECP76T9t2u1WsmPjzUQHq4DocViDRDFOn6gmOJW12tJXZZm7XYbn8+HlStXwuVy9drYEBFR4uAHiilu+a8lVaL1oCTF1e02tbW1+OijjwAAN910U+D2MWPGYOnSpVHJk4iIoovNDcUt/1Gbywf0/CHis88+G6tXr45WSkREFAM4lqK41HUkNSuj5+aGiIiSD5sbikv+kVRZugojdR6l0yEiohjC5obikv+oTXdf3EdERMmNzQ3Fna4jqVOvJUVERMTmhuJO15HUqdeSIiIiYnNDcYcjKSIi6g2bG4orHEkREVEobG4ornAkRUREobC5objCkRQREYXC5obiBkdSREQUDjY3FDc4kiIionCwuaG4wZEUERGFI+jCmUajsdeNOzo6YLPZQm4XDrfbjcbGRuh0OklxzGYz3G63LDkBoZ+DcLS3t8PpdEIIISmOy+WS7bHZ7Xa0tLTAarVKiqNUDbgF8O6RXAAaVLqbYTR+e8kFuWqgra0t8KfUWKyB8HAdCE2JGigtLZW8LyIlBTU3Nput142dTie8Xm/I7cIhhIDdbofHI+26QP4Xvlw5yRHH7XYDCP18huJyueDz+WTJyePxwOFwQK2WdrBOqRrY5kiH2atBkcaFPE87bF3uIlcN+P/e5IzFGugd14HQYrEGiGJdUHMzevToXjc2mUxoaGgIuV04TCYTysrKYDAYJMUxGo2w2Wyy5FRfXy9LnJqaGmRkZKCkpERSHKvVCovFIktOVqsVxcXFyMnJkRRHqRp47oAbOO7F/OJ0jB4ZvG+5aqCtrQ11dXXIycmRHIs1EH4srgO9i8UaIIp1bN8p5vEsKSIi6gs2NxTzeJYUUeQ9++yzmD17NgDA5/Phsssuw/LlyxXOiqh/2NxQzONZUkSRt3DhQmzbtg3Nzc149NFHkZOTg/vvv1/ptIj6JSX0JkTK4UiKKDrS0tJwxx134I477oDZbMaWLVuUTomo39jcUEzjSIooei666CL85je/webNm6HX65VOh6jfOJaimMaRFFF0tLa24t5778UPf/hDvPnmm0qnQyQJmxuKWRxJEUWH2+3GnDlzsHTpUvz2t7/Fe++9h5aWFqXTIuo3NjcUsziSIoqOe++9F2PHjsUNN9yAzMxM3HDDDfjjH/+odFpE/cbP3FDM4kiKKDpWrlwZ9DMbG4p3PHJDMYkjKSIi6i82NxSTOJIiIqL+Cqu5cblcqKmpiXQuRAEcSRFFRlNTE3bv3g2Xy6V0KkQR0+tnblwuF/7zn/9g586dcDgcGDx4MMaNGxet3ChJcSRFFDkbNmwAAHz00UeoqKjA+PHjodPpFM6KSF7dNjculwu7d+9GdXU1HA5H4Pbjx49HLTFKXhxJEUWe3W7Hli1bUF1djYqKCkyYMIFNDiWMoObGf6Rm165dsNvtSuVESY4jKaLocTgc+Pe//41du3Zh4sSJbHIoIaiEEAIAPv/8c2zcuDHoSE13SkpKkJ+fL3nHRqMR+fn5kl9EbW1tcLvdyMnJkZxTXV0dRo0aJTmOyWSCTqfDoEGDJMVxuVw4fPgwSkpKJOfU1NSEQYMGwWAwSIpjtVphsVgiVgMeocINjrGwQIuXUmtQpO69HgH5auDQoUP45ptvUFhYiKKiIkmxWAPh4ToQmtw1UF9f3+s2er0eM2bMwDnnnCN5f0RKCTQ3K1as4NEaUtxXmcX4c9l1yLYfx+LPX1U6HaKkZDAYcM899yidBlG/BcZSM2fOxAcffMAjNwn8ji0e3rXvdhUBXuCKTAcmT54cVhweuQlPvNRAf3AdCE+4R25mzpwpeV9ESgo0N2eddRZGjhyJ3bt3Y+fOnT0exSktLUVFRYXkHbtcLlRWVkpeaI1GI2w2G0aPHi05J4vFEvY/qL2pqalBRkaG5MXIarVi165dsuRUXV2N0tJSyYu/yWRCQ0NDRGrA7RP4z1Yn4AXun1iCMw2lYcWRswa++eYbFBUVSX7OWQPh4ToQmtw10FNzk5aWxrOnKGEEfaBYp9PhggsuwPjx47s9W4ookniWFFH06fV6VFZWsqmhhNLtqeBdm5yuZ08NHjw42vlREuFZUkSRN2jQILS1tUGv1/MUcEpYvX6Jn06nw4UXXogJEybgyy+/xNChQ9HQ0BCl1CiZ8Iv7iKLj+uuvR2trK8rKytjUUMIK6/ILOp1Ollk2UU84kiKKntGjR7OxoYTGC2dSTOBIioiI5NLjWOr48eOB60rNmjULEyZMCPyupaUFq1atwldffYXs7GzceOONspw50Rf19fV48cUXUV9fj4yMDNx4442YOnVqVHM4lRACa9euxfr162G323HWWWdh6dKliubk5/F48Mtf/hI5OTl4+OGHFc2ltrYWr732Gurr67FmzRrMnjsX61AJIDIjqVio1/6ora3Fq6++ikOHDmHNmjWYO3cupkyZonRaAAC3243FixcjOztb8XoSQuDDDz/E9u3bYbfbceaZZyr6uuu6NmVmZmLevHmKrE2xvoYTRVKPzc3jjz+Ob775Bj6fD9OnTw/cLoTA8uXLMWbMGDzwwAOora3Fk08+ieXLl2P48OFRSRoAli1bhnHjxuHmm2/Gvn378Pzzz6O0tFTy95NI8f7772PLli2YN28eioqKkJ6erlgup9q2bRuOHz8uy/eASGGxWPDYY49h/vz5mDx5MjIyMvDHZ56B/doRKMsvlH0kFSv12lf+52nu3Ln4zne+g+zsbCxbtgwlJSUoLCxUOj1s27YNR48eRXZ2ttKp4P3338cnn3yCefPm4eKLL0Zra6ui+fjXpuuuuw5NTU2KrU2xvoYTRVKPY6nf/e53ePvtt5GRkRF0+/Hjx9HQ0IDZs2cjLS0N48aNQ1lZGaqrqyOerJ/dbkdrayumTZuG1NRUnHPOOcjKylL8w85r1qzBggULMHz4cKSmpsbEP0IAcPDgQdTU1AS9c1NKQ0MDCgsLMX36dOh0Opx33nlQDxyCgUfrIzKSam5uVrxe+8P/PH3nO9+BTqfDhAkTMGTIEBw8eFDp1HDo0CHU1NTI8r0rclizZg2uvPJKDB8+HHq9XtHXXde1SafT4dxzz1VsbeppDfd/T1G8vSaI+qLXs6W609HRgZSUlKCjEllZWTh27JisifUmLS0NI0eOxJYtWzBp0iR8+eWXsNlsOPPMM6OWw6nMZjM6Ozvx6aefYseOHfB4PLjwwgtx6623KvrBPY/Hg2effRZTpkxBSkoKOjo6FMsFAMrLy1FeXh74+YjpKNwnzLAMLYnISMpsNiter/3hf56sVisAoLW1FWazGSNHjlQ0L4/HgzfffBNTpkzBwIEDcfToUUXz8b/uamtrsWbNGvh8PkyaNEmx113Xtencc89FY2Oj4mvTqSwWS1y+Joj6IgUAHnzwQXz99dcAgB//+MeYNGlSj3fw+Xzd3u71eiOQ3knd5XfXXXdh6dKl+OCDDwAAP/jBD5CbmxuxHELl5H+3aDAYcPvttwMAXnvtNQwaNAhz5sxRJKdJkybhvffeQ3Z2NsaMGYMvvvgiKnmEysnP4/Fg2crnUH/WJRgegZEU0HNdRrJe5ebxeLBixQpcdtllih8NfO+995CVlYVzzz0Xhw4dUjQXAIEvGU1LS8Mdd9yBESNG4LHHHovq6+5USq9NoSTCa4IolBTg5Gw2XGp195MsjSZyZ7mcmp/VasWvf/1rzJs3D8XFxaivr8dbb72FwYMHY9y4cRHLo7ecTCYTAGDWrFlobGxERkYGpk+fjt27d0dtkT01p6amJmzYsAFPPvkk6urqopJDqJz8PB4PNm7ciHZ9Nj6vvAm/iNBZUj3VZSTrVU4ejwcbNmxATk4OFixYoGgu/np64IEH0NbWpmgufikpJw8+X3DBBdBoNCgoKIj6666rrmvT0KFD0dHRgTfffDOqa1Mo8f6aIApHn8dSAwYMgMfjQWdnZ+B6MCdOnIjqh+UOHDgAl8uFmTNnwmg0oqCgAGPHjsX27dsVW0Cys7OhVqsDTQ5w8p2QkiOptWvXwmKxYNGiRUG3z5kzB2+99ZZii5nX68WKFSsAlQofTb0bEJqIfXFfdna24vXaX16vF8899xxUKhXuv/9+xf/x8dfTQw89FHS7kvXkf92ZzebAh+WVfN11XZtqampQVFSk+Np0qqysrLh9TRCFq8/fczNo0CAUFhZi9erVsNvt2Lt3L+rq6jBx4sRI5NetgoICOBwOfPjhh3C73WhubsbevXtRXFwctRxOlZKSgilTpuCNN95Ae3s7jh49iqqqqqg+L6davHgxVq9ejdWrV+P+++/H5ZdfjrPPPhurV69W7B9Kn8+HlStXwuVyYej0eWgVuoh+cV9eXp7i9dof/ufJ7XZjxowZ0Gq1SqcUqKdnnnkGS5YswZw5cxSvJ//r7oMPPsCJEyfQ3Nys6Ovu1LWpqalJ8bXpVDk5OXH5miDqiz4fuVGr1ViyZAleeOEFLFq0CIMHD8aPfvQj5OfnRyK/buXl5eG+++7D6tWr0dzcjLS0NFx66aWYNWtW1HLozsKFC/H6669j1apV0Gg0mDZtGmbMmKFoTrGmtrYWH3300ckf9uzB1f+9/debx0Tku0lioV77o+vzVFNTgxdeeAEAMGZMZJ6neLZw4UKsXLkSq1atgk6nw5QpUxR73Z26NhkMBkybNk3xtamreH1NEPVFyObmlVdeOe22vLw8xRfYyspKVFZWwmg0wmazxcTlIdLS0rBo0SJMmjQJGRkZKCkpUTqlIFdccYXi33Pjf6fv9gnkb+qABTrsvTA1opdciIV67Sv/82S1WrFr1y5MmzZN6ZROM3fuXKVTAHDydXfddddh5syZMbEO+NemmpqamFgHYnUNJ4oklRBC+H+oqanpdWObzYb29nYMGzZM8o4bGxsxbNgwyYfbT5w4AY/HI8uXidXX18uyEJnNZmi1WmRmZkqK43a7YTKZZHlH1dLSgszMTMlfLChXDWxzpOOethEo0riwJkfaWTdy1cCXX36Juro6jBo1CmVlZZJisQbCw3UgNCVqYMyYMZL3RaSkoCM3p37Z06mEELDb7SG3C4dGo4HBYJD8wT+n0wmXyyVLTiqVSpY47e3tSE1NlRzL6XRCrVbLkpP/ey2kxpKrBrbbBgIALh8gPZZcNeCvRZ1OJzkWayA8XAdCi8UaIIp1Qc1NqHcrJpMJdrtdlnc1RqMR+fn5gU/r95cQAjabTZac9u/fL0scq9Uqy+Foq9WK5uZmWXIymUzIzc2VPJaSowbcPoEPDzkBALeUZKBkqLTvAJGrBpqamgCcPJtEjr871kBoXAfCixNrNUAU63hVcIq6zccFWl1APuwYFTuX3yIiogTB5oaibl3ryW9CnaLm170TEZH82NxQVLl9ItDcTIay1yUiIqLExOaGoso/kipLV6FQZVc6HSIiSkBsbiiq/Edt5kboWlJERERsbihquo6kInUtKSIiIjY3FDVdR1KR/EZiIiJKbmxuKGo4kiIiomhgc0NRwZEUERFFC5sbigqOpIiIKFrY3FBUcCRFRETRwuaGIo4jKSIiiqaU0JsQSaP0SKq2thavvfYavvnmGwwcOBBz587FlClTop4HERFFB5sbijglR1IWiwWPPfYY5s+fj8mTJ6OmpgbLli1DSUkJCgsLo54PERFFHsdSFFFKj6QaGhpQWFiI6dOnQ6/XY8KECRgyZAgOHjwY9VyIiCg6go7cWK3WXjd2OBzwer0htwuHz+eDzWaDEEJSHKfTCbfbLUtOQOjnIBxutxtOp1NyLJvNBp/PJ0tOXq8XDodDcqy+1sCmNhVaXRqcoRfIF53oerdo1MAZZ5yBn/3sZ4HfHT16FGazGXl5eadt73K5An9KfZ5YA+HhOhCaEjWQkZEheV9ESlKJLqvK5s2be93Y4/HA7XYjLS1N8o5tNhv0ej3UamkHj9xuN3w+H1JTUyXnZLVaZXlRO51OqNVqaLVaSXF8Ph8cDgfS09Ml52S326HVapGSIm0S2dcaeNpbig/EMHxP3Yib1Y1Bv4tEDaxZswatra0AgOnTp+OMM84Iyv29995DTk4OJk+efFqcpqYmNDU1IT8/H/n5+ZJyYg2Eh+tAaErUwLRp0yTvi0hRog9aWlpEdXV1X+7So02bNgmr1So5zsGDB0VNTY0MGQmxbt06WeLs27dPGI1GyXE6OjpEVVWVDBkJsWPHDmEymSTH6UsNuLw+kf+hXeg22sUXVt9pv49mDbjdbvHII4+Ixx9/XHg8nm632bp1q3j00UfF1q1bJefEGggP14HQYrEGiGIdP3NDEaP0WVJ+Xq8XK1asgEqlwv333w+NhqejExElMjY3FDGx8MV9Pp8PK1euhMvlwgMPPCB5REBERLGPp4JTRCh9lpRfbW0tPvroIwDATTfdFLh9zJgxWLp0qVJpERFRBLG5oYiIlZHU2WefjdWrVyu2fyIiij6OpSgiYmEkRUREyYnNDckuVkZSRESUnNjckOxiZSRFRETJic0NyY4jKSIiUhKbG5IVR1JERKQ0NjckK46kiIhIaWxuSFYcSRERkdLY3JBsOJIiIqJYwOaGZMORFBERxQI2NyQbjqSIiCgWsLkhWXAkRUREsYLNDcmCIykiIooVKiGE8P9QXV3d68ZOpxN2ux1ZWVmSd2w2m5GVlQWNRtq7fJvNBq/XiwEDBkjOqbW1FTk5OZLjdHR0QKPRID09XVIcj8eDEydOIDs7W3JOFosF6enp0Ol0kuL0VAPL7PlY7x6CW1NbsDC1JaxYsVYD9fX1qK+vR0lJCUpKSiTFSsYa6I9YqwGA6wAAVFZWSt4XkZKCrgpeWlra68YWiwUmkynkduFob29HQUEB9Hq9pDgtLS1wOp0oKiqSnNPRo0dleWwNDQ1IS0tDbm6upDgOhwN1dXWy5FRbW4thw4ZJ/gepuxpwC2DH5xkAgFtKMlCqDy/fWKsBi8WC+vp6DBo0SPJznmw10F+xVgMA1wGiRBDU3IR6tyKEQFtbmyzvajQaDbKzs2EwGCTFsVqtUKvVsuQEhH4OwmEymZCRkSE5ltVqhUajkSUno9GIrKwsybG6q4GNx3w45nGhLF2FCwuHhB0r1mrAn4fBYJAcK9lqoL9irQb8uA4QxTd+5oYk41lSREQUS9jckCQ8S4qIiGINmxuShGdJERFRrGFzQ5JwJEVERLGGzQ31G0dSREQUi9jcUL9xJEVERLGIzQ31G0dSREQUi9jcUL9wJEVERLGKzQ31C0dSREQUq9jcUL9wJEVERLGKzQ31mUeAIykiIopZbG6oz3Z7BnAkRUREMYvNDfXZx56BAOJvJOVyubB48WL88pe/VDoVIiKKIDY31CduAXzkzgQQfyOpt956C0ePHlU6DSIiijA2N9QnH3ekoE1o424kdfDgQVRVVWHy5MlKp0JERBGW0vUHk8nU68YWiwVOpzPkduHwer0wm82wWq2S4nR0dMiWExD6OQiHzWaDEEJyLIfDAa/XK0tOLpcLFosFQghJcdYfPdkPX5HpgMlkkRQrWjXg8Xjw9NNP45prroHFYkFzc3O323Z2dgb+lPqcJ3INcB0ITzzXQG5uruR9ESkpqLlpaGjodWOn0wm73R5yu3C43W40NjYiJSUl9Ma9sNls8Hq9suQkhJAlTkdHB2w2G+x2u6Q4Ho8HLpdLlpxsNhtaWlrQ1tbW/3wEsMl6NgBgnLUeDXanpJwiUQNvvPEGWlpaAABXXXUVRo0aherqaqSmpmL48OFoaGiAw+Ho9jm1WCyBP6U+54laAwDXgXDFcw2wuaF4F7SiVFRU9LqxyWRCQ0NDyO3CUVVVhfLychgMBklxjEYjbDYbRo8eLTmn9evXy/LYampqkJGRgZKSEklxrFYrdu3aJUtO1dXVKC0tRU5OTr9jbDzmg+VTFwrVTsy7oFxyTpGogVOfq6amJuzfvx9PPvkkBg0ahEOHDsFisXT7nLpcLhiNRowYMULyc56oNQBwHQhXItcAUayT9naJkor/u20u0VkADFQ0l3CtXbsWFosFixYtCrp9zpw5eOutt6DRxNeHoomIKDQ2NxSWrteSmprSBqBI2YTCtHjxYixevDjw81//+ld8/vnnePjhhxXMioiIIolnS1FY/NeSGpnqQ7FG2mdtiIiIIolHbigs/qM2Vw9yA9I+H6mouXPnKp0CERFFGI/cUEhdR1JXDnQpnA0REVHv2NxQSP6RVFm6Cv9P71M6HSIiol6xuaGQ/Edt4u1aUkRElJzY3FCvuo6k4u1aUkRElJzY3FCvuo6k4ulaUkRElLzY3FCvOJIiIqJ4w+aGesSRFBERxSM2N9QjjqSIiCgesbmhHnEkRURE8YjNDXWLIykiIopXbG6oWxxJERFRvGJzQ93iSIqIiOKVSggh/D9UVVX1urHX64Xb7YZer5e8Y5vNBr1eD7VaWn/ldrshhIBOp5OcU2dnJwwGg+Q4LpcLKpUKWq1WUhyfzwen04m0tDTJOTkcDmi1Wmg0oZsVj1DhFt94WKDD8+pPUaj69kqZiVwDhw8fRlNTE/Lz8zFixAhJseK9BnqTyDUAcB0AgEsuuUTyvoiUFHRV8MrKyl43PnbsGA4fPoyxY8dK3vGOHTtQXl4u+QXb2NgIu92OsrIyyTlt3rw55HMQjrq6OhgMBuTn50uKY7PZsHfvXlly2rNnDwoKCpCdnR1y201tKlgOqPH/0oC55wX/XSdyDezcuTPQ3FRUVEiKFe810JtErgGA6wBRIghqbkK9W7FardBoNLK8q1GpVEhLS5McS6fTwePxyJITEPo5CIdWq4VOp5McSwgBtVotS04ajQZ6vT6sWP885AbgxbzhKTAYgt+dJ3IN+N9ha7VaWWLFcw30JpFrwI/rAFF842duKAjPkiIionjH5oaC8CwpIiKKd2xuKAjPkiIionjH5oYCOJIiIqJEwOaGAjiSIiKiRMDmhgI4kiIiokTA5oYAcCRFRESJg80NAeBIioiIEgebGwLAkRQRESUONjfEkRQRESUUNjfEkRQRESUUNjfEkRQRESWUlNCbUCJLhpGUEAJr167Fhg0b0NHRgTPPPBNLly5VOi0iIooQNjdJLhlGUu+//z62bNmCn/70pxg+fDhaW1uVTomIiCKIY6kklwwjqTVr1mDBggUoLS2FXq9HYWGh0ikREVEEBR25MRqNvW7c0dEBm80WcrtwuN1uNDY2QqfTSYpjNpvhdrtlyQkI/RyEo729HU6nE0IISXFcLpdsj81ut6OlpQVWqzVwm1sA7x7JBaBBpbsZRqMnZJx4qwGLxYLOzk5s2bIFzz77LNxuN8aMGYOrrroKWq02aNu2trbAn1IfX7zUQH/EWw30RzKtA90pLS2VvC8iJQU1NzabrdeNnU4nvF5vyO3CIYSA3W6HxxP6H9Te+F/4cuUkRxy32w0g9PMZisvlgs/nkyUnj8cDh8MBtfrbg3XbHOkwezUo0riQ52mHLYy/ilivgRdffBGHDx8GAMyePRu5ubkAgJSUFNx+++2w2Wz485//jLS0NEyZMiUojv/vTY56ipca6I9YrwE5ckqmdYAoEQU1N6NHj+51Y5PJhIaGhpDbhcNkMqGsrAwGg0FSHKPRCJvNJktO9fX1ssSpqalBRkYGSkpKJMWxWq2wWCyy5GS1WlFcXIycnJzAbc8dcAPHvZhfnI7RI8PbR6zXwFNPPXXaPgDglltuQVZWFoCTR3N279592mNoa2tDXV0dcnJyJD++eKmB/oj1GpAq2dYBokTE9j1JJcNZUgCQnZ0NtVodaHIAwOv1Sh6DEBFR7GJzk6SS4Swp4OQ4asqUKXjjjTdgNpvR3NyMqqoqTJw4UenUiIgoQngqeJJKhrOk/BYuXIjXX38dP/nJT6BWqzFlyhTMmDFD6bSIiChC2NwkoWQZSfmlpaVh0aJFWLRokdKpEBFRFHAslYSSZSRFRETJic1NEkqmkRQRESUfNjdJJtlGUkRElHzY3CQZjqSIiCjRsblJMhxJERFRomNzk0TcAhxJERFRwmNzk0Q+7kjhSIqIiBIem5sksvHEya814kiKiIgSGZubJOER3zY3HEkREVEiY3OTJD7xZuKYR82RFBERJTw2N0niI3cmAI6kiIgo8bG5SQIun8A2z0AAHEkREVHiUwkhhP+H9evXK5kLRcinqmw8pjsPw32deNq9Xel0YlZraytMJhNyc3ORk5OjdDpEirnqqquUToFIkqCrgocqaJPJhIaGBlRUVEjecVVVFSorK2EwGCTFMRqNsNlsGD16tOSc1q9fL8uLuqamBhkZGSgpKZEUx2q1YteuXZg2bZqkOBsOuIEmL+YNT8FV50p7fIlcAx999BFMJhPKysowefJkSbFirQYAoLq6GqWlpZIbt0SuASBx1wFAvhoginUcSyU4l09g/X+/uO+qLLfC2RAREUUem5sE9+FxAZMLKFQ78f/0PqXTISIiijg2NwnOf7mFado2hTMhIiKKDjY3CazrSGpqCpsbIiJKDmxuEph/JFWWrkKxxql0OkRERFHB5iaB+UdS/OI+IiJKJmxuElTXkRS/uI+IiJIJm5sE1XUkxWtJERFRMmFzk6A4kiIiomTF5iYBcSRFRETJjM1NAuJIioiIkhmbmwTEkRQRESWzlNCbUDzhSOp09fX1ePHFF9HQ0IBBgwbh+uuvx9SpU5VOi4iIIoRHbhIMR1KnW7ZsGUpKSvDSSy/he9/7Hp5//nkcOnRI6bSIiChC2NwkGI6kgtntdrS2tmLatGnQ6/WYNGkSsrKy0NDQoHRqREQUIWxuEghHUqdLS0vDyJEjsWXLFjgcDnzyySew2Ww488wzlU6NiIgiRCWEEP4fampqet3YZrOhvb0dw4YNk7zjxsZGDBs2DFqtVlKcEydOwOPxIDs7W3JO9fX1KCkpkRzHbDZDq9UiMzNTUhy32w2TyYT8/Pywtt/mSMc9bSNQpHFhTU7w2KWlpQWZmZlIT0+XlFOs18CLL76I5uZmAMDs2bNx9tlno7W1FX/6059gt9sBAFdeeSXOO++80+J8+eWXqKurw6hRo1BWViYpJ6VqoDfJUgNSxfs60Jtwa2DMmDGS90WkpKAPFGdkZPS6sRACdrs95Hbh0Gg0MBgM0Ol0kuI4nU64XC5ZclKpVLLEaW9vR2pqquRYTqcTarU67DjbbQMBAFdlnf58pKSkID09XXJOsV4D9957b9DvbDYb3nzzTcyYMQPjx4/HkSNH8NprryEnJ+e0ozf+PHQ6neTHp1QN9CZZakCqeF8HeiNXDRDFuqDmJtS7FZPJBLvdLsu7GqPRiPz8fBgMBklxhBCw2Wyy5LR//35Z4litVmRkZEiOZbVa0dzcHFYcl09gy6GTV/6+48xslBiGBP3eZDIhNzcXOTk5knKKtxrYtWsXvF4vvve97wEARo0ahf3798NoNGLWrFlB2zY1NQEAsrKyZPm7i3YNhJKsNdBX8bwOhCJXDRDFOn7mJkHwLKnuFRQUwOFw4MMPP4TL5YLRaMTevXtRXFysdGpERBQh/J6bBMGzpLqXl5eH++67D6tXr8YLL7yAAQMGYOrUqacdtSEiosTB5iYB8Cyp3lVWVqKyslLpNIiIKEo4lkoAHEkRERF9i81NAuBIioiI6FtsbuIcR1JERETB2NzEOY6kiIiIgrG5iXMcSREREQVjcxPHOJIiIiI6HZubOMaRFBER0enY3MQxjqSIiIhOx+YmTnEkRURE1D02N3GKIykiIqLusbmJUxxJERERdY/NTRziSIqIiKhnQRfOtFqtvW7scDjg9XpDbhcOn88Hm80GIYSkOE6nE263W5acgNDPQTjcbjecTqfkWDabDT6f77Q4m9pUMLk0OEMvkC86Ec5uvF4vHA6H5JwSuQZcLlfgT6mxIl0D/cEaCF88rAP9EW4NZGRkSN4XkZJUosuqsnnz5l439ng8cLvdSEtLk7xjm80GvV4PtVrawSO32w2fz4fU1FTJOVmtVlle1E6nE2q1GlqtVlIcn88Hh8OB9PT0oNuf9pbiAzEM31M34mZ1Y1ix7HY7tFotUlKkXQg+kWugqakJTU1NyM/PR35+vqRYka6B/mANhCde1oH+CLcGpk2bJnlfRIoSfdDS0iKqq6v7cpcebdq0SVitVslxDh48KGpqamTISIh169bJEmffvn3CaDRKjtPR0SGqqqqCbnN6faLgQ7vQbbSLL6y+sGPt2LFDmEwmyTklcg1s3bpVPProo2Lr1q2SY0WyBvqLNRCeeFgH+kuuGiCKdfzMTZzhWVJERES9Y3MTZ3iWFBERUe/Y3MQRniVFREQUGpubOMKRFBERUWhsbuIIR1JEREShsbmJE0JwJEVERBQONjdxYmvbyZHUmAEcSREREfWGzU2c+GvLf0dSPGpDRETUKzY3caDrSOrqHDY3REREvWFzEwc4kiIiIgofm5s4wJEUERFR+NjcxDghwJEUERFRH0i7PDBF3D6RyZFUGNrb27Fx40bs3LkTs2bNwoQJEwK/a2lpwapVq/DVV18hOzsbN954IyoqKhTMloiIIolHbmLcv8UQABxJhfKXv/wFL7/8MmpqauDxeAK3CyGwfPlyFBcXY9WqVViwYAGeeuopNDc3K5gtERFFEpubGCYEUC0GA+BIKpQ777wTb7/9NjIyMoJub25uRkNDA2bPno20tDSMGzcOZWVlqK6uVihTIiKKNDY3MWxbuwpt0HEkJYHZbEZKSgrS09MDt2VlZeHYsWMKZkVERJGkEkII/w+h3s06nU7Y7XZkZWVJ3rHZbEZWVhY0GmlHJGw2G7xeLwYMGCA5p9bWVuTk5EiO09HRAY1GE/QPan/8zjYC73uG4o7UZtyc2ioplsViQXp6OnQ6naQ4sVADb775JlpaWgAAV155JQoKCgI1sHLlSlx66aUYNWoUAKC+vh7vvfce7r333sD933//fWi1WsyYMSMobn19Perr61FSUoKSkhJJj02uGvB4PDhx4gSys7MlxQESqwZOlcjrgBI1UFlZKXlfREoK+kBxaWlprxtbLBaYTKaQ24Wjvb0dBQUF0Ov1kuK0tLTA6XSiqKhIck5Hjx6V5bE1NDQgLS0Nubm5fb7v71tS0eRSY3mBHdX7DQCAG0syUarPCHHP3tXW1mLYsGGS/0GKhRr43//936Cfu9aARqNBbm5uID+XywWVShWUb0ZGBtLS0lBaWoq1a9eedhTH3+T4XXzxxSgrK+tTjlJqoCuHw4G6ujpZnu9EqoFTJdo60FUs1gBRrAtqbkK9WxFCoK2tTZZ3NRqNBtnZ2TAYDJLiWK1WqNVqWXICQj8H4TCZTMjIyOhXrBV7HACAO0oNOOZ1oUTViXOGn/xQcZaEc9uMRiOysrIkP75YrwGVSoWBAwcG8nO73fB4PDAYDIH9OBwOlJWVwWazhTWeyszM7PPjlVIDXVmtVmg0Glme72SpATkovQ50FYs1QBTr+JmbGDNmwMnP1jzVcPKMn0rVcUz/jxPT/+OExdPbPak7eXl5KCwsxOrVq2G327F3717U1dVh4sSJKC4uRmZmZrf3809rMzMzMXr06GimTEREErG5iTFZKSebm+0WHwDggG8A9nUIiN7uRD1Sq9VYsmQJvvnmGyxatAgvv/wyfvSjHyE/Px8AcNFFFwW29Tc0QgioVKrA79VqvkyIiOIJv8QvRrW5gSwtsNeThcwU4KXROkljqWTxyiuvnHZbXl4eli5d2u325eXl+Pjjj9He3h5oaPx/ZmZmory8PGK5EhFRZPAtaYwZ+9+xFFTACQ+QDg82TUj99naS3YUXXtjt7V2P6hARUfxgcxNjsrT/PXrw359/rP6ajU2EjRs37rTP3vCoDRFR/GJzE2PM7m///49neHGh+rhyySSRU4/e8KgNEVH8YnMTYxaO0CAzBXioNAU35fBjxNHS9egNj9oQEcW3oG8oJkpmX3zxBT744APMmjULZ511ltLpEBFRP7G5ISIiooTCsRQREREllP8PCxL5uwRBluwAAAAASUVORK5CYII="
[ "The y-value of Function A when x=\n–\n4 is less than the y-value of Function B when x=\n–\n4.", "The y-value of Function A when x=\n–\n4 is greater than the y-value of Function B when x=\n–\n4." ]
null
0
math
grade-4
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "acute", "right", "obtuse" ]
null
2
math
grade-2
how-much-more-to-make-a-dollar
true
true
You have these coins: Which coins do you need to make a dollar?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA68AAACaCAYAAABGx35qAAEAAElEQVR4nOzdd3ydd3nw/889z17S0d7DkiWveG9nOYMsIEDYCfQppdDFaul86NPF0/b5lZYWKLRAGIECWU7IHo4d7ynLU5YtWXvr7HXP3x9HUhxIIA6htM39/se2xtH9/Z4jv+7rXNf3ugTbtm0cDofD8YYSBOFXfQkOh8PhcDgc/6OIv+oLcDgcDofD4XA4HA6H4+dxgleHw+FwOBwOh8PhcPyX5wSvDofD4XA4HA6Hw+H4L88JXh0Oh8PhcDgcDofD8V+e/Ku...
1
math
kindergarten
select-two-dimensional-shapes
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACTCAYAAAB28ADfAAAGXElEQVR4nO2dTW9aRxSGD/5qlSatumnVRaRs2v6E/ID8cUCyJZDAC1Y0tRSvcBe42NeB5JLr6eLajeMvuDBz5ny8jxQpCCzf2E+4w5n3zGmFEMJZSfT3nKioiL4EAmBr9lpEr3aJfn9B9OsBUevscwj9y9yXBSzz9keivffz+sFvB0R//lBbCMC2FBXR+CPRpCT6a060c/mlfgKSgZi82q2dIiK6qoh2qjtPABCTW6eWgWgn76UAL0A0wAJEAyxANMACRAMsQDT...
1
math
precalculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed line is a vertical asymptote.
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"
[ "$\\lim _{x \\rightarrow-2} f(x)=-\\infty$", "$\\lim _{x \\rightarrow-2} f(x)=\\infty$" ]
null
1
science
grade-5
identify-mammals-birds-fish-reptiles-and-amphibians
true
false
Select the bird.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAD+i0lEQVR4nOz92Y9lWbLmh/1sTXs457h7TDlUVlbdeewBPRPoSwkEAQkSyEZLlECAAAmqJRF6IPQ/6P/Qi54E6UUCRFAPlACBIKQWSTVA9e3pDnWrsqpyiAiPcPdzzh7WZHpY2z08sjJv3775QgF3JxIRcYZ99mDbltlnn30m/9Wt6m/u4GD5i+0vtv9WbscC/+IMX0R44uD3rtrr5i8M9y+2/7ZvBwu/uWt/P5V3r5u/MNy/2P7/Ybu306TvXnPf9MHX13cAqCp...
1
technology
grade
icons
false
true
This is a(n old) logo of which famous app or program?
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"
[ "GroupMe", "Facebook Messenger", "Facebook", "Blender" ]
null
2
science
grade-2
identify-solids-and-liquids
true
false
Select the liquid.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABIuElEQVR4nO2dd5hTVfrHP7ekJ5PJ9BkYqvTeRCyIDQULuoC9dxFRV7GLbS3Y1s6qWJdVwO5aEDsWBAtNQDoDw/SSSSY9957fHzcZBpwBdPFHgHyeJ89Ayr3nnHxzyvu+5z3Sjw1CdHOASyFNmv9X/BqsCkB5FDwqHJppPC+nBZlmT+FSoJvD+HejtvV5OS3INHuSpP5iYutz8p4pSpo0rZMWZZqUIy3KNClHWpRpUo60KNOkHGlRAoTDEAyCEDt/b5q/HHVPF2C...
1
math
grade-8
identify-lines-of-best-fit
true
false
Which graph shows the line of best fit for the data?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAWYAAAFtCAYAAAA04cDVAABNyElEQVR4nO3deXyU9bn//9fMZF8nmexAAoiJBVkEZFFB0VapLDW4AIrLsfWApy6nPfXU4+mv5+ix1PO1arUuaOva6kGj0LKKiAgaBAlCJAETRAgJ2SeZZPb1/v0xJBAWWTJz35NwPR8PW+bOPfd1ZXLnPXc+c9+fW6coitLogW8dYPWDT0EIIYSKonSQbIALEyA7BnSNbkX5slPrtoQQQgBMTIGofY7gg9wYKEoMprYQQgj1WP1QZYcGD1Q7QN/pC35BQlkIIbS...
1
math
kindergarten
count-scattered-shapes-up-to-10
false
true
How many shapes are there?
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"
[ "6", "3", "2", "10" ]
null
0
engineer
grade-5
identify-laboratory-tools
true
false
Select the test tube.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAA7SElEQVR4nO3de5hcVZkv/u/7rrX3rnvfEnIhCfcQuYW7EUm4hIAjIioQEBwRZhTROTPq+JuR4+M5zOjMHByHn8c5o+BvEEcJkkaIDorOb8QoMtyTYEJIgAQIuZF0+lrdtWtf1nrPH52OIeTSSbq7qrvX53nydFd1ddVbVf3Nrr33Wu8CHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHKe+UK0LcIbPnXfemQ2CoIGIcrtd7TGztdYa3/e7lFL2ppt...
3
science
grade-3
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "15°C", "40°C", "50°C" ]
null
1
math
grade-1
compare-size-weight-and-capacity
true
false
Which clock tower is shorter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAG0AAADRCAYAAADG8DxYAAAW4klEQVR4nO2df3gU9Z3H3/Mz7CZZspBASEikmKhRjiJFIpoWqz4n1eOOQ6T1uR4VtR7P1T5C9NqrvcOKtrZPpYjFp633PGcf77n2AW3Mac9Ci32OFoNYilKToiShlMCaSJJNlmR/zHxn5v6Yndnd7MzuZjNhd9Lv63l4NLvD7My+8p35fj/vzy6MpmlavwT0hIGLCkA0UIoMngHKOaDRC8wXAaY/pmlvhwp9WJRcafYBfHdY/2GBCFxZqhulFBcXFeCDceBDCTg...
1
math
grade-1
more-less-and-equally-likely
false
true
If you select a marble without looking, which color are you more likely to pick?
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"
[ "black", "neither; black and purple are equally likely", "purple" ]
null
1
math
grade-8
identify-complementary-supplementary-vertical-adjacent-and-congruent-angles
false
true
Which angle is complementary to \angle{4}?
"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"
[ "\\angle{5}", "\\angle{1}", "\\angle{3}", "\\angle{2}" ]
null
2