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
reading-schedules
false
true
Look at the following schedule: Which activity begins at 3:10 P.M.?
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"
[ "the figure skating show", "the hockey game", "the speed skate", "the backward skate" ]
null
1
math
grade-3
match-clocks-and-times
false
true
What time does the clock show?
"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"
[ "twelve o'clock", "twelve thirty", "one o'clock" ]
null
0
math
grade-2
equal-sides
true
false
Which shape has 3 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAEvUlEQVR4nO3dP28cRRzG8efOf4oQQxUQLwB4CanydnghEYqQIgUpSCAhCtJAE2hCBaW7uHPlEGQaJz5jnS377HN8t7NDsVigJNhmbvc3OzPfT2XL8u4UX1nWI2s88N770Uz6fSpNnFR5AQtbHkhrS9JHN6QPVqXB6Nz7p8exj4Wc3X5XWn4+bT75cFX65J2mQmBREyc9O5V2Z9JvU2l4XDVfIDK0aW2paUqSTpw0dP/6AtCmi6bmXhrGPQpKQWgwQWgwQWgwQWg...
1
science
grade-5
match-chemical-formulas-to-ball-and-stick-models
false
true
Select the chemical formula for this molecule.
"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"
[ "H2", "HFN", "HF", "H2F" ]
null
2
math
pre-k
fewer-more-and-same
false
true
Are there more squirrels than acorns?
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"
[ "no", "yes" ]
null
1
math
grade-5
mean-find-the-missing-number
false
true
Darnel has the following data: If the mean is 16, which number could u be?
"iVBORw0KGgoAAAANSUhEUgAAAVoAAAAkCAYAAADIDvJzAAAGUElEQVR4nO3de0yVdRzH8fd5ziE4N0wuAmJeCJRDkuAlUaK08lbOVdofrtxqrjWbbbX1j3O2tNvaXP1R/7S2nN1W2cXUrMg0SkVRIDEBNcVrwAFF5HLQ55zz9IdJntAG7jyXw76v//g9PPw++/2++z6cHwewaZqmAajhMF3BEGFNQ0MIIcTNsAGKzYbbYSdOUa6MaZqmdQdDBEIhc9MJIcQg47TbcTnsKGpYkyYrhBA6CIRCqGENJRAKmp1FCCEGrUAoiBIMy4msEELoJRjWUKTNCiGEfjRAMTuEEEIMdtJohRBCZ9JohRBCZ9JohRBCZ9JohRBCZ9JohRBCZ45ofJGAGqTy9BnKG05R3nCKZXcXMSs3u/f651U1rNxcesP731v8KPePzYpGlAHlAlBDYXyvvtXn3pLbx7DuiYVRz2SWWN4jTYN1eyr5tPJ3mto7yBji5fEphTw5dWLU8wwklxm1E6u5rFxfRqxXVBrt2zt28kH5/t6Pg+FwxPUHxmUzNjWlz30ba2r59mAtucOSoxFjwLkAznV1AfBU0URy04b1jqclenTJZJZY3qP1FVW8XrqDpdMnc2/2GLYfPsarP2wH0K3ZWrV2YjWXlevLiPWKSqN97p5pLJ02mfpmP0s/+brP9WS3i2S3K2Ls7IV2NtbU8sr8WWTeOiQaMQacC6C1qxuAub5xTBqZqUsOK4jlPdp6qJ47M9NZMWsGANPHjKL6bCOb/6jTrdFatXZiNZeV68uI9YrKGa03IZ40r4fE+IR+37NqyzaKxtzGgnxfNCLcdK7WzitPsxSv64afE21dl1Vy1qzlvZ0VvWP+jk6yV6/lo33VuswZy3vUowb7XB/qTCBwWTU1lxm1E8u5/ssq9WXEepnyw7B9J8+wq+EEK2bPMGP6COf+eZolu9yGzVnf5EfTIC8jtXestskPgO+aly5mstIePTYxn/ITJ/mh9gjdqspP9X/y27ETLJ48wdRcZtROf1g117WsVF9GrFdUjg4G6t1f9zDHN5bRSUPNmD5Ca2c3is3Gqu9+ouzocTzx8czNy+GFmSU44/RZntrmvk21rqkFgNy01OveYzQr7dGSKYU0tnewfMOm3rFnS4pYMqXQxFTm1E4s57qWlerLiPUy/Dva5o5OdjecYF7eOKOnvq7Wri40NFI9LlbOmUlx1ig+KK/kjdJfdJuzttHPMK+HFM+/T9C6Zj+jht6KJ/4W3ebtL6vt0TcHDrFuz36W3zON9UsWsaxkKu/vrmDTwTpTc5lRO7Gc6yqr1ZcR62X44620/ig2bBRnjTR66utakO9j8sgRzPHlALCwYDwBVeWLqhpemncfDiX6z6JDjc3ckR55RFDb5MeXYY1jAyvtUbeqsub77SwsyOf5mcUAFGeNpq27h5e3bmNWbo5p36WZUTuxnOsqK9UXGLNehq/4noZT5KQmk5jQ/0NzPSW5XBRkZkSMFY4YTjAcxt/RqcucDefOk33N21m6LqucPN9mmfNZK+3R6bZ2Oi5dYkJmesT4xBHDudhzidNtF8wJhjm10x9WzXWVleoLjFkvwxvt4eYWbk/V5z1zN+O10h089+WmiLFjredxKArDvNF/32FPMEhADZLi/vfYoOzocTQNfOnWaLRW2qMklxOAI/7WiPHDLS0R181gdO30l1VzXWWl+gJj1svQ11w9wSAn2y6wID/PyGn/1+xxOby4cStvbitjRnYWB/9qZkN1DYsnTdDlJVaCw8HwIYn8WHeErJQk6pta+LCiCoC8dPN/EGa1PUr1uJnty+HjfdWkuN0UjMjgwNlGPtxbxdy8sRHn3EYzunZiPRdYr77AmPUytNE2XexA06z1W1cPT8gjEFRZv7eKj/ZWk+b18EzxVJaVFOk25+qHHmD1dz/zwldbmD/ex6LC8XxWWUN6ole3OfvLinu09pEHeX9XBRuqa3inbDdpXg/L7i7i6eK7TM1lRu3Eci6wZn0ZsV621p5L8t9shBBCR/LXu4QQQmfSaIUQQmfSaIUQQmfSaIUQQmfSaIUQQmfSaIUQQmeKzewEQggxiNkAxSGtVgghdONQbChOuzX+PqUQQgxGTrsDJU6x4bTbzc4ihBCDjtNuJ06xYdM0TQMIaRqBUAg1FKbv/4kUQgjRHwoQZ1dw2u3YbVeOZv8Gq/bI9gn6vewAAAAASUVORK5CYII="
[ "15", "24" ]
null
0
engineer
grade-8
identify-laboratory-tools
true
false
Select the dropper pipette.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AABcpklEQVR4nO29ebQk2VXe++19TkRm3vnW1HP13JpnBEY8MG3gCQlkqdWtMhISy8IPZBAGzLKxeTzea4xttOy18LL8EBJ+WCAkdavoEhYYjGVwIxAgkNCAJCT1pB6qqmu+dcfMiDjn7PfHiZMxZOStW9XDvVk3vrXy5hSZNzIifvHtvc8QQKtWrVq1atWqVatWrVq1atWqVatWrVq1atWqVatWrVq1atWqVatWrVq1atWqVatWrVq1atWqVatWrVq1atWqVatWrVq...
3
math
grade-1
which-tally-chart-is-correct
true
true
Rob had a game. He shared some fruit with his team. Which tally chart shows the right number of each fruit?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABDoAAAEOCAYAAABo/nelAAB5ZElEQVR4nO3deXydZZ3//9d932fN3rRN13SBlqULlEUoKgKyiqKgbCKMyqqIC8y4gaM443wZdQbQnwuyuKAjQuuggsgqDiAtCAilBQultE2btEma7SQ5233f1++Pk7RNs51s55wk7+fjkUeTc2+fk6RJ7ve5rs9lGWMMIiIiIiIyKizLyncJIiKTmp3vAkRERERERERERouCDhERERERERGZMBR0iIiIiIiIiMiEoaBDRERERERERCYMBR0iIiIiIiIiMmEo6BA...
0
science
grade-4
compare-temperatures-on-thermometers
true
false
Select the thermometer that shows the highest temperature.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJQAAAC8CAYAAACew4ePAAAT8UlEQVR4nO2dTWwbR5qG3/7hj0iRji3JjiWO4Xg9s+QEWMBYm7ossnAiATOeOBJ12MvGsYHdkw0BuYlI7oJ0ZqDbAiKsa8TYnmQWiJIMFnuh4ixmA8S0MwtMgKEUx3bkcesHFsnu2gNd7Wazu0lRlLq6WQ9AWOyuLha7X371dfXrKoEQQh5WgP/bATZVoEbA4bSNLAAxCfhlBDgRBISHu4SsKm43i+MHRuOA/Oed+puTQeDvo3W1cTjtsqkCD7aBHyvA9zuAqNT...
1
science
grade-5
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Will these magnets attract or repel each other?
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"
[ "attract", "repel" ]
null
0
math
grade-1
compare-objects-length-and-height
true
false
Which pencil is the longest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAABECAYAAACYoDkZAAAMrElEQVR4nO2de3BU1R2Av01IJAsJEJIQQImgAaK0RQJGaEttfSQtUx2UFqswnaltR0erYjt2rLa2nbbWFqqAbUWtrfXZEW0r7TRYWhAogpCxohB5aFke8gjhscludu/ec07/uLmb3exuzG52czfZ883c2ey9uXfPZvbL73d+55y7LqWUOmbAfj+0CTAVGo0mQwxxQXE+VLthTCG4jgWVetPrdLM0mtyjrgSG7PNbT8YWwpRhlp0ajSYztAnY44OjBuz1Q57XtA5...
1
math
grade-5
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "1 pair", "no pairs", "2 pairs" ]
null
2
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAAClNklEQVR4nOz92ZNd2ZXmB/7OfM6dZx8xTxEMRgbJZCazMsWqrKG7Kq3UZjLT/6R/QLJ+k970ILNuU6klK6mquyZmFbM4BocYEAAC4XCHT3cez7ln7od99r7XwWAyiyTICNCXGQyAw3H9Dnvttda3vvUt7QezPH9UhqrBtV3btf0atkjhkxWcR9A04b9qiK/r1451bdf2m1nVgEdl8edluvm6fu1Y13Ztv7lJP4rzzdf0389TubZre/Pt2rmu7dpek10717Vd22u...
2
math
grade-3
identify-two-dimensional-shapes
false
true
What shape is this?
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[ "triangle", "hexagon" ]
null
0
science
grade-4
animal-adaptations-feet-and-limbs
true
true
Red-eyed tree frogs live in the rain forests of Central America. They spend most of their lives in trees. The feet of the tree frog are adapted to stick to the smooth surfaces of leaves. Which animal's feet are also adapted for sticking to smooth surfaces?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d7xlVXn//15r7XLqPbfPvXd6H6Yx9CoKKCIgoKKo2AsmaExii8k331gwkYSIUURjL4BiNAiCSAeR3gemMb3dOredfnZZa/3+2HduQEEGwfLN77xfr3nNPXvvs9fa5+y1zn7W8zyfR1hrbRzHGGNo0qRJkyZNmjRp0qTJ/5tIKXEcByHEn7orTZr8r0Q2DecmTZo0adKkSZMmTf7fxxhDHMd/6m40afK/Ftk0nJs0adKkSZMmTZo0+d9B89m+SZM...
0
math
grade-8
describe-a-sequence-of-transformations
false
true
What combination of transformations is shown below?
"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"
[ "reflection, then rotation", "reflection, then translation", "rotation, then translation", "rotation, then reflection" ]
null
3
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each blue ball represents one particle of solute. Which solution has a higher concentration of blue particles?
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"
[ "Solution A", "Solution B", "neither; their concentrations are the same" ]
null
2
math
grade-8
make-predictions-with-scatter-plots
false
true
Based on the scatter plot below, which is a better prediction for x when y = 65?
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"
[ "21", "99" ]
null
1
math
grade-7
apply-multiplication-and-division-rules
false
true
The number line shows an unknown number, w. Is – 4w positive or negative?
"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"
[ "negative", "positive" ]
null
0
math
grade-6
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
[ "iVBORw0KGgoAAAANSUhEUgAAA3gAAAEFCAYAAACxTUV4AAA8jklEQVR4nO3df3TU5Z33/9eQhIQQMoMgBiFmRlE4izYTQCtsaibiWqRQgl9WchdbBoUV9kaZaGnRRTNhqXWbbTNUzlfqRjMcsQVubomK3ZweIaOm4haFYZVTwLQZNiLRgt8hCSSQH/P9Y2AqBUJ+zOSThOfjnB5KMrnmFYjn8DrX+3NdplAoFBIAAACAqDCZTEZHwFVskNEBAAAAAADRQcEDAAAAgAGCggcAAAAAAwQFDwAAAAAGCAoeDBUMBlVUVCSTyaRFixY...
0
math
grade-2
identify-multiplication-sentences-for-equal-groups
false
true
Which expression describes the model?
"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"
[ "2×5", "2×3" ]
null
1
math
grade-4
acute-right-obtuse-and-straight-angles
false
true
Is this angle acute, right, obtuse, or straight?
"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"
[ "obtuse", "acute", "right", "straight" ]
null
0
math
pre-k
fewer-and-more-compare-by-counting
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAALZElEQVR4nO3d329UdRrH8c+ZaYexUtrQX24gxDUtS/SCHxsqaAKJRBBMIRETkl3/BC5M8MaECJrVq957oVfGRA1BA9xYDARiQqSCgon8sERiQGxpK7SlQKedOXsxdNPgIsXOfJ/zzLxfSYMEpE+fnvc58yudKI7juD8nXbotjeWlqVgAyqQmkurTUked1JaRov6JOO4dtR4LqD7PLpBq+m4Xf/O3jPSPx4t1AiiPsbx0cVz6LSf9dFtKjU4V/4D4gPKrTxdbk6R...
1
math
grade-2
which-picture-shows-more-up-to-5-dollars
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAlgAAAC8CAYAAACkLNBhAACwoklEQVR4nOz9d5hcd3X4j7/u9D6zbbY37WqLei+rYkuucrdxA2M7fCBAElMC/BLyhCTfVEg+BPgQCMEkxjbGxjaucpVlWb331Urbe5vZ3el9bvn9MTsXKyEg25LshPt6Hj0qu5qde+ace8/7VEFRFGUyA70JiEogKmhoaGhoaGhoaLwHDAI49TDXBqUmECbTinI48mG/LQ0NDQ0NDQ2N/x2sdoGhJ5H7S7kJmu0570tDQ0NDQ0NDQ+PCiUrQFYeJDHQnQBcRc1/...
0
science
grade-4
use-evidence-to-classify-mammals-birds-fish-reptiles-and-amphibians
true
false
Amphibians are a group of animals with similar traits. The following traits can be used to identify amphibians: They spend part of their lives in water and part on land. They have moist skin. They make eggs with no shells. Observe the animals and read the descriptions. Select the one animal that has all of the amphibian traits listed above. Green frogs have moist skin. Green frog tadpoles hatch from eggs without shells and live underwater. The adult frogs live on land near ponds and rivers. They may jump into the water to hide from predators. European flounders have a flat body and fins. They spend most of their time lying flat on the ocean floor. Both of their eyes are on the top of their head. European flounders have scaly skin and lay eggs with no shells.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACmCAYAAACcAuREAAEAAElEQVR4nOydd5wdVfn/3+fM3O09u5vNbja9h9DTCCU0IRCKIgSkCQoiioqAShFQEUJRmjRBpCMYQNCIgEgNEEJIJZBCEtKzm+313jtzzu+Pc2buvSlkg4jfH87HF2bvvVPOnJk79zPP83w+j5jTovXwfCh0iBAhQoQIESJEiBDhP4I2H5Z2gGj1tI6IZ4QIESJEiBAhQoT/NNp8EFpr/d8eSIQIESJEiBAhQoT/DbjpL374i+8BIJRGCI2QGq0VIEBLQAIKJSA...
0
math
kindergarten
one-less-with-pictures-up-to-5
true
true
Count the butterflies in this group. Which group has one less than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABCEAAAB+CAYAAAAa5QvPAACTWElEQVR4nOzdd3zURf748ddn07ObTe+9kwRIobeE0JReVfSkYxdUFMWCCNgFkaLeWUDAU1S6gCi9I0oSAklISCchvWfTdz+/P5YsiUHv7ncS8L7zfBwnZHc/O/uZzD5m3jPzHgmQEQRBEARBEAThTyHLMoVNkF4HNVpoEb1tQRD+jzKWwMoIAi3B2VT/MwkRhBAEQRAEQRCEP01ho8y56ttdCkEQhDtLHzU4mYLx7S6IIAiCIAiCIPwvuVKn/6+rKQQr9bOAgiA...
2
math
grade-5
interpret-bar-graphs
true
true
While looking through an almanac at the library, Mateo noticed some data showing the population density of various states. Which bar graph shows the same data?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABRoAAAFsCAYAAACjEQXkAACT2klEQVR4nOzdd3hUZdrH8e9kkkkvlJDQQkIvoQqhNymiCAqKFQV1UVFXxbX3ir4q6O6CfRWxIhoUpYmCVOkQurRAQiCEhIT06e8f2cw6hpKQCZPA73NduWCec5/z3Gdm0Mk9TzEATkRERERExCOcTifpFthXCHl2sOnTtoiIiFygfA0QaoQWQRBlAgMqNIqIiIiIeEy62cm6XG9nISIiInJ+dQ8DX28nISIiIiJyIdlbWPJnfRO0Ci75ll9ERETkQpRnhz8K4Kg...
0
math
grade-7
identify-linear-and-nonlinear-functions
false
true
The graph shows a function. Is the function linear or nonlinear?
"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"
[ "linear", "nonlinear" ]
null
0
math
algebra-2
match-exponential-functions-and-graphs
true
false
Which graph matches this equation? \[ y=\left(\frac{1}{3}\right)^{x}+2 \]
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVUAAAE1CAYAAABX+HN0AAAeR0lEQVR4nO3de3RU9b338c+eJCRhEhOVXI4uG8JFIhcF0wOhdcHBlnKprKcgSMuxLSD2aIXVP2StguvQ+JzVKrWUtU4flqKiyKn1Lo81VARa5dGuJiCRURMaUCBaMCEBGS4JmSQz+/kjzWRCAiSwZ/beM+/XP8zsy/y+mcuHffv9tmGaplnfKn3WLJ0JSu2mAAB9lGxImUnS8IFS3gDJqA+Y5u7TdpcFAO434Sop+dPmjif/MkAa4e1IXABA35wJSvubpLpW6UC...
1
math
kindergarten
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 4+5=9?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAagAAABKCAYAAADuScD9AAANdElEQVR4nO3dT4wcWWHH8d97VV3Vf2faHq/X9iBjLWsbWLzsrol2WRASEnhDxJ5WHFihPcJlE8lSlBs5RIoiFIlcUEKOcIiSHFmyROSCoiCQwUKwRsRey3IMO/47nunp/9VV7+VQ0+Pucbunq6de1Zvm95FGa7tnqvvb2nqvpqq6Smit9Z0AuN4BmhEQahAREWXOFUDNAU6Xgac9QNzpa31pK++XRURE9MjLS4D7fif+y3EPOFuJZy8iIqKsNSPgahu4HQDXOoD...
1
engineer
grade-8
identify-the-experimental-question
false
true
Identify the question that Joy's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Joy glued lids onto 16 cardboard shoe boxes of equal size. She painted eight of the boxes black and eight of the boxes white. Joy made a small hole in the side of each box and then stuck a thermometer partially into each hole so she could measure the temperatures inside the boxes. She placed the boxes in direct sunlight in her backyard. Two hours later, she measured the temperature inside each box. Joy compared the average temperature inside the black boxes to the average temperature inside the white boxes.
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"
[ "Do the insides of white boxes get hotter than the insides of black boxes when the boxes are left in the sun?", "Do the temperatures inside boxes depend on the sizes of the boxes?" ]
null
0
math
grade-8
identify-reflections-rotations-and-translations
false
true
Look at this shape: Which image shows a translation?
"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"
[ "C", "B", "A" ]
null
1
math
grade-1
compare-objects-length-and-height
true
false
Which caterpillar is the shortest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXEAAABuCAYAAADRcCNeAAA3C0lEQVR4nO2deZgcVbn/P1177zOTSSbLTPYdwr4kIgFEkAQUUWRREAGJcjWiPsp6vXIfFdCfC4peEA0qi8gaQYhhJwESSEhC9mUySSaTZCaZvaf3qur+/VFdNd0zk2gmwSTkfJ6nn+6prqo+36oz73nPe95zypfP5/NNWdichC4brDwCgUAgOExRfBCWYVwAqjTwNWXy+SWxQ10sgUAgEOwvp0dAqU06fwzRYELQsfACgUAgODzpsmFjAhqzsCkJUsxyvhAGXCA...
2
math
kindergarten
are-there-enough
false
true
Are there enough saddles for every horse?
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"
[ "yes", "no" ]
null
0
math
grade-2
purchases-do-you-have-enough-money-up-to-5-dollars
false
true
A piggy bank costs 2 dollars and 27 cents. Do you have enough money to buy it?
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"
[ "yes", "no" ]
null
1
math
grade-2
select-figures-with-a-given-area
true
false
Which shape has an area of 11 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAADCCAYAAAAb4R0xAAADpklEQVR4nO3cPW5dVRSA0fX8V4QEdyAGgCOFIqKKRMGwoKKBKoNgCEyDIg2iAMkOPabETizF2LoUT09CSKbjnaPcb1W2XOwj+X7a3d4sy7Jc3vLbDdf33C2S997RhieHfPqIj0/YXL5blldXo5+VjPPiQ45e32x/+eSEpx9sK0ned9f3nL/l91subji4utv+oQiyJk8Ot988vLnn4P4ff0jWZPfN/7VwMPYpyRwKIVEICQohQSEkKIQEhZCgEBIUQoJCSFAICQo...
0
math
algebra-1
identify-direct-variation-and-inverse-variation
true
false
Which equation shows inverse variation?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAEsAAAAWCAYAAACIXmHDAAAFPElEQVR4nO1YXUiTbRi+Zg1t/uQ0Zpq2zL8gFlGIWduQAqlApJnWQeAED4RlogUSFGRgeBCVZ0ZC2EmgjCVBCdGaTcoT51KzTUIJcyrsNVdpmubVQZ8vvG2T/Bz0fbALHni57ut57pvrfnbv5ZWRJML4I0T87QL+TwibtQ6EzVoHwmatA2Gz1gHRrO7ubuj1eiiVShQWFuLt27chTbS4uIj6+nqo1WqkpKTg3LlzEARBounr64PBYEBycjJUKhVKSkowMjIS0jo...
1
science
grade-4
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAgr0lEQVR4nO3deZwcZ33n8c9TVd1za0ajYyRZsnxItsHC94EJLy5zLHacYI5kwcQhhDshwGKMiV9rcy6sWTtLwpEAJruOOZZXsqwxkMXZJFwyWMaHbNmSLMmyZJ2jGc1o7umuqmf/eHoOaUajHqmnqrrn+3699Gp1dR1Pz1Pzm19V/eopA1hERABrLQcKsH0I+iMIFR1EpEICAy0+rG2EjjwYlICISMmBUcuGvrRbISK17soFEKTdCBHJjm1D7nV5Hs5tckcrIiK...
0
math
kindergarten
count-corners
true
false
Which shape has 3 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACi0lEQVR4nO3cO27cZhiG0W9Gl8K3dAlcukjiFcS78eK8HK0gjgO4tNJKlgArGtAFYSBlMB48g0zOqUgQP/AWD8iOm2VZluuHmT/vZ253M4/LwHc738w8P5v5+cnMT5czm+svy3J1c+xZnLI3L2bOP9yvNy8vZ359ulYI3+t2N/P+bubTw8wf9zPbm8f1gcg4pOdna1MzM593M9vdPx7AIX1r6u9lZnvcKfxfCI2E0EgIjYTQSAiNhNBICI2E0EgIjYTQSAiNhNB...
1
math
grade-5
parts-of-a-circle
false
true
What is \line{GH}?
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"
[ "center", "radius", "diameter" ]
null
2
science
grade-3
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEYCAYAAADPtGNgAADDIUlEQVR4nOz915NtSZbeif18672PDnlFyhJdVWigAUyjQdA4HNAwMPLfBR9IGmnDhzEbAwk1GEx1oUSKm+KKkEdv7YIPvt3PiVuZXVmVmdNVxXCzsLg3xImz9/bla61vfetb4j9sjPnJCCYhj+txPa4/YO0U/LqENx0sIvhv5/brwaNhPa7H9e3WJISfjOy/9+rw9eDRsB7X4/r2y9lRbw5fC/5+3srjelx//uvRuB7X4/qe1qNxPa7H9T2tR+N6XI/re1qPxvW...
1
math
grade-2
match-analog-clocks-and-times
false
true
What time does the clock show?
"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"
[ "2:20", "4:10" ]
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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"
[ "hard", "opaque", "slippery" ]
null
0
math
grade-7
classify-quadrilaterals
false
true
What name best describes this shape?
"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"
[ "parallelogram", "trapezoid", "rectangle", "rhombus" ]
null
2
math
grade-2
which-picture-shows-more-up-to-5-dollars
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAlYAAAFmCAYAAACvN9QvAAEAAElEQVR4nOz9PWwkybbnCf5uo2dgLixgBswA7lqa1k7NYyVG7wgZT4urkS2RV6q4GlNLKoPklR5zRlhSK2qXJV1SGlKr0F6ksOgIacO19JbWSlp37M7ADFjBDTuDfSscc48gK7Nu3X71+vVLxAEyw+lubmZun8fO+Z9zfvfp//W//+P6f/s/APgd/wj8jgMd6EAHOtCBDnSgA/0a+kf+kd/BP8L/5b/7t/zbzf/2f+yxUgem6kAHOtCBDnSgAx3o19PvhHv6Hfz...
0
science
grade-4
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "113°F", "116°F", "109°F", "115°F" ]
null
2
math
grade-6
which-model-represents-the-ratio
true
false
Which model represents the ratio 1 8 ?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAhUAAABRCAYAAABlslQtAAALIklEQVR4nO3dWW8UVwLF8dN2t2mMw4RJxIhNoEzCvCRIxkhZFUWKwtsoipSPNx8ATTYYkAJJZOcBJAbsxmDh2GGxyQImM7bBtNvVa81Dx4MBm97uVpX/T0IR2Omqw02qj+vWvZ2J4zheqEg3S9KjulSLBQAA0FI2I73QL702KP1lQMoslOP40orv0wIAAEn25k4pe6PU/M2eAelvO5qNAwAAoJVHdWl2VbpXkX4sSX0rteYXKBQAAKATL/Q3+4MkFetSX33DFwA...
0
math
grade-3
angles-greater-than-less-than-or-equal-to-a-right-angle
false
true
Is this angle greater than, equal to, or less than a right angle?
"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"
[ "greater than a right angle", "equal to a right angle", "less than a right angle" ]
null
0
math
grade-7
perimeter-and-area-changes-in-scale
false
true
Look at this rectangle: If both dimensions are tripled, then which of the following statements about its area will be true?
"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"
[ "The new area will be\n1\n4\nof the old area.", "The new area will be 9 times the old area.", "The new area will be 16 times the old area.", "The new area will be 3 times the old area." ]
null
1
science
grade-3
compare-strengths-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material.
"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"
[ "The strength of the magnetic force is the same in both pairs.", "The magnetic force is weaker in Pair 1.", "The magnetic force is weaker in Pair 2." ]
null
0
math
grade-3
scalene-isosceles-and-equilateral-triangles
false
true
Is this triangle scalene?
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"
[ "no", "yes" ]
null
0
math
pre-k
represent-numbers-up-to-20
true
false
Which picture shows 17 triangles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAjgAAACSCAYAAABIbbBXAAANDklEQVR4nO3dv3NU5QLG8WezyW5WJISYuXeuCKQg91ZgJVS4oVIySOOMVYbKjklt4U1vYaUl/gWW+A84lpQ64wwXZiCDEBKibMyv3eyPc4tDEn5sICQn+57nzffToMdI3m/3oDnvFpIkSR5vSHfXpOW21EoEAABgpb8gHS1K4+9I/yxJhceNJLn1d+hjAQAAZOPCkNR/Zy39m3+VpP8cSdcPAACAk+W2dHtVmtuQ/rcm9f3dSv8B4wYAALg6Wky3jCSttKW+9nP...
0
math
grade-3
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "2 pairs", "no pairs", "1 pair" ]
null
2
math
grade-2
names-and-values-of-all-coins
false
true
Which coin is this?
"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"
[ "quarter", "dollar coin", "penny", "half-dollar" ]
null
1
math
kindergarten
identify-pictures-with-symmetry
true
false
Which picture has symmetry?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAM4UlEQVR4nO3d248c9ZmH8W9VT/ccPGfGzAwD8QGbiF0chKINQVknkUBCibQRG0f8AbnYvUFZ+SaREFIURdmVchMJbrIhkXa1d1wElIOijUIUECIJwuGwVoyxsTOYOUE8xz53V/32ou0J9sy4u2eq+62aej6SZcyMq1+763FVV1V3ec45t1iVLhaljUCqOwHokB5PGspIxwekyZzkLVace23deiwgfR4clnouFBu/mM5JnzzQqBNAZ2wE0vmCtFCV3i1K/nq98QX...
1
math
grade-8
quadrants-and-axes
false
true
Which point is in Quadrant III?
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"
[ "R", "P", "Q", "S" ]
null
1
math
grade-2
fractions-of-a-whole-modeling-word-problems
true
false
Johnny is dreaming that he has made it to the last round of his favorite game show, Spin to Win! He will spin a Super Prize Wheel that is divided into 4 equal spaces. If the wheel lands on a winning space, Johnny will win a new car. Which fraction model represents one space of the Super Prize Wheel?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJ8AAACfCAYAAADnGwvgAAAXVklEQVR4nO2dZ3hUZdqA75RJn5mUSa9ACkmkSRIIvYiERcRdUXGtKOqnIK5bFFBXRQHbunz6hcWKZRHbAovSBENTpFiCkIQklJDek2lJpiTz/Rhg0RUMZM45M8m5r4uLDEnO+zC5857yPO/zutlsNlutGY63gb4TrDZkZATB0w2UHpDkB+Fe4FZrstkO6qQOS6avMUIFnqVt9heRXpDibzdTRkYI9J1QbIQaM5S0gbvOav+ELJ6M0Cg97J4BGDrBvfO8T8jICM1...
1
math
grade-4
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines parallel?
"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"
[ "no", "yes" ]
null
0
science
grade-3
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAZIklEQVR4nO3dfXAj933f8fcusAAWIECAz8cj73gn3Z1ytqyzpLH8IMmKEllSHVueSRxHbcZT/dMmbdLOdNymjdzpJI2dSTttkzQTNU0Uu0mc2uMmtnS2bMmypch61lmWbUnW6cg7Pj+CxPPzPvSPBcHjw93xRHAXIL+vGc2JwHLxI3bx+e1+9/fDKrZt2/NVGC1CzgTDRgghmsKvQNQHx8LQHwBlvmLbL2e9bpYQYq+7JQb+c0XnhwMBOBFx0kgIIZohZ8LZAsx...
1
math
kindergarten
classify-shapes-by-color
true
false
Which heart is purple?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAG0ElEQVR4nO3dPWwbZRzH8d/Zjl8SO3ZeVCdTWymFZHNY2g6J6IYbISWVqgJT5W4VFMQEbUZSukZtxgKdgCJIBUrCVhQGqg7YW1pciTLFiJfGjmM7qc0xHI5akSaxff5fnud+n6VxbPl5XH19d8/5rBimaZq5LeBRCVivAVUTRC3zGUDECxzrBOJ+wMhtmub9gtPTIp0d7wZ82ZJ1Y9APvNxlVUjUqvUa8HADWN0CfikBnkLVuoORkZ0iXqspACjWAE/tmTuI7FR...
3
math
kindergarten
count-corners
true
false
Which shape has 4 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACjElEQVR4nO3Uu25dVRhG0f8cX4pciKsgHiChR7LyDBTkYal4hiClD6GP6cBOLMX4aFNsRaIhTay5hTNGtZZW8xVTa7csy3JxM/P79czVYeZ2Gfhix7uZx0czzx7MfHs6s7v4uCyvLreexX324puZ47fX6+W705nvH64Vwpe6Osy8+TDz7mbmt+uZ/eXt+iAy7tLjo7WpmZn3h5n94V8PcJc+NfX3MrPfdgpfC6GREBoJoZEQGgmhkRAaieOtB3zOr3/+PK//+mX...
0
math
pre-k
triangles
true
false
Which shape is a triangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIoAAACQCAYAAADXyvOZAAACVElEQVR4nO3UPW4VVxyH4f+9/igIH1KKRLgnWYJXwm5cZjfshB0QUhPTUNhgCdtXk2JiyeVLNUZ6nmpGpzi/4tXZLcuyXN7O/HMzc32YuV8G5ng38+Jo5s2zmd9PZ3aX35fl/dXWs3jKzl/OHH+8WX9en878+ctaEVwfZj58m/n3dubvm5n91f16IBIee3G0NjEz8/Uwsz88OoDHHpq4W2b2207hZyEUEqGQCIVEKCRCIREKyfGWl7/79Nd8ufu05YSfwq8nZ/P...
1
science
grade-3
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAi+0lEQVR4nO3deZwcZ33n8c9T1eccmhlpRqOxrMOHbFkSFsYnGBLjIwsmcggknAF2E5KQZQkvXksCG5IlB/DagJMNGxI2CUdeJCZgwoKRsUyCiQnYDpZlW740kkayRvdIM9LcfVY9+0d1z6WZ0SD3VFf3fN//tF49Pa3qeaq//aunfvW0ASwiIoC1lpN56BmHEQ+KSgcRqZCYgWYXNjRAZwIMKkBEpORkzvL4cLW3QkTq3Y3LIFbtjRCR6Ng/Htx2JeDKxuBoRUS...
0
math
kindergarten
fewer-more-and-same
false
true
Are there the same number of bugs and leaves?
"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"
[ "no", "yes" ]
null
1
math
grade-3
purchases-do-you-have-enough-money-up-to-10-dollars
false
true
A dictionary costs $8.46. Do you have enough money to buy it?
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"
[ "yes", "no" ]
null
0
math
pre-k
rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAEoElEQVR4nO3dy2ucVRjH8d9MLotedKe4cGndu+k/2o0IWhDEoigolIKFIoG0pDUVNdROigZaahIYSiaXYabz9nRxCI3SmMzMeZ9z+36g0JBmehZf2mmet8/pOOfc9lh6ciTtN9LECZjbYke6vCB9dEF6f1nqbI+cWxvEPhZKdvUdaXHzyH/wwbL08UVfITCv/UZ6fCj9M5Z6R1J3MPGfIDKEdHnBNyVJB43UbU58AgjpuKmXTurGPQpqQWgwQWgwQWgwQWgwQWg...
1
science
grade-8
compare-thermal-energy-transfers
false
true
Darnell baked two identical cakes. When he took them out of the oven, he left one cake in its pan and took the other cake out of its pan to put it on a plate. This table shows how the temperature of each cake changed over 5minutes. During this time, thermal energy was transferred from ____ to ____.
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"
[ "the surroundings . . . each cake", "each cake . . . the surroundings" ]
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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"
[ "fragile", "rough", "hard" ]
null
2
math
grade-3
identify-multiplication-expressions-for-arrays
false
true
Which expression describes this array?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAACeCAYAAAAITX1dAAAd4ElEQVR4nO3df2xV533H8c+1fS/1xU6xCdgJBttQcOTQBmyBwcWBmEIoroYbpuBkabZU0QKV1pUEaSM0jEADnUTTLZ0ETFvTpmkTkFippi38KBMrNJmCaLKETGESUMVLIoiApLhAIObuj8mTExEM5/ucc55z7vv1ZwLnec6HL/h7z/Pc52QKhUJBAAAAAJwoiXsCAAAAQJrQYAMAAAAO0WADAAAADtFgAwAAAA7RYAMAAAAO0WADAAAADiWywf6no/8e9xQSjfxsyM+G/II7fOqYDp86Fvc0EovasyE/4NolqsHuPXtCs7Yv0+IXVmnW9mXqPXsi7iklCvnZkJ8N+dlsObxD07c9qOnbHtSWwzvink6iUHs2vX0n1LH9G1r8wip1bP+GevvIDxhKJikvmtlx7Fd6YO8Gvf/h2f//byOGVerpuSvVPf72GGeWDORnQ3425Bdc38Vzum/POv3i+P6P/fdFjR16dt5jqsjlY5pZMlB7NjuO/Upf37tBZwblVzWsUj8kP+CqvG+wL/Rf1PL9T2nzVZ7YLJ3cre93fFOfKc1FN7GEID8b8rMhP5tDJ9/U3TtX69jv3rni/x9/w83atmCtWkffEvHM/Eft2Vzov6iH9z+lTeQHBOJ1g/3GqeO6e9dj+q/Tvx3y1zZXN2jbnet068jG8CeWEORnQ3425BdcQQU9+crzWvnSZl263H/VX5stKdV325dp+ZQlyigT0Qz9Ru3ZvHH6uJbsXK03Th8f8tfeWt2orQvW6tZq8gMG87LBLqigza/v0CMHfqDz/Rev+feVl+b0vVl/pmWf/2qIs/Mf+dmQnw352Zw4d1pf27NOe3oPXtfvmzd2mn4y7zHV5KtDmpn/qD27zYd36OH9T5EfYORdgx30h8tgixo79PTclar6zA0OZ5YM5GdDfjbkZ7P7rZf1tT3rdPL8mUC/f3R5lX4y7zHNHzfd8cz8R+3ZnPnwrL6+d712HNs/9C/+FN3jO/TDuY+qalilw5kByeRVg2394TJYXcVo/WPnXxbVDxrysyE/G/ILrr/Qr5UvbtHGV34m6z/IGUkrpt6rDe0PqTRT6mJ63qP2bA68+5ru3bVGvX0nzdcaWzFa/1Bk+QFX4kWDfenyR1r54mY9+erz5h8ug2UkPTylRxvalypbUubwyn4hPxvysyE/m96zJ3TP7jX69buvO73uF2/6vJ6bv0ZjK2ucXtcn1J5NQQWtfflprTv4I/UXLju7brHkB1xN7A320Q/e1t07V+s37x0JbYyWUU3atmCtJnx2TGhjxIX8bMjPhvxsrnSEnEtpPo6O2rM5ce607t+zTrsNW2qG0jqqSVtTmh8wlFgb7GeP7NLSfRv1+0vnQx9reLZcm+es0H1Nd4Y+VlTIz4b8bMgvuGs5As2lZZO79WSKjlOj9mx2v/Wy7t+zTiccbKkZSkW2XJtSlh9wLWJpsPsuntPSfRv10//eHfXQ+qNJ87V5zopEv5yB/GzIz4b8bK7nCDmX0nAcHbVnc+nyR3r0pS363ivPOd1Scy3ua5qvTXNWqCKb3PyA6xF5gz3UixOikOSXM5CfDfnZkJ/Ns0d26cF/+2t9eB1HoLk0rDSnf+j8i0Q+TaT2bI5+8LaW7FytQyFuqRnKhBtu1taE5gdcr8ga7IIK+t4rz+nRl7YM+eKEKGRLSrV+5kN6ZOo9iXg5A/nZkJ8N+dnE+eT1SpL0NJbas3v2yC4t27dRfRFsqRlKEvMDgoikwXZxPmlYkvByBvKzIT8b8rPx4cnrlSThaSy1Z9N36ZyW7duoZ4/48cFusPljp+kZz/MDLEJvsF2eTxoWn1/OQH425GdDfsFdz+vO4+Lza9apPZtDJ9/Ukp2rddSzD3aD1ZRX6RlP8wOsQmuwwzqfNCy+ndtJfjbkZ0N+Nj4/eb2SeWOnaeudj3vxBkNqzyYJH+wG8y0/wJVQGuw3Th3X/b/8Tqjnk4bFh3NPyc+G/GzIz+bAO69p8QurvH7yeiV1FaP13Pw1mnXzF2KbA7VnE8XZ1mHhzGykjfMGe9PrP9cjB36g8zF9S96FOM89JT8b8rMhv+D6C/164uAzWnvwaadvxYtSaaZEq6c9oFXT7o/8NevUnk2UZ1uHhTOzkSbOGuwzF36nB/Zu0C+O73dxOS9E+U178rMhPxvyswnrdedxifI169SeTZxnW4eFM7ORBk4a7APvvKZ7dq/R//SddDEnr0TxTXvysyE/G/KzCft153GJ4jXr1J6ND2dbh4Uzs5F0pga7v9CvdQd/pO8c/HFil0SvxcC5ncunLHG6bEp+NuRnQ342Ub/uPC7LJnfrb2//ltMvoFF7dj6dbR2WMPMDwha4wU7bkui1cLlsSn425GdDfjZHP3hbf/AvfxH5687j4vILfNSezcnzZ/Tg3u/qn3/7awczS4ZZN31Bzy94XGOGj4p7KsA1C9Rg7+k9qCU7V+tMypZEr0XVsEr9fOF6zR4zNfA1yI/8giI/Gxf5bT+6T3/yyydS/eTwSiqy5Xr+zsfV1dAe+BrUnq329r/zn/rDF1bp5Pn33U0sIVzkB0SpJMhvOnXhg6L8B1KSznx4Vu+eO2W6BvmRX1DkZ+Miv/fOv190zbUk9V06r17jXmlqz1Z7b//+vaJsriU3+QFRCtRgd9W3F+2B8NmSMnXVB3+CI5Ef+QVHfjYu8utu7HA0m+Sx3ju1Z/y729CuXJHmlyspM62eAFEL1GBX5vLqrGtxPZdEWFg/Q5XGo5fIj/yCIj8bF/nVDh+ptppmRzNKjraaZtUOH2m6BrVn/LubzevL9TMczShZvlw/Q5Uc24cECdRgS1LPxC+5nEdi9Exyc9/kZ7wO+dmuQ34m3eOL7ym2q3um9vy4TtIU630juQI32IsnzCm6pT4XS3wDyM+G/GzIzybMs6F95eqeqT2bYtwmwvYQJFHgBrsYl/o661rMS3wDyM+G/GzIz+aWqno1jRjn5FpJ0DRinG6pqndyLWrPpjKb1x1Flt8ddS1sD0HiBG6wpeJ7iuP6fsnPr+v5jvxs3OdXPNtEeibNdXo9as+v6/mu2O4X6WBrsIvo2/TZkjLn90t+NuRnQ342xbQn1PW+aWrPpnt8hzJOr+ivXElZUX2YRXqYGuza4SM1++Ypjqbit866FvM36D+J/GzIz4b8bKbcOLEotom43B4ygNqzqc2P1PQiOcnmjroW1ebd5gdEwdRgS8XzFCesJSrysyE/G/KzXjf9T9bCukdqz3rd9NeexPYQJJe5wS6Wpb6w7pP8/Lyub8jPJrT8iuCHf2gNIrVncteE2anfJpJR8XyQQPqYG+xieOmCixcsfBrysyE/G/KzX7smXx3KtX1Qk68OrT6oPZtJI8alfpvI9JpmtocgscwNtpT+T5hhvxiB/GzIz4b8gstkMql+Etvd2KFMJrznpNSeDfkB/nLSYN81fraLy3irZ6LbI6o+ifxsyM+G/GzS3OSEfW/Unk2atyhl5P54SCBKThrsSVXjUrvUF+YS3wDysyE/G/Kz6axrVUW2PNQx4lCTr1ZnXWuoY1B7Nml+4RHbQ5B0ThpsKb1PcaK6L/JLxjhRIz+bKO4rV5rV4glzQh8nat2NHcqVZsMfh9ozSetT3rTWBYqHwwY7nUtVUd0X+SVjnKiRn01U9xX2VoA4RPfhjtqzSOs+5bTWBYqHswY7jUtVt934OecvWPg05GdDfjbkZ5O2bSIV2fLQt4cMoPZsyA/wk7MGW0rfUlXUT6XIzzge+dnGI7/AcqVZdTXMjGy8sHU1zIxke8gAas8mbdsp0rgihOLjtsFO2VJV1EtU5GdDfjbkl6zxwkTt2VB7Nmm7HxQnpw12mpaqmkaMi3yJivxsyM+G/Gy66tuVLSmLdMwwZEvK1FXfHumY1J5NW22zJo0YG+mYYYkjPyAMThtsKT1LVXHdB/klc1zXyM8mjvuozOXVWdcS+biudda1qDKXj3xcai+4jDL6akqe+qalDoAQGux0/CXvmRTPkiX52ZCfDfnZpCG/uLZrpCE7idqziis/wDXnDXZbTbMmJnypqmnEOE25cWIsY5OfDfnZkJ9Nd2NHoreJZEvKYjvTm9qzaattVm2+OpaxXYkzP8A15w12JpPRXQn/JB3nEhX52ZCfDfnZ1A4fmehtInFtD5GoPauMMlrUmOztFWwPQZo4b7Cl5C9VxT3/uMe3inv+cY9vFff84x7fKu75xz2+Rdxzj3t8q7jnn/TjDuPOD3AplAa7raZZNQldqqrJV6utpjnWOZCfDfnZkJ9Nd4KfIsY9d2rPZvaYqYndJlKbr1Zbbbz5AS6F0mBnMpnY/6EOqmfiXGUymVjnQH425GdDfja1w0fG3mgF0VbTrNrhI2OdA7Vnk+RtIksmzlVG8eYHuBRKgy0ldy+VLy88ID8b8rMhP5sk5ufLnH2Zx/Wi9mx8yQ9wJbQGu7OuNXFLfT4s8Q0gPxvysyE/myTuJfVlztSeTefYVlVm4/mialBsD0EahdZg50qziVvq627siH2JbwD52ZCfDfnZJO3NhLfd+Dlv3p5H7dnkSrK6a8LsuKdxXRY1drA9BKkTWoMtJW+pyrf5+jafofg2X9/mMxTf5uvbfIbi23yTdKJDz0S/5urbn+VQfJuvb3+eQ/EtP8CFUBvszrpWVWTLwxzCmZp8tTrrWuOexseQnw352ZCfTZL2lPqyPWQAtWeTpG0itflqdY71Kz/AhVAb7FxpVl0NM8Mcwpnuxg7lSrNxT+NjyM+G/GzIzyYp20SaRozzZnvIAGrPJleS1cKGGXFP45osauxQrsSv/AAXQm2wpeQ8xfF1iYr8bMjPhvxsfJ3XYL7Okdqz8W1V4tP4mh9gFXqDvbB+pvdLfRXZcu+W+AaQnw352ZCfTRKaHF/nSO3ZdDW0e79NpDKbZ3sIUiv0BjsJS31dDTO9W+IbQH425GdDfja+v5nQp+PlPonas6nM5r3fJrKwYQbbQ5BaZVEMsmLqvd7t8RvsKw1fjHsKV0V+NuRnQ37BZTIZ/d3ty3X49LG4p3JFk6vHe3O83JVQezbfum0J+QExyRQKhULckwAAAADSIvQtIgAAAEAxocEGAAAAHKLBBgAAAByiwQYAAAAcosEGAAAAHKLBBgAAAByiwQYAAAAcosEGAAAAHKLBBgAAAByiwQYAAAAcosEGAAAAHKLBBgAAAByiwQYAAAAcosEGAAAAHKLBBgAAAByiwQYAAAAcSmSD/U9H/z3uKSQa+dmQnw35BXf41DEdPnUs7mkkFrVnQ37AtUtUg9179oRmbV+mxS+s0qzty9R79kTcU0oU8rMhPxvys9lyeIemb3tQ07c9qC2Hd8Q9nUSh9mx6+06oY/s3tPiFVerY/g319pEfMJRMoVAoxD2Ja7Hj2K/0wN4Nev/Ds///30YMq9TTc1eqe/ztMc4sGcjPhvxsyC+4Mxd+pwf2btAvju//2H9f1Nihp+euVNVnbohpZslA7dnsOPYrfX3vBp0ZlF/VsEr9kPyAq/K+wb7Qf1HL9z+lzVd5YrN0cre+3/FNfaY0F93EEoL8bMjPhvxsDp18U93/+qj+p+/kFf9/XcVo7Vi4Xq2jb4l4Zv6j9mzID7DxusE+dPJN3f/L7+i/Tv92yF/bXN2gbXeu060jG8OfWEKQnw352ZBfcAUV9OQrz2vlS5t16XL/VX9ttqRUG2Yu1cNTe5RRJqIZ+o3aszl08k398S+f0Bunjw/5a2+tbtTWBWt1azX5AYN52WAXVNDG3zynVf+xZcgfLoOVl+b0vVl/pqWf7y7qHzTkZ0N+NuRnc+LcaX1tzzrt6T14Xb9v3thp+sm8x1STrw5pZv6j9mzID3DHuwY76A+XwYr5Bw352ZCfDfnZ7H7rZX1tzzqdPH8m0O8fXV6ln8x7TPPHTXc8M/9RezYnzp3W/XvWabchv/ljp+mZIs0P+CSvGmzrD5fBivEHDfnZkJ8N+QV36fJHWvXS32vjKz+T9R/kjKQVU+/VEzP/VNmSMhfT8x61Z7P7rZd1/551OuEgv5ryKj1TZPkBV+JFg33p8kda+eJmPfnq8+YfLoNlJD08pUcb2pem+gcN+dmQnw352fSePaHuf31Uv3nviNPrtoxq0o6F6zW2ssbpdX1C7dmQHxCe2Bvsox+8rbt3rnb+w2WwllFN2rZgrSZ8dkxoY8SF/GzIz4b8bK50hJxLaT6OjtqzOfrB21qyc7UOhZhf66gmbU1pfsBQYm2wnz2yS0v3bdTvL50Pfazh2XJtnrNC9zXdGfpYUSE/G/KzIb/gLvRf1MP7n9KmiF4Ys2xyt55M0XFq1J7Ns0d2adm+jeqLIL+KbLk2pSw/4FrE0mD3XTynpfs26qf/vTvqofVHk+Zr85wVqsjlIx/bFfKzIT8b8rN549Rx3b3rsWs6Qs6lNBxHR+3Z9F06p2X7NurZI9Hnd1/TfG2as0IV2eTmB1yPyBvsQyff1N07V+vY796JctiPGX/Dzdq2YG0iX85AfjbkZ0N+NlsO79Dy/U/pfP/FWMYvL83pb27/c/3prYtiGd+C2rM5dPJNLdm5WkdjzG/CDTdra0LzA65XZA12f6Ff3391qx596frO1wxLtqRU62c+pEem3pOIczvJz4b8bMjP5tNedx6XJL1mndqze/LV5/WXL24iPyBCkTTYvWdP6J7da/Trd18Pe6jrloRzT8nPhvxsyM9mqNedxyUJr1mn9mzOfHhWX9+7XjuO+fHBbjDOzEbahd5gh/0teRd8PveU/GzIz4b8giuooO+/utWbJ4dXki0p1Xfbl2n5lCXePU2k9mwOvPua7t21Rr2efbAbjDOzkWahNdgX+i9q+f6ntDmib8lbZSQ9MvUerZ/5kBfndpKfDfnZkJ+Ni7cKRsmnp7HUnk1/oV9PHHxGaw8+rf7C5binMyTf8gNcCaXBjutb8i60jGrSM1/6dqzftCc/G/KzIT8bl28VjJIPT2OpPZvevhO6d9fjOvDua7HNIajWUU368bxv69bq5J5yAwzmvMHe9PrP9ciBH8T2LXkXyktzerLjm1o6uTvyscnPhvxsyC+4/kK/Vr64xcnrzuMy8Jr1De0PqTRTGunY1J7N7rdeVs+uv9IZj7fUDCXO/ADXnDXYvn1L3oUov2lPfjbkZ0N+Nj5/GS+IL970eT03f00kr1mn9mwuXf5Iq176+0R/sPuk7vEd+uHcR1U1rDLuqQCBOWmwD7zzmu7Zvca7b8m7UFcxWs/NX6NZN38htDHIz4b8bMjPJglfxgsiitesU3s2UbzuPC5jK0brZ3eu0aybwssPCJOpwe4v9GvdwR/pOwd/nIgvUwRVminRt6f9sR6b9idOl03Jz4b8bMjPJurXncdl2eRu/e3t33L6BTRqzy7K153HJcz8gLAFbrDTtiR6LVwum5KfDfnZkJ9Nkr+MF0TLqCZtW7BWEz47xnwtas/m5PkzenDvd/XPv/21g5klw6ybvqDnFzyuMcNHxT0V4JoFarD39B7Ukp2rE/1liqCqhlXq5wvXa/aYqYGvQX7kFxT52bjIb/vRfbpv91pdSPCX8YKoyJbrR19apcUT5gS+BrVnq7397/yn/vCFVTp5/n13E0sIF/kBUSoJ8ptOXfigKP+BlP7vzVjvnjtlugb5kV9Q5GfjIr/3zr9fdM21JPVdOq/3jI0dtWervbd//15RNteSm/yAKAVqsLvq24v2QPhsSZm66ttN1yA/8guK/Gxc5Nfd2OFoNsljvXdqz/h3t6FduSLNL1dSpq4GW35AlAI12JW5vDrrWlzPJREW1s9QZS5vugb5kV9Q5GfjIr/a4SPVVtPsaEbJ0VbTrNrhI03XoPaMf3ezeX25foajGSXLl+tnqDJryw+IUqAGW5J6Jn7J5TwSo2eSm/smP+N1yM92HfIz6R5ffE+xXd0ztefHdZKmWO8byRW4wV48YU7RLfW5WOIbQH425GdDfjZhng3tK1f3TO3ZFOM2EbaHIIkCN9jFuNTXWddiXuIbQH425GdDfja3VNWracQ4J9dKgqYR43RLVb2Ta1F7NpXZvO4osvzuqGthewgSJ3CDLRXfUxzX90t+fl3Pd+Rn4z6/4tkm0jNprtPrUXt+Xc93xXa/SAdbg11E36bPlpQ5v1/ysyE/G/KzKaY9oa73TVN7Nt3jO5RxekV/5UrKiurDLNLD1GDXDh+p2TdPcTQVv3XWtZi/Qf9J5GdDfjbkZzPlxolFsU3E5faQAdSeTW1+pKYXyUk2d9S1qDbvNj8gCqYGWyqepzhhLVGRnw352ZCf9brpf7IW1j1Se9brpr/2JLaHILnMDXaxLPWFdZ/k5+d1fUN+NqHlVwQ//ENrEKk9k7smzE79NpGMiueDBNLH3GAXw0sXXLxg4dOQnw352ZCf/do1+epQru2Dmnx1aPVB7dlMGjEu9dtEptc0sz0EiWVusKX0f8IM+8UI5GdDfjbkF1wmk0n1k9juxg5lMuE9J6X2bMgP8JeTBvuu8bNdXMZbPRPdHlH1SeRnQ3425GeT5iYn7Huj9mzSvEUpI/fHQwJRctJgT6oal9qlvjCX+AaQnw352ZCfTWddqyqy5aGOEYeafLU661pDHYPas0nzC4/YHoKkc9JgS+l9ihPVfZFfMsaJGvnZRHFfudKsFk+YE/o4Uetu7FCuNBv+ONSeSVqf8qa1LlA8HDbY6Vyqiuq+yC8Z40SN/Gyiuq+wtwLEIboPd9SeRVr3Kae1LlA8nDXYaVyquu3Gzzl/wcKnIT8b8rMhP5u0bROpyJaHvj1kALVnQ36An5w12FL6lqqifipFfsbxyM82HvkFlivNqqthZmTjha2rYWYk20MGUHs2adtOkcYVIRQftw12ypaqol6iIj8b8rMhv2SNFyZqz4bas0nb/aA4OW2w07RU1TRiXORLVORnQ3425GfTVd+ubElZpGOGIVtSpq769kjHpPZs2mqbNWnE2EjHDEsc+QFhcNpgS+lZqorrPsgvmeO6Rn42cdxHZS6vzrqWyMd1rbOuRZW5fOTjUnvBZZTRV1Py1DctdQCE0GCn4y95z6R4lizJz4b8bMjPJg35xbVdIw3ZSdSeVVz5Aa45b7Dbapo1MeFLVU0jxmnKjRNjGZv8bMjPhvxsuhs7Er1NJFtSFtuZ3tSeTVtts2rz1bGM7Uqc+QGuOW+wM5mM7kr4J+k4l6jIz4b8bMjPpnb4yERvE4lre4hE7VlllNGixmRvr2B7CNLEeYMtJX+pKu75xz2+Vdzzj3t8q7jnH/f4VnHPP+7xLeKee9zjW8U9/6Qfdxh3foBLoTTYbTXNqknoUlVNvlptNc2xzoH8bMjPhvxsuhP8FDHuuVN7NrPHTE3sNpHafLXaauPND3AplAY7k8nE/g91UD0T5yqTycQ6B/KzIT8b8rOpHT4y9kYriLaaZtUOHxnrHKg9myRvE1kyca4yijc/wKVQGmwpuXupfHnhAfnZkJ8N+dkkMT9f5uzLPK4XtWfjS36AK6E12J11rYlb6vNhiW8A+dmQnw352SRxL6kvc6b2bDrHtqoyG88XVYNiewjSKLQGO1eaTdxSX3djR+xLfAPIz4b8bMjPJmlvJrztxs958/Y8as8mV5LVXRNmxz2N67KosYPtIUid0BpsKXlLVb7N17f5DMW3+fo2n6H4Nl/f5jMU3+abpBMdeib6NVff/iyH4tt8ffvzHIpv+QEuhNpgd9a1qiJbHuYQztTkq9VZ1xr3ND6G/GzIz4b8bJK0p9SX7SEDqD2bJG0Tqc1Xq3OsX/kBLoTaYOdKs+pqmBnmEM50N3YoV5qNexofQ3425GdDfjZJ2SbSNGKcN9tDBlB7NrmSrBY2zIh7GtdkUWOHciV+5Qe4EGqDLSXnKY6vS1TkZ0N+NuRn4+u8BvN1jtSejW+rEp/G1/wAq9Ab7IX1M71f6qvIlnu3xDeA/GzIz4b8bJLQ5Pg6R2rPpquh3fttIpXZPNtDkFqhN9hJWOrrapjp3RLfAPKzIT8b8rPx/c2EPh0v90nUnk1lNu/9NpGFDTPYHoLUKotikBVT7/Vuj99gX2n4YtxTuCrysyE/G/ILLpPJ6O9uX67Dp4/FPZUrmlw93pvj5a6E2rP51m1LyA+ISaZQKBTingQAAACQFqFvEQEAAACKCQ02AAAA4BANNgAAAOAQDTYAAADgEA02AAAA4BANNgAAAOAQDTYAAADgEA02AAAA4BANNgAAAODQ/wIrKzWMeWFSSQAAAABJRU5ErkJggg=="
[ "2×7", "1×7", "2×1" ]
null
0
math
algebra-2
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
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"
[ "Law of Sines", "Law of Cosines" ]
null
0
math
grade-6
quadrants
true
true
Which quadrant is the pentagon in?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMgAAABACAYAAABfuzgrAAAJmUlEQVR4nO3dfUxT9x7H8ffhSbG3LU7sdJo7H0bRTCLo6sQ5luw2i25K5EYxatwiMxskLqjJ2EyM2aKLe8pmtj9uYCOOGHdDkKsRBZcNo+6iUVGbMMJ82lA3ZFwC8qiFYu8fx1YR7PpIH/Z9JabYc3rODz2f/r7n9zunVex2u50IoChKsJsgIlBUsBsgRCiTgAjhggRECBckIEK4EBPsBviL3W6nuQ+u9ELXANgiYuhBjLQYBbTRkDQGHo8DJVJGsf7ogzOdwW6...
3
science
grade-3
animal-adaptations-beaks-mouths-and-necks
true
true
Eurasian lynx are carnivores, or meat eaters. They eat small mammals and birds. The lynx's mouth is adapted to tear through meat. Which animal's mouth is also adapted to tear through meat?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebglVXnv/1mrqvY8nXnuPj3TEzRNM8gkkwKCE6KIOIREjaLGIZpoojHGDPeq0Zt4HWO8iqAxqCgKCspMCwJNTzQ9D6fPPJ89166qtdbvj9rnQAtIc4PDzW9/nuc83bv23lWrqlatvd71vu/3FcYYEwQBWmsaNGjQoEGDBg0aNGjw/yZSSmzbRgjx+25Kgwb/LZENw7lBgwYNGjRo0KBBg//30VoTBMHvuxkNGvy3RTYM5wYNGjRo0KBBgwYN/nv...
0
math
grade-4
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater perimeter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK0AAACkCAYAAADloK6LAAAMPUlEQVR4nO3dUUwc1RoH8P+wu3SBpWULXRgWqW1kjdTcQtTWmmAachNsjUlLQoEGE1+MsZKGiqQPRu+Dpq2GxPTGm6Ym1hovhppWk/al8eUmNuFB6yZYNFA3oaV0SwWsy5ZV2alzH9bZFliW2W2Hs+eb75eYBmcHvu3+ezjnzJkziq7r+sQcEIoB0TuApoOxnOJUgGIHUFMIlOcDysSfuv7tjOiyGDNn62rA+XMs8YWaDzxalEg0Y7kkegcYmQVuzAGXY0DejJY...
0
math
grade-6
absolute-value-and-integers-word-problems
false
true
Sidney's dog Sparky is on a diet to lose weight. The table shows the change in Sparky's weight each month of his diet. During which month did Sparky lose the most weight?
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"
[ "May", "April", "March" ]
null
1
math
grade-5
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "right", "acute", "obtuse" ]
null
2
science
grade-6
match-chemical-formulas-to-ball-and-stick-models
false
true
Select the chemical formula for this molecule.
"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"
[ "H2ON", "H2O", "HeO2", "HO2" ]
null
1
science
grade-7
use-data-to-describe-climates
false
true
Which statement best describes the climate of Mexico City? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Mexico City, Mexico, is a city in North America. It is located in the Northern Hemisphere. It has an oceanic subtropical highland climate.
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"
[ "Summers have higher temperatures and slightly less precipitation than winters.", "Winters have higher temperatures and less precipitation than summers.", "Summers have more precipitation and higher temperatures than winters on average." ]
null
2
math
grade-1
subtraction-sentences-up-to-10-which-model-matches
true
false
Which picture shows 7 − 4 = 3?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAAOEElEQVR4nO3dfXAb9Z3H8bceLfn5IQmx4zwANgm1IQ+dhqYQKGkhQ5rSBmi4IcMVer2mzNzN3M3dTJh25m56N9B2yszdXGE6007vQiC9KdOQK4FAaKB5oCQxJLFjO8GxnRAndhw/68HSStrV3h+y5WdrZUuWrHxf/9i72v3p90n8/WolrVYmXdf1ziC0+MCjgaojhBBiHrGaIM8Cldlwix1MnQFdr3GnelpCCCES4Z58sDb7IguldliZE+n6Qggh5g+PBk2DcD0...
0
math
grade-2
even-or-odd
false
true
Is the number of unit squares even or odd?
"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"
[ "even", "odd" ]
null
1
science
grade-7
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", "neither; the samples have the same temperature", "sample B" ]
null
2
math
algebra-2
find-solutions-using-a-table
false
true
Look at the table of values for the functions $f(x)=\frac{5}{2} x-3$ and $g(x)=-(x-2)^{2}+4$ Based on the values in the table, where does the equation $f(x)=g(x)$ have a solution?
"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"
[ "x=3", "x=2", "between x=3 and x=4", "between x=2 and x=3" ]
null
3
math
grade-6
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "scalene", "isosceles but not equilateral" ]
null
2
math
grade-7
identify-alternate-interior-and-alternate-exterior-angles
false
true
\line{LN} and \line{OQ} are parallel lines. Which angles are alternate exterior angles?
"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"
[ "\\angle{OPR} and \\angle{NMP}", "\\angle{OPR} and \\angle{LMP}", "\\angle{OPR} and \\angle{NMK}", "\\angle{OPR} and \\angle{QPR}" ]
null
2
math
grade-2
greatest-and-least-word-problems-up-to-1000
false
true
A video store clerk looked up the number of movies checked out each day. On which day were the fewest movies checked out?
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"
[ "Wednesday", "Thursday", "Tuesday", "Friday" ]
null
1
math
grade-4
estimate-angle-measurements
false
true
What is the measure of this angle? Choose the best estimate.
"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"
[ "90°", "120°", "15°", "45°" ]
null
3
math
kindergarten
fewer-and-more-compare-in-a-mixed-group
false
true
Are there fewer triangles or rectangles?
"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"
[ " rectangles", " triangles" ]
null
1
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
"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"
[ "14¢", "13¢", "15¢" ]
null
2
science
grade-2
identify-solids-liquids-and-gases
true
false
Select the gas.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABUuklEQVR4nO39eYxk2X2YC37nnLvGjX3JPSuXqqy9a+nqlWyuzUUURdEmqSdZhgQ8w/LDPBiegTUGDBsDDGD/MQ8DG5I1gAd6lP1MeaxnUZZEUiKlbpLNbva+VS+1r7mvkRn7ctczf0R1S6Qlc+vqTkrxAYnIvBEZcW/EF2f9nd8RLzW0PuJBRjFkyLtKK4arHdgIoGDAI/nBcTkUcsh7RUbBEW/wezv+i+NyKOSQ95K3/Av1XxyT782pDBny1zOUcsi+YyjlkH3...
1
technology
grade
icons
false
true
This is a(n old) logo of which famous app or program?
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"
[ "Google Gmail", "Airbnb", "Adobe Photoshop", "Norton Security" ]
null
2
math
pre-k
fewer-more-and-same
false
true
Are there more pieces of paper than pencils?
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"
[ "yes", "no" ]
null
1
science
grade-7
identify-rocks-and-minerals
false
true
Dolerite has the following properties: solid no fixed crystal structure not made by living things dark-colored not a pure substance naturally occurring Is dolerite a mineral or a rock?
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ygt1uZ2xsDKVSyYcffsj29jYul4vBwUH8fj/VapWlpSWsVitjY2PET1IA9PT0iAWkTq+hUqmwtrZGuVwimUzS39+PVqtldHQYr9fLwcEBGo0Gi8WGUqnEYDDQaDTEaFej0aDVajlz5gzhcJiTkxMuXrxIu90mm80SCoUwGo3k89LNdHLSRKFok0olUCjaFIt5qX8L+qlWy7TbbYxGPZHIAcfHx/T09FAuF2k0GqTTaXp6emg0alSrZUqlAkajnlQqQTgcwuPxEAqF2NraYnFxgcePH3Lr1i2uXLlCoVhHo9Gg12sFVKdaraPTaXA4uqjVGmi18qhawtOp1SoUCumCaAHKz+RMsyGV3iqVSkqmzhJVoQJoUSqW0eoMKJXK3wmS+yvPQ3mOD4itb6PR4NmzZ/z85z/n8PAQk8lEJBIhkUjQ1dWF0+mkWq0yNjYmSo6uri5MJhN6vR6Xy4VarSadTlOplLFaLQSDAZxOB11dNiqVMtDGbDahVqvQ6bQolQpUKiWpVJJCIY9Wq2F0dIS+vj52d3fR6/WMjo5SKBQ4Ojri8uXLXL16lWq1yvDwMD09PbjdbpRKJTabDYB4PI7D4aDRaNDf3w/AfmiXcrkslpO5XE4kR7NZZ2RkhNnZWXK5HBqNhtdff52XX34ZALfbzczMDAMDA0xNTZFOp1lYWKDdbhOLxXj27Bmbm5tks1na7TZut5v+3h4atSqpRBybxcz+7g49AT8Wk5F6tcKNa1eZmZokk0qSSSVJJeLUKmVWl5cIh/Y5iUXZ2dokl0mjVavwuJzoNGry2QzJ+AlatYpur4dSIY/P46ZRq/Lh+++xs7XJ+7/+FY1anbff+jH/n//3/5cf/+htUok0Oq2GRq1JtdxApVBLzX4bVEoFSlS0m9CotamUajSb7c89hNI4W/mbm6YDCaIt9SU6nQ61WokSqNf/ek/z247fyQ3SaDQE9qlarbK4uMjS0hKZTAaXy8X29jY2m43Z2VlOYrFOkxzl6OgIv9+HwWBApdSgVKvI5/N8+OGHlEoVRsfHSCQSYoEWiUQIBoPkcjkWFxcxGo1MTk5SLBbJZrN4PB4ikQi7u7tUKhU8Hg/d3d0UCgXK5TJ2u51MJkO1WuX4+JgPP/yQdrtNJBJhc3OTw8NDWq0WLpeLXC5HKpVCo9aTy+U4icewWE20c02KRQkpfObMDENDQ/j9fnZ3t9ndrXDv3j0KBWnCFAwGabfbWK1WPB4PZrMZk8mE3+8Xt12r1eLChQsolUq2t7cJBALo9XqUSiXpdJpcIcvR0REGgw6dToPL5aDZrBOPx9FoNPh8HqrVMkolZDIpHA4HPp9HfH+VSoVWq0arVROPH+N0OkkkTlCr1YyMjOD1egmHQ8RiR4yOjjI4ONgpdw+5f/8u7/z8A5xOJ6VSibfeeouPPvqIa9eudW6oMm63F5fLhd1uR6PRoNGoUChBqVKg1mhptNr8ZkzU7iRDG5pNyiVp/xU6CNPV1cXAyChqtVrcHOrfQR/yO9mDNJtNcZMcHBwwNzdHKpVicHCQeDRGpVTGYDCQjB+zvb1NX2+QfD6PXqslFAqhNxkFBEOhUFCpVDAajfzhH/4hj+7cY21tjd7eXmKxGNlsVsAxdDoduVxOPPRyE5vP59nd3aVareIP+AEwmUzYbDbi8TjJZBKr1crFixepVCpiNBoMBqnVamQyGer1Oj09PTSbLRTKNvv7+wwNDeF0Orl//z5ra6u8/vrrdHd3Ew6HJOzV+fO0Wi2u37hKo9Hg4cOHGAwmtra2AMTuo6enh8ePHxONRkUZKN+kIyMjbGxscHJygtVq5eDgQDzM29vbDA4Osry8jN1u54033kCtVjM/P4/L5SKRSBCNRjEYDLzxxhs8e/aM9fV10ZNptVoCgQArKyskEgkuXbpEs9kkFouJ23RjY4NSqcTh4SHBYJAzM0NEo1EajQYjQwMYjUZWl5aZe/IUvV5PPB6nr2+AkZER/H4/3d3d+Hw+DGY9tEClVtBqIY12FW0B5iwVC8TjcR49esTS0hKBYA/f0EivD4UKlVot0NVfZXzpMa/80P5dvqZcLrO0tMQPf/hDTCYT3d3d7G1tc/niJX71q1+yvbmO2Wik2ahhsZiIHh6iVisJ9PawML/IxNQkRrOFw2gUn8+P0+3izvvvMzs7i8fjoV6vk0gkMJvNFItFBgcHee+993A6nZjNZjY3NzEYDNjtdhqNBn6/H7XeQD6f57XXXiOVSnH//n2Oj4/p6uoin8/j8/lQqVTs7OwwPT1NsVgkHA4TDAYZGBhAqVRRrVZZWFigr68Pv7+bXC7H+vo67XYbh6OLWCyG2+2m0axx/vx5Tk5OUKlU7O7ukkxIw4R8Ps/o6Chut5toNCoOlVarxc7ODjabDb/fz8jICOvr63R1SX+vSqOkq6tL4NP29vYIh8PMzMzQ29vL4eEhjx494vLlyzSbTT799FOmp6fFAMNsNnNwcEAmk2F2dpb+/n5+8YtfoFKpqNfrWK1W3G43DoeDw8NDNjY2uHjxIm63m1qths8dRKPR8OTJEywWC11dXdy69SJHR0dks1lisRN8Ph+rK+tUq1Xa7Tbnzp1jdHSU8fEJgsM9ogepVkrodFrSiQQnxzGOjo5Ip9PodDo++vgTgsEg//f/+r+h3ZabFsVXzuj80jfIZ3cbcqkj7zzkhWA+n8dqtdJsNvnggw8ol8v4fD4WFhbodksNoEKhwOl0YrNYaDXr5PNZTCYTjUaNVCrF1atXeTr3jPHJKf7z//w/56233ubu3bv4/X4xZZEb9WQyKXqAfD5PpVKRrubOiDeZTDIwMCCVBrU6uVyOX/3qVxwdHaHX6xkcHCQajVIqlSiVSjgcDmq1GqFQiEAgwJkzZzCZTLhcLtbXN6SpkULB5uYGc3PPuHTpEjqdDqvVzMzMDA8fPkSpgsRxgp2dHer1ulhWdnV1oVRKD3kmk6FQKGA2mxkeHmZsbIxYLEatVhOI4sPDQ8GJsVqtKJVQzBco5gvkszlKpRLDg0M4uuw8efQYnU6Hz+NF0YaZqWkG+vp56623yGaz/MEf/AG9vb3cv3sPjUaD2WjivV/9muNojEAgwMF+iKmpKZQoiB+fcByNMTM1jUqhZHN9Q7p1LV0sLW+DokWxlKdcKbKwMMfGxgYbGxv09PQRjR4CSkxmEz6vn83NTQqFAgsLCwxODNLb20tXVxfhg31oNkgm4lSrVXKZFD09PRQKBeq1KqlU6q89c1/1vPe3VmJ9bjv+n4TVaqVWq0knnkrF+fPn6erqolgsMtTXT/z4hP7+fox6Lcl4nHwuQ6GQw+fxkEicEAgEGBocpsthR6PTs7+/j8fjodaoU0ynyWQydHV1Ua1WyWQyLC4u4vF4sFgsjI+PEwgE+N73vkd3dzflcpnJyUkikQiHh4dcuHKVGzdu0Gq1BITF7XYTiURQqVQUCgWeP5d2DAMDA5ycSK/H5XIxPz/P8vIyw8PDqFQqEomEIHDlchmmpiaIRCJEY4fk83muXLlCrVZjYKCPRCJBsZjnxvWXSKVSFItFTk5O8Hg89PT0EIvFePz4MU6nE61WS7FYRK/Xs7m5idVq5ebNmxgMBt599xdYrVZarRZ2u51SqcTCwgIrKysMDAwwPz/PlStXKJfLRKNRhoaGGBoawufzEQwG+au/+itmZ2eJRCK0223+5b/8l1QqFX74wx/S3d2NwWBgdnYWo9HI22+/ze7uLqlUCpPJxPnz5zmOHhLa2+HatWskEglWltdIHB/T3z/AP/z2mywvrdKs12g0WpgNeurVMqnECRaTgVgsxnt33uPs2bP4u73EYjF0ahUGvQ6bxUS9XufDDz+kXq+zu3+Ay+2hXquhVCpRqaWfidls/m09wn9jfOkEaTQaKJXKv5ER2Gw2BZtP/oDC4TC5XI7h4WHa7TaPHz+m3WzR0xPA6XQSOTggm83i9bqZmJhgfr6E1+tlY2MDs9VCCwVra2sEg73cf/iAmTGpUdfpdFSrVRqNBh6Pp9N8SnyKarXKf/Vf/Vdks1nK5TKffvopNpuNdDotIPQbGxvk83na7TY+nw+fz8f+/j57e3sYDAaMRmnD7HK5ODo64v79+6hUKgYHB3nxxRd5+PAhRqORVqtFLHYkqLfVWplGo8HExATFYpHR0WEeP34sGtfDw0Oi0Sh6vZ5kMilKpWazidVqJRwO4/P5WFlZwel0dkbDUilzdHSETqcjnU5jsVjErmJgYACz2czu7q7Yo6jVajGKPjg4QK/X8/TpU5xOJ93d3ZycnFAoFASAc3h4mM3NTS5evMizZ88olUrodDrxulutFtVqFbvHgcGgYWHhKdlsnoHBAV5//ZtYLBZWV9ZRa5SYLUZ2d/aBltRT6vXo9RLE3+fz4XQ6sdvt6NQq2q0mhUJBDEXUajVarVY6wNQq8pk0Do8X4CtPDvgtJIg8nZKj2WyKxJBh2TKUfGVlhXPnzhGPxwX+6OTkBK9bmqoM9vei12pJJeMEAt3oNBrOnj3LwaEESMzn8xjbEjQkEong8/lQKkGn0+D3+zowjAI+3yQbGxuYTAbUajUWi4lvf/tNHj16xE9/+lP0ei1+v49cLiMeypOTEzQajcBIdXd3E4lE0Ol0TE5OYrPZaDabJJNJjo6OCIVCTE5OkslkePfdd0mlUoyMjKDTaQgEAhiNRoxGIz3GAKVSiaOjI1qtBt/61j9ArVazsbHB0dERE+NnyWazot9IpVJsbW2xubkplpoGgwGDwUCz2eTSpUv09PSwsbHBnTt38Pv9OJ1S75FMJhkbG8Nm6yKRSODz+Umn09hsdrxeLwaDicePH9NqQSRyxPr6Ov/df/ffSb1QMo3ZbOWDDz4im80yPj6O2+3l179+v0NOM6LVatnZ2WFiYoJcLkez2cZht6KgydbWDn/yJ3/C2TOzPH36lEjkCK+3m/29bYwGM+VSAZUSyqUKtWqZXCZLrVJmL7JPuSTRjo06LSajAY1KmnaaTCba7baYkmk0GhYXFzlz7jw6nQ6jyfKVMyt/az0I/KYZ/yzLTQb8ffLJJzQaDc6dO0e1WqVQKHB4eIjRaBRlzInXjVqpRK/Xk0gk2FxfR61WcnAYwWK2YbNLD3KXw0EsFmNyeopc4gSlUkmpVJJGgQMDdHV1sbu7Sy6Xw+Px4PV6+f73vy/Gr9/85jf54IMP8Hg8gvOh0+lwOp1UKhVSqRT9/f1iMehyufB6vWITns/nBY4K4Pj4mIGBAdLpJIlEgmQySTQaZWJyDJfLxbVr17hz52O0Wi0PHz6kt7eXRCJBMBjk8PCQTCaD2+3G7XZjs9kol8tEIhFSqRSjo6PU63WGh4eJRqPS7qO/nzt37mA2mwnvH1Aqlejp6aHb4yORSJDPSO+7t7eXA9WB6L2KuQKVYplGtQ6GNv/wW39ALp3F7XDRbrTIpbNcvHiRg4MDjo9iOBwOdGotvYEeotEolXoTh83O6NAIc3Nz1Gt1dve2+ePv/BO2t7exWs3s7W+zsblOq9mmu9uLWq0kGjsk4O+h2WwyPj7K8vIyhWIOpQpxw+dyObQqJSqlArvNQrvdxmIyUipJFYTRaMTnD2K1WnE4nTQ6dISvOn4rPchfQ+giiSLUajU2NjZ4++236e7uZmBggO9///vo9XquX7/O48ePOTM5xVHkkHq9Sj6bxuNy4fO6icVOKJVKQIvLly+ztLhCpVLBZLFy6dIlgsFj9g9C9Pn9lEol5ufnGR0dZWxsjHq9LhCzKysrRKNRsef41re+xfz8PFqtVkLSbu3y6NEjsllpI221Wunq6qJWqxEIBNjZ2cHv95PJZKRR5sgIoVBIGhH7/TgcDgqFAna7jdXVVVqtlhhC3Lhxg0wmQz6fR6lU8vTpU6ampsQUq9lscnh4iE6nEyQvmXmo1Wrp6+sTxC+bzYbBYKBQKLC0tIRGo8HhcNCqN7l9+zYqlYp79+5RLpfRaDQ8e/aMnZ0dRkdH6e/vZ39/nw8++IBSqYTH4yEQCIgReCaTwel0islYX18fi4uLRCIRJiYmWF5eJpFIcPXqVUwmU2fvYuCll15Cp690lrZJIpEIs7Oz+HwearVGBzc2ysbGFg5nF7HoCXa7VEJWq2W0Wi0nx1F02p7fHKwdjv7JyQlHkTAWi4VcLicQGPK6oC2jflVfLZ73t5Ig8sRKjkwmQygUIhqNcnJywoULFzg+PqbZbPLKK69gNBqp1+u8+uqrJI+lh8XrDZI4iVEsFsnldGxvb6NotxkeHkSjkaAb3m4fGq2WUqnE1tYWLdosLCwI2EgymeTZs2c8ePCA2dlZrl+/zkcffYTX6yWdTnN0dMT3vvc9Lly4wJ/+6Z+ysLAg5Hfkm02pVJLL5VhdXWV6epqZmRl2dnZoNpvMzs4Sj8fR6XTMzs4KTNbh4SGlUkHwWNrtNrdeuMHOzg77+/u0Wi3yeYm0pdFoJPJXq4XBoCeVLFCpVDg4OKBQKGCz2XC5XAKdnEqlKJfLHBwccObMGYxGI+vr61y6dImtrS0S8Thzc3N4PB4ajQbZbBa9Xk8wGOTSpUu0221WVlY4PDykr6+PYDAo/exaLba3t8lkMuRyOVwuF/39/WxtbWG1WtnZ2eHmzZvE43Hi8bhEXMtkWF1d5cqVK0xOTpJMJmm2kmi1Wrq7u5mbm+Po6IhwOIzRaMThcGCz2fD5fFLPUisTj8fp7vaxs7OLUqnk9u3bWK1WIqF9isUiCtpS4rdapBJxZmZmcLo9KBQKCoUCrVaLVq2KRvu7IYr9VjYt2Wy206S3oN3kMLTLT370A9InR8TCeySP9snFD9lafILPpsdj0RIPrVPPxhjq8eN12kjEjkglEhgMBlxuL8MjE3QH+4mnCkSjKc7OXiQWTVDKl0mfpFA0WnhsDsqlOuVSnWKhSjqVZ2N9B4fdQzKRpVZtodOaiJ+kMRqsxKIJctkSpWKN1ZVNioUq9Xodn8/H3t4ezWYTnU5HpVIhk8mwsLAgVFAAHjx4IG6iUknCWBmNRnp7exkYGMLt9mKx2JidPc+D+0+Ye7ZIMpHFaLDyzW/8AQ67j1ZTjVZjptlQoVIaO5trCQ0wOjoqfSgd3snW1hYqlYru7m5RLjocDo6Pj3n33XfJ5/MMDPeDqk0sHqWlaPLy114i2BfA4bazG9rBaDHQUjQJ9Pr5J9/5IzR6NQaznmwhQ09/kLHJcfQmAw63E61Bx9nzs6ysr9KkRa6Yp0mL7qCf1Y01ItFDTFYzx4kTPvj4Q2rNOqlEjfHRi7QaBiolFU8eLdPt6+fa1dusrW5z5859crkCyWSSUqlEPHHM9MwkVpsJvUFDwOVie2mZHm83/8//5r/lG6+8wvb6Jqq2ApfDzdraBu12m0qtQTaXB5UatHraKKl+WXOZv0N86UVhrVbr9BwtPr1zh2azSSp+wuPHj4lFjyRaqEZFIBCgUpJURSwWCx63s4NzmhKlGEA+n0ej0eByuTAajWQyGfb395menmZzc/NzaFm9Xi+Weg6Hg56eHur1OoeHh8Tjcbq6uojH40KLyul0olar6e7uxuPxMD8/z8LKEhMTEqL14OCAeDwulmO5jkzQ2NiYNCDonIoHBwcEAgG2t7fp7e0VwEgZimKz2Th37hyZTIadnR2sViulUolisYjf7yeRSNBsNgV61+v1UqvVaDabJBIJLBYLzWaTarVKNptlamqKQqHAjRs38Hg8PHz4kEKhwMbGBna7TcB51Go1U1NTQrhCpVJJk8FIRDT8Go2GUCiE2WzGZrNRqdRIp9OCf3L27Fl+/OMf09XVJXqp8fFx8vk8jg4FOplMcnx8zEsvvUSzKiENuru7uXPnDslkktnZWZrNJkajke3tbdRqNT6fj/v37zMyMoLP5xNTM4fTg81iRafT4fV6iB5FuHv3LjabjampKZ4vLRJPJjgzex6P18eNF17kxgsvotPqqDaa6NVfLSPkS5dY1UoJrVbNk8eP+eijj2g36hQ7HPKDgwO+/vWvMzTQx/HxMZ98tMj29rYYY1bKRTKZMoFAgP7+ftrtNktLS6KZNpvNQvRApVLhcrlIpVIkk0kMBgOlUonu7m70ej1+v1/sCxKJBICo800mk+Ct2+12HA4H7XZbgob4PBwfH1OtVunq6hLlze7uLsvLy8zMzIgPtN1uS9t3tRqHw8GNGzcEDbirqwutVotarWZtbY1nz57R1ye972JRQs3KD2GtViORSJBOpwUQ8v79+9TrdbE4lEXzZmdnRWlVr9dZXl5GpVIxOTmJ2Wzm+DjK5OQk0WiU/f19wUfR6XS0220BRdnY2MDlcuHxeBgZGWF3d5disUgoFKavr0/IKPl8Pi5fvkyj0SCRSPDKK6+QTqfF++zt7cXpdKLT6UgkEliNBtGnBQIBkazhcJjp6WkqlYoof19++WXS6TTttgTN0ev1aHVGquUKlUqF588XyKSTWCwWzp07h8fjoVqvEf3kY0qlEpVKRfCLANRfcXLAbyFBLFYrzUaD5eVlvC7pVigWi/i8HoyGS+L0rlQq9Pf343A4iMfj7O7uEo/H+frXvkm1WuXy5cuCMWe320mlUuh0Op49e4bX66VUKhEMBslms7hcLqLRqMBFabVaTCaTUEDJZDLihyjL+FQqFe7cucP4+Dher5e1tTWmp6dR6jTSxMRiEZAU+c/fvHmTvr6+zqjYQjqdJhQKCYWSF198kV/84hc8fPiQwcFBZmZmBJHq+PhY8EPkxNrf3/+ckuL169dFT1IsFrHb7eIhOz4+Fkouy8vLXLhwgVarxePHj+nv76e7u5uDgwMBgS+Xy0xPT9PV1cXjx4/J5XIMDg6Sz+eZmZnpTJms7O3tidtMoVDwxhtviAPr+PiYX/3qV4yNjbG5ucmZM2coFAqkUikuXrwooCLVapWZmRlSqRRatQqDwcD6+rrgxBQKBaxWq7hpZORCpVKhr6+PSqXCmTNnKJVKPJt7jtMu9Spy5dDT04PRaCQajXLjxg3cXg8bWzuCt69Ra8jni5gspi+dAH9bfPkmvd0idhhhe2Mdv99PKpWiUi7Rbkm7kHq1zL/9D/+eer3O5PiYkNHx+/309PRgtVppNBrSadJp9iKRiCijGo0GVquVw8NDisWiABvW63VcLpeQAFpeXsbj8RAMBgUaVoaNNJtN/H4/W1tbZLNZarUarVaLvb09FFo1g4ODtNttVldXMZlM6HQ6sYWXT/2uri4qlQrRaBStVku1WhWLujfffJNisUir1eKtt96iWCwyMjLCgwcP6O/vx2w2o9frabValEoloZtlMpnY3t6mUCiI5Ewmk9jtdgCRSCMjIzx+/Jh4PM758+fJ5/N897vfFQdGIBAQy7VgUBqFajQa5ufn6e/vFz+vTCaDxWIhFotx69YtDg8PxdQxlUoJOI2Mu5IJWnq9nosXLxKNRtnZ2WFxcZFMJiPpmPm8OBwOCXGtUgmJI61Wy8LCAmNjY1gsFrFHkpd+jUaDo6Mj3G43k+MTnJycsLOzjb/bSyKRIBaLMTIyIlRmjo+PCfb0MjIy8qUf2f8j8VtIkDaNeg29TsvW5gYHBwd4vdKms92s88EHH3BwcIDNZuPk5AS73Y7L5RKI3EQigcvl4vnz52KU+emnn2Iymcjn84yMjGAymTg5ORG3i6xxOzg4SLlcJhaLkUgkyGQyOBwOTCYTFouFiYkJksmkmNq43W5CoRAAr7zyCo8fP6ahaIut+sHBgYCgZ7NZnj9/jtVqFVt1lUol0L3d3d1Eo1HW19fxer34fD6Oj4/JZDJcunSpQznVk06nMZlMLC8v02w2hWhcs9nk/v37GI1GqtWqELhLJBK43W4x0h0cHOTg4IBGo0EgEKBYLIpl5snJCSMjQ2g00nLSbDaj0WgEOLKvr08gkTc3N7lw4QIWi4VgMIjBYKBcLrO8vCyxDEMhlEql2MCPjo6iVCopFos0m00+/PBDCoUCLpdLJKTFYhHi2jMzM2xtbYmfj0xT3t/fZ2ZmhuPjY772ta+xvLwsKMWBQIBmSyE4+AMDAzgdXSgUCkFLSGcz7OztsrMX4sXbL6HWaKg16lgsJuqtNirl3/NF4fLzBRYXF1GpVNIyqVQgm1YLXJPJZOLixYvkcjnm5uaYmZlhZmaG/f19CeFaB4/HI9FHvV6xsJNP1FQq1RmJGujt7RU8a7PZzNHREdVqtQPaU+LxeAQaNhaL0dPTQ1eX9AOX+SBGo1EIGAwNDfGjn75NsVjEZrOJciqXy3WAkg2i0WiHU55jYGBAwLWz2SwqlYqBgQHm5uZQKpVks1neeOMNXnrpJf7iL/5CJES1WhU4NJlyrFarcTqdTE1NkcvlhPidxWJBpVKJrf5bb72F1+sViN1SqUS9Xu9sxg28//77XLx4EaPRSLFYpFKRuOMWi4VwOCz48wMDA/T19RGNRlGr1bz77rudgyeBz+ejt7dXTNIeP35Ms9kkGo2KoUOxWBR9n3yDDg4OMjo4QCQSQa1WE4/HOTw8ZHR0VDzwgOhBPvzwQ3K5nFSOe70Eg0GuXrvJowcPO6+9TKNeZWhoiJmZGUqlEtu7O2xtbdHlkKReAQGKbbVaQvHkq4ovPebd2drgyaMH9Ab9XLl0gTfffFOA3Pr7+1Gr1RweHuJwODpauBkODg5IdjRqs9kslUqFREJCuh4eHjI1NUUmk+Hw8FA01dlslmKxyP379wW+6/j4mEKhgFIpkfqDwSCTk5MMDw/TbDbJZrNiWpJOp4nFYiI53n33XVqtFsFgEL1ej9FoFBguq9XKwMCA2JhHIhGsVit+v5+ZmRkCgQAff/yx2FGcPXtWwCFyuRw/+9nPiMVi2Gw2YrEYOzs7OJ1ODAaD0NyVT9Cenh58Ph/xeFw84IuLi2xtbRGPx/H7/fT29lKr1dje3mZ/f596vU5fXx/T09OcO3eOjY0NPv74Y6LRqBDDmJ6e5o//+I8pFovs7e2hVCp59uyZEODO5XLodDq6u7tRqVQMDw9TrUqIWY1GQ71eF9RjWRlFp9MRiUSw2WxcvnyZ69evCxSDLA4hf/bygMVkMvHqq6+KxD88POTatWtCO3llZYV6vU42mxV96c7ODgsLC1QqFZxOJ8PDw5w9e1baulcq6LQ62m2E1sFXGX/rDfJZVZLPSmHu7e2RzWZJxk+wmk0U8zkmx8dotVp4XBK3fG9vD0eXjd4XbrG7u0tvvwQDsdlsqLU68sUSPT29GAwG/H4/JycnZLNZSTnDaBQf9tzcHL29vUJ9491332VsbIyRkRGKxSJra2soFApWV1c5ODhAoVCg1+vZ2toinU7T19dHJpPBaDTywgsv8Mknn+B2u1GpJC5HtVql2WzS09MjTvtYLMb4+DgOh0OoNl68eJG1tTWOjo6YmpoCYHNzU5RccrMqDw88Hg9arZZcLiduGIvFIshTMkdlaGiIiYkJnjx5QqlU4pVXXsFgMIgt9/LyMpOTk9TrdYmz39nRFItFenuDYjtvMBjQaDRMTEzQ1dUlDqLZ2VlGR0dJp9PU63VGR0fx+Xw8e/ZMGqj4fLz33nvY7XY2Nja4du0a4+PjYky8s7MjZJq+8Y1vMDw8TLFYpFqt8vz5c0wmE2+99ZYQepBLXZvNxsDAAE+fPhUwmlarxcjICM+fP8ftdlOu1Nnd3QWkB95isQiCm0qlolguUa3XKJVKuFwuaUfUaqJA9YU6XL+t+DuVWHIj12g0qFarHB4e8vTpU+7du0eXtilhl/p60KiVPHo8R7FYxOVyUa1WuXnzJq1WS8L1GIxCJb1YLKJWq+nr66NYLHLmzBkePnxIo9Fge3ub/v5+9Hq9YP4Fg0F6enpIp9OYzWa2t7fp6ekR13t3dzdGo5F4PM7x8bFoFPv6+rBarQL4FgqFKJVKQh1dHnGmUimhH+VwOCiXy0Lyp7u7G6/Xy7Nnz4jFYmxtbYnyASSufaPREIzGrq4uMWLV6XT09/cLnxOPxyNulYsXL4rpm1qtFsOBQqEgQKAmk0kcUmazWai0yD1ZsynV7z6fj8PDQ2q1Gt/61rd49uwZV65c4ebNm3i9XtEgVyqSTFA2m+38k+fs2bO4XC7i8Thms5mdnR3RxE9OTmKxWJicnCSbzTI4OMi/+Tf/ht3dXV544QX6+vqEAEU0GqWvr49XX32V1dVVtra2RK9SLpfF7f3ee+8xOzuL0+nk3n0J5jMwMMCNG9ep1yoCleF0Otnd36PRatLlcInSsy0pOPA72BP+7QkiMwENBoPAw6TTafx+v4TxWXqMpTNl0ul0mE0GtjbXOY4d0WpLpZCMVpU31SqVSppxV6tsbm6iUqkEYnV4eJi9vT2hQ+X3+/nmN7/JjRs3ODg46PDRJX2mrq4uFhYWxIRJvsbNZrPAFm1sbIj/Z7FYKJVKmEwmYrEY1WqVKzevS/N8q7WzVzjGbrdjNptZX18XviEKhYLt7W1CoRDnz5+n0WjQbDaF3KgMlDw5ORHIU5PJhEql6sD3vaLxlYUfMpkMt2/fJpfLiffUbDZZW1vD5XKJEkj+Rx51z87Oks/niUQiVCrSRl+GYty6dYtKpUI2m+WTTz4RDb68myqXyxQ6NhOSFpYEIWm1WuImOjw85Ac/+IGA3kvMQEm58pNPPiEWi9Hf3y/RDDq0grNnzwJSZfH06VMUCgWXLl3i6dOngDSR++Uvf0l3dzd+v1/YTczOzuJxuXG5XNhsVj7+6AMxETs4OCDQE6TLYcflkWSSarUaTRRo1DqatFF/xfo/f2uCyJI08ikm14sy8lWn0zEzOcn+/j47nU23y+USwssbGxtiJItSkvXXaDSo1WpisRgPFh+KGb9sA3D27FlarRbXrl0jFosxMDDA5uYmy8vL6HQ6Xn/9ddrtNvl8njfffJNyWcL4KJVK0UPodDpqtZrYF+j1enZ2doQgmtzobW5u0mg0uHDhgtj2ymVVNpsVPY0MIozH4/T29or+o6urC41GI96vVqvl+PhYNPPHx8dis63RaMTEqre3l3q9LnY0jUYDnU5HPp8XfiHybkAuOfr6+sTJf3x8jMvlIhTa4+joSOxGotEoH374oRgOXLlyRQwGZBpxuVwWgNHd3X0++eQTJiYm+OlPf8r58+fFnmlra4vz58/jdrt58uQJTqeT1dVVgR748Y9/jN8jbejT6bQgjclkqkQiwYULF8QCU6VSMTIywqVLl8RoX28w4+iyd5aLByQSCWw2m0BMTExNCl6PQqFAq9Mh66B89YTbv0OCyPKTcr0ub7RNJpNE9tne5ML5WS5fusBJXBqp9vj9XLt5k/39fR4+fIjZIgHW7E7pVDw4OBA7gfPnzwOIacvx8TGNRkNCep6c8Oqrr+J2u9nY2KBYLFIsFpmbm8NolKDQ8Xhc9EUOh0PM2ePxuGjyqtWqqMvlplJuSI+PjwUeSiZLWa1W0uk0TqeTVqvF2toaQ0ND9Pf3c/PmTUGAKhQK7O3tSbV0ucz+/j4nJycYjUZRbxeLRc6dOyfUCmWlkqOjI2ELp1arxdhbhnTISityKanT6YRgwoULF4Q71tiY1Id5PB6B31Kr1eztSZrDkUhEEKxCoRA6nY4XXngBu93eEbGQZEz1ej3f+c530Gg0vPDCC/zoRz9CqVSKvk7eXwUCAQHAtHQMgnK5nJgS9vb2cuHCBYaHh0mn06TTaRQKBaFQCIPBQDAYFCXu48ePmZo+SyqVEqPer3/96xweHmKxWATEZmHxOcVylVy+wOyFi6BUUqs1KJRLOG3W/91n97cRf2uCyEw62YRya2uLt99+WwgZeDtlS6VSwWTUY7fbicVi3P/0U5pIAnFtlMRiMdoKqVF98uQJzWaT7kAPt2/c4l/9q3+Fy+USG2WAl19+me3tbY6Pj4XEjU6nY2hoSDzI8XicdrstEKnyhn5wcBCj0SiWVOVyWZQ2Mj/dbDZLo+L4sfi7C4WCgITIVggykUreH2xtbbG1tcXR0RFdXV0dwpKTeDwOIDS7ZPG3yUlJO1h+CFIpSXpHpVJRLBb5j//xPwqkrLw5Hx8fJx6Pk0ql6O7uplar8emnnwpgpLxnCofDOJ1OXnzxRUIhSX3y2rVrwspBktmR4OCyfKtSqaSvrw+9Xs+zZ8/o7x/oiMoZGR0dRavV8tFHH3V0vCQxv4WFBXw+n3gWJiYmiMfjXLlyhUQsSrVa5erVq2g0GpaXl8VrGxwcJBaLodVq+fa3v80vf/lLarUaxWKRo6MjIbDxLBIhk8kwPj5GIBBkbW0NjUbD9PQ0J4k44cMI6Wxe2v53BOO0WjVd2q82OeDvkCCy8HStVsNkMuHxeBgcHBRCa5pijFwux+PHj0V5Iy/dRicmpC2ywUgoFCKRSgNSPZovSnKgskrhmTNnaLfbrK2tSXpPuRz1ep3vf//7zM7O4vV6qXRcqA4PD8WyrFKpkE6nBRXUZrNx/vx59vf3sVgshEIhod3r8XhEyXd0dCTBy10OYZgjK4jodDoCgQBWq1V8WO+++y4vvfQSZrOZkZERMpkMExMTLC0tYbPZyOVyAjq/v78vWImXL18WPJGenh4JIt7pxWS5HJn2K/NGDg8PRd0v3x5LS0tiHzM4OAhIwnX1elWggE0mEwaDQbARa7UaVquV7e1tlEolr732Gvl8ns3NTVwuF6OjozidbsbGxlhbW2N7e5vnz58LL5RCoSDZzLXbaLVaLBYLc3NzXLp0ifX1dX75y1/SHwwwNDSEzWZja2uLWCzG2NgYzWaTjY0NxsbGePz4Mbdu3UKr1ZJMSqSyX//617z22mtUq1UMBoPYoeztbpNKpbBYLKyvr6PW/kYnQKFQUKtWqTaaGPQmFKq/ByWWXO4olUpqtRpOp5N/8S/+BYlEgvn5eYqlY2KxGFazEY3OIGRdMpkMWx1Wn8FolhZUSYkh98ILL7AXCpNOp1lbW2NgYEA0k81mk7Nnz4q5+/T0NPfu3fuc/IzM/fb7/fT19XH37l3BBJTlTUOhEJFIhEKhgEKh4PDwUGC6PB6PgHdYnfbPCcFNTEwwNTXFs2fPxLhWo9GwubmJx+Ph29/+Np988gkbGxsCZXzt2jW6urr4+OOPSafTlMtlsXWXSyn5FqlUKgLGPjg4iEKhwO/3o9PpeP78Ofl8nuPjYwG7T3QoAAqFgunpaSKRCD/4wQ8YHh5mZGSEZrMuZHp6enpYW1vjzJkzQhtrdXWVvr4+MRg5Ojpif3+fy5cv8/TpU8bGJtjb28PpdLK9vS3QDfF4XIhWXL16lZWVFdbW1sS0TLbKkw1QI5EIDodD9Dn9/f3U63XW1tawWCwcHBzQ1dUlDgoZc9ZsNrly5Qput5vNzQ3u37/PzMwMRqORd999l1svviASVKVSodXp0OikHqRYqWLWf7W8kL81QeQRpkzgkXch+Xye+fl59uYeoNfrGR8fp61QYLFY0BsN9PT0U28CbSVLS0soFCpsdhXLy8sd7I6OYlGN1mSgqQSDVcIh1Wmx2VHJODo6olwuMzV7Bo1GI52EOg3VVgOd2UjoKMJRNEKhmCMSidDb24tOp+Odn/8Uu91OsVjE63Ozs7MjMeGiEWxdFmLHR/T190jmNmPjHB8fs7W1hU6nE9viSqUi/An/7b/9t1y9ehWtVks4HBYnstPppG/Qy8b2c2wOG6MT/RQKbo4OY6RSKTa3JaGJUrlCowmbW7u4XB6sNhf7ewfk83W83m42NkIYTWraihaebjvFoobj4xOy+QIKpQoUanp6h9Bo1ThcTiKRfUYnevF4XTz5dAGLwcjx8THbxRIDAwPcuXMHm9HK5MgEowMjhEIHeJ1e/vJ/+UtmZmZ49cVXySbyOCwuFhYW2N3d5Y/+6I/Q6XTi9rpw4QKJRIJcLsdbb70lHLtkoWsZTOjz+UCtoVKucO/RY+x2OzshiQ5gs9lE/1ZttnB3+7E6nDx6NofJ1sXC8grmLkcH2pMhkUpy49ZNHA4H7//6Pd58802O4ydo1RpKxTwnx8fQhlqlglav/8qTA/6Oe5C/ycTe4/Fw9uxZNIUkn3zyCfliUUx0wodHBINBvvHGG7RaLe7ev0dPT5+Y3JTLZYrlcgdS4mZubo7BwUHOnj0rPqByuUw6naZUKlGr1bhx4wavvfYay8vLFItFuru7WV9fJ5NKcubMGaamptja2qK7u5sLFy7wox/9iLNnz2K320kkEoKE9ODBA7xeLwMDA5TLZZ4+fSp2Hl1dXXg8Hra2ttje3gakHspoNLKxsfE5z/be3l5effVVNrafk83m2d+XFpTSqFnagKtUEkaqy2anXm+yuroqyFbBYLCDu/IyNTVFpZojlVbTPxBkd3cHtVotQWMMFlqtFvv7+/j9klRPPp+WdhJD/bRaDaLRpDD9fPjwIeFwmJduvyKotalUitXVVYEze/ToETdu3CIYDKI1aRkdHWVhYYFIJMLg4KC4tfx+P11dXaytrWE0GgXQU6FQYLfbeemll7DZbJLXol7P1NQUXq+XpaUlscuwWCyiTKxUKqyurnJ0dCSgKx999JGEuE5ncLkkhZXNzU16enrI5XJsb28zMTEhUNKNahWVSi3Er79qWvr/YSyWnCxWq1UyttxYRKFSsbm5yejoOFMz0/j8AdbW1kgkEmxvb3ce4BkWl5dQKpUEg0HKxSJH1SqgFPZqsqxNPp8XEyaDwUAgEBDwBdnq7OjoSCrDVFIDLwtL7+zs4HBIfYXb7ebKlSuMjY1x//59NBoNN2/eZHR0lJOTE3K5HE6vT2Cjdnd3hYehUqlkYWGBjY0NhoaGmJqawu/38/HHH3Pv3j0mJib4+c9/jsEsgRKz2SwGg5FSSRKulliAHQqt002xWKZarVKrNXA4HFy5coVGvcWdO3cxmQygqJHLSTdhrVZjdHQUl9PHxx99ilarF3isvb09IpEIk1MjYhp3dBTBau2it7eXoaEhiffisLGwsMAvf/lLent7USgU6HQ6YW1gMhn4q7/6AXqL8TdeIx0YUDweJ5fLEQgEhMSPVqsV+mN+v19s7fP5PLlcToykjUajOIy2t7fR6/UsLy9jtVrJZDKcnJxID15HxcVgkMryM1PTPHz4QAIoptMo2gi2Z71eJ5nK4OxAgRRqDa3WFzta/bbi75Qgn8W8yAqKSqUSl8vFzMxZ9HojtVqNhcXnXLx4ka2tLS5evkxXVxfDw8M8fvpMYJOUys5Eq92WGmefnytXrjA3NyeIToeHh7jdboaHh5mdnaVer1OpVFhaWhJ8Bp1OJ2njViU+9/r6On19fbTbbTF1kTnUk5OTjI6OUiqVGBkZob+/n1AoJDWdi0uAxGQMhUL4/X6GhobweDzE43EmJiYYGxsjGAyiVCpJJBKSgkh3t2Te09ZhNps7QDoF+/v7xONx9HqjYNS5XR7y+TyTk5PcuXOHer0uvBbl733+wjQomqg18PLLL6FSqfnwgzvo9Xpu3XqRw8Mox8dRBgYGcLkkkTwZVTA6OioMbAYGhshkMhIwsiHtiiRcW0SMmQ0Gg8BnWa1WlpeX6evrE7eEjM8ql8s8evQIq9Uqdj+ysmMgEKBcLrOwsCBAoGtra2Id4Ha7WVtb4+WXX+bu3bsMDAxQLBa5fPlyxwJB3WFgtqlUKhQKBY6PjxkfG2F6epq9nV2azSZDQ0OiopCtGhxub2cv9/cAiwV8ThROHv/JUaqU6Q74ufPJXTRqHXc/vc/y2qp4c9YumyDZ9A30C+Hlb37zmxJgr0f6YHp6eoQHuclkkkTJOsSpnZ0dgbSVOSKDg4OcnJzgc7sFYWhgYIBAIMBPfvITqdQLh4WWVa1WIxqNCtqrDHY0WKRR4fHxMa1Wi+XlZXEqyuBElUpFLBbD5XLxT/7JP6FSqfDgwQPxc5HovNKYWoGE2N3f3xeb81KpRKFQEOxGl8vzOai/zSaNkJeWF9Ch6hC61pmbm8Pr8RMKhcjlCgJ4OD09jq3LyObmJjazZN9Wq9U6/iI14TVyFI1w9epVYTu3v7+Py+USQnHXrl2jf2SQf//v/724NWw2G729vZII9eqqILwdHBwIdRV56Sj72sv8FnkHJcFGbmCz2VhaWsLhcPDtb3+beDzOkydPePbsGbOzs5w/fx6VShpt/+Jn79Df3y9wb93d3Vy6dInV9TWJTl1rUKnXWVhY4OWvvYZGo6Jeb6LR/D2g3H7OeLGDpJWTxGK2EU8lWVlfw+12Q0EpZEW3d3coFAq8/vrrbG9vs7i4KGpbs9ksINKtVouzZ88SCoXY39/ntddeI5PJ8OjRI+HFYTababVaGI1GcrmcIPs0m5LdwI0bN/B6vUIAQa5ZHz16hMViEaadskJ7rSNhWavVCAYlAeZCoSB46EKornOqplIpdnd32d/fF0jUbDZLJl9jeHhE0GHTqSxDQ0NEIpI/od8fRKlS0NfXRzgs3Vper+QDEgqF6LJ5ePjwPr/61a9IpVL84R/9AQqFgvn5efGe9Xo9+/sH5PNZhobPSqDKWkFSn8/U2dvbw2q1Chctl8uDx+Ph7t27hA72sFklU6CNjQ28Xg9Xr15la2sLvV7PwcGBEK2Qb+b5+XmmpqYEjx8QiSPrmcn6wffu3RM8GIPBIA4NmaJ87do1otEoz549IxgMCo0vecm6t7fP2bNnhcbYxsaGBGlqSbuutY11QdO1Wq2SvGuthkan5XcRf6c9iPymP6vkLq/+VVodiUSKl19+lffee4+JyUmeLy7zzTdeF957CoWClZUVbPYurl27xsHBPp9++gmBQICjmHSKyjKgCoWCQCBAMBjk6dOnBINBHA4H+/v7lEol1Gq1IBedP3+eRExSQm80GmxtbQmZTVnUOpfLMTs7S61WEx+CfENMTU3x4MlTXC4XFovlN6Y0/f2kUimePXvGvXv38Pv9Akkqb5WDwaCkD2VWS6ftyjory2vY7XZ6e/upVKQklEejs2fdwjZhd7chpFhD+1E0GhVOl0Wosf/lX36X4+MTbt64zWEkxvPnz4nHkziddgFHNxi7OIpGSB2lxeexubkpysQrV64J8lgun6FWbXD16lWMRiPHxzECAT8Oh5NfvPcuvb29aDQaGo2GENBOJBJCO2tra0sALZ1OJ7VajXw+L3pCmRUqswZlekI0GhWw9+fPnwtWY1eXZLkXiUQAyRKjv78fo9GAUiHRkz94733+8i//Em+3TwJDavUEOlKsx8fHdAeCvxNO+t+qavJZiHutVkOtVkv2V51k+eWP/krM+k0mIx9//LEQfvZ4PKD4jYnj1etScjx69Ih8Pi/dJFaHNNZ7/32mpqbI5/NYLBZef/119vb2mJubE6XX5OSk2ETL4MjJ0RHS6TT37t2jWq3S39+Pz+fD4XAQjUYBhEp7MBhkeXlZgN6sViv9wyPkcjmi0Sh7e3viIRgZGRH4J5vNxkcffUSz2SQQCAiV962tLdRaBbdu3eLtt9+mXq/T399PtSoxBkdHR1ldXReb/3QqI42eOwmuUCgoFppYrWYSySNQNOmym8nlsvT29nF0eML+XphgsBeNRkejUaNWL3PlygXMFh16g5bFx0uMjIyQz+fZ2NjA0wH1qVQq1tc3uXLlCvF4nJOTE164dZvDw0O2trZ45ZVXSCQSPHj6mFarhc/nE3g1GVvV3d0tbk7ZQUvmijgcDsbGxnj69ClnzpwRNNlMJsOLL76ISqXi0aNHDA0N4XK5BMJ7e3ubfD6PtqNvlkxKCAMVCr797W9RKUtmRzqNNBRYXl1BqVTS7Q9SazZJpbP81//t/4Or1290sHe/Z0bh32ShBr8pu2bPXSCVzlJvVNkLhXB5PBjNZkwmqXGPRCK0aXLz5k2MegOKNvg8XqrlCgf7IfqH9aRSKUGmsdvtdHd3s7a2RiAQ4LXXXuPf/Jt/g8cjqY8kEgk2NjbE1OTevXtCmlIujWS0qtyUyjfJ2pp0wvv9fmGTbDQa6e7uFrudRqOB2+3GZDIxPz+P0WgklUpxdHREo9FgaGiIM2fOiMnW2z/9ER9//HHHSbZKKpWhVCrRbrdpNpsMDg4SiUQ4OjqS6LsWHzqdjt3dXaxWK+VSm3pdMvdB0aRaKzI1NYXJZCafK4vX398/SCqVwGKVGtTHjx+jVIFRaRLMP6PRiNNpx2KxdXq1mhC0q1QqfPzJh9Rrv0FUDw0NkS0VePLkiWj6h4eHJf/4nR2B4pbLLBm9LEulRiIRseSVRbPz+bygJ7daLZLJJAcHBx3hbqknGxkZ4eTkRCCqBwYGMGh1wqr76dOn3H7hRaFvbDKZSKVSdDmdZDIZ7t27x80XXhAjXlnwTx56AOK1f+UJ8reFp9tHriipiq+trdHjD1CrV8Wp4Xa7qVRLHBwcYNDpGRoaEqLWx8fHaDQaMTaUYeG1Wo16Xaqtu7q6sFqtQv1vZmaG3d1doVaiaDaEjfTw8LBQOVEoFELkGuDMmTNCHFqWSlWpVNy5c4fZ2VmBU9Lr9YTDYYrFIufPnxdiEfItMD8/L5xwQ6EQ9XqT3t5eADEZkvFojx49wePxiLGn7F47Pz8vIaH1WhQKPZFIhEz2BI/XSbNVZWdnh2CwR5iEms0WdDod2WyWeqPCrVvX0Gjh+//he5wdPysQwbI65NbWU2ZnzxMOhwXXQpZO6ukNCOHr2dlZVldXBZzk4EDS+ZVL3XPnzuFwOMT7GhwcFB7w1WqVubk5uru7RW8hT+pkVRaZ+yNx50dET1mrSVpcAMlkkunpaVQoJFbp9ibnzp3D5/Px+PFjAfq02+2kOsDHWCzGxsYmIyMjqFQK8Xm3Wi1R2XzWSfnLxJeeJKv0BlZW1jg4iPD669/kwuVL7B9E+PUH71Ot1jg8POSjDz9hd3dX6PeGQiEWFhbEyXRycsLJyYlAiEYiEfL5PAqFQkhhWiwWsd84ODigUqkwNDQktufy1Z/JZOjv7+844Zr45je/ydmzZ9nd3eXs2bO0222KxaLgZo+OjpJIJLDb7Vy7dk3sX3K5HCsrK2KsLU9pZNzTo0ePOmjaMXFTNptNRkZGuHz5MmNjE9hskqibzDeRdXpHR0cZGhri61//eseVSpqqyYhWrVZLIpFgd3eXCxcuoNfrJdHuri6mp6fRaDTUajUGBwfZ29ujf6CPf/En/1wIWHi9XorFPLdv3+bP//zPO4fNDul0WnDhI4cH/G//7n8RlgeSM9QtFAppoPDaa68JS+qhoSGBFTs4OMBgMAhkdDKZFLZ1e3t7nJycsLq6KvYopVIJvV4vNMlk3WOZodjd3c3R0RHb29s8ffqU1dVV0um0WFbKLl/BYFBg7Z4/f8729jYqlcRylUP2wJTxg7+N+NI3SDlf4srV6+zv72OymHn48KEQFyhVK0I6BkWL58+fEw6HSKVSTE1NoNGoyJWqwn+vt7dXEHnkMmhtTRrzud1urFZrRxB5nGazKambuJzC2FKGzEs2CCWWl5eFJq2Mir158yZ3797l+vXrqFQqprukelv2TfR4PNjtdqG7e3R0JL7nysoKRqORpaUlyZ/vzBm8Ph+gJJlMk0rFWF/fpNGQavozZ86wu7uLy+USjLtoNMr09DR2uw2NRsJryUw5+UFqtZqUyxWhE5xMJrl+/SYKRZtP735MLBZhZLSf4eFhbl+7zY0bN0gmk0xOTdBqtdjd2euUaSZKpYqwY6jXm9y9e1eIPty+fZtYIin43haLRTzIdrudwcFBtra2hAaZy+UiHA6TSqXEazMYDDx//pxGoyFouhqNRogygATeXF5e5o033iCbzYp+bXp6mmazJanWO5yUyxJUJhQKEQ5JHJ7LV69gsVj49XsfoNbpGBsbI53NC0SzfHMAwhPmswLqn20L/s/El5f9UakZGR8jkU7xfGGJubm5znxbYtKdPXsGZRvmF55ht9s4OpJq0zNnzvDuu+9SqrXp7+9nenoat9vNysqKhOfqNIzydWmz2fj1r3/N4eEhQ0NDdHd3C3KNXi+VKcfHx0LRUeavOxwOqtUqq6urjI+PC9jC0tISbrdbyIOGQiFsNpsYHlitVoLBIJubm5J8asegZ2lpSRCpIpEIC4vP0ev1wqp6cHCQ8fFxNjY2eOuttxgZGeHatSs8ffqU7m4v+XyWnZ0tbty4wd27d9FrnaIsC/Z0g6JBKLSP0WhiYmKCbKbA6OgoyWSSdDpJo9FgaWmJnd11XG4HZ8fPCoqubDWxs71LIBDAYrEIXS1Z+d3v9+P1esnlcoyOjqLWhwmHwywtLTE1NUVPTw9qtZrNzU0ePHjA+Pi4QDhfvHiRQqEgROIUCgXDw8MAVCoVoWYfjUY5ODhgdVXah8ll88nJCZlMBp/Px/DwMHa7nQ8//AiTydTRBEswPDSA1+sldhQlEAgwNzdHIBDAZDIxMDyMy+3Fms3z4MGDjlvZLPAb3tJnVxBfUlUX+C0kiMGo5eHDxywuLqPVqhkaHOnAsjM06lU++uhjdjY3efH2LcbGxjAYDITDIUkwoFAAjSSpKTfdoVAIk8kk6lyZOdjX18fXvvY1lpaWyOVyJBIJjEYji4uLXLp0SZwUsummXG7E43GhOvjBBx/Q3d0t1Oi9Xi/VZksoDAaDQf7Df/gP7O7uUqvVuH//Pna7tEOQG029Xs/ly5eFMRBII1aZx55KpQSN+Pr16zgcDmGG2dPTI/SoZPG0aluCe5vMEtuwWisKgOji4iID/cMdQ1BFpwG30NvrJ9jjpVKVROhkzNrTp08xm828ePsFMpmMNA3S6chm82xvb4uhhcUiSRrNz89TrNYEMNNoNHLnzh3JnNPnEw250+lEoVCwu7sr9hsyMlepVHL9+nVWVlbY3NwUey1Z/aTZbDI1NcX169f57ne/S70uecVfvXqVnZ0dGo0GJpOJbDYLSHTuqakpKqUyExMTXL95g08++USIc4yjZGrmLHc6vorj46OCvyO/nmazKW6TLxtfOkHabSh1YADNpjTelMwWW+h1EtRC2TlpVlZWyOVyDA0NcdzxoWip9JRKJSHr4/F4KJfLwi2p1WoxPz/PT37yE8bGxjh//jwff/yxqLWHh4fp7u6mUqmwv79PtVrlP/vP/jPW19dptVpsbm4yOTkpHsyf/exn/Pmf/zkffvgh//pf/2taSpVoBKPRaGcaJSWXyWQikUjwwgsvSBZwZrOQ8peTqlaXHuRms4nP5xMPd6VSwWAwcOHCBZaWnnP+/HnRq9hskpeIzWZjbSVEV5eVak1DpVrEbNEzOTlBs9ni8aM59DoTf/Znf0Y4fMivf/0urXYdg0HD0dERJrOBR48edJQXJeUQl8vFT37yE27euMWVK1c6HvErot+TMW2zs8PS8rFcERZvd+7cEdinZrPJmTNnCIfDjI2NCUE6WRRb5ovEYjHh97i7uyvkgs6cOSPKrUxGcvKSxQMfP35Mu93m6OgIi8UiOe4aTXR12aAtCXifnJxIJq8Bv+DNZPJ5FhYWCB9G2QsdcHh4SG9vkDfeeENMJeUVBPBb6UO+dIIUChW6urro7eujr7eXR48eUK1WKZeLnJmeweV2MDo0xMHBAe2m9Abu37+PTieN9VL5itC6jUYlrFGz2WR9fZ1kMkm5XMZisQjFQYfDQaVSERMLWdh5cHAQpVLJ8vKyUOiQFRzT6TR7e3vCVOd73/seOp2Oc+fOMT49w/LyMkqlkvn5edbX1zl37hw3btxge3ubSqXSsXOTBPDsdjs//OEPaTQaHBwccO36DQGxKOSLtJEEHGTfvYcPH6JWK4URjEwIU6lUjI4OMzExQa1WQasDU0uPVqfscPo96HVmkokMkUiEzc0t6vU6ZovUuBaKDVxtB21Nk83NTaF5Gw6HCQQCOF0OwY8fHx+n3ZYGHvIuSKvVYjDocDgcZDIZzGYzdrsdp9Mp1BNBQm3LuDlZ4Pvo6EiMa2UVeL1emlDKqF6z2cwvfvELdDodJpNJ7L6Oj4+Fftbjx4/R6w0SvmpU8po0mwy0Wi1mZ2c/9z03NrcxdqjD6XSaa9eusba2xvvvv8+LL74oFpLwG2iUfJN8mfjy4tUWLQGfA5plfv3u2/yjf/SPiEZ28biDNFs1dGqNoMFWqiUOwxH0ejMKhQKP14fBKmncbm1td3YXbTH7D4fD6PXaTg+g4fAwTJfdTL6Q5vqNq8zNzbGxvixgJQoazEyPE9rfJuD38OTJk85Ep4XTYaVaKdBsVHj65AHnz5//HBd8aWlJksJsNgVVNRAIoNVqabfbQvtWZg1KkBEvq6urBAIBMpkMqVQKm81GMpFicGBI0sTK5lleWiG0HyGbzdJqKuj2BaVJTTyLTp8XwnqSKU+NleVNDIYwsViM4+M4KrWS0ME20KKvt19ogI0M9ZBMRmkqNDQV0jRKFngYGptgfnlZSH36/X5aKgXxTIrJszM0gWeLC6haUllq0qmZHB2SJJZ8br7+ym2Oj48JhUIUi0Ui+zuMjIwQDocZ6gvS3d2Nw+Hg7Xd+KRaNs7OzdHd3s7y8zMOHD2m1WnR3dxOPx4XQhEaj4cyZM9RqNa5cucKFi5dYXV1lYWEBg9GIUqcnXahgtmtoafQcnqTQ6K3Y3d2SYn1LRbvRJrIXwm62Ui/lyKdOMGokVEe7XkGjVkO7QavZ+Mwi8f/cwPZLj3kjoRBzc3McHx8TCPRQKlXEyNVgMAoBBbvdztDQELVaDaPRyPnz58VkSZYNlZU85IZXXvAdHx+j1+vp7+/HYrHwrW99i93dXXw+H6Ojo+RyOT744ANximWzWX7961/TaDQ4OTmhUqkwOjoqKLtarZZHjx6xtrbG//w//89iC7++vo7T6cTtduN0Omk0GrTbbVwuF5cvX2ZnZ0eooMguSpcuXRLTKflrW60W/9P/9D/xox/9iKOjI6EYmEqlCAQCYuz7zW9+E5/Px9e//nWhM/zSSy+hUCgET+XChQusrKyInkZWjQwGg6jValwuF9lslnQ6TaFQoL+/n6997WvE43GePXsmvD92dnYELXhzc5N3330Xj8eDTqcTnP5MJsPQ0BCDg4M8f/5cCMaZTCYuXbokHvLR0VHa7Tb/4//4PwohONlsdG9vj9XVVYaGhoSOmbzok5NqYGAAnU5HLBbj7t27RCIR7HY7Wq1WKGWm02mePXsmmvpyuUypVOLVV1/l2rVrQp1+f3+fd955RzyPCrWaeqUCgObvQw/yi1+8y+LiIrdu3cJmsxEOh9GodaTSEvSgUiwRCAQIh8PE43HSqSzjY5O43W7hXXHhwgWBt5K53DLEvdGoMTw8zODgIKlUSkCzc7kcPT09Ql5flhCVvcYvX77M/v6+SJj19XXcbjeBQICTkxOheiJ7uOt0OjEmPjo6klQhO2Y5Q0NDnJycsLe3h8/nQ61WC9OdDz/8sLPYCwoedX9/P2fPniWZTLK7u4vJZBJgQq/XSzabFX3Kb8axklnl+vq64G84HA7Saenhn5ycZG1tjZ/+9KecO3eON998k/fffx+jUfIbOXv2rOC0yBTkK1euYDQa0ev1rK+vY7VaWVlZIRgMij2GzNOXZXbiccn2rFgs0tfXJ1TeZbCnrIf1+PFjXnzxRW699Cq5XI7d3V12dnYE17+rq4v9/X0AAU6Vtb4cDgcWi4Xd3V0hgwqIrXk0ekiz2RaidbI4R7lc5uNPPkSr0Yt9WLNZ5p133mFiYoKbt1+CZhONXg+tFvwWNLO+9N/w8ssvYzZbyWRyLC+vcvfufSqVCsFAL329A0LyZm9vn1ZL2mC///77vPWjt9nekkxqDg4O2NnZwePxCNhCOp0W6oXJZJKnT5/y9OlTisUiJycn3Lx5U+hIFYsSPEPe0O7t7YmJ0fr6OolEgnA4LDblshSo/KHF43EePXrU6QtGuXbtGmazmenpaQYHB/F6JYn/wcFBsTVXKBQsLCzgcrn41re+JXgkFouFJ0+eiO2x2+2mt7dX6F2tra2h1+vFUMHj8VAsFrFYLIyOjqJSqZidneXmzZtkMhnK5bIQnc7n83zzm9/k4sWLhEIhUf719fWh0+k4Pj4Wfu+pVEokndzzBINBTCYTPp9PaGxptVr0er0Acg4PDzM0NESpVGJjY0MgHGRAaD6fF1NFg8FAsVjk6dOnor9aWloS6jGBQED0gLI1hixNJOPWYsdRPF5pxyVrCMieKVarlf7+fpLJuPBficVidNmtfOObrxEMBsXE8u7duzQ/s4AsddRxvmx86RvE5fSQSecoussC9XqwHyKRSJFOJ/mzP/lTnj17xuCQZKv89ls/JpFI4vX6qFSqQnVDo9HQ09NDu91meXmZUqnEtWvXmJ2dJRqNCj0ug1FHuVymt7dXql2fztPT08NhJMrS0hJ9fX0MDw+TzeQpFsoY9CaUSiW3br5IuVzGZrXz8kuvMjc3JzHguhzig5ThGFqtFqfTSbPZxGaz8ejRI65evSrKJ7vdTrVaFRiuo6MjAV/Z3ZXMKXt6egiHw/h8PvFgyPZlKpU0OWu324TDYZaXl4lGo8zNzfFP/+l3hJWbVqvl/v2HgoU5NNjD4uIi8/Pz6PV6lEolQ4N9NBttPr0jlYkKVPT0BGk0GihQcRCKsLqyjl6vZ2R4jKtXrhOLxdjblTSycumcwEidnJxgMJkpV2sMDA0L7bN2u83zpWX29vZ46aWXGBgYEK66T58+5fnz5/j9fjQajVC0lF+/DGPx+XzCVavVaqHRaAQFO51OEwwGhdaZLN6R70ytpD6xKoQpzGYz+/v75PISxF4eUMTjcXyd4cJvK750gpjNZm7fvo3BYODg4IB8rigaWbPZyp07d1Eq4SAUIXxwKDz5lEol0WgUT6BbqCIuLCwIgpHT6SQUCqFWS5eczyfBnp8vzjMzM8Pc3ByRSIThUYmBlk6naSGx027cuglAWyFxykulEm0F1JsNmu0WsZNjLDbJNzCfz+N2uxkaGuLp06ek02mOj49xu91CzbxSqaDVavnOd74DSPBsGf1bLJUZHh5GpVLx7NkznE4n4+Pj7O3tUS6XhR+J3G/JsHK73c7JyQkffvQroUt17tw5jEYjd+/eZX9/XwjQjY2NcXJywtzcHNlslr6+PtLptLQp1igFR6a7u5tGo4FGo2FsbIyxsTH+4i/+gqWlJS5cuCBuW7VaLeRT1UolW1tbwiPxnXfewWq1cuXKFT755BMhp7S4uCgOkYWFBVQqFV1dXZwkUpw5c+ZzfZF82x0eHnL27Fnh/GsymYTr1rNnz2g0GkxPTvHuu+9iNpoYHx/nwYMHFIsS81OpVJLPlvC43B1R7BxqtZpMKi2tBFxubF2SB0oqleKdd97h//Zf/Bc0azWMFstvhbT+pU08aUEmmWZjY4Of/OQn7O3tYTIaabeladBgXz/pdJrV1WXcbjc+r7dTBkjypTsHEvJTp9OJKZBKpRQb3HK5iEajoauri1QqhULZ5jvf+Q5ra2sYDAbGBofFAmtwcJD79+8TCAQEP1qWqPH5fMJ85pe//CVf+9rXJFZfJs/W1pbQ7T137hzr6+t0d3dzfHzM+fPnhdG9vEsJh8OYTCbC4TAOp4t8Pk8wGOT4+Jh8Po/BII0qZY8Ri8VCNpvl6OjorxmUdvtdAh5x+fJl1tc3hbi0pKJeFg9jo95kd3dX6A+XSiW0GulnJbMWASYnJ4XoQbvd5smTJwID9eDBAwwGgyjtvvNP/ynPnj0TOlpPnz7l5s2bXLx4kbfffpudnR16e3vFcEEiZEmg0UqlwuKyZJcNEoK2VqsRDoepViWEsuwrKE8lZfuHk5MTfD4fMzMzLC0tYbdLS1CZwnvx4iUhj6RWaXG73cIkyeXyCNcqq80g7Bk0Wh3/w//wP0j9lUZDq9VGKca8/+e6iS8PNWmBzWbvIFvrwmfj8DCM2WwmGAwKdXdZglIm4xeLRaHTKkn593akfkpCEFqtVorNd39/PxqthMCNRqP86Z/+KccRiYuSSCQ4PDwUXOdMJkMwGBTb2ldffZWHDx+iUqmEdUEqlWIvFBGb8EuXLtFsNgUWSZ5s2Ww2/H6/ENV2OBzEYjGmp6fx+roZHx9nd3eXTCaDXq8X37tUKuH3+wWZaWhIcoNSqVQ8f/5cuMbKPoaxWEw8UDIl1+PxiQcqnyvwta99jWq1SiQSkXYXXRbh+KtWqwVTL5FIoNFouHHjBvV6nbm5OUqlklA52djY4Otf/3qH9egXnvay4vwPfvADotGoEG2bnZ0V3+Pw8JDnz58L8Tm1Wk2pVOLRo0f09/czMjLC0tKScOaSRcUjkUiHWRkWVhPlchGXy0G1WhcK/pubm4TDEijys4LkAF6vl3a7zc7ODu12m96+gLRHcTiwOyQ4vMPtplmrodJ9eUTv3zlBZECYQqEQG0p5tV8uFhkeHhY2XgaDjhdffJEnT56wvb1NOp3E4XDg9/tJJk7Y3NwUzq+FQoFQKES73WZsbAydTodCIS2o1tfXxdKnUqlILMILs/zsZz+j3W7z05/+lLHhMS5dukQqk2VhYYFXXnlFyITKPoQrKyu8/dOf0dPTgz9oRW80sbu7K96LbDtweHjI3Nwcf/RHf0Q0GiWRSAiL5+HhYa5evSqJdO/sCIcpWfRAdr7d3t5maGhI0FL9fj8//elP6enpwW63i5NadtrVaDQcHByIrbfMGJyZmcHr9fKDH/yVdFJarTgcDi5cuMDCwgKZTAabzYZOJxkVvf/++6RSKYLBIAMDQ2Jg8dFHn7C+vs7MzAzNprRUnJ4+0xHS66atUJHNF/n03gNsNhsmi410Nk+jBRcvXxWj8u3dfZxOp9Ayttmd1BotPD47BwcHwtVX3rjLulkDAwMcHh6yvr4uRMr9fr/g16cSCc6cOUOxWGRibISnT+YwG4xEIhGmp6dxuSR83u7WNv19g2zu7Ynpo8lolHQAFArC4TA3b73A06dPJUFAq5V2q4XiS0qf/J0ot3J8NjnkX9MGo8XESTyGVqcmk02hVjnZ3NzE5/Ngt9no7+8lmZIwUXK5JO0/FESjUS5cuMD6+jqhUKgzuehjYmJCwLTlq7unp4dUSlJnbDQa1Ot1Aa3e3d3FYrFwcnIiIYtNJvHac7mc4CjIXoXFYlHYEMjC2LKV9Pz8PA6HxHRcX19nenpa2DHIvJGJiQn6+/vZ3t5mYGBAPLCyS+43vvENAet2uVz4fD5hzazXSzI+TqeT2HEYt9staKgyVKLdbgueuOyee3QY5V/9q3+F0+mk3W6LCZHM9Lx06RIOh0P4F8qC0TJpS6vVMjU1JSZWH330kbDDs1qtTExMCMzTrVu38Hq9/Ot//a8ZHBwUlNq1tTVu3LhBo9HAbDbz85//HKvVyuTkJDMzM4LEViwWUalUhMNhsaGXSyR5GNPT00OpkOPRo0fcvHlTwrCpJf9CWW9LVqbv6+vDH/BRKBSEeU8sFqMcLnH16lUh6B2PxyUQq8NBo9FE/btIEFn4WQ75AwSg2UShVFKtVolGD5mYGBO+1xqtitDBHrOzs6TTEseblmS5PDIywvj4OIcn0rb24OBA8NyVSkUHZ9NLJpNiYGBAXKmlUolvfOMbQmlkcX5RTEcMBqke9Xg86PV6Hj16JLzLZRDb+vo6+/v7kp2wRkO1LpUzw8PDnDt3TtBTx8fHKZfLQotXlh51uVysrq6SzWYJhUKMjY0JCmo+n8dkMjE4OEgwGBSaxnt7ezSbTSHH4/V6hXi1RqMRewb5oZL7nJ2dHUZHR6nVaiSTSSoVSeJofHxcyIqqnQ6ePXtGtSpp9Mqav7IAn8yhkB8qeZ8g05ar1apga6bTaWZmZsRS7s6dOwwODnL58mUx0KjVaszNzQkISSAQQK1Wc/bsWSH1s7q62hHOkwTOZQX/1dVVdDod58+fF3rIu9vrYim5s7PDn/zJn5DJZFhZliRUs9lspxQr02w2KVeK9PX3YDJaaDabpPNST9TX14fH66PZbHJ4eMjg4CBqze9gUfhZyq2cMHJyKJVKFErIZdMUCjnC4RBGo55yqSR5aSQytBtNtFoNg0P9lCtF0h0Ociab4vniPGfOX+Tg4IBXX31VoHTdbjeFgsRSLJfLwi6tVquRSif4+OOPpQTUaEjEUwA4HZIFQWg/TLVSp167z9raGhMTE7icUsKMjoxTrdSJRqOMDI9RqVQoVsrC3rhcLgsotlKpZH19nVQqhdfrFUBG+aEol8ssLi5y7/4DWq0W09PTApGsUCh4/PgxpVKJ2dlZQBJBa7fbqNVqtFqtEOD2eO2S914Hkl8qVbDZJLsIaamZEJwSBRJOK5lMCqHqRCKJQqFEo9Gyvb2DyRTrCMrVMJnMNJstFheXuHz5MiA10lqtDp2ugUKhpFSu4HA4cLk96PQGrLYuRkbHqFaraLQ6iqUyoYMw5XIZnU7H7Zde7ogEjuJwOGg1JSuIbDbL6uoqxWKRWk0iyo2Pj+N0OiWRc42GxcVFHA6H8E/f398nehgiFosxOqpnZmaGu3fvYrPZGBzqJ5fLCSpwpVJBr5dUUwYGBnA4u7Db7YQiB8zPz7OxsSG54HYE6ZpNSWPsK0+Qz8bnEkOUWi1SqQSRwxBddhvvf/AeNou1wyfWk04mWV5ZpK+vh0uXLojbpVarsbu7SyQSEbNzeYxYKBQEw+4P//AP+eEPf8jq6iovvvgiN25eo91uC4OXw1iUYDDI115/TUxswuEwh7Eo58+fpw0UikU0eh3FShmjxcywdRS1Tks2EScajWKz2YR/xvr6OteuXaNUKokN9u7urijBjo6OBHzj6tWrHJ/Exa4jEAiwu7vLgwcPmJqaEuWaTAaTeeqlUolMJkOj0RCw/ZGRkQ45S4PZbGZvb49MJsPwsKQC2Wg0sJitYghwfHwsTbI6/Z/sSisz+GSxZ3mxV6lUBKZMHivLtNSHDx/icDjo7e0VZa48mJAXnLIOgM/nE+ope3t7aDWSdJMsuxqPxxkZGaHdbrOxsSHErhUKBQaDQSAbDg4OpJu828O5s7NSyWY08NEHH/Jnf/Zn+DxePvzwQ2amz5J35VGr1SgUSo6OjogchNnZ2sbv9zM4NoxWq2VnZwe9wSgsMtQ6HbVqFa3uy+n3/p21eWWI93+Kjkynkzybe9rxEfRTrZYpFYpSCaNVMTM1gdVqxWo1o9VqSJwcC8uwfD5LKicZuNy5cweNRoNOp2Nvbxe/3y/0eXt6erh06RJOp5NwRGIkyq6yPT09+P1+4bF+6dIlRkdHBWRDrlkdDoeAQoyPj4v9htPpRKVSCU/AQCBAd3c3KysraLVa4XTrdDrZ39/nyZMnTE9Pk0wmee+993A4pRPdYrGwvb0tYBMbGxsMDg4yMjIitK3kMWmtVhOb4mqtwNzcHJubmzx8+JDbt1/mlVdeEZYH8Xgca8firlQsi5M8EokwMTHBSy+9JJp2GZtVLpeF+9fh4aEokU5OToS2bl9fH8FgkEaHJjwwMCDgHzIWyuv1otfrRVN95swZDAYDFy9eZH5+nqOjIxS0iUQimEwmZmZmhJC5TFN48uQJBoNBSJjqdDpKpRKTk5MYjUbsFiMOh4PFxUXK5TIjI0PSAjMn7Tw2NtegreyQpvQi+bVaLTMzM/SPSFYQXV1daHV66VaKRqHZ/Bs1pb+yBJH55HI0m01JbnRhjo2NNZrNOpVKiaGhAdKpFNMzkkSPst1CoWhLfnZ6LQajHk1eWiadxI9JpMtMTk4KGLasMlIqlVhcXKTVanDx4kU8Ho+AL3g8HgkZ21HyqFar3L17l0AgID4Embt85coVIQIhAxBlwKTT6WR+fp6hoSEajQapVAqr1SqmZ7Kkp8yOlH0wenp6WF9fB+DmrReYn59nYGCADz74gEAgQF9fH0tLS8Jz8fDwUHAm5NtRZgGqNQh7MllPWKYMywDQvr4+qcw7iomd0cTEBNeuXRP7DLvdjkqlEnYVsk+LRqMRjEWQvpe8c2q1WjRbLV599VV6e3tZWVmh2WyK5l6j0YjbMhgMYrPZhNW07E2fy2Y4f/48z58/Z319nX/4D/8hAMvLyyJRCoWCcM4Kh8MUCgU8Hg/1ep0nT55gNpu5ePEiNpuNnZ0dnj+fR6XSUCwWJeWXsmRtITtWWSxWwdlRG7REIhHxPuWJVrPZRP+7UjWR6ZyfTRDZDPLp06cYDAYiEUlQ7fDwkInxcaLRKApFm8MDaWm0vLKE3+/nW//gTQYGBkRTODp6hqWlJa5du0Y+n+9YBkuKKLdu3WJ6epILFy7w/vvvc3x8zB/8w29RLBbZ2tri+vXrrK1uAQg50uXlZZ4+fSrYbNlsVqB9v/Wtb+Hz+Xj48GFHv0qyYRsaGhLc8AsXLpBMJimVSmxtbTE6Okpvby8LCwvUajXcbjejo6NCSOLR4ycUi0UKhQKtVovLly9LWLTODkZugGVzTzlkpyulSlqi2e12ZmdncbvdbG1tYTAYuH37NslkWuxyNje2uHbtGvV6HZ1ORygUYmV5mUAgwD/+x/+YO3fu8Ktf/YorV64wMzPDj3/8Y958800+/fRTodIYjUa5fPmycM5yuVy89957mM1mQYut1Wq88MILwgFKhn88fPhQ2MDJlGS1SimYjHa7XajvK5VKPv74Y4kdWKlQLBaF8ZDcc8lYMHk0/+Mf/5jDw8OOq9WiuNUr5ZqgT/t8PpxOF2tra6RSKTJFaYIpqedkJRfcdhuVVkujXket+XKNyN+aIPKVrPlPvpHRaOS73/0uH//qI6xWK8PDw5yE4/js3WwsbVHKVMQP4/r16zi7pLLlYF+CTBQKBQb7J9EpVVy9cpFkPIG7y47dbKFZqVHM5NCrNPQH+qDepllpUC/VCG0dSBONcotSq0y1Wkav12K1mnn//V/jdru5fPki77//Pq+//jpbW1sd/zwXc3NPBZV3ZOQPmZubw+FyUm82aNHm6vVr1Bp1vN0Sw67RaKBUqwgfRtjY2sTv99PT1wtKBWqtho2tTbI5ySE2X8gxe+4sFquZNi0USlBrVDSadY5PYkSjUakZdrnI5bPoDTqqtQoKlBj0VjRqI2/+g38k6W/Vs5SKOVqtFuGDCP39/UQiEV566SVBT5XR0AeRff7sz/6MbD6NWqvEaNZz4dI5icM91AfKFm+8+Q0qlQo//NF/xO/302zXadFAoVIz9/Q5Y2NjzJ6ZZXtnE5VSIQm6JY7p6+uTAJGtOscxaZBx48ZNfv2r93F0ubl6+QZHsTD7+/vcu3dPUpjRG1heWZVEHCYmWVvfwG6343C6qNbq1OqSur1SqcRlseKwd2HucrK0vEwyW8Dm9JDMFlBotJw9d06gEWRlzIaizXEqTp0m26Fd8vkCVqsV2ioikSMGBgbo7g6QPEnh9HhAxon8p4iT/73f/z+aIDJbrtls0uzUdUqlEq1WK7zM5Rn77du3ef78OYFAQMjJTE5O0mw28Xg8bG9vC3StRqNhaGiIVqsp9gPFYpFXXnmFnZ0dAU5cXFzk2bNn2Gw2AoGAkBR966236OvrkywYYjGKxaIY9apUKuFU+1/+l/8lCwsLOBwO/t2/+3dkMhlho+x2u0mn00LJRK/Xs729LcwqX3zxRf7yL/+SkZERent7hd+eLAKXz+fxeDwSPiiTYXx8nLfffptQKMSlS5eYmZmh0WjgcrmEyrpGo8FqteJ0SmIN01MzuFwuEomE8G4/OTkRjXVXVxfRaFSovWxsbPAnf/InfPe736XdbjM0NCSmbysrK9TrddbX1/H7/XznO98hn5egNKFQiG984xvCl0O2jS6Xy0I0utVqEQqF8Hg8ormWTVJNJovQ3/2X//Jf0tc3QDqd5r0PViiXy5w9exaj0UixWBTaV/KuQy6v5FGxz+djcnKSgwOJNuv3+2k0Gng8Hvb396nX6wKhHAwG2djY+Jx4x/z8PMViUYg9NBoNpqenuXHrphDEc3o8f9uj/XeKvzVB/tOkAEnbVp6QZDIZ8ZAolUohXJBMJhkeHsZmsxGLxUSp09PTw0svvSQQun19vaTTadHgyrq88jy7Uql0BgBBisUib7/9NufOnWNgYIAXX3yRlqothJhHRkYYGRkhlUpJLDmTie9///vYbDaGhoa4deuWMPWU1Q/dbjfVapVkMimU+HQ6HQMDAygUCq5du8bm5qZYWsk7CZl/7fP5SCaT5PN5uru70Wq1nDlzhr6+Pp4/f87AwACFQkFMqoxGI/Pz8+RyOS5evMjOzg5+v59IJMLBwYEANMpTn0ajIYCOMubo3Xffpaenh1AoxO3bt9ne3hZi0tVqlVAoxNHREaurq0IlMpvNolQqyWQygnXYaDQYHR0lm83y4MEDmq262M/INb/T6ezsl+Lcvn2bSCSCUqHmxz/+CWfPnuWP//iPefvtt0mlUiQSCeFJL2PhtFqtQPLGYjEhbre4uCiMeMLhMHNzc2J07fP5GBoaYnNzE6vVisvlEuKB8jBCRnr//Oe/YGtrS2iSFQoFAUtpNZufwWJ9RQkiT3g+K+Uo2//29/djMhmpVMpEoyU++ijL4OBgp1Z3Cb3eg4MDjo9j9PX1MjMz0xEvCONw2AXMWoawHx0dce7cOUZHR8WJKGvPttttgfx99dVXJcLRzLQwhpT90D0eD6+88grDw8MdAQlJ6E2ub1utFv39/QIU2G63hfWa3ARns1nee+89zpw5I7xBksmkmE41Gg0x2XK5XPzRH/0Rh4eH4gBJp9NYrVZx21SrVeEt0tPTw/b2toSirdYFb0VWc5mamhJCdGazmWKxSKwjcvHP/tk/43/9X/9X/sE/+AccHR3xF3/xv3QUDAt8/etfp1SqdHoHa0eHd4fbt2+j1eqZm5tjYmKC4+PjDulrir3tcEdIwsLE5BggKSxmMhmhsv+DH/yAkZExLly4wP37D/jZz35GoyG5Xo1NDHP+/HmaTQlIGQ6HMRgMeL1e4Uj8/PlzAXkPh8PCS12tVnNyHBO6ZSaTif39fbLZrPBZkdmHS0tLpFIpDAYDt27dEiiHrq4uxsbGPlfNmEwmWvU6LfjqE0R8YUdvSIZCHBwcsLa2xvTZKQ4PD4WySHfQJwBmP/3pT3F5nbz06m3u37/PxvY6voBkf+b2uXgy95hqqSZ2AQ6Hg3g8Tj6fF7eB7IC6tbXFwMAAdrudSCTSAUQeojZoGBkZYXBwkIcPH9Jut8W1K3t9yydTOBymt7eX0dFRUqkUCwsLpNNpxsbGuHz5MolEgq2tLVEmyLsLGf4+PT0tgIeNRoN/9s/+maQw3yFkra+vi0mSXFbIMPKjoyNROkxNTQl/Ep1WLxCzsnW0vG+S0bjyUCCbzRKJRLh48aLQ66rX64yOjlIoFJifnxe3YTabFUr4+/v7YlwtAzWj0Sher5fwflRM/fL5PHa7HbVazf7+rtAY6+rqYnFxsXMTmjqASukZePLkCW+88QbhcJiDgwOx6JUPkwsXLlCv18VAYH19XUBjrFYrxUJe2CbIpaXBYODo6EjwdFKpFNFoVByWMgB0dXUVtVq6qTY3NzmMHuF0OpmcnESp0cBnfGy+sgSpVqtC2lPWPU2lUvzVX/0VKysrjPT6+Mf/+B/jcrnY3d0VVsXValXAopeXl1ldXcVsNqPRaAQJpq+vj/XVNQxGHXaHDa1OzWuvf42NjQ0KxRwoWrTaDeqNKoFgN22aZLIp8oUs+yFpciE7xO7v79NsNtnb2yMcDkviCR21DafTSTQaJRwOC+Tpq6++ygsvvMDXXntd2Lzt7e2xtbUldgaSjVpO4Jvm5+eFj6HBYODk5ERC9Hq9fO973xMuSLIYhOwzXqvVxK7G7/eLUbTb7SabyXFwcMDw8DDhcFhw+OVpWjabZXp6GpPJxNtvv83Tp08ZGBgQnPixsTFBE/jJT36CwWAQ43C5GZb1ii9evChMcuLxuICtyI7AuXyG/v4+PB4PkchBRwFzqsOSfIZer+9odQ3hdktehL09QRLxE37x83fY3trk2rVrXLp0ia6uLsLhMCsrKyhoEz06JJtJY7NaGOiX2IxWqxWX0yFGs7lcjvHxcQYHB4WVXqVSEX2L3Gf+xV/8hYDbF4sp4TBcqVW5ceMG3/jGN4AOTOqrvkF0nU1kq9US1FBZWLq7u5tCIS+gE8fHxxQ7VMd4PE4gEBCiX5cuXWJ/f5+lpSUhwKDVasV0rFwus7+/L6AI8nZUFgWTT7i+vj4AUZYVCgXS6bT42kwmw+bmZsfJyYXT6SSXy7G3t8fIyAi3bt1ifX1dcL43t3eEirusED8wMECpVMJisQgBbnl34nK5BCdCdoLVaDTCPUp208rlcmKsOzw8LCyYNzc3sdkk9fVwOEyXzU5PTw8nJydEo1EqFUmnqru7W+wBPvlE8lKRmX/z8/Pis5EV0eVklrFksn5XIpEQ/HmZwSiz8PL5PDq1qdPke6g3qkIjeXx8nKGhIe7cudMplU08fPiQgYHBzsPdxcWLF4UCptvtpqenB5fLRSQSIR6P4/V6mZmZ4e2336bdbgucmM/n49q1a0IKSL4VLly4QF9fn1hUplIpisWiGNf39PTQbDYZHx9namqKQCDAgwcP8fl8VCt1jmJRtre3mZ+fZ3b2PNbO7ucrTRB5i65WqwU04ejoiA8++IDJyUkmBoMsLCyID102YbTb7cKfvNFo8NprrxGJRMTEw2Aw8LOf/QybxSqU+9rtNu+++y7j4+NMTk5SKpUIhUICmyU/1CcnJ4J38Itf/IKzZ8+KB9Rut0ugts4WPpVKkUqluHz5stjA2u12PvroI/r6+lhbW2Nvb0/Yt2m1WuEHkkgkhOTm9va2gFbL6iy7u7tUq1UhxC3ftOvr63i9Xt58802KxSK7u7tsbW2J7bAsEKHVaikWi1y5coX79+8LTr5saCNP08rlsvDsePToERqNBovFgscjeR+Oj02wsrLC2NgYX//aa9y9e5dyuUy91iCZSOF0uATk3Ol0EglLOKlmoyWWiD09PbTaDQ4OQkJm6fvf/76YnpVKJex2O1tbW5yZmWVra0uYo5bLZS5fvozNZmNzc5OdnR3y+TwDAwNCnX9kZKQjwVRkf3+fxcVFgWro7u4WPuvNZlOIbMsCHNPT0zx9+hSv18uvf/1rXnnlFdbXJZBjMNjD0dERtWoDh1PyLJmenpaS47fAKPxbE0RG8larVTHF8ng8DA4OSsjU7m6GhoZYWloCpRK1Vkt3IMDBwQELi4t4PB5ef/11ns7NoTcaMZvNLK2sSEokvb1Mjo6I7XI+n0en86PRqMhkUmi1agqFHMViXqBSQ6EQvb09vPzyy/z85z8X1N3/X3tvGhv3ld2J/mrfF1ax9mKxuC+iuIjURknWYqklte1ue5KJk/RDd2cmyUNjMEAmCBA8BHgz8yHIl8m84AGNzEvQee8FTrrbcXdiqS27ZW3WYlOiJG4S1+JaXGphFWvf61/z4dY9ojd2YyT39HuoAxiWSFaJ/POee88957fw9iRH2xqNRiQSiapEvoTKjVu3btGkmnPIpVIp0Vv5UOtb3/oWbt26ha2tLbz33nvwer1kSW0ymWhIyhN1dHQUv/Ebv0FwErfbjZaWFvj9fmLYHT9+nDBdXJlwJ8pcp44ePUoMOl4KGo1G8gW8e/cuWlpaYLFYkEgkcObMGULnzs7O4uzZsxCJRMw01GKhCbtSqcTS0hISiQSUSiV149LpNDo6OjD9ZA7b29uIRMJQqRlC12KxQBAE7OzsEITfZrPhyZMnaG/vqPJSDsLv92Nhjvm4zDydgsPhgLnOgLBWDaVciu7Odjx69Ah6rRo93Z3kGiaUmNxpeyvTMc7lclhfX4dKpYLP5yNuCSdeiURsNjMyMkIc9tXVVRiNRszPz8NisTDKQYJpJms0GrZ4X4Cy4i8NluelEHdrcjqdGBoaorlAOBxGIBAgCwK3241z587h8OHDJJ1jt9sJMOf1eknBvampiZydrFYrZmZm8I//+I+4d+8eFArmInv27FmYTCb09vZidXUV77zzDoLBINmcud1u5PN5fPLJJ8hkMrBYLFXVQoZ74tARm80GmUxGgEmDwYCenh6yhuZtX4fDgVdffZW5H0kk2Nraon8vHA7TXWtiYoJmC9yampHGWHMhlUqhra0NWq0WxWIRFy5cIPLT5OQkDAYDIWHD4TAUCgUpswCgmYlSqSTFDoVCAaPRiM7OTuKujI+P42/+5m+Qy+WI3Xj06FEsLS0R1ZfbOHBkxMrKCgKBALRaLRu2gSnIcDhKV1cXwfB3n5w+nw9Xr17FzMwMmpub4XA4yDmKAxdfffVVxONxdHR0YGBgACqVihQseUOGl57xeBwulwsikQjt7e0wm82w2WxsmNzcTJ1LuVyOQ4cOIZvNUil75MgR6PV6RKNRnDt3Di+99BIUajUgCCgVi199gnClbI5z4aUWt0IuFEqIxRIQi6WQSGRwOFwwGOpgMNSRHFAotA2FQgVAjGQyjXg8iampp7h/f5R+wUzdOwKZTEako2g0SuUZR4bu7OxgYmIC4+PjkMvllDQHDhzA2bNnydAFAGF97HY7enp6IAgCZmdnsbGxgWKxiEKhQAvP5/NBr9fj/v37UCqVpDvL5xDHjx9HX19fVQaUcUN0Oh3RAbhwgkQiQSaTwczMDH74wx/S0HNpaQk+nw/z8/PQarU0COSq9MVikZ6x0cig3FwCZ3t7G9PT02QdrVKpUCwWodFo8I1vvA61WotoNIb9+/vQ0tKG1177Jra3o7h9+y6sVjv8/g1IpXJotXqk01nIZAoYjSY8fjxOwMGnT58in8/TpiKVSmlX5wIMTAxQhYGBARgMBhSLRbhcLiSTSXR1dWFiYgLXr19HsVjExx9/TPbO6+vrGB8fh0KhwJMqNKZQKGBkZASpVIqSdrcLWDabhVKpJOIbpzvYbDYS9uMNB66n9fLLL9OAsFwq/Wq0ecViMSF5RSLm5mM0GqFSqTA/P4+uNsZWW1ldo/LBbK5HLBbDgm8Rvb296OjsIvRnZ2cnDh0+guvXr1P788aNGwQ+NJlM5FTb29tblePMERS9v78fAwMDAMB2oc4uKBQK/P3f/z26u7vpYsunxX/yJ38Cl8uFdDqNd999lyRmymUmkry2vkHGNJlMBktLS4hEIvB6vaSO3tzcjGAwiLW1NXR0dDBV9mo7dTf/m1N9s9ks0uk0isUiXerPnz8Pj8dD5qG87Mpms0gkErBYLNDpdFhbW4NGo4HT6WRU1yqFly+Wffv20ekbCATIk8Pv9yMWi+HSpUs4efIk9u3bR93Cvr4+MuR0u93UNm1qaoJMIsfHH3/MZijZFNbX/WhsbMT09DS2t7dJ6X14+HhVXC4KqUROvJkrV35K5LNoNAqNRoNIJIJIJIKDBw9iYGCAkou7AyuVStLi2t7eRnd3N27cuEEzJu4n39raiu3tbWSzWSJO8fJZJBKxy3nVwq27qwfOhgYAQD6TgUKtfe7k+KUSZDfNlosBq9Vq2O12BINBLC+vVtGeHio/5HIlgsEwpFI5xscn8b3vfQ/b21FEIjvY3o5iezuKVIpJu2QTIWQyqep/GSwt+VCplOFw2JhpZSEHi8WMXC4Dh8MOj8cNiYR5Xqyvr8Nsc2JychILCwvQarW00BQKBdbW1ojZ5/f7sbGxgcHBQbKfzufzGBwchNPpxNzcHDweD0wmE03Bubrjhx9+CIvFgt7eXlIFTCaT+OEPf0gaT7sptVwXy+Vy4fLly+jv70c4HMbIyAj+6I/+iOlXiUT4/d//fbz3sysk0sbVF9fW1ghubjAYUF9fT/wO3vjggMXHjx/DbrdT6Xj+/Hn8+Mc/xksvvYRsNksTd5VKhUOHDkGhUEClUmFkZASzs7M40M9ITW63G7Nz0/B4PDAajVha8hHDMhwOk112NLqDq1evAhDj+PHjGBxgXI7FxUWIUYFeq0Ehl4VGo4EYFUw/mYJUKkVnZyfSyQT+1evfxNTUFNLJBNRKBSYmJjA/P4833ngDDoeDqbf7/ejp6YFUKiUCVkdHB2mJzc/Po66uDoODgzAYjPB4PLjwyjcAAEJ15vKi4pcaFPL5B4edyGQynDx5Eh6PB/c+ug2xWAqTqb56ORJXIRICzOa66sVrqeq65ITT6awqfLShVBKg1WpZB0UQ8OjRI/j9flK3GB0dJWhGXV0dTVRff/11jIyMoKWlBYFt5vl39uxZ2pFLpRItyr/8y7/E0aNHaaHxHZsnezabRTAYxLlz5xgSuasLH330Ec6dO4doNAqLxQKtVot4PE6ynZw7fuHCBZJNTSaTWF1l7DiZTEbzFg7LzuVyOHv2LCqVCpP7cThw7949JnZmt1fZhBkcO3YMOzs7mJmZodnT3NwccVeUSiUkEgkz3HG7sbkZwJMnTwhWrlar0dvby6zZvExyiT83g8GAl19+GVqtFj6fD+VyGYFAAE6nE++++y6kMjEsFoZ/83rZdHtgYAA//elP8eGHH1aVLkXVyz8T/LZbtNjc3ITRaCR/QqlUioaGBjL6nJqawuLiIsmZhkIhapxsBNkJ8U//9E9QKpXo6ekhSzZOOjObzRgaGsL6+jrRAFpbW+FyuSCRSAlaUszlIFMo6HL+K0HzAiBZGe59AQCNjY1obGxER3M7Hj9+jBs3bmB2Zh5yuRw2qwNajR7xWBKlooDbH92FWq1GqVTCaoFRYtvbWJ997ukI8RmGhoZonsJlQQ8cOEBlj06nw5EjR+D3+2E2m/H06VPcvPMxlpeXMTw8DI1GQzKbYrGYujh8gXIAnsFgQF1dHYLBIJaWlujec+zYMXz44YdoaWkhAbtcLoetrS04nU6SG+Vuu7lcDn/6p39KjQruI8h5J6urq9VdzoA7d+4gEAggFArB6XRSRwwATX+5sguXSI3FYtTqZLyILD2HsbExvPPOO5BK5QiHmTTn1tYW/vZv/xavvfYaAoEANjc3EYlEkEql6PS7cuUK292rCAORSIRr165hcHAAFqsZb7/9YyiVShw5cgQul4u0hpeWmHxPMBiqghmdJAbO/dfb29uxuLiIBw8eQKVSYXR0lBo5lUqF7h68E8dFBHcven7v4TYMhw8fZvpjVZ1khUKBwcFBDA0NweVy4fr1GwyhXD2VK+UyRNV74a/MYeqzyiZcabBSqcDhduIVhwPt7e34wQ9+QMY13CxyZ2cH+Xwe5XIZOp2OFirHMFmtVpLHYXxpOQqFArRaLeRyOVZWVmCris2dOHEC9+/fx5UrVwi+8G/+8HtIJBJ46623SKDh0KFD8Hg8pIB49+5ddHd349vf/jZu3bpFHRGxWIxUJouDBw9CV/WeYN7dEVIq3NraopKNyxNxjV4ug8PE7iSkXq5SqWiw+Oqrr5I6/YMHD0heiCegw+7EzMwMrFYrMxYKBgGAfDuMRiOePn0Kk8lE4gfcr+TMmTOIxRIYGxvD06dP0djYCKVSicuXL6Ourg5bW1sEfORASrVaTWVyMpmkJsajR4/QP9BLblHr6+ufkhDd2dkh+4NCvgS3m0F2cmkTKTH+5Cc/QTQahcfjwbVr1zA8PIzJaqufo7n7+/tJ6eT06dO4OzJKd9ft7W06eTmOTq1WY2JiAmtra2TKw8vVe/fuIRQK47d/+7chUSgAEZBLp6EUiQCJ+IWou78QZcV4LA1DnQY3rn+EGx9eAyBgZmYGDru1qsK9wgw5n06hpaUFHR0d2NpiO+7AwR60t3egXC5jamoKc3NzEIulqKurQ0VgtloHDgxhdHQU+/f34saNG5CIZVheXkZXVxcy2SRpMXE7ad4ujEQi5DqkUCjw8ssvY2VlBePj44jH40gmkzh//gIOHjyIt956C7Ozs+ju7sbCwgIaGhqg0WiwvLxM02puXXz06FE4nU4sLCzAVG+k+4/f70draysOHz6Ma9euYX19HadOnYIgCAgGg5ifn0e5/Azer1QqodMwPjzfTV0uF6ampqDT6UijuLW1lab8Wq0WY2NjGB4eZiqDFgscDgcuXboEqVSKjo4OjIyMoLm5mSA4CoUCYrGYGfBotchms2SlLRaBEMQtLS1kWON2u9HW1obbt2+TGDa3n+PWdPX19RCJRNBqtahUKuROzHF7nELNoTqJRIIaKdvb20ilUlCJKtiJM5VNLobX2NiI7SgbNi8uLsJoMEEA843J5/P4wz/8XzG7MI933nkHiWwB3//+97Fv3z7amDnch///eeK5lRWFMmAwapDPsXao0WhEMLhFkBTu3iqVSmEwGGCxWKrq6+7qoothe3ub+uzRaAxra4wU1dHOrJw5lJ1PlOvNVmKqPXk6QdbP3NqAI0tnZ2fxB3/wB4hEIiiXy7h06RJSqRQBH3U6HXZ2dvD222/j8ePHMBgMJBqRy+VIzEEulyMQCKCpqQkLCwsolUrw+XwQiUTY2dmhe4IgCGRLzV2b+OTbarWSJhfv46fTaczNLGBwcJDgKu+99x5EIqYXZrVaGfGpqQlqtRr37t3D9PQ0zVz8fj82NjfJy71QKKC3txcHDx4kYQdeRvEFziVJ0+k07ty5g7bWFgwODqK5uRkymQxzc3PUUs3n8yTwx9XYX3vtNeRyOdy7dw+lUokAmVtbW0ilUjAYDIjFGIlsaGiI+B0AyOyUi1OHw2HsBLfoLvTaa6+RBYNKw+59zc3NWF1bpxmRSCTClStXIFMygKWhXkkl4+5mklQqfe7kAF5Agoir7yAIAv7lX/4FsUgU6+vraGtrQyjMam6NRgW9Xo9QgHlHMMGFLDY2NqExyNHX1weZTAaNRkPKGUIZVbBjH959993qvYTZQ6dSKXK5NRqNdF8pFAqEpl1bW4MgCIT94uBC/v5Go5G0ozY2WKtXJpN9igQ1NjYGs9lMkPlCoYDOzk7E43G6P0AsIJFggEOuX1soFEiAu66uDlarFaurq1hYWCDROS48IZMw2Mnk5CRcLhdxxzlfg4MNDQYDuru7MTs7C7WaUQgqFcaFUauZmofVakU4HMbNmzfhcDhgs9nIVJNfZKPRKHK5HLRaLZtn6HXkF1ipVEh53ufzVU9zMUqlElpaWrC0tIQ///M/J3HsnZ0dJBIJhEIh6HQ67Nu3j9DenBPS3t4OlUpFRqNcI2zfvn3M00RgHo+PHz9GIBCottK70N7ZgUgkgmg0ing8jkgkUj1h3RgZfUD4vMOHh2E0GgE88yR8EXcPHs+fYgAy6TzUGgU+/vhjVCplaJSszOEYK4kIJJaWz6Zx/vx5vPXWW1UTGQGRyA5isRgqlQrrl9ucMJlMMBqNKJfLOHjwIFQqNR48eIB4PI6FhQVUBBGSySR6e3tRX1+P8fFxLC0toaGhAYUCgzL09PQQrHtsbAzJZJJE07gQNWer8e6UyWTCvn37aCYyOztL+K2FhQW6aNpsNmi1WihUCqRSGbhcDejp6UE0GkOpJKCvj02PP/74Y8RiCcjlcvy7f/fvEQwGYbfbMTe3ULUxPoBIJILvfve71AXj3opcA2BmZobE7vjHi8UimpqakM3lkMlk0NjYiNu3b6OpqQlf+9rXEAwGYTQa0d/fT3MWv9+P8fFxJJNJ5PN5HDx4EOlUEuvr68QP37dvH9rb20kgwWAw4MyZM1Aqlfj+97+PRCJBYE4uUC2TMYfeTCYDg8GA1tZWqhTOnj0Lv9+Phw8fIpfLYXNzk75ft9sNvZLN1b7xjW8w6nIyDbvTgWvXriEUCkFvYL73Fy9exObmFhZXlvH1r3+dENQcA7Y7nteXcHc8t4FOsSBArWGI329/+39hiSBnRzWHhW9tMZSlRqOBTKGimQSTwoni4cOHWFxcRC6Xw/6ePphMJpjNZqTTWbz//vuYm5tDIBBAXV0djhw5grNnz8LpsqOjsw12ux12O5OkLBQKEASBRAUA4ODBg+jq6kKuasvF0b/ci51TiiuVCrVOuXgBN84ZHByE2WyGXC7HxMQEiccdOXKEhOC4qBw/0bi8Kp+HtLa2wmazYXJyEslkEt3d3SSNw62u+eJXKBR48803USqVEAgEIAgClVRcnZFf9rmy440bN6DT6Ujp3WazkWwR19lSKpU0K+LATO7FODQ0BKPRSHbMKpUK9fX12NnZwfvvv4+rV69Cq9XiyJEjOHToEFnmGY1G4spzWVguE2QwGPDRRx/h7bffxqVLl7C2tkbSUQsLC3j06BHC4TAhdGUyBXQGPVlQtLcxnNbw8DDD2M0xY9eVlRX86Ec/gsvlQnd3NyGVOerjVz4H2SvEUhEgAgqFEv71b/0mjEYj/uIv/gIiUYWkdnQ6HeI7UbI6e/h4HB1dTCM2norBaDARdCEUClUtnhl8m1/uMhk2fOKQca6uXioVsbS0RPZgxWKRTCuXlpbQ29tL5U4+n6e61Ov1VnkSCqKjctzR0tISCTAfOnSIOlxcmcPhcMBisSAUCpGT09bWFsRiMY4cOYJkMonHjx8jHA7j9ddfR1dXFyYnJ3H//n0ilnE75lzmGd9BoVBgZGQEAKhMikQikEqlRGQymUwolUoolUrY3NxEnckEqVSK48eP48mTJwiFQmhsbCSk8czMDE6dOoWPPvoIp0+fRltbG/HwA4EAfR+tra3IZDLUGuempW1tbbh//z7ZDTx48IBsmRcWFtDW1kbmnF1dXQR0ZIasAvx+P51QnKrNHMeWYTabUUwnq3I/y5hbmCf2pEyqQDAcglwux+PHj1FXX0+/3+XlZSjkKvzV//F/Qle1t/6UHG41+Pzuudb3c70aIBdRiUQCiIDTp0+jv7+XITznGFJUp9NBLJUhHA6TpyDnWhw/fhytre3I5Qrw+ZZw/fpNLCwsEo6nubkZGo0W4XAYDx48wOjoKA3L7t+/j2AwiOnpaepgpFIpmjqXy2WMj4/jxo0b2NzcRDqdRjAYhMPhoEEVh4RwmiyfmZjNZiI+PXnyhIhjvb29yOcZb+LmzZtQq9UoFAqEzo3FYlhZWSHULPdqv3z5MnEfAgGmb3XhwgXCIf31X/81wuEwBgYGqIXO7dhkMhnBYwCQvQOnqQoC6xq2tbVhcHAQhUIBDocDSqUS3d3dMBgMcDgcKJfLqK+vRyAQgN/vJ7Uav59Ji1qtVjidTtjtduLhjI+Po6urCw0NDaS+qFKpYDQace7cOZRKJczOzkKr1aKzsxNzc3N4+PAhisUitdmlUik5SNXV1WFgYACtra04dOgQnO4GuBo82AoGkEwm4fP5ENtJwFRvJmS0qcpQXF5eRp3RDLFEhtb2NuhMz/gevBzlSfIikgN4AQnCSxeJRMRonnIJ/uzP/gwejwezs7PIV0+FQqEAu9MFnc6A9vZOFAolOJ1udHZ2E3q1t7cXL730Erq6urCzE8PExCRmZmYxMzNDwguxWAzT09NQq9U4efIk6VNx0hafkofDYVgsFqysrNCFva2tjUxDV1dXiTrLk5aLTiSTSYL2+/1+RCIRpNNp9Pf306KPRCLQ6/VQqzSIbEfhcrqh0+oxMz0L38IiGj1eDA0exONHY0jEk9jf04vTp87gydRTmOrMOP+1C9iJsk7X/v37idGoVqtJ0dBut8PpdMLhcOD8+fNoaWmB1+sl6wRugMl1ind2drC1tUVNglwuh+bmZhJI8Pl8RNMNh8NUGiWTSajVarJEm56exubmJiwWC6FqlUol+vr6YDQaaYBbV1dHbeiTJ09S+zsUCmFkZATXrl3D2toaiXTzrqZOp8Pi4iJu376Njz76iNipDocDpaKAfJEJ/TkcDvQODBBDtc5oRrkiwGAw4Lvf/S55Eu4G1PJB9ouK556DlIQyJGIJUFUNV6vVAICtjU3cvXsX//AP/8BmCtUuEoc6r6+vw2Kux+bWGrWA+/r60NbWho2NDdy6dQurq6uksmGz2QiezqVxenp6IJGwhzI/P49IJEKYHYVCgdHRUWSzWZw6dYoU0/V6PRQKBR48eIADBw6gubkF09PT8Hq9SCaTSCQSzMlKJEKxWIQgCHC5XDTw1Ov1NNDTaDSIVrkJPKFOnDhBmloulwsKhQJLS0tMkLm5GZFIhBTjV1dX0eT1YnFxETdu3IBGw/jeNpuNJu5cV2xoaAg/+MEPSNmDt1QrYBD1pqYmPH78mE4QThlWq9VE0eXzGi7jZLPZIBEz+Z+enh74fD7E43EYjUZiWHL5U55AUqmUfs9cjZ4r0Pf39+PJkye0OUYiEQCsyaDVaulrZ2ZmaJ3shENsPfg30d2zD2azmaSAkpkMpFIpg/6LJBgaGkIul8OJEyfwxm/+ZnUFP7+T7V7x3HeQYjEPcbU/LVfKAKYlAbvTga997WtUj1dEIhwYYH3xrc0gMukcZrcX0NbKFA7bWjsgkyqwvLSKxcVFmM1mjIyMoL+/n+i2CoUCqVQK7e3tWFpaxOTkBDweD7RaLcnFNDQ0YHt7G4lEAmazGX19fYw9Vy7DYrFgcnIS0WgUcrm86jO4QnI+XAPXZDJBEAQ0NjYik8mgp6cHt27dgtPpRG9vL9RqNQ0NQ6EQ+vr6YLVaSeSaIwb4Kcb5JNx+WqlUolKpkNwqV+fgvvB8kRqNRoTDYWxsbGB+fh4TExO4ePEiTCYTHj58CJ/Ph+4qXolD4wHQydHV1YVEIkHyq4uLi+RexXXLJGIRwWM2NzeRTCYBgEhVHNIeCjHjI+6DKAgCurq6iAM0Pj4OqVRKDNDf/d3fpU2Lcze43KvNZoNUKoVKpYLTZse9e/cIajM1NQWr1YpsoUDdNJVaC7VajWg0WlWALAEQM6yV/Nc8QZQKJYRKVdhaLEFJKKNUyEGpVMNQZ8S/+bf/Fi6XCz/72RUsLC1Cq2J1KNc52twMVH0gmMaWyWTC5uYmgsEgnA43KpUKlRTpdBqVSgVOpwOHDx+GSCSiSyFXLee2zoIgoLu7G16vl4553i3iEGnGP28mtyij0YhAIACfzweFQoGDBw8S6pernHALOYVCgc3NTcRiCfT29lfNfWIYHX1EYg06nQ73748ySMXduxgbG8PQ0BD0ej0ePnyMSGQHkxNjcDqdaGxsxNOnT/Hmm28CYDJFKysrqKurw3vvvQez2Yy2tjYSkTh+/DhMJhMejI7CYrGQ8DaXCbJarTCZTJTM4+PjOHHiBBnMiMVivPLKK/i//ttfE27M5/Mhk8kQu7JcLtOJxbtfIpGIBnNra2t06up0Opw4cQKDg4O4ffs2bUJjY2PUEueXdbfbDZlMxjj46Qx+67d+C/F4HHNzc4jFYtgIBHD48GGmjbWwCI+RoRUUChUEiNFbtZR4kfOOL4sXMAdh4tRloQiJWAaJWIKypIxcLgO5nFkVHzt2Al1d+/B3f/d3bPe7/xBHjx5lpjhCCXNzczS4mpiYgEQio0VWb7YyhW8wJp1arcLdu3ehUqlIuTAej0OpVJKTkdlsJvmYd999F7lcDl6vF/39/XC5XJiYmCAXW71ej3Q6TTzx8+fP4+rVq1hcXMSlS5foIssTz+fzoVQqYf/+/dSaTSQSJITH6225XE5T86tXr0IQhKpuVYZEHzgVlhPD+BSZyw+x1ie7oBeLRWSzWZr+c8/D/fuZMmMoFCL1Ei4MzRI4hsXFRczMzBA+ji/20dFRnDp1CtPT01heXkZ9fT1kMhmCwSByuRy6u7vh8XioacARD6+99hqKxSJu3rxJ3BWPx4MPPvgA0WiU3J9KpRISiQRx9bkQRblcpnJVKhJjaYmp+UulMmgNBjirumGXL72HhkYP8fHtTnbRb2xsRLlUeiFYq18Uzw81AQCw04OXV3KZHJABpWKZTgWpVIr/9J//I/7wD74Hd6MHaxvrCEcjcNsd2NjYgEajQ7nMlC9sNhs2NzcJosKHf8FgEIkEa8kWCgXMzs6ioaEBqVQK+/fvh8fjIZ9zfiktlUpoampCfT0TLuAc8YaGBnR1deFHP/oxDhw4ALFYjJs3b0Kr1SKVShH/m9fRDocDsRhTMo/H4+Sp7na7SUJHo9Ggt7cXABCPM8/Ejo4OJBIJWK1WNDY24uHDhyiXy2hpaYFOp8PUJBM7cziYHfY///M/49SpU+jvZ8IIkUgE+/ax2px7hpjNZoRCIbS1taFYLGJxcZHBM6r6UhxJyywmmBLMm2++SeXdxMQEvv3tb+Px48cYGxuj+Qu/l3D0cLlcxsWLF/H06VPMzc2hpaUFra2tEAQBExMT6OvrI3j6wYMHIZFIsLGxAYlEgra2NszOzpJFdiwWI5ctTjlQKBTQa7SQSqWYnJxCIMzuXeVyGelUFplcFjdv3sThw4fhamBqNj09PaQXjUIJKs3zG3XuFc+dINl8FiqFCgKACiqolAuQSlhmy2QymEwmFItlVERAIp7GG2+8UfXCZjttMsGg7pz3wSyFn9kaTE9Po3tfJ2KxGADA5/Ph5MmTKJVK2NragsViIQ/uWCyG5eVlBAIBACDLsN3edbwLxFvAZ86cITuDtrY21Ff77alUikopDonnNb5eryeA4aPH41Sv9/X1ob6+nkhJ8Xgc77//Pr7+9a8DAN2tAJB9W2dnJ0HSBwYGMDMzQw5M5XIZ3/zmNwn0x/FVy8vLWFtbYxYH1YVXqVTQ1tZGZC4+W3E6nVhbW4NarcapU6eQSCTg9/tJTrW9vR2NjY0QBAEjIyMkHieRSLC5uQkAxLjk0H++SN9//30kEgkcO3YMd+7cwY0bN9Da2opisQiDwYBjx47RAJYzMrlPO/+dF7J5ZPJ5qHVatOh1uH//Prq6uvBHf/wfcPny5SoyuoRVP9N0lkgkOH/+IlQa9fMu3V8qnjtBZDIpmFS2CEJFgFAuo1Ip0rg/k0pDq9VBJpNApVDg3LlzAIBbNz+CzWpHIhrF1mYIcpmSBKFFIhEOHz6MDz/8ELlcBqMPHiGTZUIPRqMRkUgEFosFJ0+ehFKpRDqdxtbWFmKxGHWfpFJGpOHmnclkEpFIBGfOnCE2YjAYRG9vL7V2OXc8GAyioaEBvb29OHfuHMbGxuByuQg6wv0U4/E4+vr6SH9KqVQimUxiamqKyoyOjo4qOLMBFy5cQC6Xw8jICE2Uy6Uyzp8/j3K5TGomXEGmo6MDTqcThUIBP//5z5FKpfCd73wH9+7dg1wuh06ng6hqYT01NUXqjmKxmJRaeOucS6VOTU1BrVZjdnaW8UT292B5eRmJRIJOH5/PB7PZTH4oXK4pmUxibW3tU/eTCxcu4Pr162hoaMB3vvMdXL9+nSgFxWIRDQ0NTAgwxVTYbTYboQEaGhowPT2DdDpNfunDw8N45euv4ZP7I8hkMkwls9qabmlpQUtLGzQ6NQqFUhUaZHzeJbxnPHeCSMVSlIQSBKECuVQOmVwCQIwKKigWS9DpdMjni1AoZMjlilCqZLj49a+hXBLwk5/8BDKRiBZRR2cbeXbncrmqGBp7mGWhDtFoFFarlaio9+/fJ3Yc15saGhoiz3FBELC+vg673Y4TJ06QgjgfGjY0NODWrVtUisTj8SopKAiXy0UngEqlQjQaxcmTJ+H1eskkk3Mrtra2iPRls9loCq/RaFAoFKpegttYXl6GxWIBALoM26wegt8rlUpmj1AVI8hms7hz5w4N7Zqbm0kk+tixYwiHw9Dp9ejs7CR1FalUiqamJrqDAAw2wnkigiBgcXGRBK0574ODIrVaLSmMTE9Pw+12w2q1ktGmWq0mHeP6+nrcu3cPWq0Wbrcbo6OjVE76fD4MDQ1haWmJBOCsViu6urqoXN3NOVlcXAQAWCwWjIyMYOT+CPr6+vDyyy9jeZUpZXLyWDKZhk6n+cqTA3gBCSKBDBKx7HMjRxEAhUxS5T/IaEEADPnrcFuw4veht2cAoZ0ItHU6RBNxSKvgwkw2RShNhtcpwqRnk+9IMAqlTIEmjxeJRBxOm50E46zmeqRSKRweYkqOTR6mILiyuITh4WFcv34dUqmUICHcxg0Abt++Db1ej1xOB61Wg0IhD59vAfv27UMoFMTY2OOqxVoF09NPcfr0aSwuLkKrUaKluRGFfAah4CbMJqavlcumYLWYCLi5vLSAmekpJgoX3MTSohKFfAaVioBsNgORCLDbbTh16iSDgld1g+/cuQNBKEMQymhocEOv12F2dgaVSgVmoxHBjQ2cOHoUc3Nz2NzcRH21G1epVCAWBKjlclTKZcw9fcrs1hoaEIvFcOLoUThddlaK5jJoamRgSEEQmFOv045KuYjV5UVEwkE0e5ml3a0b12CxWPDy6ZNYWmSWZ1qVGiuLS9jZjiCbSsNkMCISCsPtcEIukWItuwahWMLSgg8WkxkKqQzJGNsU2ltaEA6HgXIZ5UIBcpUSPfs6USxk8ejhfZgt9QgFGQ4tnYlCpRQhn0tCoVQCeHG4qy+Kr7aJvCt2IyzFYjHJT3IfCc5B4JBnjgzlggI2m63aFt6ETqcjNh/nTHDvDYlEAq1Wi2g0imw2C7eb8U7m5+fx/vvvE8QlEokgn8/j0KFDsNvtANhFXCRinGsO4fZ6vdBqtfjmN7+JcrmMXC6HAwcO4Pz582QtJpPJkEqlcPPmTfI2tNlsSCaTNG/g7kiVSgWRSAS/8zu/g97eXohEIqjVakIDcNBdKBTC7du3cfnyZXR3dwMA7HY7rl27BnVVgI+DLD0eDyGYOafFZDIhn88TWmA3H5wDLPnAlttBc6V7jUYDq9WK4eFh8ggxm810YnLdYy7R88orr2BoaAhtbW1obW3F0aNHodfrIQgChoeHSXHfbDaTtFKhUEBLSwtCoRA8Hg/OnDkDt9uN5eVlstkul8tYWFggrWXW4ndCKpNBoVQiVGVffpXxQuDuv0zwBOEYGZfLhYsXL+LP/rf/HfX19WhocEEsFmM7GGJHqa2elPPYjEJfbfOyxcRJOp2dHXC5XETo/+STT4js4/F4GH6nro5YbBqNBouLi3TPefjwIYLBIKGFuYIj9//gQ7VkMglBEMggs7u7G4VCgXSf6urqaFHevXsXR48exbe+9S224966hadPn2JoaAiCIODKlSvE0eaefVznivPpzWYzHA4HWQHwWUo4HMbw8DAJPETD24Qw4F0/Dr/g7sFyuRzRaJSGfPxjnMBlNpsJ28Uv/PwSz0X21Go1KpUK5HI5mpubsba2hlQqBU2zhp53R0cHQqEQ/H4/kskkDh06hAcPHqCvrw9TU1Ooq6ujzevJkycwmUw4c+YMpqenScDO6/ViJxEn/kjfQD/RmzlCIpvJQKVWw2qzfeXr9itPEA4Y++z/AWBgYAB//Md/jK2tLUSjbPqt0mqAskCt3KPHhhHY3EIiEUOhzMTANjc3kcsbMTAwAFdVaypeBQrqjEZIJBI24RUEFAUBnqYmxJJJGt41eL0Ibm/Dt7yM9Y0NNoM5MEjGlX6/H9lcHhWI0N7RCbVajf/7//l/SQo0EAyhv78fDocDzS2tECrs5woEAqzDlctDo9UhXyhiZXUNL508Bb/fD6vNDk+jF7l8AfMLPshWVqFSa5BIplAoliCRyhAKbyORTAEAFEoVUptb2AoE4W7woNHbhL5+JsXjbWpGvcUKr7cJH3zwAeRyOWLJJPr6+qDVanH37l0mRreyAkV1U3G43WjweoklWCiVUF9nZor7k0/g9niRzacYlVayCoVKwzQCSgJm532oq6tjp2pzK7r27Uc8Hsfbb/9TVTdrmP3OymVY7HbYnE7kSyUUkkn0mEwoA5jz+UieKJZMIpFO48KFi0il0kgmUyiVylCo1djf2IhUKoXllRU0erwIh8OYmnwCtU6LeDwBlVqDiiBAJP7qC6CvPEHEX/BD8FNEq9Xi4sWLkMmkEImA6elpXLp0CZOTk5DJJQSU4yof9fX1bCi2FcDc3ByGh4eJHdfV1YW5uTkqoXjXav/+/bBYLGhuboZSqUSxWITNZoNGo0Emk4HVaoXf7ycnKz585OXe/DyT9B8eHkZdXR3tkDs7OwRwbG9vh1arxZ07d5BOp5HL5cgLPB6Pw+PxwGAwIJ1Okxj41NQUbDYbTp48Sf4WfLDG3Wmz2SxZFmxsbKC7u5v82NfX19HY2IhEIoHt7W04nU5oNBqsr6+TzwhXkgkEAsQLqVQqSCQS0Gq1ZOnG5T85NZl/L5lMBrOzs5BKpbDb7Th9+jRxLwKBAG7duoXz58/jyZMnePDgARwOB5qamjAzM4NcLgen0wm9Xo93330XNpsNuVwOxSKjJ/T09FB3zGw2o6OjA7FkAoVCgVr6er0e7733HqNAFwvEma9Un6Hk/w8JAnweeszrbIlEAoVSCkEARBJgX083sySYn8fKyhLCVXdYiUSCUrFIvGqpQo5yqoKiUCaBNbfbTRNgLhjAFVg4nXRpaQkqlQr5fB6dnZ1IJBKIRKPssms2IxAIIBqNYnV1FVqtFocPH0apVMK9e/fQ2dmJ2dlZJBIJwm3p9XpIpVIsLi7Sa/gvng82OQSc+6hzL3LOz+f2Yj6fj7zb7XY7tFotQqEQLly4gE8++QQikQjb29t48uQJBgYGMDc3B5fLBVnVJGdubo6aGpVKBU1NTZienkZvby8qlQpWV1eh0WiQz+eZpXTVkOb111/H6uoqnE4nIQw4xCWZTMLr9aK1tZVkYTc2NgiH5vf78bOf/Qz79+/H1tYWxsbGcOzYMTQ2NtJ9QRAEqFQqNDU1kT0ETwKFQoHZhXnacLgcUzqdxlYgQKWts8ENj8eDaJR5gWTzOahV/x+Zg/wysVudkf+dE+srAlAqCZBLxICIXUQtFguOHj2MTCaD//pf/ksVc2UmMxq5XI6ZWTbdPX78+KeciTgsnsMagsEggsEgwuHwpxRCOFS8paWF4CR8d7TZbIjH4wgEAnjjjTdw+fJlmqgfPHgQqVSKINjBYJDU2nm711atjTnsntN8eYLv378fZrMZi4uLJPvPraS5sAFHEj958oT0vLiX+szMDFpbWzE/P49CPg+v14vt7W3YbDaavzidTuzfv5/a0VwVpbW1lam6T0+Tv8ra2hoxEB0OB6mJMJvudjgcDuj1epIN4qBRi8WC1dU1kjTt7OxENBrF3NwcAGYAe+TIEZjNZhKq2NzcRGtrKy5duoSmpibMzs6SAovP52PGSl4vylV1+cPDR6FQKJDJZBCLxaDWaig5YvEYjIb6r3Tt/sou6cAz6dLdCSMSAVLps6OyImL2yQDzRjwyPIynU1OoVCrI5nNIxhPo7+9HvYX5hDydZiWAxWJhO/HiMkRiKebmfVCr1YgnUmhr74Rao4NOx5xac/kCVtfWIZUpsL4VgErLSEvJTBZRH5t2F8oC0rk8rvz8KhzuBmxsbKAsVJDMZOHf2KzaMHgQjSfgcDegUqmgVAGSmSxMVU6+VCqD1eGEz+fD6OMxOBwO7CSSxMhTKpW4ev0GBgYGUIYILe0dtAnkcjlY7A6MTU4R6DAUCcO3vEL1fmNjIz784OdIZ3IQKiKoNTo0t7RBb6hDeDuKwcFBZLJ5aLVaOBwOfPDBB/A2taBYEtDobUaxWMTdex9jdnYWVquVdfsWfDh9+jTC2xH09vWjo6MD9fX1RAarM5lhsViYwabBiPMXeiCRSOD1euH1evFXf/VX0Ol06OrqgkgsRSQaw927d+F0OhHdiUOoiKA31MFktqBUruBQ3wHaLJQKNURiKXZ24shm87A5XYhGY+RdqFSpENtJAGCaYkaD6Stfs8+vi/Wc8aV21bu+q59dvoxL//JTYgqq1WrE4zvQajTYCjBHJC7GnMlk4Ha7sbKyQnpPvIbmNl7r6+uQSCRwuVx4ND4GpVJJpwq/I9Cku1yGSqUidmE2m4VCoYDD4YDdbscnn3wCmUxGNTsAsqIuFotkeAqAumCceqzT6chCW6NhF+JisYh8Pk8/ZzgcRjqdhtFohFQqRSQSgdFoRHNzM2P8PXoMpVJJbEFuO10ul6FUKsmagpc1Op0Ob775JlpaWnD9+nVMTo7T98Mt8nizgt/vuP/G8vIyxsfHkUgwEQpGI6iQnq/f76eBZVdXF/r7+0kra2Njg6ziuJqi3+9HT/c+5IsFugMS4Ukiprun0+nEmt8PmUyG3/u938Px48dRrjBOi1yq+MrWJvBrlCA8RF/yyXQ6AY1Kje0qlD2fz1aHemyOEo1GyTJAr9cjFAqRbE6lUiH8FLdx5s5KYhmbCXBxNc4YFIlEEIvF5AjLu2rcGkCnYycSh4dw2m6pVCJN3UKhwATwdtFAC4UCMes46YhDQ/idiZcj3IGKNxb4CcgXzs7ODlBmfoe8fVsoFGA0GlEqlaBQKEgZn78fADQ0NECn02F5eRkSiYj8U/gGwb+XTCaDeDxOIhU7OzsIh8PEZmTuvwwaw8UwOP5NIpFAJpOhsbGRWs+cYKXX64m9aTQaP8UnF4vFEEkl1O5Wq9Wot1horuVtagIAlMolSCVSiL7iUd6vXYIAn06SWHQHxro6QMRww4VMFnKFAuUS06WSyL/ksiYIzILrF0jAlMqfV9/jUqtf1IHbK/gvmr+Ol5SfDe4W/GWcab6L8nJ0twX37kgkEtBrtIBYzBxdv+RnzVftraVVv8lK9f3L5TKkChl7ViIR+08Q2PuBKaWXSiXmL6hWo1L9MznIShisaNcD+JyrU6VUIq3cL/uavaJYeqbWzteKUD09ZFLZ5yuPFxy/lgkCfP4kEYRnpYdcrgAgoFIqoVACdUqy2SxUajUK+Tzkil1Hb6VCNFN+MgDsdVL556EK/JHwyzL/8+7XVqrvyfng/KTiOzH/Gj542/0e/HO8u8c/z3fNzwa/sHPO9W6FQjHYe/LP8+Tjp2CpVKpCMoBCPv/s++OLVCQgX4W785JSJpMBItHnZg27/16usgoLeXZSSWUyoMoc5Hq+Ep4Y1We123G2WCigVCpBVf3eUH0O/JmVy2WUKwINakUSBqTk2mlisZg99684Rf6nJwh3sv6ivVqEZ7upVCKiBc46YHwHfrbAi4UCZHL5M9n7L9rRPjtg+szz3b2Ynzd+kbLGF7W/P/v1PLG/SOupXK7qAXz+jdnPXakwfdrqa9NVxZdPEY1EDIEtFosBkQilquWcSCxmH+eLetez5B+vCAJEoi/v8/BnXajeLVQq1bNnz5PmsxsCJe6uZ4BKde4hgVARIBaJIQDI5XPQKL5aPsivDIv1i0IAJ199Oqj8EYkgkUrpFyaq/kIBkBcdlwMtlUqoVC/ERS4R+iXx2f3hsy3pYrFI9xLOXeeXyb32Fr4b7lbG3/3nL/v77o+Vy2UiZn32vbmSB8AWIsB2df663T8PwBa1UqmETC5HRRBQyOfZov+CZ7D7tQJ/r13PhH+PIjHjhRfyeeRzuc95AvJkkCsUUGs0n0oOiETsd7nrRBUEARVBQGVXXcH9XvhGUBIEWicvQnv3F8WvzQnC47MZK0LVEF4MKp3YSSGt7mDyZ6fCF5wYn9sFgU9/zXMeFHwx8sT67Amw+x7Cv3b33/mF9xcFLy34BZr/m6iwxJBIpV94gvLElkqln1qglUqluskI9Pov/Herz3b31+SyWShVKvYxyadpr0I1qcViMaQy2adP7GqTgoNT+Un1mR8UAp5d2gVUIJU8+95KFeHZ5wQBSulXi+b9lc5B/keCP+zdUS6XIQP7hZeLu3bYallBl2CxmJJDqJZnvyx+h58aUqmUToMv2sn5cHF3p4qXSrvvLADojsBDIpF84SnCX8N/9t13i899TiT+1ILh38Puf/OztT9PloogQCT5dDNCqCYtR1fz0i6fz0NdTRBF9X4nqt5TePDnLd/1zHe/d7lcZp20XSe/pPo+z0orEcS7Nhn+6kKRMUMlUhkgYuzVLywvX3D8Tz9BalGLX+f4tbmD1KIWv45RS5Ba1GKPqCVILWqxR9QSpBa12CNqCVKLWuwRtQSpRS32iFqC1KIWe0QtQWpRiz2iliC1qMUeUUuQWtRij6glSC1qsUfUEqQWtdgjaglSi1rsEbUEqUUt9ohagtSiFntELUFqUYs9opYgtajFHlFLkFrUYo+oJUgtarFH1BKkFrXYI2oJUota7BG1BKlFLfaIWoLUohZ7RC1BalGLPaKWILWoxR5RS5Ba1GKPqCVILWqxR9QSpBa12CNqCVKLWuwRtQSpRS32iFqC1KIWe0QtQWpRiz2iliC1qMUeUUuQWtRij6glSC1qsUfUEqQWtdgjaglSi1rsEbUEqUUt9ohagtSiFnvEfwfbKXut2JwwjgAAAABJRU5ErkJggg=="
[ "mineral", "rock" ]
null
1
math
grade-2
skip-counting-stories
false
true
Each pond has 2 ducks. How many ducks are in 3 ponds?
"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"
[ "10", "14", "8", "6" ]
null
3
math
kindergarten
equal-sides
true
false
Which shape has 5 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHJUlEQVR4nO2dv28TSRTHv87amxADd3YUToZEwiI5UApaWiqKiJa/MEqTdAilQBR0kSijNBwWQkjWJdH5OOL8MrHZK0wQnDjAu/PevJn9fjoIJqOdj9+zvzs7U8myLNv7AHROgP4IGGYgpDDVCnAlAZZngd9SoLI3yLIXh76HRWLm3lWg+upk/IdWCtyujy0kpCj9EfDyGPjzA/DHCTB1OBz/gJIRl1xJxk4BwNEImBp98QNCXHLh1HkGTPkdCikLFI2oQNGIChS...
0
math
grade-7
bases-of-three-dimensional-figures
false
true
Look at this figure: What is the shape of its base?
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"
[ "circle", "decagon", "square", "rectangle" ]
null
0
math
grade-2
match-digital-clocks-and-times
true
false
Which clock shows five forty-five?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAADICAYAAAC6ej5XAAAOhklEQVR4nO3db3AU52HH8e9JQmB0QKCAjiamAQnjDLHvVDvNjCXFSWYSadImkwQ8bmiCyIxhMhJNAsSiM7XwGPqiUiZ4prXkGmc8Bv9LXcELPGnv6DhNQGoc3BTJIXExd05CXHwCY4y0J5BAXF/Idz6dCtze7Z/T7e/zhtPo9nmeQ/vb59lnn93zJZPJZHwcoqMwMgFXk4iUvAofzCuHVXOhuhJ88bFk8tiw280Scc8n50PFqdHJH5ZVwuqqyZSIlLqRCTiZgLf...
2
math
calculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 6,4)?
"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"
[ "no", "yes" ]
null
0
math
pre-k
count-pictures-up-to-10
false
true
How many lions are there?
"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"
[ "10", "1", "9", "2" ]
null
2
math
grade-5
range-find-the-missing-number
false
true
Cody has the following data: If the range is 9, which number could z be?
"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"
[ "41", "30" ]
null
0
science
grade-3
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEYCAYAAADPtGNgAACLdElEQVR4nOy9ebxtWVXf+53NWms3p7ldVQGFDSVQNJJCGhE7RCRGUTSimDxs4IMflWhCSNSnT/LB9wkv+szD5+eZSF7gSUCUGE2iqNjFj4otUELRC0X1BdXXvfd0++y91pzj/THmXGvtffa591bVPdQtskd9bu199urmWmuOOcb4jc6876zI1WNYd6xoRSt6ELQd4BO7cMcMjnv4ymP6u10x1opW9NBo3cHVY/2+E7rf7YqxVrSih06Zj2rpfrMPz1BWtKLPfVo...
0
math
kindergarten
flat-and-solid-shapes
true
false
Which shape is solid?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAALBElEQVR4nO3dXYxcZR3H8d9zzszsS3e7u91t6UJhEdpqtVAtkqZGCqFoFIOREK8E4o3RxKCJEK+MiZroDUYiXEh8CSkkkkAiFkUjVgWVlxpAiIi0JdBtZbbdne7sS2d358w5jxenu+24tmzLnvmPne/nZmbOvDz/bfrNmZkzu+O8936kKh2oSFOxVPMCkJGck7pDaUOndEFBciNz3u+dtB4LaD3bVkq5/ZX0wmBBeu+KtE4A2ZiKpdePS8WqtK8iBZO19AriA7L...
0