subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
choices_pic
listlengths
2
4
answer_idx
int64
0
3
math
pre-k
count-pictures-up-to-5
false
true
How many sheep are there?
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"
[ "4", "2", "1", "3" ]
null
3
math
grade-7
apply-multiplication-and-division-rules
false
true
The number line shows an unknown number, r. Is – 4r positive or negative?
"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"
[ "negative", "positive" ]
null
1
science
grade-7
identify-rocks-and-minerals
false
true
Chalk has the following properties: not made by organisms no fixed crystal structure naturally occurring not a pure substance solid white Is chalk a mineral or a rock?
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"
[ "rock", "mineral" ]
null
0
math
algebra-1
identify-linear-and-exponential-functions-from-tables
false
true
Is this function linear or exponential?
"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"
[ "exponential", "linear" ]
null
0
math
grade-8
identify-alternate-interior-and-alternate-exterior-angles
false
true
\line{JL} and \line{MO} are parallel lines. Which angles are alternate interior angles?
"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"
[ "\\angle{MNK} and \\angle{MNP}", "\\angle{MNK} and \\angle{ONK}", "\\angle{MNK} and \\angle{LKI}", "\\angle{MNK} and \\angle{LKN}" ]
null
3
math
grade-2
match-addition-sentences-and-models-sums-to-10
true
false
Which shows 7+3=10?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAgwAAABKCAYAAADXGAxXAAAOc0lEQVR4nO3dTYwb533H8d/zzHCG70uJsixpDUVwLDmOI1mO0jpxigIFWqUO4pORAi0KH5MekgAq2t56KVAUaYv0ErRBb+2h6MstTp0ivQRFiwRK1CCxgmQlQVCVePW60nL5Ppx5nh5maS1XFIdDzkMOR78PsFhJ3J3hdzWL+ZMzHAqttb7tAdc6QDMAfA0iIiJ6ytkCqFjAySLwrAOI232tL+4s+24RERFRWr1WBeyrnfAvRx3gxVI4TRAREdHTrRkAG23glgd...
1
math
grade-1
comparing-review
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAABeCAYAAADhenCDAAAEUElEQVR4nO2dwU8bRxSHf2MDs4CDjVo1zQVxMfEhUXIwwvceKgVVoJ76L+YShVREyYG7CT4g5WJwD20upWoVbLDNLmU1PWxWchyvKeHNLjvvfReEjd7Obz7Panc1zyhjjDm5BH4bAuchcGUgOMSMAu4VgeoCcH8OUCeBMe/Osh6WkAYbS8BMZxj98mAOeLgYfRoEdzgPgaMB8OclcDwECmdX0Rsi203uFSO3ANAPgUI48obgJrHbfw1QyHYoQtqIcGaIcGaIcGa...
1
math
grade-3
identify-two-dimensional-shapes
false
true
What shape is this?
"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"
[ "hexagon", "triangle" ]
null
1
math
kindergarten
ordinal-numbers-up-to-tenth
false
true
The first picture is a tractor. Which picture is eighth? first
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"
[ "sun", "barn", "tractor" ]
null
2
science
grade-2
predict-heat-flow
true
false
Two solid blocks are at different temperatures. The blocks are touching. Which picture shows how heat will move?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAWz0lEQVR4nO3deXAc5Z3G8W/PaEYzkuVT2Abb2OawjbGxAXPfxCFczkE4ktSSZHNWskWlKtlk2bCpZEOS3RA2VUk2m93NwSYQAoRw2ZzB4b7M4QvjE3xiS7Yky5JGc0/vH78ZjXUAMhp1t6TnU6WSpjXT80rdevrtX7+v2nFd123IwJZOaM9DzkVEpCKqHKgLw7E1MCkKTkPadVe0+d0sERnuThsNVZs77cHhUZhda2kkIlIJ7XnYmIA9GdjUCaG2nH1DYSMilVY...
1
math
algebra-1
domain-and-range-of-absolute-value-functions-graphs
false
true
What is the domain of this function?
"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"
[ "all real numbers", "$\\{x \\mid x \\geq 2\\}$", "$\\{x \\mid x \\geq 0\\}$", "$\\{x \\mid x<0\\}$" ]
null
0
math
grade-4
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "no", "yes" ]
null
0
math
pre-k
count-corners
true
false
Which shape has 5 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGeUlEQVR4nO3dPWxVdRjH8d/tLW2KFAPBUmiYFHCRxFQkYnxJjEgDoUQHBjZH4sIkRFEGAksnNCEali4wkCgLDoSE0AKBEiACArVAsEHeqry05eJte3scrrVASuk553+e83K/n63c9twzfNOmD0/PP+d5nnd7SLpSkAZK0ognILTqnFSflxZOl+bWSLnbRc/r6o/7tpBly2ZK1T2F8gfzaqTFL5UrBMIaKEndj6RbQ9LvBamqf6T8ApHBpfp8uSlJGixJVaUnXgB...
2
math
kindergarten
square-corners
true
false
Which shape has 4 square corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAF40lEQVR4nO3dy24URxiG4XdsMDInS7GVg1fJImTFLsJXkXsIXENYsWZFrgFyDclVYGXHCogEK8dRcKRgbAsHq7OYVDj8NvZM1+Gvqu/dzIxGrSlpHnVrpruqJ8MwDNuH8Ns+7B7BmwGlRnduAlcW4euL8NkSTLZfD8Pmy9LDUi23cRXOPd2fvvhiCb65NFWo1Nh2j+DxHvx+CE/2YeHlm+kbQqZidmVxagrg1REsHL3zhlIxC6b+GWCh7FBULwmaypKgqSwJmsq...
0
math
kindergarten
ordinal-numbers-up-to-tenth
false
true
The first picture is a turtle. Which picture is sixth? first
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"
[ "turtle", "sub", "fish" ]
null
1
math
algebra-1
identify-functions-vertical-line-test
true
false
Which of these relations is a function?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAATIAAAE3CAYAAAApC812AAAj3klEQVR4nO3deXRU9aEH8O/sS7aBAEnAgCiSqQYJi5LIouKrEDUsFq3W6hOP2mOtnmqp1eMRtLjVR4s7j6f1oT6ffS4QoMpSRBFsgiYyYMSw2BAiWSDLZJt95r4/bjIzYYkE5s6de+f7OYeTzJC588vkznd+v9/9LRpBEIRGH3DQBXQGgYAAIqKEptcAaTrgAiuQZQQ0jV5B+LJD7mIREZ2ZKemA/oBLvJFjBPJSxJQjIkpknUFgXzfQ4AP2uwBtR0D8D4YYESl...
1
math
pre-k
cubes
true
false
Which shape is a cube?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAPB0lEQVR4nO2dS4wcx3mAv+qex87sLFd8LSmTIkVRjzC0xDiB4QgIfCByCGIkOeR1yDEXBQmCwJAvMmL4ouQQODJyin1IAAMJghxycCLHji0mlh+yZMuWGMd8y+FqZZHUvh+zs7vTXT50V/fOY3d7Znqmp7v/78LdmdneX9DHYtVf9f+ltNb63jbcrsOaA02NIIwdBQVTNjxRhRMlUPe2tH5jNemwBCE6HzsEhVt175uHS/DUpGe1IIwbaw7c2ID3t+FmHazVpve...
1
math
algebra-2
describe-linear-and-exponential-growth-and-decay
false
true
How does g(t) change over the interval from t=4 to t=7?
"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"
[ "g(t) increases by 2", "g(t) increases by 100%", "g(t) increases by 300%", "g(t) increases by 3" ]
null
3
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
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAkT0lEQVR4nO3d53Nb570n8O9BryRFsYFNJEVLsnq1FFtWEiuusVxjO3acZO9M7r68O3Nn3+6dfbv7H+z4TmY3TpnETnFZW67RjdUsiZJIFYomxd4rSHTglPviEKBAQhQogeccAN/PTIYRDICP9Dz88nfO+Z0HAgAFREQAFEXBeBzoCQMBCRCZDkSUIxYB8JqBh1xAtQ0QwAKEiBaNxxRcWNB7FERU6A6XABa9B0FExtEdVr/6bMBWt3q0QkSUCwEJ6AoBY3HguzB...
0
science
grade-3
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "5°C", "30°C", "15°C" ]
null
2
math
pre-k
represent-numbers-up-to-10
true
false
Which group has 7 hearts?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAMqklEQVR4nO3dQUyUdxrH8R86baEM7cYxS4VJOBDh0ESStmntDb1SPdmLJl7xSmIvPWjW9FaSXjXxREKTppxo9QjeahovNOlh6HKgASvZxZiCol3M7GEcY4vU4eV9f+8Lz/dz2VrL+3+e2cmXdpzhbavX6/V7f0j/fiStPZU26wKAVJTapK6D0tE3pe7XpbZ7T+r1H3/PeywA+91Hb0mlXx41fnHkdWmws1EjAEjD2lOp9lD67Q9p/pF04PfNxm8QGwBp6zrYaIs...
0
math
grade-8
identify-reflections-rotations-and-translations
false
true
Look at this shape: Which image shows a reflection?
"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"
[ "B", "C", "A" ]
null
2
math
grade-1
identify-faces-of-three-dimensional-shapes
false
true
Does this shape have a square as a face?
"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"
[ "yes", "no" ]
null
0
math
calculus
find-inverse-functions-and-relations
false
true
The graph below shows a function. Is its inverse also a function?
"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"
[ "yes", "no" ]
null
0
math
pre-k
compare-size-weight-and-capacity
true
false
Which tower is shorter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAG0AAAB8CAYAAABjcj5oAAAL1UlEQVR4nO2dTWwc5RmAn5nZP6+9G2ftOA7xiqaIInCklqoIxUWqqqKSHFBPbY8VTTlSUdEziNwqEaC0lxaBRG9JTi0HgjhFRXaLgqoiLy24CZCNE2N7/3/nv4f1rHc3u+vd9e7sjD3Pxev5Zr/5vM9+M++8885YME3T3FDgf2Uo6KCZeDgMnwARCR4Mw/EACBuyaX6UH/ewPHrl8Sj41sq1X04E4KHJmlEPZ1HQ4bMS3FXg8zKIea3W4AlzLhGp5gegqIOoNzR...
0
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
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAnwklEQVR4nO3dd2BV9f3/8ecduVkQQhIIIxBA9lSQ4cJtcWBR0dpq22+1tlpr3dVaR1vBOtpqW1eX+mvV1j1ABXEhG2SasHdCBtkJWTf33vP74yQXQgIkkpxzbvJ6/EHg3PVJPodX3vec9/lcF2AgIgIYhkGeH7ZXQUUQAkoHEWkjXhd09cCQOEj1gQsVICJSL6/WYGW53aMQkY5ucgJ47R6EiDjHtirza28fDIs3362IiLSFiiBsqYRcP2ytArfdAxIR5ygPmF9...
0
math
grade-8
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
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"
[ "The slope of Function A is less than the slope of Function B.", "The slope of Function A is greater than the slope of Function B." ]
null
1
math
algebra-2
find-inverse-functions-and-relations
false
true
The graph below shows a function. Is its inverse also a function?
"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"
[ "yes", "no" ]
null
0
math
kindergarten
subtraction-sentences-up-to-5-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "4 − 4 = 0", "5 − 3 = 2", "5 − 5 = 0", "5 − 4 = 1" ]
null
3
math
grade-8
identify-linear-and-nonlinear-functions-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"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"
[ "nonlinear", "linear" ]
null
0
science
grade-5
evaluate-natural-energy-sources
true
false
Below are three examples of using energy from natural resources. Select the use of energy that did not add to air pollution. Hint: Burning a material such as wood, oil, or coal releases chemicals that add to air pollution. A solar heater on the roof of a house warmed water that was used for bathing and cleaning. Wood burned in a fireplace, heating a house. The engine on a container ship burned fuel made from petroleum oil.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAADOCAYAAAB4pWlzAAEAAElEQVR4nOz96a8sWZbdif32OcfMfLjTm2PKyMihMmsuNqvIAodusptNSP1BAgQJAgR91/+jf0FoCdCHbjVEsYUWCIlszkMVax6ycoyM8c138MHMztlbH84xd/P77nsvMuIVikXaSrzw6+5m5uZmlvBla++1tvzbc7PvLuHYM2HChAkTJkyYMGHCnwsuE/zpCuQimk3Ec8KECRMmTJgwYcKfNy4TiJnZX/SOTJgwYcKECRMmTPhPA2H8RJy8eumX0NTXrPWF8To...
2
math
kindergarten
subtraction-sentences-up-to-10-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "5 − 3 = 2", "4 − 3 = 1", "4 − 4 = 0", "4 − 2 = 2" ]
null
1
math
pre-k
more
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAABeCAYAAACEstXVAAAFfElEQVR4nO3dzW5UZRzH8f+UlwUCbowvF6BeAguvwavwagioLHBjYEOISxJlAQUiJgIBNkQJJIhWE0McI4ZkCpNQKMfFkUBLmc6cOf9znpbPJ2mgHXrmfDOLHyVPy6Cqqmq4EvHrOGJ5NeJpFQBAQzsHEft2RHy4J+K93RGD4eOquj7q+7YAYPs5sD9i591x/c4HuyM+fqteYQCgmeXViDuPIv5aifhlHLEwelo/YGQBYH77dtSbGhHxcDViYfWlBwCA+T3f1Cd...
0
math
grade-2
compare-clocks
false
true
The clocks show when some friends took out the trash Wednesday evening: Who took out the trash earliest?
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"
[ "Dan", "Justin", "Marvin" ]
null
1
math
algebra-2
match-exponential-functions-and-graphs
true
false
Which graph matches this equation? \[ y=-4\left(\frac{1}{2}\right)^{x}+4 \]
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVUAAAE1CAYAAABX+HN0AAAhoklEQVR4nO3dfXQTdb4/8PckTdOntAGatoC0FJBWHluq0KpLLXtRULh3wfWucnQFlD2g7N17ruwe4R5u/WNXcQ9yj15/ig+IrO7iA3I4FMXyIC64tLCUBp+2BcHCAk0foGkLJUmbzO+PkKTpA/RhJjOTvF/ncEjSmfl+0kzenafvdwRRFEWbC/ihDWh1Ax0iiIioj6IEwKQHbo0DUqMBweYUxaMtSpdFRKR9MxKBqFNt3ifDo4GseG/iEhFR37S6geqrQK0LONk...
0
science
grade-3
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "45°C", "10°C", "20°C" ]
null
1
math
grade-8
identify-trapezoids
false
true
Is this polygon a trapezoid?
"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"
[ "no", "yes" ]
null
0
math
grade-7
similar-and-congruent-figures
false
true
Are these shapes congruent?
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"
[ "no", "yes" ]
null
0
math
precalculus
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
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEYCAYAAADPtGNgAADm+ElEQVR4nOz9V5MkWZqeCT7nKFc1TtycBs9IVllV3VXVqJ5uoGfQQ0QgMyO70jLYld1/sTd7sX9n7mZvRiCYAdCLBgeaFKoqWWVmRGSEh3N346acnbMX6hEZmZWZzSob2dX+ipiomRpTUzuvfud85P3En621fj2AtsENbnCDvwLCGj6J4byAvgm/22v2yxti3eAGfz20DXg9aO5H9Wf75Q2xbnCDvz5e8KjUn+2T/2UO5QY3+PXHDblucINvCDfkusENviHckOs...
2
science
grade-7
use-scientific-names-to-classify-organisms
true
true
This organism is a yellow-footed gull. Its scientific name is Larus livens. Select the organism in the same genus as the yellow-footed gull.
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"
null
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0
engineer
grade-6
identify-control-and-experimental-groups
false
true
In this experiment, which were part of an experimental group? The passage below describes an experiment. Jill was using steel to make rusted sculptures. After building each sculpture, she caused it to rust by placing it in salt water for eight hours. Jill wondered if steel would rust faster if she added vinegar to the salt water. Jill cut ten squares of steel sheet metal. She put five of the squares into a tub filled with salt water. She put the other five squares into a tub filled with salt water mixed with vinegar. Once an hour for eight hours, Jill counted how many steel squares in each group had rust on them.
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"
[ "the steel squares soaked in salt water and vinegar", "the steel squares soaked in salt water" ]
null
0
math
grade-5
points-lines-line-segments-rays-and-angles
false
true
What is this?
"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"
[ "a line", "a ray", "an angle", "a line segment" ]
null
2
math
grade-6
changes-in-mean-median-mode-and-range
false
true
Look at this set of 8 numbers: How would the mode change if the number 7 replaced one of the 9's in the set?
"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"
[ "increase", "no change", "decrease" ]
null
2
math
pre-k
fewer-and-more-compare-by-matching
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAASYAAACGCAYAAABwryeAAAAI10lEQVR4nO3d72+VZx3H8c/pz422dKQT6CgpWGCAgWXBrGodG7DFR3uCMcsSE6PbsiwOxSdq4h/gok/8ER1LFo2JiduyGbOZmBhAwDEVEX/wgBaKS8fQUwHL+su1trt9cHlGgQIt3Nf3+t4971dy0jaF63vdnwOf+/ScO6elLMuy8qTUPy6NTEtTmQDAVF1JaqmV1i6SljVIpfJElh0ZTr0tAAi6F0t1p8bDF+0N0t1NobUAwNLItNQ3Jv1zUjo5LtUMT4VvUEo...
1
math
pre-k
triangles
true
false
Which shape is a triangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIUAAACVCAYAAAB2DDmnAAACS0lEQVR4nO3VPY4cZRRA0dc9P4F/sCMQCwAvAEtehNfLJixYgLFzhgxm7JE8TKsISpaQbuageuw+J6rSF7wnfVdVu2VZlqu7mfe3MzeHmftlODHnu5mnZzM/PZr54XJmd/VpWd5cH3stHopX382cv7tdX368nHnxeC2G03JzmHn7cebPu5k/bmf21/frgSBO19Oz9f5nZj4cZvaH/x1wuj7f/7/LzP64q/AQiYIQBSEKQhSEKAhREKIgREGcbznst79/3XLcN+P...
2
math
grade-1
compare-objects-length-and-height
true
false
Which streetlamp is the tallest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAGgAAADYCAYAAAAH1qbUAAATb0lEQVR4nO2de3RdVZ2Av/O47/e9SdP0nTZp2tIXlbbQ8rAFHzBURRxEfCAO4wJndMbR0VlL1/gAcTmjArPUxVhHFESK0lGR4VEoFaTvB7aFljZN0jZJmzRpkuZ1n+ec+eMmacLNTdI06d33ur+1WOSes889e9+vv7332fucsxXLsqzGBBzrgU4DUhaSHKIr4NOgwg0ldlAa45a1qyPX2ZIMxUo/6FU96Q+ldqj0pO1JckenAUe64XQCjvaA2pFK75ByxMCnpV0...
2
math
pre-k
tall-and-short
true
false
Which rocket is taller?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAGgAAADoCAYAAAADrKF5AAALtElEQVR4nO2dbYxU1RmAn3PvnRn2k69FsiwQBAErHyqxUKyaJgZN05q0VtukJtomTYzENP5pWqrtj9pUf5o0remPYmrSphqgicqP7mLSoI27xBCEMIMg0MIuoAtFZhbWXXbn9MfMMN/s7O7s3veM7/OHvefevbyzT8457zn3zjnGWmsvjMIn1yA1DmMWJUQCA20+rG6GxVEwF0asPZAMOyylElvaIThxLXPQGYW1LRl7SnikxuHjq3B+FI5fAy85ljmhcmTQ5md...
1
math
grade-7
classify-quadrilaterals
false
true
What name best describes this shape?
"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"
[ "parallelogram", "rhombus", "trapezoid", "square" ]
null
2
science
grade-8
compare-thermal-energy-transfers
false
true
Two identical aquariums were next to an open window. One aquarium had a plastic cover on it, and the other was uncovered. This table shows how the temperature of each aquarium changed over 1.5hours. During this time, thermal energy was transferred from ____ to ____.
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"
[ "each aquarium . . . the surroundings", "the surroundings . . . each aquarium" ]
null
0
math
grade-1
square-corners
true
false
Which shape has 4 square corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACd0lEQVR4nO3UPW5USRSA0fvaPwGDmQw0C5iZJbAbEvZFwHLYAQM5JrWNJTxuPYInJHK3vpaac6IqlXR1g0+1rOu6Xj/MfL6fud3PPK4DT3a+zFydzfz9bObV5cxy/X1dP9wcey1O2esXM+ef7rfLX5cz//6xVQhPdbuf+fht5svDzH/3M7ubx+1BZBzS1dnW1MzM3X5mt//lAQ7pZ1P/rzO7467C70JoJIRGQmgkhEZCaCSERkJoJIRGQmgkhEZCaCSERkJoJIR...
0
math
precalculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x=9?
"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"
[ "no", "yes" ]
null
0
math
grade-6
similar-and-congruent-figures
false
true
How are these figures related?
"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"
[ "similar but not congruent", "neither similar nor congruent", "congruent" ]
null
1
science
grade-4
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAWMklEQVR4nO3d2XcUZ37G8W9Vr+rWBkhCaAGxGoxlYGQbG+Ml2JMzM85sIWQdZ27iXM3JRZKTu+QPyF0uc3JOTpKZJGfGHo/HM8nYMdhjs8sDGGwMCJDQvgtJrW71WpWLQhJCMsijpqpbej7n+GC93ep+W2/X0/X+qt4uw7ZteyANNxIQy0HWRkQkL/wGlPlgewTWB8EYSNl266TX3RKRlW5/OfivJ5wfNgThkaiTRiIi+RDLwbU49KehLQHmZNa5QWEjIvlW5nO...
2
science
grade-3
identify-solids-liquids-and-gases
true
false
Select the solid.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABdxUlEQVR4nO29eZBmZ33f+3me5yzv1m9vM909Pat2CZBYZBBCAiEkNmMbCNgxFbscyr4ulxPH9q0iSVUqRZb7R27l+iZ18Q1ZXJhck4CMsQ02YGIcVgFa0C6hbTT72tPT67ud5fndP57nnPd9e3pGI81opuX0b+qd7j7v2c/3/PZFPbAkcl0dRgybtEmXlFZyeKYFxxIYD+D2MbdcbwJyky4XjRi4ru5+X837y/UmIDfpclKBv1T6y/TlOZVN2qSz0yYoN2nD0SY...
1
math
calculus
determine-one-sided-continuity-using-graphs
false
true
Is f(x) continuous from the left at x= – 7?
"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"
[ "yes", "no" ]
null
0
math
calculus
describe-linear-and-exponential-growth-and-decay
false
true
How does f(t) change over the interval from t=3 to t=5?
"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"
[ "f(t) decreases by a factor of 2", "f(t) increases by 2", "f(t) decreases by 2", "f(t) decreases by 1" ]
null
2
math
grade-2
which-picture-shows-more-up-to-5-dollars
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAlYAAAE4CAYAAACZs72oAAEAAElEQVR4nOz9PWwky7bvif3ezMMgUsIIEcAAyvQ6DEFIelkyBNazuo5XB+OQzyKPtet4bK/pNY912ZZIb9M73NYhrSGNGezybrU1VYAAVXqd0AcU21ImMANEYEaaDI3m4cpYkVlF7u599nl333ffbdQCuiuZGRkRGZ8r1vqvtf7VP/zDP/xD9z/D/+N/gv/x38H/8g8c6EAHOtCBDnSgAx3oV9C//lfwn/+n8L/7X8H/9j+Df9X9f//hH/7P/8M/d7UOdKADHeh...
1
science
grade-4
animal-adaptations-beaks-mouths-and-necks
true
true
Tigers are carnivores, or meat eaters. They eat large mammals like deer. The tiger's mouth is adapted to tear through meat. Which animal's mouth is also adapted to tear through meat?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d7xlVX33/15r7XL6ObfXudPuVAaGMjQpgigCAhJEscZgjT6IQSW2YCSaJ0+CxiCxJ1Fsj8aCDVTEggIiHWYYps/cub3fc0/fZa3fH/vcw4xAQEV5kt95v168mLvPLmvvvfY5+/OtwhhjgiBAa02TJk2aNGnSpEmTJk3+eyKlxLIshBDP9lCaNPkfiWwK5yZNmjRp0qRJkyZN/vujtSYIgmd7GE2a/I9FNoVzkyZNmjRp0qRJkyb/M2i+2zdp8sd...
0
math
grade-7
transversals-of-parallel-lines-name-angle-pairs
false
true
\line{HJ} and \line{KM} are parallel lines. Which angles are supplementary angles?
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"
[ "\\angle{HIL} and \\angle{KLN}", "\\angle{HIL} and \\angle{JIL}", "\\angle{HIL} and \\angle{JIG}", "\\angle{HIL} and \\angle{MLI}" ]
null
1
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
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LGLaIYFsFK8LMIxkpBEFm4YJqjHSS3p4zl2XroGAg33///XR2dtLY2Pi6X08URZLJJOFwmMbGRqcYJ5/Pk8lk0HWdZDLJ1q1b6ezsZPv27bjdry/aXlSR/vM//5PrrruOkZHLq25elsIcLZ/lxacep6WpkffcsBXLMh2jWBAEXKqKbVtIkohtW+i6WbgdFJloJIAkiaxc1EQ4FCCVTDI5Nk5VeSmlFRWM9Jxh9ZIOxqdmibhUpqZiRMsjXLdxBaZl4i0pZ3ZijFgyw2RcpzQioQsuPIIBCKiCiY2ApOUwLAFFtLA0HVFVQFKpb2smHNjLz77zDVZv3HxZksmOHTvGkSNHuPfee5mamnpdr1Ukm3PnzlFbW0tPTw8NDQ0AKIpywW0jSRLBYJAlS5bwne98hw9+8IOkUqnX/N4ul4vW1lZOnz6NKIrU1ta+rrW8HlyWG+HksePEkmkCbhVVUVAUuZDv4vPimk9lMM2CkSfNe3FsGzLJDKqq4nW7GByd5OjABEY+gyJA7/gMHpfCkTP9tLU2cXZ4kr7RKSZm4zzz4mHGxicRJRlRFQiWhigpixIN+knHEgUhsCzARqAQJRAUBUmysfI6oiIjKW5EUcIl2Sxe3MaBQ0dIJeKXfO+y2SynT5+mpKQE0zRft0oxPT3NF77wBWzbpqenh7GxMYaHh8lmswwNDTE8PIzL5UJRFERRZG5ujlAoRFtbG0888YTzOq/lOXRd513vehf79++nq6vrsqpHl0UQBrpP0FBdwdKWBgRBQNdNXC7FMfgkSUQ3DGRZRhQlZFkCbDweF7IocPWKJQxNzjA2MIjq9rJ8YQOkEqTTaVrb2/C43SxtqqWiJMSKJS1MzM7xw6d2kc5kcQXLUIOl5NMZTp06BZ4AlmliiSIgYAOaoJJHQZzXhW1RxDI1bFFGEGXKI36qoyWcOnzwku/diRMnsG2bW265hZmZmVf8e8WDLAgClmUxMTGBIAhUVlbS2tpKe3s7Xq+XxsZGSktL6e/vR9d1vF4vhw8fRlVVJ706FouxadMm1qxZQyqVQtM0JicLNlPRU/VKb8rp6Wna29upqqqiq6vrNe3JG4FLLgi2ZTI+MkJHazOZTAa3W0VRJAzDRJIklPm6goDf59wGqqqgaTqapmOaFlevXowtSJybmObk0ePIbj+R5g7O9g2yevMm5iYnsWybYEkJ7kiYO69Zz4LqCsanYsQmJ5kYHueHDz/FY7sPsuvQCUBAtAs3kGmLqIKFSzAQBBFBFLAtG9sG0Ugjyy5CoSCpXJ7DB/Zd0r2zLIuRkRGOHTtGWVnZK/49URQ5cOAAZ8+epbe3l66uLvr7+zl27Bj33nsvlmVx9uxZLMvC4/EwPj5OZWUltm0zMzNDR0eH8zuSJBGLxdi+fTuPPPIIlmUxPDzM9PQ0g4ODmKbJyZMnX7Hb1jAMOjs7UVWVs2fPvtated245DZCPpcjqEhE6mrwaGksy7rgRtA0E6/XjWUV6muLBeQuV6H7hGGYiIKI3yXSEC1BFAQMPUdzQyOR0tv5m898hk+/+3a8bpVoNIRhQ2m0hPe9/50c2b2XM0ePUldXzcc+9kGCfg+WlsHQs+RRcWEiCxZYFllLKqhMigx5HdwqAgK2IFAS8lNRGqb7TA96Po9yiXJmMpkMsiwTi8UoKyu7qDtTkiTcbjderxfASbFOp9M0NTUxNDREWVkZLpcLl8vF7OwsNTU1pFIpwuGwowpNT09TUlLiqGJLly7FMAyi0SiHDh3illtuoa+vj4ULF6JpGplMZj4h0mZ6etrpdFH0+rndbnK5HJlM5ldUIFVVOXr0KIsWLcKyrMuS3HjJBcE0dBRMEqk8LfVlWJaN2+MqGAEwbyDb2LaFoigIkohtvnTVCoKA260SDgV5Zv+LrF2/GtvlwYyNUxEq5XOf+n2OHDxMU00FligTy9pUhsMooVIyuTzV5SVsP3CS+vIxFi5pxyUWDr7bp4Jd8EoJAgUhmP/aFgU0U0AVLTRdw+N2Mx1PUaImyWczl0wQNE1zWqtIkuQkIk5NTTn7c+rUKaanpxkZGUFVVXRdR9d1YrEYLS0thMNhcrkc09PTAASDQbLZLO3t7U5ahK7raJpGWVkZ9fX1TE5Okkql8Hq9CILAVVddxY4dO0gmk/z4xz8mEomg6zrl5eUkk0lmZmY4duwY6XSafD6PrusF287rZfPmzShKIcBZvNVCoRADAwPcdNNNJBIJwuHwJdnP83HpBUHLU+qRmcpr+CNhVBFss+jGFNG0QjhekiREWcYyjEKlmShiW9a8vQD15aWsaGvixNHjdLQuQHV7QM/jDSi4/T5AQMVAFyWGu85Qmc9RV1tNZX0Nty1Zwb4nfkEqpyN4XSiCjp7XUNTCa2u2iCKYIAjYmg6CgFo0nF0CblVClgSymTS5bBZ/+NIUmySTSfbu3cu2bducNGq3200mk6GqqgqA4eFhrrnmGgKBAPF4nJKSEqqqqpicnERVVVwuF7FYDFVVcbvd/Mu//Av19fWk0+nCns+zcTAYJJPJkM1mEQQBTdMQBAFJkkin06xZs4Ynn3ySt7zlLaxYscKJLeRyOdxuN6ZpIgiC436NxWKcOnWKqqoqstks/f39VFRUOLfDxMQEqqpe0uTA83HJBcGyLBAE4jOzeP1eJMuYT4UWMbM5AAzDRFEKQgAUboX529SQFWRDp7qilLWrFvPoM7vpOTdAY3UEf0klvkAZ69evZd/OXZwbHsPrdlMWCaKZEmY2jW0aCLkkpVWVuAQb1SocqGJ2tQ0oWJiGjWAVhBDLwszmkNzueWPTJuTzori95N7gvP5fh6GhIaampqivr3cM0oMHD3L48GHe+ta3ks/nWb9+PaFQCFEU8fv9jI+PY1kWiUSC6elpJyU7FosRCoXIZDIMDAzQ3d2N2+3GsiwqKyvxeDzMzs7i9/txu900NDRw9uxZcrkcPp+PqqoqTNMkmUzyxBNP4Ha7kSQJy7IIBAJEIhGGh4epqqrC5/MhCALl5eX09PTQ0dFBY2Mj3/ve93jve9+LZVl0dHRw8uRJFi5cSGlp6SXb0yIuuSBI8/UEUVVANjRAQJzvgyPLBQ+Rrr+UpCVIUuE2mNeHFSwEVSmwTTzF8NQ0PkFHT6XRAzkUxYMSjrJ83TK+8a0HEASB1auXE0nHmUlkKDfyKIpEy6br2ffkw6zpqAfbAlFyhM0GRKuQjVqMOEseN1gWacuFT4JkJkdQ9XApHX59fX0oikJVVZXj36+oqECWZaeOeGBggLKyMoe9k8kkVVVV+P1+/H6/w9KBQGB+b1Zz6NAhwuGw4yZNJBJO8U5vby9er5fp6WlWrVrl1B3v2LEDSZKcXkhutxtFUZBlGcMwHGPZ7XajaRqiKJLL5ZwEPE3T6OjocJ67vLycwcFBysvLqa+vv4S7WsBlsBEMknmd6XQWU5QYHZskWhphLhbHyGkEvB6S2Rwhv4fx2QSVpWEmZuME/F5SmSw+v5+IKiHIEt/9xfPcsGEV5dVVuIMF9cS2TaxMAgmZ1UtbKQsH2Xusm5nZKFUVZQwPTRLyeTj44jEW15RgIiKaBvmcgcslIWBjCDKW4kYx8hi6hayIWLqBAHgVnUt6+s9DIpEgGAw66pBt21RXVxOPxwmHwyiKwpkzZxwhKDbaqqqqYmZmxsngLXakEATBUYv6+/uZmJigqamJfD7PokWLGBwc5LrrrmNwcNAxumVZRpZlrrvuOvr7+51yTCikX0uShCzLqPOZAaFQyMlZMk2TaDSKy+VC13WCwaCjGpWVldHX13fZkgQvuSCIkoQrEqVsepZUKks+lkD3esjGEozNxJFliYDXDaZJai7B7v4R6trb0TJZ4tOzTE3MEmpvYGR0hpbqSjZ2tmFZBlo+BbqFoecQXSpefwl1dVXoqQwNDXWUL17JYz/8Poe7Ci66t95yA6UlQSSjoNqIqowtgKx4sPQ8MiZIIqKuYdsytm4UcjEEE9uysGyLuXQWSbp0W6jrOoqiXHBYDMNAURS8Xq/zR1EUx9t2fucIy7LI5XLk83nS6TQej4dMJoNnvibDtm2nDYuiKExNTbF9+3a8Xi9lZWXYtk06nSaTyRCNRp1kv6mpKXw+H5IkOYZu8RnPjyfIskxpaSkejwev18vo6CiAI9AnT54kEAj8trfxorj0KRaiREQVGDENMuk0ed0gGU8SS2UQFRlr3siSJZFE3iBSVkZLmY94wmZxaRMTU7O43C4OnjjD7deuJ1JbCQgY6TSK1w+mgJnOoIkuSqIRTgyNUx8Nk5mbZFFjDb9381ZkRUGUJQTbBrGg/shYWLaEoecQANMWkCjYJxQDRLaNIIlk0xkqwyGSloDPfWmL+hOJxAX/tm3bMWAnJydJp9PIssz4+Di9vb3kcjnWrFnjGKEnTpxgeHiYkpISOjs7gYJbVlVV2tramJmZQdd1JicnaW1tJRAIYNs2yWQSSZIYHBwkn89TVVWFJEmkUinS6TQHDx4kEAhw7bXXOs81NjZGPB7H7/ezePFioKDeGYaBJElIkuTcCOp8c+bLdSNccoetLCtIokyotIS5eJLyxho8fh+N9VU0N9WxsK2R0rJS/AEfHc21NNWUIogiXq8HORQkXF5KUvYyGYszODqFJKtIsoIrGEFLJTBSaQRZZnqgn8zsHM1tDdiCSP+pk6xY1IKIAKZZ6IShGwU1x7IRbBtL08A0wbKQsLDyGphW4Q8gyBIIAlOzcfrHp/AEwrj9l47BTNP8lYNi2zamaTI7O+vo1ul0mr6+Pu644w6Gh4edZMVcLoeqqtx1110kk0ls23YOYCwWc+rBiz7/fD7vGMHF9woGgyiK4nTBK3bCq6+vp6OjA03THKEbGhpi48aNZLNZ5/1EUXQE9/ws1nw+jyiKb0gm7WvBJb8RVI+HHBKJTI6SkJfycADbsudzfSgYp/OBmUBgXk7Fgs4rGgayJLL9hZ185O4bkVSFhx95juYFNbS31COpLlKxBHo8xXQ8SUm0BJ9LJVBdR2UqT9/gKPWVZbjmWVySC4xkI2AaFpIoYFsWoiwVnkkUwCwwliCJjjs1mc3TXl+DEg6iqpeu4e0vqx3Fry3Lwuv1OnZBUR2JRqNIkkQ2m3WM1GLQqxCcNJz0a1EUmZqacrKAXS4XXq+XRCKBZVlOq3hN05yOFcX38fv9jI6OOqpSIW1Gd4J7RbhcrgsO+vlfx2IxXC7XZWuOcMlvBElRkRQXim2iI2Hl9QLzAggCwryqYlsWpqFj2xbM668IcPbsIGtWLsIT8OP2+7jp+k34vG527DwEkotAWQS3S6Wnf4zZRIah/jFOHDxETU0py6+6BqmsuqAWSWIhdcKyESjcCLauY1uQtyRs/Tx/tiwVgnqyjG1azCSSDI5P0rG4E0G8dFyyaNEifD7fBeWNRZdl0f9vzMddKioq2LlzJ5FIxDnARaHJ5XLO3+75FHi3240sy3g8HqampojH48zNzeF2u51YgiAIhMNh572y2SwejwfDMNA0zXnvYlVaVVUVY2NjlJaWOhV0xWjz+UIriiITExO43W4qKiou2X6ej0suCAJQ3txOS301IwPDWIaObZoIUiGvBxsEuVAcI6tqoY7YrSJLIhkb+sYmiUZChYxQVcUbKKW+sZ7lKzvZv3s/ijeE5HazZWUHvRMxTg+M0tJUx32P7+BH3/kB3Qf2I8oyts38e4oYhomAjS0K2JKEik5O8YJQ2B7dlkAAK58H22ZwaJzx2RgbN226pHsXjUYRBIGzZ886B8nn8xEMBgmHwySTSbxeL4ZhUFJSgqqqlJeXY5omuVwhRiNJEqqqOuw/ODjIpk2bLkjLUBSFeDzO0NCQU5tQUlJCPp9neHgYgJmZGWZnZ7Esy0m4Kzbusm3biSa73W7Ky8sxDAOv1+t01vZ4PKiqis/nQ5ZlRkZG2LJly+uuc3ituPRJHYJATXMbyayGJojkrUKswNLP89ubpjPAwzYtsCGW1fjCV+9j7dI2JLeKJ1iKonrR9SxaJktptISmtkYO7d6PJxxG0w2GzvVSVVlOfGqG2zetZNWKRTS2NpGcSyKKApZpEk9mePbFw5zo6uXQiXOcOtnD+NgMx4+cJJbMcrSrl96+/oItYVoILoV9x7spj0apbWq9pFsXDAZpa2vj5MmTeDwennzySSYmJnjb295GIpHg29/+Np2dnZSXlxOJRPD7/Y4b8/zpNj09PbS3t/PYY48xPj7Ovn37aGtrc6bhJJNJJicnqa+vJ5vNEg6HGRsb48CBA4yPj5NKpRgYGMCyLMLhMJqmYds2c3Nzhdrwea9VOBwmFAoRCoUoKyujqamJ/v5+pqennXjBuXPnSKVS9Pb2EolEXnf122vFZXlXjz+IFYhSm8mwfc8RrtuwHMG2kVwqtllwTwJkFR8esaA6PfjUdj54+7U0tLWgqF5EUSKbTYMIcVPmsYef4abrt9G5oINT+/excsUSEo8+x9DAIEu3beT42SGiVRXEpqapb28hl87iFmz8XpVVHQvYf+Is5SVBFMXHnn3HWLikjfGBYcbHZ7hq08qCx0iV2bPvBLl8nrve8S6kSzwQIxAIkE6ngYJbcteuXfziF79wVKNit+rzVSVd13nmmWccg7nY+W50dNTpPFdfX8/Q0BA+n4/KykpCoZDjdq2oqHCMbCioNh6Ph/Lycurq6tA0ja997WuIoujMTSjGKPr7+y+aQPeLX/wCwLkh/uzP/ozm5mYmJiYum2p0ecRPEFixaSuP/te9uDw+JqdjhAM+JJf6kookingFDTOnMZnKEVJVqhuqsUyjYORZOfR0Ct3QKS+pZOt117H/8FHWdLaT03QyiRlUWebg6XPcfP1WNqxbxv6DxygtiSAqXkIlXtJTY6QzOZ7ZdwJfwMdEMsfkXAKXqpBP58hrGgsW1HGs6xxrl7ah2yLff/QZ/P4Am95y0yXftqK+XlpayvT0NH/5l3/pdKE+fvw4mzdvZnp62jGmTdN0IrtFO6Goq6dSKT73uc8Ri8UcAXHKZed7Iem6foHgFWuNz0+AtCyLO++80+ldJIoi2WzWee/iYS96jFwuF7ZtEw6HqaqqQtd1ent7aW9vv6wdNy7bDLVIVR0LmpsZGh1lei5JeWm4UBKpyPP5PSaWbWObFn/9+W/w1qvWYds2supGdXnA7UP1+klOT/HN79zHx//wY0SvuZquF55iPJ7HFyrj+g0r+Lv/vJ+5mRiKS6Fz7Xq02UkCXjcWNsH6NvJnT7JhWRveUIBMPAk2lJVFOHa6jyUrOjiw7xgLGmtAgKPHTtFUVQmRcmrnyxkvJURRZPny5fT29jpZmslkkt27d3PfffcRjUapqqpyfPOiKDI+Pk5dXR19fX3U1NTQ3d3Ns88+yz333MMPfvADBgYGyOfzJJNJXC4Xzz33HDfeeCPV1dWcPXuWZcuWkc/n2bt3L8uWLaO8vJyRkRFM02TBggUoisLRo0cJBoOoqsrzzz/P+vXrkSSJmZkZTNN07JQibNvm61//Ok1NTezdu5dbbrmFuro6otHoJd/TIi5bFwvV4yVU3wKZNPGMRjqTIxlPYmj6S93tdIPugRFKAn6u2bQaUZbRsmm0fBozHcfIpAlU1fKut97EvV/5BonRXjrWrsMv2IhuH/X11dyyYTXP7z2MFo/jUyUmZmKMJ/Ikp6dR/UE8wQhVlVGioQC11eX4QgEmZuKsWtqKmM3SUF1ObXkJlmFy+HQv3YPD3H7HHZetVfy1117Lnj17OHDgALqu8/zzz7Nw4UL+9//+3zz11FOOUQwFV+mTTz7JD3/4Q/r7+1FVldHRUT7xiU/w1FNPkUqlOHz4MD/60Y+IxWI0NTU5qk88HufIkSOkUim2b99ONBp1KtEee+wxBEFgaGiI3t5eduzY4Ri+v/jFL5wIcm9vLz/72c8uqJswTZNEIsHHP/5xQqEQf/RHf0Qmk8E0zf95NctQuFaXbLya7qER4tkcJ88NIkkilmFgWzZmXsMGdh48zruv30K4ogK3N4SlaRh6nlxmjkx8hszoAJGKKu6+5228uH0PRiaO6nGTTEwjuX2s6mjmyb2HGRyfQpZEqhc0ER8dxO0PYaXjSP4QKTXsZMXOTM4wPBGjr38ERZKory7H1g2mcwbdZwdYvGIV666+7nJtG36/n23btjmlliMjI9x///0cO3aMd7zjHRw+fPiCPd64cSO33HILbrebfD7P6tWr+drXvsb111+PpmksXLiQTZs2sWzZMnRdZ9GiRY6BvXTpUvL5PMuXL+f73/8+4+PjiKKIKIocPFgoUy3GJFKpFKlUiiVLljA5OUksFqOiooKbbrrpAgO4WL1mWRYrV65EURROnTrFsmXLLvleno/L3gR4/GwX/+cvP8PS9hY6qqNUl5egqAqSqpDO5vnqDx/hE++9k5K6BYVAjaGhZRPIspt8Ok4ukcYTCtFzdgAFmyPdvdx6x618+9s/4P/++IeQZJkf//TnKLbF7W+7A9HtY88LO1i+cSOeYJiZ0SEGxqapL/UjJmc42zfMyNQsa1cswi2JSKpCLJHin755P/5QhM/921coKb88Bl0R3d3d/OQnPyGRSHDjjTfS29uLy+Xi6NGjbNmyhQULFjgsXDy457ddlGXZOYzwkv7/cigavMV8pGJMofj7RUO9+HXx//0yEokEoVCIJ598kpaWFuLxOMePH+fWW29lzZo1BIPBN2aDXgMuexPgiuZ21m+5mkPHT9E9ESOr69gU0hkS+XwhQKPpCKobyzJRAiUIooRtGfgilWBbmLk8UmklecOkJhrBrcjMxJN0ne1D8IVZtGI1g+OFXHwrm6J20VIGh0bBNJiZmSMxO81MxiCnWzTVVbJl5SLcciH9W9c0dh48gc/t4aobbyEcfeW1wr8tLFiwgImJCWpra5306Hg8TkNDA4899hhf/vKXnbnHlmVdIATABUl58Js7UBSFpvj/ikb1+T+XZdlJCLzY6wmCQFlZGd/5znfYsGEDlZWVdHZ20tzcjCiKl1UI4E0gCIIgcONd70BDYs+xU5zsHUU3TYx0dr4HqkoqngTFjSBKWNkU3rJGFE8Q09IpqW8ilc2iZhPULqino6WegZEJGirL2b7vMCbQ2trM2fEpTF3HsgzKvDJ+qVAOahl5ohU15BNzuEtLMe1CXMM2TSzT5EjfGDuOdCF6/dxy1zveFMNCVFXlPe95DydOnKC7u5tIJEJ3dze5XI66ujoqKipetiNdPB7n05/+NM8///wbshZBEDBNk0OHDjE8PPwrQgeFIF5PTw/PPvssW7Zsobu7m3379jk9lJYuXfq6n+P14vJ/qkCkspq/+Md/IZXOsOPIKXYc7iKvG4Q8bizbYjqeID8zhhgoQXR5IZtA8vhQvCEEUSBaU81EIs3IRAzZ7WJkaJClK5dT5nUz3N+POxihvbWVVDwGCNhmjpDfjZGYpmlBI9pYH35VpO/kaTSX1/GD7zhyiud27KN+QRN/+8Wv4J2fM/ZmwNq1a2lsbGRiYoJdu3ZRWlrK9u3bec973sOdd97Jd7/7XTKZzAVp0C6Xi89//vMEg0Guv/56/vZv/xbLsl5zfo/b7ebQoUMcOXKEr371qzz11FM89NBDv9LKxTAMdu3ahc/nI5fLcf/993Pttddy8OBBOjo6Lqu3qIjLbiOcj+2P/Iy//dzn6OxoZ1lzLZuWtDI7l+C7j7/ADVvWsXrNMny+III/gpBPY1sWejZFenqCwZEp5jJ52uormJyYwV/XyJneYfYePMhnPvOnnNy3h8aKIN5QEMXlxTJM9FQSpaQMPRPnB/c9RHNtFTnTYPWiFganZ3ns2b0Mzsb5y7/7RxavXH25t+dXMD09zZe+9CUGBga47bbb6OzsZNeuXRw/fpxly5Y5UzSL+UbFViw1NTU8/PDDXHvttXzzm9+ktbWV6upqAoEAFRUVL1s3XMwLEgSB3t5ekskk+/bt4/bbb2fBggX09/ejKIpTUyAIAuPj48iyTGNjI4899hiyLLN8+XIef/xxbrjhBtasWXPZ0irOx5viRihi4w238olP/SlnzvVxYmCcfV39CJLI+2+8ismJSb5/34Mc2ruP8VOH0Q0DweVFz2eR3C4qq6L43S7cXh8NixZR5rLoHx7mD/7wD/np/T9h4cIm/OEIkqwgyS4QBNzhUsbOneOxx5/D7/ciB/2sWd7Bs/uP8fSuo2QFmb/8u39k0YpVl3trLopoNMqKFSuorKzkwQcfJJVKMTY2xh/90R/R0tLCww8/zEMPPeTkEJmm6RTlz87OEolEmJ2dpaOjg/7+fh544IELdP+iHeH1ehkfH+eRRx5hcHCQ+++/n4aGBkpLS/nEJz7Bnj17nFSM8wtr4vE4lmVx4MABXnjhBW677TbC4TDnzp1j5cqVNDY2vimEAC5jQO1ikBWV2975e/iDQT73l/8LS9foGR7n7i0rqIhEWNpczy92H8E0bVZ1NLFocQuhklJEWcYdKiFYGkVWXSieAFrGBaZOZVmEpvoaBgbHaa4vw9DziJJKdnaSQH07x3qHyNsSN1y7Abdo8aVv/QwUN939w/x/X/kaDa3tl3tbfi1uu+02xsbGmJqa4stf/jJ//Md/zLFjx/j5z3/O6tWreec738mOHTvwer20txfWYpom99xzD4lEgnvuuYfy8nKOHDnCTTe9FC0XBIH9+/c7BfwtLS2UlJTQ3NzM2NgYu3fvJhqNks1mWbFiBaZpXtC5HGB8fJxz587R0dHB0aNHOXDgALIsMzExwdq1a6mrq7v0G/YyeFMJQhFX3Xgrn5NEvvhv/0Yklea7T+5iRUs95UKQu6/dQDyd5dzIBM/u2E8w6KetrppwyI8oCEiqC8mTxOX1YqVTxHpOsGhBDfv2H0ZMz5E2DcZm02BqqKcHWLSgmtKgj6d27KWnb5iJWIL6tlq+9M3PUVXfeLm34jdCkiTe9773kUwmicVi/OAHPyCRSNDa2sr73vc+9u7dy+DgIKlUiubmZseANk0T0zSpr68nlUoRjUadckzAKctUFIXOzk78fj+xWIyhoSEURWHTpk0kEgkMw6C6uvqCm6Srq4vVq1dTU1ODJEmcO3eO6upqEokEsViMm266idbWS5uw+JvwprIRzodt28xMTfLX/8+nOHb0MDdvWU9aN+msK2NFexOWaYEskUpnefDZPRzu6eP2betZ2rqASDhMbXMLj/zsIVrrKsi4vDy35zATYxNsWreKdctbUSwT0RY40T/Cf3z/Z7S3tHCq+wy/9+GP8bZ3v/d3asg4wOTkJPfeey+nT5+mtbUVl8tFTU0Ng4OD3HbbbTzxxBPccMMNQCHP6PxZx4IgIMvyr1TABQIB/vM//5O6ujrWr19PV1cXtbW1eL3ei3qcRFFkbGwMwzD48Y9/zHXXXUcqlXKEbWxsjOuuu46Ojo7LlmX6cnjTCgIwPzRE46Gf/pgff/dbuBSZ5roaFEzKgz4qS8M01VQSjITIaRpnR6YYn5gkmc7icqnksjlEWaKhtoam+lpKI17ymRzDY5OMT82y+/gZhsYmiYRC1Le08rZ3/x5tS5Y7KeC/a0gmk/zbv/2b08D393//9/n3f/935ubm+NjHPkZtbS39/f08+OCDVFZWcsMNN1BRUfFrJ+4UPUAvd0xUVSWVSuF2uwmFQnz84x/nM5/5DG63m4MHD6IoCjU1NRw6dIh77rmHlpaWN50QwJtcEIqwbZuJkWF2PvMEP/zWf6JbFms7WqhrXcjoYD/xWIz2hhoWtS6gJOjF5/MiuFSsTI6cYTITT3Ky+xznRiaZnktQGo1CPsfe0z2sX7OG93z049QtaMIXuLxBnTcCsViM//iP/+DQoUNkMhk+/OEP09bWBhQCX+fOnePLX/4yn/3sZ9m5cydutxufz8fmzZvJZrPzHcgvjCT/MgRBIJlMEgwGefrpp1m8eDFlZWX4fD7+4R/+gba2Nmpqapwa576+Pu655x4aGhreFHGYi+F3QhDORzoe49mnnuTZJ59geGiQgCLRUFWGbVrM5nWyc3OIooAkioxMz1IS9ONyuRFVlZAqY8sKCd1m4ZJObr/jdurbFr1pP5zXinQ6zc9+9jMee+wxZmdnufXWW3nb297G2bNn6evr4+DBg6xevZrq6mqnheT+/fs5deoUHR0d+Hw+2tvb0TQNr9frpHIXPTwnT56kvLycgYEBwuEwo6OjrFmzBr/fzz/8wz/wiU98Al3Xefrpp6mvr+eWW26hsrLyTb3Pv3OCUISu5ZmamGBqfIzBvrP0dndxZN8eRienEefbwbhdKkGvl4aOJTQ3N9HQvojqmjoqKivxBoKXZdrNpYJlWezfv58f//jHHD58mPLyct7+9reze/duMpkMn/jEJ/j+979PZ2cnMzMzjI2Nceutt/LMM88QjUYZHh52BoIMDg4yNjbGHXfcgWmanDlzhpUrV3LmzBmCwSC9vb1s3LgRy7J46qmncLvdHDhwgLvvvpuNGzdetl5FrwZvPmXtFUJRXVTX1VNdV8+yNesu9+O86SCKIuvWraO1tZVnn32Wn/zkJ3zlK18hGAzyB3/wB8zMzLB7925WrVrFkSNHWLBgAWNjYwQCARYvXsy5c+eoqamhvLycnTt3snDhQkcdKjb5Klaheb1eVFVl+/btjI2N0dTUxGc/+1mqqqrelPbAxfA7eyNcwavDwMAATz31FPv37+fIkSNUVVXxh3/4h3R3d3PzzTfzxS9+kcbGRsLhMG1tbc68gmIr+B/96Efcc889KIpCNptl+/btlJeX09nZycDAAA899BCrVq1izZo1rFix4k0TKHuluCII/4NgmiZjY2N0d3fz2GOPMTU15RTFuN1uli5dypIlS+jo6ODpp59GlmW2bdvGiy++SF1dHa2trYyMjHD06FGGh4fRNI3S0lJqamrYunUrJSUlF7hlf5dwRRD+h0LXdbq6uti3bx+jo6PMzc0xODhILBYjHo+jqqrT1SKTyTiDQhobG1myZAmVlZXU1NSwbNkySkpKLvdyXjeuCMIVkMlkiMfjpFIp8vk8Z8+e5cSJE87P/X4/q1evpqKigkAggNfrdZr+/nfBFUG4givgTZZ9egVXcLlwRRCu4Aq4IghXcAXAFUG4gisArgjCFVwBcEUQruAKgCuCcAVXAFwRhCu4AuCKIFzBFQC/w2nYv0sodoBOp9MkEgkSiYST7DY2NkYsFiMYDGIYBkuWLKGkpAS3243H4yEUCjkzDf47QM9lSafT5PM5suk0hpYnMzuBZtrIsowrGMHr9eEPBFHdHnwBP4Ig/tZrR66kWPwWkUgk2LVrl9PaMB6Ps3//fgYHB0kkEng8HqLRKIZhOHk+xXlonZ2d1NXVOYP97rjjDlpaWi73kl41bNsmn8/T332Sfdufwy2LyIpKWVmUXC6PoipgmoiqimCZ6Ebhj+xykUmlyedyVNY3smjVWsIl0d9aldslEYQ3Kwv8NmAYBiMjI2zfvp1Dhw6xePFitm/fzqlTp6ipqeHOO++ktbXVGc+k67ozgBsK84YnJyfZv38/+/fvp6Wlhauvvpqnn34al8vF9ddfz+LFiykvL39Tlz4ahk58doZjO5/lyYd/zvotW1mybAV6LsPsYA99Z3qIzcWYjaeJJ5O4VZlkVqeuIkK0pJTahnrq2xcRqKwnlUyw48kn8JWWsfG6m6iorsXl8b6hz/tbEYRXygKS6gLLuGws8Eajq6uLBx54AEVReOCBB1i6dCkrV66ktraW2tpaJElyxijpuu60UCl+T1XVC9Sg4qjW/v5+RkdHOXjwoDOEIxAI8Ed/9EdvujJI27aYGR1i51OPYaYTVJeXgmVx6uRJksk0pZWVTI6OoGASDnipqK5Bz6TJ6iadSxdzcP8+TBsaGxpJZvOYokw2lcIXCtO2pJOJ6Riz8SS1C5pZtmELkvzGzLF7QwXhd40F3ijMzc3x8MMP09XVxenTp5mbm+Pv//7vCYVCWJblDOEWRdFpm5JOpzEMg3w+z8zMDKlUyplXFolEqKqqIhKJoKoqhmGgqip+v59nn32WPXv20NLSwn333cfnP/95Nm/e/KYoiTQNg+ce/inP//x+PvYHH2F2do6f/eiHtNZVc/2HPsH2+7/FotZmcLk5cXA/K1etxOt288xzL9A7NErnsmWIWo7FnYsJeDyooRLAxkLAdId4+L7v4HcpbHnbuxkcHuX4zue4+5P/L5HS8tf97G+IIPyussDrhWVZvPDCC5w6dYqf//zntLa2snHjRlasWOF01C7+v+LXuq7zxBNPEI/H8Xg8SJJEOBxGlmX8fj9er5e5uTnS6TSSJBEKhSgtLaWurs4RIlEUOXz4MGfOnCGZTBKPx/m7v/s7ampqLss+2LZNX/cp9j33JGGvi4Dfz5njR0gm4tSWRcjkNDZt28a+nTvIZ7OsWbeWfDaDkctR21DPsaNHqKqtx6vK7DzZx+LaKJW1dZw+dQpRkmhevpbD259FiVTQ1lhNd3cPkXCIipZFnDrVRbSqhlVXXYf7dRDl6xaE18MC5wZHWbb88rHA60E+n+enP/0pU1NT/OAHP+BP//RPWbRokXPoi1MkBUEgnU5j2zb9/f089NBDrF69muXLlzM0NEQ0GsW2bUcAFEVBFEXm5uYYGxsjGo0iyzL5fJ6VK1c6t4qu6/h8Pu677z6qqqp48skn+fu//3s6OjouuSp5/MAe9v7iQa69/gZ++oPv4na76Vy2lMn+XiSXC1HLsumat7D7hWc4fPIMLQ111C9ZTu+R/WzdtJG//dI3kEWJa9Yt4czAGBVlZaxau4bM9Biqy83cXIyB4XFWr15FY3MTksvL5FyCpx59hOWdSylfvJr7//Mb/OFf/wOhktfWYv41C8IbwQLVdQ14FOmyscBrxezsLA8++CBPPvkkuq6zdetWtmzZgiRJjgp0/oil4eFh+vr6OHXqFK2trZSXl6PrOqFQCFmWyeVyzoT7YDBINBpFEASmpqYYHh6mqqqKbDZLV1cXd911lzOitYjTp0/T19fHxMQEb3nLW7jjjjsuiTAYhs6upx5n7MR+Wpsa2H/gMC0dHex67hkaGhrYeNVW3LLMrueeZvnyZRw4fJQlizuYjiWojpZgWiZlPgXB5QFBRpxvsykqLmzb5Cc/e4TmlmZGJ6dZt7gVtz+ApChMTk4yMxNj5foNHD92HFvXqF68ku7TXay66i1UNSx41Y6W17xbJw7u5dmffI91q1Zw4vBBDu/fS3N7G9VlpQguDwGPSsDrxeuS6R8Z4/DBQ6REN6fO9JDLZPnRL3bwpf+8jwOHjzDY08WhE91MzMZxyyJ+t4vuPc8zNTlJdUAlGg6ydesWKuobeeqB+ylz2VRUVfKvf/7HxGenX+sSXhOy2Szf//73efTRRwmHw9x8882kUilcLheyLDuHv3gQTdNk9+7d5PN5Nm/ezNjYGKFQCJ/Ph67r6LqOoig0Nzdj2zZ+v5/JyUkSiYTTfbqqqorq6mpuueUWvvvd7zqvL8sytm2zcOFCVq5cid/v5/jx4+zbt+83joN6I3DohafJjpxlYUsj23fu5vq77mHtujVcs2k1Y2OjPP/YI2TnZvAHApzr62fturVU1dTSuXghZVWVVNZUYyNgGiamDZZhYJkmtmWgZzLcectb6OxoZdOm9YRLIhh6nuMnTzM8OoGkKNimiVuCUGkpux57kI62ZnY+9RiDPV2vei2v+kb478QCrxZzc3N85zvfcfr8LF++HJfLxdmzZ9m4ceMFHRyKc8fuv/9+1qxZQygUctSa0dFRFEUhmUw6s8fcbjculwtd11FV1TnkgUCAqakppqenGRwcJBQK0dXVxe///u87N09xXNPx48cZHh4mnU5zzTXXcP311/9W9sS2bU4c3Mv+x3/GqiXt/Pyhx1nS0YokwOqNm/DKImOTUxzcu5eOjoU0NdaQ1mws08Qf8DM3M4vkduORIJPOIIoCmi0iYmEZJoKiImGT1zX8Pj+JeIJQMMD09BSjcxlOHD/JHTduY3h8mkBJKQ3VFeRskZMHD7B4w1YOHz3O1lvvflVDH1+1IOx75nFifaepLA3x3PZd3PGe9xINeDi242l27j9KadDPVVu30HP2LIIo0treTigUQrCt+ea6NsbcNLakgOxCkmUQBCRVRc9mESUJRImkYeMXLVLpNGf6htB1A7/fR+fyFZztOoXqC3D00BE233Azh050se6qa2lo63i1n+krhqZp/OAHP2D79u20trbS09PDRz/6URRFIRaL8f3vf5+PfvSjzhA/KHSo7uvrIxqN4nK5yGaznDt3jqamJpLJJCdOnKCzs9OZMmOaJplMBk3TkCTJsQP8fj+KoiDLMn/7t3/LJz/5Sc6cOcO2bdscYRgaGuLFF19k4cKFHDhwALfbzUc+8hFnJsIbid6ukxx98gHq66p59vmdNJaHaW5sJKFbCOkYi1euIjY1QdYUqCqPIqkuDu7ZjSLJxJIpgl4PgyMjrFq2lNnZOYJBP/1DwwSDITKZNKZh4PcHMXQNn8/LsVNnuOaqTZSWlCB7vMzEkzz79LMsamtCNyx8Pi8+vw9DdjN4povFG7exc/cebnzH+6msrX9Fa3rFqpFt2xw/sIcTu56jsjTEzx96nLqqco4+9wTx6Sk6lq7g1ltvKRg3iSTr1q5kcecyZFlBEEXm5hIkMjn0fJ60JZEzbRJ5nXgqRSw2x8zsHOlsjulYjFwuR3ZmCi2vkZibwxIkTnefpbqshCMHDyK4vFSXR9l2w/WcObiHdSs7ObzzWWYnJ17zh/ub1r5jxw4OHTqE2+1m3bp1XHfddezYsYMf//jHzvziX/bpDw4O4vf7CYVCBAIB3G63M4NAEAQ2bdpEOBzG7/eTn58gGo1GKS0tpby8nIqKCkKhELZts337dizL4rrrruNb3/qW08Ldtm16e3vp6elh0aJF1NXVsWHDBvx+P1/5yleYnn5jVUdd1zjw3BOsWbmMwwcOctWWjUSbFnLidBeVXpiOzUE6Rkm0jJqKKIKexdZy2DZYNqxZtgjDslizfiPHu3pAkjhxppd0TqN/dJKspqObFulshomZGLPxBLKqkNcNEMDMZYn43Fx3/XWIksTgyAg9Z84wNjqGOximtq6Omf4ubrvtNg48/xSGof/GNcGruBF+KywwOEQwFL5sLPBKcfDgQU6cOMH+/fvx+Xw0NDSwefNmVFXlRz/6EQ0NDaxcufICX75lWfzrv/4rd911FzU1NWQyGWf28czMDKqqks1mGRwcZNGiRUChxXoul0MQBHw+H7FYDEEQ0DQNv9/Pxz72Mb761a/y2c9+ljVr1vChD32IbDbL3NwciUSC9evX89RTT7F9+3buueceBgYGOHXqFP/+7//+hsQZbNvmJ9/8d6r8CqePHyMcDBL0e/H7POT1gru8trqSzasWI6gekF3YWhZBcZPL57As8AYCZOOz9A6MEvC6mc3kCXrdTE5OUV9fx8zkOF5/EJdLpay8HFmSSKcLPZUkI4dp2QiWgeQLY6dmOD44TTaXozwaZTY2y9RsgpBbonZBE0awkrQOW2645Tc6D17RjfDbYwH9srLAK0EqlWJwcJAHHniAhoYG3vWud1FWVsauXbsYHh4mHA6zfv16J0XCtm1GR0f567/+a+644w6qqqpQVRW32004HHaGdMiyjMfjYcWKFSiK4rRgt20b0zSZnZ11Bnj4fD4UReEHP/gBjz32GH/2Z3/mfLDBYJDy8nISiQTf//73CQaD3HbbbfT39xOPx2lububAgQNvyF6MDfQy23saFRPLBsHSqQ27yGXzyIJJZ1sz61YtAy2LPf8ZiG4fgiThdnvwBQKcPXWSTF5nemoc3TCYGu7n1MmTZFNx8rkMibk5Dh0+wuT4BKmZKWKz0wRDocJBVb0IooyoujH1PLZls3zVKjxuN9m8xomTXSxsrKGmdRFdx45RFQ5wau8OZidGf+PafuON8N+ZBV4JHnzwQR566CHe/e53c+zYMaampti2bRu7du1i9erVLFiwAMDJFzIMg4ceeoilS5eyYMECQqEQ6XQaWZYd/T8YDJJKpejr62Nubo7q6mpyuRyBQACPx8Pk5CQVFRWIoohhGGQyGQzDoLW1lVQqxdve9jZ+7/d+j9tvv90ZFDgzM8Ps7CxDQ0NomoamaaxevZodO3YwMDDA17/+dTwez2veB0PTePwH32TD4iaefOxxAh6F0vJyZqem6BkYxetWuWpVB9GSEhAlkCQQRERvGOYNdkFxATZWPssTz+6gviLKyNgY4ap6QqrA9PgosiST03T8fj9Lly3FMk1Utxt7Pj5jZNOIqhtMHVvLI6ouhqZiHD54mGuuu5YTXd0EXArpdIbSaJSGddewb9eL3PSO96P8mize33hfFlmgoXPxBSwwnsijKCKdbc20treAlsQWZQTZhegueE/cbg+CJNNz6iSRaJTpqXHcNbVMDfczrJt43S7yuVISc3N09fTS3NiARxKwZZloeQWWrhdYQMsjyjKmnkeYZ4EjBw86LHDVhjWIgRK6Du1jy62tPPTIYyxevoJoVe1r/uChoOPPzc1RUVFBOp2mo6OD5uZmTp06RT6fp7Ky8qWNnFc9+vr6SKfTlJeX4/V60fXCh9rb20swGGRubs6xEaqqqqisrMTj8TgqTjKZxOv1kslkGB8fp7y8HNM0SaVS9Pb2oqoq119/PadOnSKbzfKhD30IgLKyMoaGhrBtm2Qy6XipVqxYQWNjIz/4wQ/44Ac/+Jq9SHOzU3j0FGODfcTm5qiINjM5Ns6qpe0sbKpFUDyEwiHsdBwhEEWUJGRf6FdexzYNbEHg1jvuANuiU5QK37NtWLYCM5PANnUQJCSPH9s0EUQRM5e5IDaDLCO6PFiJaeoqSpHXrmbfgYOo3gCBkjKGB/YXIvfxcSJllUyOj1LTsOBl1/drBcHQNA4+/yR33Xk7Tz72ONVhL6Xl5fSNXsgCipEF2QW2iZ1LIsyzgCCJCIqLtmUrsPJZcraMphsIskplXT1hl8D4yAiq6qKyrBBECpWVY82nEgjzASrbtrAlN4KpY0sqZmKGcDjE4YOHeduddxRYIJsjGClhuPs4d/7e+9n11GO/kQV+HSzLYvfu3Rw8eJBIJEJvby+hUIhMJsPExARvf/vbUZRCqkfxUs3n83zxi1/kb/7mbwiFQmiahsfjQRRFEokElmVRUlKCpmlMTExQXV1NLBYjFAoxOztLaWkpAOfOnSMYDLJ48WJi886DXC6Hy+Uik8nw3ve+l4ceeoizZ88yOTlJWVkZACtXrmR2dpaf/vSnvPe972VoaIinnnoKv99PdXU1/f39zg32amDbNrufeJiGykoGu0/R1txIWWUloxOTPPDkDrasW0ldWQgkGdMT4r/+83ssbW+md2iMaCSEz+tBUSRMw0SUJCRJRJFlBAEsBOKxOUBAM3QCXjepdAbDNBEABIFQwEc2ryGJEooiY+gmmqGzYcM6PKoH2zAoDflxqwpjA73z56OgMp84tJ/6FRs5ses5qusbX5YIfq0gXAoWaO+8fCzw6zAzM0M2myUQCLBu3Tr6+voYHx8nm82ybt06J3hW+KwKKRUvvvgiW7ZsQdd1MplMQbWTJHK5HK2trUxNTWHbNmVlZZSXl3P48GFaW1vJ5/OUlJQwOztLNBqlsbERWZaZmZnBNE0ikQhut9uJTQwNDVFSUkIsFuPRRx/l3e9+t5Oa4ff72bRpE4cOHWJycpItW7aQy+WYmJjg0KFDr0kQUok5zh3Zy9LbbkaSRTwulajb4i2b15CxBLw+H4IItpbDFSjB51awLIOli9oYGBgglUpSW1XO9MwsPp8bQRBIpbO0L1zI6VOnCPr9CKKNW5VpXtBE38AAmVyOVKqQhJjXdGJzCWRJpKKsjHhyjmDAjyQr2JaJqLqQM0k2LmnmxXyWltYWwmUVxGemMTQNt60zMjhAPDZNuKTsomt8WUG4JCwgCGj65WOBX4cDBw6wfft2br75ZmzbZtWqVXR1dfH888/znve8xwlinY/Z2VnWrl1LLpcDYGRkBI/HQ11dHfl8HlmWkWUZSZKwbZuSkhJGR0dpampC1/UL8o6SySTRaBRJkhgZGXF+dvz4cSYmJlizZg3/9V//RTKZxDAMRzUrDu9obW3lzJkzvOUtb6GlpYUTJ04wMjLC7bff7txkrxTH9u3m6vVrSCcS1C5o5URXNwPDoyiyzIYNa3EHwmSTCSzJgyJ76FzWiSsYRtcNFixZhiCISEaO8gWt5HUdwbLRdQ1NlGhZtqpgWMsK+XSKtGHhrmslIoGRSSOIIh6vj5p8DkmwEUWZspYOrMRsYfytLOOyQRAVRJdKKqeTy2vsefFFgl437UuXM9JzmqtvuIldTz/JzW9/z0XX+LKCcClYQJSEy8oCL4d8Pk9XVxednZ2cPn0aRVFYs2YNJSUlfPjDH8YwDOemggJpWJbF2rVr6e/vJ5PJsG3bNjRN4/HHH+dDH/qQEzkujnRauHAhkUiEiYkJRkdHHSHJ5/P4fD4mJyfJ5/NUVFRQXV3N1NQUpmlSWVlJPp9ndHQU0zRZtmwZsixjWRaGYaAoCldddRVjY2P88R//Mel0mgMHDrBhwwYmJycdIXmlME2DsXPdbFlUz+DgMLsOHqOppoKSxkYikTCeUAm5XJZdO3cgywoHu/rQcnkqykuZmI0TCfgI+DwEVIlgOAzYzMbi5HN5srpBOBgAywRRoqS2gcm0hiKbIFgkYjEymRTHe0cwdAPTKKSjGLaAZBk0VEQwLJuI30t1VRmL25pYt7iJh57fx8KOdhTBIpFIIMsSPpeMkUlcQBqvSBD+J7DAy+HkyZMIgkBHRwenT59m27ZtTE9P88ILL/CBD3wAKKRCW5Z1wbR5Xde56aab+OIXv4imaZSUlCBJEsePH2f16tWoquqoN93d3axatcqpQTAMA7fbzeTkJH6/n4aGBhRFYWpqyhGI8fFx+vv7gcL0zL/4i7/gG9/4Bs3Nzc7tYVkWPp+PZDLJF77wBbZu3YrL5WJycpJwOExXVxctLS2v+JbMZTK4JIG8blJWXcO7O5aw4+knCZVGiU1PUV5Xj0tRSWY0Nq9dSktrG4qRImG7EW0T2zTxR8KkY3MgqwiqSpskkjNMbH8J6bPHUEoqUUvKscb68ARDeL1uYlNTLGhpJmcJ1NZUo0arELQclq4hlFTiSk6RlTyUBDwo2ThGJoWl5Qj73Wxe0Y4pqvQODHP6XB+dizow5iaJVlSRScYJRkp/ZZ0XFYT/KSxwMdi2zeTkJFNTU2zdupXGxkYMw6CqqoqPfOQj6LqOIAiOEBRvg6mpKUpLSxFFkU2bNgGFApumpiYmJycxDMNJlnO73TQ3N6NpGpZlUVZWRjwedzxRs7OzSJJEbW0tlmU5AiJJEo2Njfj9foaGhjhz5gwej+eCuodiPKO+vp5oNMrIyAj19fUMDg6Sy+UIBoOYpvmK9yOTShH2KpiGwfDYOHWVeaIhP+lcnvq2dkTTQJAkFrctQAiE6Tl+nLaV65k6cZhMLseipZ3sf+FZIqURypra2fvkYyxctAg5XMbZnT/n6htu5PSZc+x/+GGuuWoLQ93dnO0f4rrr30JXz1lmRofYePU1nO3pwrAFaqvKOfHUw7QuWcHU6FkGBJG2FWsJSVnnmZOZHB7V4qp1y+juPsvYXIrKXB5FVZmbnX3lgvA/hQUuhqKnx+/38+CDD/L+978fXdfRNA1VVR0hKHqKLMtiYGCA6upqSkpKyGazqKpKdXU1uq6zefNmjhw54vx+b28vUMhiTSaTjr2QTCYJBAJYlkVFRYUzsdIwDOLxuCNEoVCIRCLhDO17/PHHee6553jnO995AcsX1bCpqSk6Ozu5++67+d73vkculyOZTBKJRF7RfqQScXLpFHZtLf5gkF2793BubJq66CiKlsFTV40gCOw6fArXsdNUVJZz/JlHUSNluAJhHv/ZT1i04Sq0+DQ/v+8+7r7nLs6cOsl0VxfTGZOzJ4/TNzjBsqVLGBgcZnRympxh0dfdxZn+IXQLDu3bR6isgl0799C5ZBHV7Z089OgvWLV6FSWhIN/7+tf5w/fdhSAJYBrUlEV46Ll93FMWpnNhM5onxMTYEHaoGi2Xueg6LyoIl4oF9jz4EG/ZtvWyscDFkMvl2LVrF5WVlUQiER544AGqq6s5c+YM73jHOy4wkm3bZmRkxMklKg7rLi8vZ25uDo/Hg9frpampCSioP9FolGg0ytDQEC0tLSQSCUZHR6mqqmJiYgKXy8XExATd3d1MTEywYMEC0uk0pmni9XoJBAIsWLCA4eFhTpw44XS2sCzrgjRwv9/Prl27eN/73kc6nearX/0q0WiUZDJJOp1+xYKQmBojGAxiGxqTQ4N4vB7q62pYtKCOxtYWbCNfcJE3VFNeXUtjSyuj585QumAhodIShMwcG2+4lZmug+RmJli88Sq0dIKKkhCrr7qWoXNnaVm7lYYFCxg6tItUOk1pYyu7n3yEbZvWIJdWM9lzirYli9BzOSorK1mychXjIyOsWLiAjOSlvrYSxeMFLYngC+PP58loBpPxLClNwC96SSZSlNV4ScZmL7rOi4ZeHRZw+xwWeOHQKU4fOcJU/zmsbBJb19h1+BRPPfootpbj+DOPktN0hwWibUsxZTc/v+8+Nl1zHTOzMU7u2cFIQiuwwLk+Vi4rsMDp3iGS2jwLnDnHeELj0L59CLLKrr0H6To74LCAJrkJRKJ87+tfB8WNIMmAQE1ZhJ2HTqJn03QubGbD6qXEx4ew89mXZYGXE4RsNkt5eTmGYVBTU0N9fT2BQADDMJyuE4Ig0NXV5eQFHTt2jHg87mSOBoNBNE1zIsbFWMLIyAhjY2O0tLTQ39/v5BMV+x7pus7u3btZsWIFp06dYnBwkNbWVpqbm9F1nb6+Pnbv3s3y5csZGxtj06ZN1NTUIIqiYyMUq+MmJib44he/yMGDB7nmmmtYtmwZx44dI5vN/uaNmIep59EFGbfXz6qrr+W6t97NDbfeyvTUNLPjIyAIWHqeiakZ9FwaTdewLRNZtLFMA9uyQBAxdR2vWwE9z/TsHOHgS252ITFN39EDZHI54rOz2LbF7GwcLV/QBtLxWfK5HJquIwpgWyZlXhmJ+VvZtimmR9j5LG6Xyh/c/RbO9Q/SfbaXuWSadDaNIito+dxF13nRG+GSsUBjA0OH91w2FrgYstksfr8fwzBwuVwsXLgQRVG49tprnTJMQRDQdR3LsigtLWV8fJy6ujq++c1v8qEPfQi/349pmo4BHYvFsKyC7RIMBgmFQvT39xONFsoKBUFgenraSbTbtm0bw8PDRKNRmpqaGB4eZmhoiK1btzI6OsrnP/95x8aYmppi6dKlhUM73ySg+Jw33HADmqY5gbupqalXJQQAmXgM1cyTFdwcfvoJdAtcqoIN+INBMHSQVcBGcnkxDZPZVIZIJoWqqszNxbEzcTK5fCF3bP7IFlXLqdkY/mCYspCPybEUM7ZCdV7D7/ciCCJuI4umm7hUF16XgplNofoCBCIRdE0Djw+3LGPmMiAJYBQO+s+f2095VRV6No2Yi+NTFVyijapc3Da6uLH8SyzgcntIZzIcfv4ZIgEPkbIyhwUiJZFXzAI1pS9dx0Jimt6jU+jzLFDSUGCByqoc4utggWf2HUdVVJo73KSzaaplhWT24ixwMUxOTpJOp6mvr0cQBHbu3ElTUxNVVVUXFOFLksSCBQuYmJhgdrYgaMuWLUMQBDwej1Non8lkSCQSCIJARUUF5eXlSJJEJBJhdnYW27ZJp9POXONIJIKiKFRWViJJEnNzcxiGwcKFC5mdnSUSifDnf/7n5HI5PvzhD/PDH/6QdevWOQJaDO6Zpum8l8fj4bHHHiMcDuP1ep04xyuBoemEvR4kRWHF6lUosgSijOL2ok8OYIsg+iMIooyRy5A3TJKmiKVrmIYGehY7HWNqYgJNm0+GtMHldiHKMhGXxOTUJHufP87y9RuRp3txu1VcqoJpQ27eOSFaJtlUCvw+LMskl82RCwRQZQlFVcjlDdye+V5YksKtW1ciB6OIuQQEypg5fnL+vS+eWndxG+GSsYCXgfHxy8YCF8Pg4CDRaJTu7m5SqRRlZWWcOnWKqqoq55AV/faqqlJXV8fc3BzLly932jgW060ty0JRFFpbWx37AXDKM03TZGBggIaGBrxeLwsWLODEiRNYlkU6nWbVqlVks1m+973v0dbWRigUYvHixUxNTRGNRunt7eXw4cN88IMfBAo3y/mdLhKJBIcPH2ZwcJD6+nq2bdtGf38/+Xz+Fe+HOxAgFRuj2u/GzMmQTYBtYszlC3q15MK2TGzLxDR07HyG1PA5srWVuNVUoQxT17BtiERKycfnmJqJ0VhdQS6VZCih0VwWpvmWm0km4swJhZLNmuoadMtCdvsYn5omnUpQXluLlk2Tj01j6Dq5VBLLGyaXy6Pn0wgeP7YtIBgaLlVBUBRMy4coK1iWTd4w0c2Lu40vaiMYmo73PBbYtHEtq9euYePV2xC1LHY+jSCrr4sFYlOTPPzAz5E8fuTU7K9nAct+iQVM+wIWsG0K2Y2yyq1bV7Jx1VK2rV5EdWMLpjAvAK+iCK+YHVpWVoamaZSVlTEyMuKoHMUM06JxCuDz+cjlck6jLtM00TSN6elpJ5JcFAJBEJz65srKShoaGrAsi+PHj+Pz+ZiZmSGfz7Nw4UJOnjxJKpXinnvuoaGhgYmJCWZmZhyP1qc+9Sna29sJh8NAQfCKsCyLUCjE1q1bufvuu2lsbGTfvn1OFuwrherxFsomDQtLlLFswMgjALppY1oiZi6LIMDoyCggMBdPksjmSc1MMjYTZyqtY1gmsdgsYJPM5JicHAfLJCJouNxuQuEg2UyGvJZHsiye23Oo0Pwsm6JvbBrTsnlx/1FmYzFsoLdvkEQyhSAIuFUJVXUjYAMWNvOBTiOPaGQRLANRsDB0DdP81YwAeBlBcAcCpDI5Qn43qiwjZJMIqWmM8R5ESwNBuDgLZHMY6ZdnAdvGYYHasjC33H47fkVAOo8FBPsiLKBrF7BATtNfYgFsbFuAeRaQFQVb9SFcwALWxZZ5Ufh8Pidy3Nvby9DQEB/4wAecuEHx72L9cTH3Z3R0lKGhIfL5PLquE4/HnYxTVVUBHAEqCpVhGFRWVhIKhfj0pz/N008/TWVlJadPn3bYvLe3l/LycsrKynC73YyOjlJZWcnBgwepqanhU5/61K8k/xX/Lnq4ZFmmoaHBmY08Nzf3ivdDVt3kNR23lsLIpudTqgs3oyIJSLKAgUgoGKA0FCKRypDI6eRmJkhoFrKicG7305i5LF63h+G+3kIWgi3Qe6aHkalpeifnGDx7jtnZWTQDunvO0t5UTyaTI5/JsKSlgdmsQVi2Ck6XI4fxel1kU0lmB84R8nkZm55FExQoCoHiQWCeA8VCOXBOMwmXXjzL4KKCcKlYIBgKXFYWuBgMw3D6C73nPe+ho6MDTdMcpj9fBy+qPnV1dYTDYSRJwu/3o+s6p06dor29Hcuy0DTNCWIJguB4nwRBIJfL8cMf/pCJiQnm5uaYmpqirq6Op59+2inM+cIXvkBVVRUdHR2MjY1h2zYTExP8y7/8i9Mw4PzOGUVbQZIkUqkUe/fu5dixYyxevJh0On1B+vhvQrCsinQmQzqZQLR00NJkNJO8aYMko+kmZ04eRxXtgoyk57jh6s2UVlQRDgZp7+ggEolSVVVJpKwMLIv1q1fS1FhQBzvaWqmKBLEti/Kqaha2tRL1uVi4aDEL2tqIlJWzeONVlFdUUhIKUFlVhT8YoqmuBrfbhUewqCwvZ3p6mlM9fcxpAqZlg54DBFDdiKoLUXGhGQaq++I1GRdVnmXVTWaeBTLZNLLDAhaKJIAsoM+zQMDlupAFSqIOC6D6XpYFsqqP6NzcRVlAVV45C/gaqlHswkG3FQ8ihao44XwWKHvlH3xpaSkDAwOEQiF0XXdqBVwul+OeLB624r/dbjeqqlJRUeF8P5PJOLUERd1dkiSnKN8wDEzTJJvNcuedd7J7927e9773kUwmnQq2TCbj1D78+7//O0uXLmXJkiV84hOf4P3vfz8lJSWOUBafqYhitZvL5aKsrMzxYsVisVdVsBSMRAiVVaDlcni9fkxdwzTSZAybkckY8XQWVYSyklLyuoZl2Qi2zezYCK7mNiYmpyHjoj0SonbJUkRRAGwkWaWkmPxnWVh2XdGUxLBsRC2DpXhQZJESU+D4gb2UlpaSteD42UEisklFRTmxefWzpDSK1x8gr5to6QzT8TRtDQKy20tqLka0rIy0rODxBy+6zosKQrCsirEjL5JOJpCKLKBbSCK4XQqabtLT86ssoHj9eD2eAgv4vbiDIVJu1WEBjyyQNWw62loRVTf5RIzyqmqqKyoQRIGKRYsRJBEsi8WRCsKBACWhAP5Q2GGBXC6LR7DwlZczPjWJpuVpqK8nIFtIeg7kwK+wQPBlWOBiKEZ3Y7EYhw4dwu/3MzIywpYtW5x8nuKtYNu2U4ucTqcdXd3n87F582an72mx4x3gNP3VNI2enh7m5ubYs2cPf/EXf+HEIOLxOFCoYTZNk2g0ytTUFMlkkkQiwUc+8hF27drllHgCF9wGxdSPvXv3ks1muf7665mcnCx8tsHgqxIEt9vDXCZPedCHns+RNUGyLATBJp/Xqa+toayqGkSZTDbHnt27mU6kKS8vI3HqJKIAL+w/Sl1tDcbYCLl0gVwlSUZUXYCAKokokoRu6IUsXW+A2PQkiiwT8PmQPX4sLceZc/1UlpcyOTJJ06aN7Dt2Ar8iUFYSJhaPo4+Os2ndSlJahmd37cfIL6Fz9Rpyc3GCwSDDUykWv0wg8eKCcIlYwLbrHDv2crDARdceDDIyMkJtbS0NDQ2k02mWLFnCmTNnKC8vdwQACrr3F7/4Rf75n/+ZTCbjHEzLsgiHw469ADh2gWVZTExMcPjwYRRF4cUXX+Qf//EfnbJM27bRNM2JU0xNTXHvvffy/e9/n6effhpFUbj++ut59NFHf0Uoz280XMxLGh8fZ9++fWiaRiKRwOfzvarmXx6fn1TeRHEpSIoLMTlXKLjSNManZ0hlc8TmkmQsEdnWcCuF6sKh3rO0L1tBDRb5mnLGxkawLBu3240oiBiCjqLp2ICgqqTnu3jYtk08FsPn8SIC+XSa2YxGSTCI4vYQDIXZ1tzK/qPH6Vy8kNhsjHgyjs/jIhj28cCjT9PaWMv777iGnz17gKVrN6Dl8yil1WSSE/hezY3wP4UFLoZiobyqqni9Xqct+5o1a5z/c76/vugxUlXV6XgnCAKqqjI+Pk4oFGJ4eNhp3pVOp+nt7aW/v59EIsFnPvMZp5kXFGoa9u3bRygUorq6msnJSWRZxjAMNm7cyPDwMNlslnA47PzO+flPRfXLsix0XWd0dJTq6mpmZmacXKXizfVK0b5iDQOn9lDT2ITs9mBkTO5/Yid53UDXDcdWqq4sZ3JqmtJIGEGU6Dl5otC9zrI42t2Hbpi4VAWXWtgjSZYx9ZcaLdhQiEHhaEkvQZQQJZGegRH6RqfQDYsjR46TyWbRDZOg30f/8FE8LoVENseJc0PcfPV6ZEUml8tipdPUtbS/ugq1/ykscDH4fD7q6uqIxwuCVFdXRy6X48CBA1x99dWOB6joPfr0pz/tuDEbGxtpbGxEVVUnpjAzM4Msy87kG1EUeeKJJ7jxxht5+9vfztjYGPF4nP7+fpLJJEuXLuX6669H0zSSySStra3U1NQQj8cpKSmhtrbW6Xj3y7ZBcd5C0TOlqipr167F5XLR3t7OM888w6JFi6ioeBUd4ASBliXL+f7Pvl0wVEsqsFWFd916DaqiYNgiAia25IJ5b5qkZzEk93xBlYGNgISNIApYlg0CCFoaQ3IjmHmStgsjlyEUDCAaWWxEkN0UPeOqy0VOcmOpHhRLQzFy2JaFns1hmzqWDXYuwWyyHcswUFSV6mgQPCEMw8QWZfbt3ce7/+QvX36dF+tiYds2Jw7sIT7PAsJ8pud9Dz/9a1kAQUAQRYcFNF17Q1hAFARkRUXTdWzT/CUWGMXjUvC4XbhUFzdfvZ7aljb6znSjVjSQUwKsueq6V/zB67rOgw8+yJEjR1i2bBkAS5Ys4eDBg1RWVlJWVnaBG7WYOrFnzx5mZ2fp7+9n8+bNtLe3YxgGs7OznDlzhqqqKkpLS3G73TQ1NTE7O4uqqo5dUFpaiqqqFwTjdF1naGiI++67j4997GOYpkk+nyeVShEMBtm7dy8333yzY6AXUQzUjY6O0tzczMmTJ1mwYAHPPvssd999N8uXL3/VA0ZefOIRpIkeappaELQs6DlEQDNMFHfh5lQDIbLzmctutaACW7qOMB97MS0bywZRFFAEEGUZQZLAtsnlckiSjGUWbFFhvvshSqH9pez2YRmF17K0PLZlkc9mONPbj6BrtDdUYiJhzZf8GraFLxBm776DNLUvZDQvcu2d73p1N8KlYgE9lyYcDF42FrgYFEWhoqLCyeMpGsETExN4vV6nU935CAQCTp9RSZLo7e3lhRdeoKysjNraWm677Taqq6vJZrP09PRw6tQp6uvrqaiocNrAFBPlip2us9ksiqI4eUhHjx5lw4YNZDIZp5NGfX29M0Tk/PiEIAjU1NQwNTXFf/3Xf1FSUsLExAQLFy7E7/df0KP1lWLJmg0c/HkPsYkxotV1kE8hSAoul4tEOk0+UMneJ3+BAIR8btavXoEyf9unczo+smi2hIWEIEiYCAim6ZCn2+sFy0az8lg2yKKAoLqQRBFBKCTWCIoLTANhPoeru6ubpK3QUluLLUoICIi2jSkquLCIZzUqK6LMGQJL1m7+tcVIL5t74PF46Lj6VqbHe3B5fQhIuP3BgnvSMFHcwQtYQPQE8c2zgCyKF7CALcyzgBLGJcsIUgifbZPLqQUWkJWLskDQYQE/lqYUWECSLmABf7jUYQHdtvC5PezdvYem9oU0dJS8prbxra2tiKKIqqrU1NSQzWYvaL5VZN/zc4+K/7Ysy1Gt1q5dC8Do6KgTMW5qanK8Ovl8HpfLdUFwrujRKdoFoiiSTCYZGhpixYoVNDc34/f7yWazfPvb3+azn/0s8XictrY2Jyv2zJkzuN1ugsEgN954o5POAeD3+19Tv6dAOIIeKEN1WeTmpnGJKrKqksrm6B+dJJE4y1VrV6IqEvsOn8DQNGxBRBJtjEyaWUHGJZnYtoAuQMqwUVQVj+rCwkYqEqoAGcNGFEHUNQxPAMUyCs0eLBNbz2PIbs6eOUtK8tG6oB63kUFyubDyOUSvHykbRwpEmegdpLZlEV0DE0Qrfr0L/dfuyJI1G8gYEJsYQ/QEEC3DSRFIpdOkPFEef/IZXti5m70HDpHXNCxdx7ZtUjkdychgmhqmNZ96YINtmvNJeQJur3ee9eZ9/0KBBWRJupAFbBBEEcM06e7qJpG3KKuuxRZdhXJNUcaWVFyy+qpY4OVQWVnJkiVLOHfuHC0tLTQ2NrJkyRIGBwf553/+5wvUkPO9Ned7lFatWsX+/fudXKJgMEgkEnHSpYELvD7F7//y89q2TX19PV6vl66uLqdTdjab5e677yaRSDiJf8Ubye12Mzs7S0dHB7Is09jYyDPPPENFRcVrnswpiiLrrr2R+x94hHxeQwdsQ+PM2XOUBj2sWNxGwOthMjbHwrWb0HSDc33nSKVzuGUBwbLI5E3SmRzpdA7LMMhnMqTyOkYuQ0oz0XSDpG6jSgI500bP5yGXBmxsoxCAzOfz9HSf4Znnd1DqFnnh6afRFC+TU7PY86qWEq5As0DAZu/OF1m2YSuyov769f26H77EAm5yc9PYooqkusjqBv2jk3Tv38lVa1dy3aY12LaAoWlomo5l6hiZOLNZC0vXsLUceq4wNy2RzaHldbLZHFouX1ANBMibBf3R1jUMUQHLxDYNLC2LmUuh2cJLLNDagkcRC9NYsFC8flQ7h+IPMjE5TVnLIpJ56zeywK/DihUriMVibN++nf3791NXV8eqVaucwwwveY+KNwEUboV4PM7p06dZu3at041a0zTnsBcFpnjwi/GG4o2j67qTxlGMQhfHz2qaxuDgIFBoU1+c1Ll9+3YEQWBoaAi/348sy5w8eZKuri7OnTuHoiiUlJS8JmIoIlxSyl1/+P9wdngcLZcnkdWRgXyu0HFuOJYkZrk59MLTxJMp1t54B4IoYIoqtp7Dr9jOmkzDIJfJoKUTZDUTl56a30OLlG4i2BZZ3cJAwBZFbMvCzOc43NVPNm/wtrfeQlN9NVdt2cCuF14gq3hJaRap2Rlyps2+HdtR/WFKWpZSXlP3G9f2awXht84CunVZWeDXob6+nvXr17N3714GBwd5+OGH2b9/P4sXL3ZyeIpsfv7hcrvd5HI51qxZ43iYBEFAURT0+duyaAucH1yDl7phFG8XKAwdzGazfOc732Hz5s185StfcYzlYiXdRz/6UdasWYPL5WL79u1EIhEWLVpES0sLd955Jzt27GDhwoWvKrXi4hDoWL4KOVyOZer09fYRjpax7+RZHvj5Yzzz/E6IjdPZ3szZoXFmRkewTJNEMkXfRIyxWBqPArKiFNRKUSSfySDYJlkTBDOPhIVPnj+WgoAkFAaJDE9MMzM+xvJFbRw8dART8SCpLsrLomzeuJZDe3bx/PYXyas+zp0+RevyVcymc2y98bZXpAq+gm7YNicPHaB315O011UiiCID/f14fD6q6uqYiaeZzduMdR9nUVszizduZeTYAWRZIpdK4nErpPL2Sz3/NQ3V7UaSFXyKja36MQDTBrckYtrgDfhxu11g2diWyd5j3aiKQlWJn2gkRCyVZc/eAyxZtYawS0TWMqilFex74XlqO5Yxh5trbnvb6+p9ats2zz//PD/72c9oa2ujoaEBt9vtGNJ9fX0sXrzYYfLzBeLIkSNcc801zusUc42gICjwkj1xfo8h27YvaA6QTCaZnJzk3nvvdbrcbdiwgfe85z0888wznD59mqqqKq6++mpEUURRFM6ePUs6nWZiYoJ4PM6KFSsYHR1lbm6Oz3zmM29IP9ipsREe/Oq/sKSxlgNHj3PVpvWYuo7scmObOr2Do8zGYmxYuwYtnWR8ZppMTqOusoKes734/V7K5mM7RUNZEgVs08DlDyAJNqYtFZoET06STGXIKl6uvmYbEz2nsAMlHNrxPNs2r0f1BRBNnXQqRTyTx+33Ex8fIa4LtG29icbWha9oTa9gV36bLCBeVhb4tasWBDZu3EhNTQ0PP/wwjY2NRCIRBKEwHPArX/nKBcxddKWOjY3R1tZ2wWsVjV63u9DfKZPJOIZ2Pp93EvOKxm7xpoGCwKRSKd71rnfx1FNPIYoiIyMjrF27lrKyMlpbWzl48CC9vb3Ytk1DQwN1dXXOnxdeeIEHHniAT3ziE2/YXLWyqhpu/sAn6JuYZWnHQvYdOISRz6Fn03T39NLdO0h9RSnTk+OkNZ3ugTHKIxEGBgZZtm4Ds7E4z+87jGlZWKaJZZoMDQ6QM0wmxyeYS2Y4d+4seVElk8vh9/sRMnH6Th5j+95DDPZ0s3TZckZHx0lnMtiygr+sslDiOTpMPG9Su3ITDS2vfEjKK9oZURRZfe3N7DzWTTAUYs++A1y3YSXXbl7LrddsorqilKHxKfLpBJnZaTRNZ3JmBl3P41IUDhzrZmh4GD2fL8QQhPkMQdMgnUpjmSaGnsPQdbRshq4TJ9j74m66+4aItCxhdmqSm++4jcN795BJJtF0g6DXw1u2rGf1yuXYgCpLjIyM0bZmM+pr7Hf6y3C5XNx66614PB7+6Z/+iWw2y86dO+np6WHLli0cOHDgggCbJEk89thj1NfXOzeBpmm4XC7HO2RZFi6Xy0nHOD8IVjyoqqqSz+dJJpNomsaHP/xhjh49yubNmzEMg+rqavL5PPv27SMWi2GaJi6Xi/HxcScJMBqNMjc3R3l5OX/+53/+mlymvw7VDQtYceNd9E3M0tLYwIsHjyFbeXoHR3jr1Wvwen1kslk0y2ZZayOyJOIL+MlbEAkF2bpmOZ75ZxoeHmbhyrXsP3SMnzz+HDPTU4yNT+MVdDyKjJ5Ls2hhGw8//Cib160C0+DHP3uIkeFhDh8+iuINMDU5STaZwFVSQUnbchatWPuq7KFXTBG/DRbo7++7rCzwStDR0cEdd9xBT08PL774Is3NzQwODlJZWYkgCPzTP/2Tk1RXzDTVdZ1sNuv0Uyoe8KJ9UKxlLqpHxVugKDjf+c53OH78uDMgZOHChWzYsIF/+Id/YOfOndi2zcmTJx2bI5/Pc+LECbxer1PnMDk5SSQSYWhoyOmz9EajvXMF6269h7GUxrJFCzncNUBn2wJsQUQR4fDxLnq6ugn6fCSSSRpb23nmsUc5OziCpmuYuo7L48GwbHIzE9RXlXP3jVcTDoZoXVBHT+8AGd0imUoh6Dm2rF/N0WMnaFtQz//1f72HkvomWhZ30td1iumxEZKaheErZdmGq171Wl7VXflGs0Dnhi2XlQVeCSRJ4qabbuKuu+7iwQcfJJvNOmWVkiTR0dFBPp/Htm1mZma46667nAqw4m0BL2WdFg+/aZpOkp1lWZw9e5aenh7OnDnDbbfdxtKlS50KNkVRCIfDeDweli5dyoc+9CGam5tZtmwZLpeLzs5ObrnlFlRVdXok7dy5k7179/KpT30K1xt0Q/4yBEGgY8Uarv29j3G8f4TOziWMTc/y3N4juHwBkukMC5sbCxMwbYuBM1001ZSxYfkSXIpaKLTKZMhlsySSKQI+Hz6/H0kU8fl8DAyP0VBTRWtLC4LLy4LGesx8hsefeIqyaClL1m5g+MwpXKKAjkT92m2su/YmFPXVO0le9Tyh9s4V2JbJ0WceeVkWKI2EWN25mOnZWRpb23nkkUcRBQgGfCi68hILTI9TX1VOZ0cbqsuFR3XR0zuAKIjkfokF1q9eTsvChYyOTRApjdLXdYp0KknWAMlXysrXwAKvFFVVVdxyyy1omsanP/1p/uqv/oqenh5yuRw33nij4wjo6elh27ZtThFOsawTXmrpeH5zMEmS6O/vZ+/evVRXV7NgwQIikYijThWN5uIgwWKQ7pvf/Ca6rpNMJikrK2Nubo5gsJBPpes63/zmN6moqOCjH/0ozc3Nv7V9KaKsspr3/9nfsP2RnxGtqCLkUTndfYaVK5bh8XiwLItTZ/sJB/zUV1eQTKWIRCKY87bT+GyCzs4Q+VwWLZclmc4QCgZB1wqJmKrK2NmzLFu5gjWbNpMzLAZ6e5kZGaIsWsJQMk/r2mtp6ljymtfwqq2n/04s8GqwcOFCVq1axe23384TTzxBMpnkmmuuIZ/PI0kSQ0NDTh5S0Y8PL7lElXlnQTEOcPz4cY4cOYJpmqxevZrFixdTWVnpHPpidVpRlTq/1vlv/uZvGB4eZmxsjEgkQipV8MHn83mefvppWltbWbNmjZMrdSkQLC3npt/7CG1X38qp7h4a6mop9arsP3Kc8eFBrlrdiY3AL3bs5fS5fmdvBEmipa6KL33rR8STac71D3C2fxjJ1qmIRnhu72Ge3LGX0toG/MEI/397Z/fTVJrH8Q+c05a20NLS8lJcWZy2zqAjYnDWrFkRNJmYbHaSNRE18cJkEy+99No/wMu59cI7YyIZrVFiIrCGDePFQCbEAtIBW0op2MKc9hz6ctruRfec1XlJRqjDxj2ff6Dpk35/fZ7f23dzbZVsIoqo5klnt5HMbgYv/gP/4d6qI+sOeW972beRUuv8M3SfylYSp9XMWjKJaG2kq60F0WRi/F/f6lFALap6FKiuCJzlb18OEo9FsTRY9Sjw7Xff0/uZvxoFEmv0HutDKdeTU8vUl4qk4jGaXC7SBQgcH+DAZ4d3dQDvQ6lUYmJiglAoxIMHD7h16xatra26Q40kSfj9fr1Qpk2hFQoFIpEIi4uLFItFfW2L2+1maWmJtrY2bDabPsSjvRu0No98Pq/bTiUSCbq6unj+/Dkul4uWlhbdRCQUCrFv3z6OHTvGuXPn3qmA/57IcpbJRyOomwmE7Qymesgo2zgdDixmEwJlLDY79XV11fdiuczC8grx5AaiKOLv8uFr70AQBdRSGbvDSerNG3KKQoPNjqLIZM1ODp0cojvwaU2+566EANUfx+LsDGN3vqbv8x5yikI4skx3h4e2Vi8z80uEI0t0elv4c38farGIYDKRTK7zzfgUX53+ExlZRpLzfPF5gEhsjfAP1crp6dOn+NT/CfNzYUrF6nbpcOQ1rk8O85e//n1HfUS7pVwuEwqFGB8f5+XLl5w/f17vKm1oaMDn8wHV94Esy8zPzyNJEl1dXfoop3Zd0q5A8N9WDc3wQxORyWTSZ6a3t7fJZrPs37+fx48fMzg4SCwWw2KxMDIyQnt7O93d3Vy6dKkmLpq7oVwuk1pPshYJM/n4G7x2M39sd5P+sbrtPJfLUSpX3002q5UGk0BerSCKVS8NQaz+M5pE7TyKfLe4grfzD3zx5Ve0+fb96vzxTti1EDR2EgXCP0RZ20jtWRTYKdpaxkePHvHixQsOHDjAzZs3iUQium3s06dPURSFCxcu4Ha7EUWRQqGg70SSZRm73Y7VaiUajeJ2u4GqILRrlJaS1WxoZ2dnSSQSFAoFDh48yMDAANFolLq6OkZHR7l69Sr9/f17LoKfUqlUiMzN8v3UZNVdqZjD2WhnO7OFUF+9AvKfhW2loorJYgK1iMXdhlyskClWaPa00j8whNPtrVk95G1qJgR4/yhgNQvkinsXBXbL9PQ0z54949WrV8iyzPDwMGazmWQySSAQoKOjA1VVyefzert1Pp9/5x2gtXcDurjj8TjpdJr19XWmp6fxeDx6dqizs5Oenh5WV1d58uQJ2WyWZDLJ9evXOXLkyF4ex2+ipKpspd5QKORRMhKFfA556w0/rq1CuYzV6aLJ20a9aKbZ04rT5abBZv/FhsRaUlMhvM1viQLaR+9VFKgFmUyG+/fvMzY2htPpZHV1lRs3buD1et/ZKKdlliRJoqmpSfdS1lKs6XSakZERNjY2CAaD9Pb26tvsTpw4wdzcHMePHyefz3Pnzh2CwSB3797l4sWLDA8P09jYuFdH8FHwwYTwNr8aBRJxqFT2LArUikqlwvLyMvfu3aOpqYmHDx/S09PD2bNn9XWOWr+R1lIhSRKbm5tkMhnC4TDxeJyhoSEOHTqEKIq6F4NWeZYkidHRUV6/fk1fXx+pVIorV67syBzQ4Of8LkL4f0FRFJaXlxkbG2NmZoajR48Sj8f1dTAnT57EYrEQj8fZ2KhmSGw2G83NzbhcLgRB0Ady0uk0ExMTyLKsj1VOTk5y5swZTp06RXd3t97AZ7B7DCF8ICRJ4vbt2wiCgNPpZGFhgcXFRb0eEAwG8Xg82O12SqUSyWQSVVVRFIVwOEwsFuPy5cs4HA4WFhbwer1cu3at5j1DBlUMIXxgVFVlZWVFb46bmpoiFovp6dJMJkMikSAQCLC1tYXP50MQBPr7+3E4HPj9flpaWv7nMkEfG4YQDAzYQYuFgcHHiCEEAwMMIRgYAIYQDAwA+Df76EnjtotBjQAAAABJRU5ErkJggg=="
[ "13¢", "8¢", "11¢" ]
null
0
math
grade-2
fractions-of-a-group
false
true
What fraction of the shapes are triangles?
"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"
[ "1/7", "2/7", "10/12", "5/7" ]
null
2
math
algebra-2
domain-and-range-of-absolute-value-functions-graphs
false
true
What are the domain and range of this function?
"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"
[ "domain: $\\{x \\mid x \\geq 1\\}$, range: $\\{y \\mid y \\geq-9\\}$", "domain: $\\{x \\mid x \\geq 1\\}$, range: $\\{y \\mid y>1\\}$", "domain: all real numbers, range: $\\{y \\mid y \\geq-9\\}$", "domain: all real numbers, range: $\\{y \\mid y>1\\}$" ]
null
2
math
grade-4
estimate-angle-measurements
false
true
What is the measure of this angle? Choose the best estimate.
"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"
[ "120°", "150°", "45°", "90°" ]
null
2
engineer
grade-7
evaluate-tests-of-engineering-design-solutions
false
true
Which of the following could Luke's test show? Luke was concerned about drivers speeding on his street. He wondered if either a speed bump or a traffic sign would make drivers slow down. Before asking the local government to install a permanent solution, he decided to try a prototype sign. Luke made a sign out of cardboard and marker. Then, he put the sign up for one hour every afternoon for a week. He used a radar gun to measure the speed of passing cars when the sign was up and when it was not up. The passage below describes how the engineering-design process was used to test a solution to a problem. Read the passage. Then answer the question below.
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"
[ "whether a speed bump or a sign was more effective in slowing drivers down", "whether a temporary cardboard sign or a permanent metal sign affected more drivers", "whether more cars obeyed the speed limit when there was a traffic sign" ]
null
2
math
algebra-1
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
"iVBORw0KGgoAAAANSUhEUgAAARAAAACZCAYAAADnwmWxAAAax0lEQVR4nO3deVxU9f7H8dcgOyKyCkqKwg0tU1QSrcQFzZTSTLBcyLVb5s+Fq3kzNbVscSsxy+qWmqaWS2IZJddCoAVow+2KpqFpyEXcYBBEhu/vDy6TyOJwBAbi83w8eDzkzFk+M57z5ny/58z56pRSCiGE0MDC3AUIIRouCRAhhGYSIEIIzUwKEDc3N3Q6XaU/qamptVym6davX49OpyMgIKDOtx0fH2/8TLp27Vrn228MDh06VOW+2Lx5c3OXWMa4cePQ6XTMmDGjTrZX2efj5uZGUFAQ69evpya7PS2rM7OHhweOjo7lptvY2NRYQdXl5+dHx44diY6OBuC2224jNDSUdu3a1XktW7duNf77l19+4cSJE/j6+tZ5HY1FmzZtsLQsuws3a9bMTNXA6dOnadOmDa+99poxMAICAsjOzubOO++s83oCAgKwsbFBKcXp06dJSUkhJSWFM2fOMG/evJrZiDKBq6urAtS6detMmb3O/PDDDwpQQ4cONXcpymAwKE9PTwWou+66SwHqlVdeMXdZfzkHDx5UgAJUenq6ucspY9myZQpQr7/+utlqqOzzMRgMKjw8XAGqbdu2Nba9GusD2bdvX4WnkD169ECn0/H2228D8Oabb6LT6Rg2bBgJCQkEBATg4OBAUFAQv/zyS5ll9+zZwz333IO9vT0eHh6Eh4dz4sQJAGbNmsXdd98NwK5du9DpdOzevbvSJszGjRvp1q0bdnZ2ODo60rt3b/bs2WN8/fDhw+h0Opydnfnjjz8YNGgQDg4O+Pn5sWXLlpu+/4SEBDIzM2nZsiVz584Fyp6RiLq1cOFCdDodDz/8sHFaQUGB8ZQ+LS0NgPDwcHQ6HVFRUaxZs4bWrVvj5OTE8OHDyc7ONi6rlGLlypW0b98eW1tbfHx8mDVrFrm5uQAEBgbyzDPPABAZGYlOp0Ov11fYhLl69Srz58/Hz88Pa2tr3NzcCA8P5+jRo8Z5qnOcmMLCwoK+ffsCcOXKlWovX+l6a2xNJrKzswPg2LFjjB07loCAANzd3UlJSSE8PJyioiIAvvjiCwYPHkxSUhIPPPAAHTt2ZPv27fTp04dz584RHBxMz549AWjXrh3Tp0+vtNmydOlSHn/8cQ4cOEBoaCj33XcfCQkJDBo0iF27dpWpKzc3l7CwMJo1a8Zdd93FiRMniIiI4Pjx41W+r9KwGDZsGKGhodja2hqbMaL+Kv1///jjj3n99dfp168fBoOBTz75hFmzZhnnmzt3LpGRkZw9e5bw8HDs7e1ZsWIF4eHhAIwaNYrbbrsNgODgYKZPn461tXWF23zkkUdYvHgxly9f5tFHH8Xb25vt27fTs2dPTp06Vaaumx0npiouLmbfvn0A9O7du1rLVsmU0xRTmjBxcXEKUE5OTmWmBwUFKUCtWbNGKaXUunXrjKdY33zzjVJKqf/85z/GaYcOHVJKKRUYGKgANW3aNOO6+vbtq2xsbIyniC+++GK5Jkzp+jt37qyUUurixYvK3t5eAepf//qXcb4pU6YoQN15551KKaXS09ONNSxevFgppdS1a9dUq1atFKBWr15d6Xs3GAyqRYsWClBff/21UkqpIUOGSDOmFpjahFmwYEG5fSM/P9+47JEjR5RSSo0dO1YBys3NTV26dEkppdRbb71lnKaUUufPn1fW1tYKUJ988olSSqlLly4pFxcXZWNjo3766SellFIhISHlmjCl658+fbpSSqnY2FgFKAsLC5WWlqaUUqqwsFAFBAQoQE2ZMkUpZfpxUtXnExAQoIKCglRQUJBq2bKlAlTfvn1VZmZmNT7xqlXrDGT8+PEV9vBWNw0BvL29uffeewHo0KGDsXM2IyODvLw8fvrpJwBCQ0ONy3z99dcUFBRUq0c7KSnJeMo2cuRI4/QRI0YAJU2XCxculFnmscceA8DS0tJ4NSUjI6PSbcTHx/Pf//4Xd3d3goODAQgLCwOkGVOb2rZtW25fvO+++zSt64EHHsDJyQmAoKAgALKzs7l27RrJyckUFhYCf+6PTk5OnD9/noKCgmpdcfvqq68A6NatG/7+/gBYWVkxbNgwABITE8vMX9VxcjOpqakkJyeTnJxMRkYGOp2Oy5cvExcXZ3K9N1MjV2F0Ol21N+zq6lrmd3t7e3JzczEYDFy8eNF4qcnZ2bna677e+fPngZJTQgcHB+N0Nzc3478vXrxIkyZNKqzN3t4eAIPBUOk2SkMiPz+fbt26ASXtbZCrMbWpoqsw3t7emtZV0f85lPy/l+5D9vb2lTZLTFW6ruv3v+t/v/GPWVXHyc2kp6fj4+MDgF6vJyYmhoiICEaOHEnLli2Nf+xuRbUCZMmSJYwbN67C10oPwPz8/DLTr++IMlXpXwIo+4Hq9Xr0ej22trYmX+93cXEx1nXlyhXjznHu3DnjPK6urly6dKnadQLG9nJpffv37y83z7Zt23j22Wc1rV9Ubt++fcYD5EYV7Y9a9kXAuK9duXKFq1evGm9buHDhAoWFhTRr1qxM6FSldH+8sZbS/fHGYKkpTZs2ZcSIEaxYsYKUlBS+/PLLGgmQGutE9fT0BKCwsNB4EP3www+aOhEdHR3p3LkzALt37zZODwsLw8vLiyVLlgB/nvno9fpK19WzZ88yHWWlNm/eDJScSt7KzUfx8fFkZWVhY2NDTk4OSinjz6uvvgpIM8YcSvfH1NRUY/Pjo48+0rSuoKAgrKysgD/3x7y8PG6//Xa8vLyMzQ5T9seQkBAAfv75Z2PHfGFhITt27Cjzem04efKk8UpPRS0JLWosQHx9fY1tuqFDh/LEE08QFhZmvIFGVfPutxdeeAGdTsebb75JWFgYgwYNYs+ePbi6ujJlyhQAWrVqBZQcxBERERW27Zo3b878+fMBmDx5MqNHj+b+++/n3XffxdLSkqVLl2p+z/BnOAwcOLDcf0ppD71cjal7AwYMwMrKiqysLIKDg4mIiGDz5s3Y2toC1dsf3d3dmTp1KgATJkxg/Pjx3HPPPZw/f56ePXsyYMAA4M/9cdWqVUycOJHMzMwK6xo4cCAGg4Hg4GAmTJhAYGAgBw8exMvLy3gpuCYMGzaMHj160KNHDzp37oy/vz+XL1/GxcWFiIiIGtlGjQWIhYUFH3/8MUFBQWRlZfH999/z7rvvGgOktE/AVEOGDCE6OprAwEB2797N999/z9ChQ/nmm2+M7dzw8HAGDBhAkyZNiI2NJS8vr8J1zZkzh7Vr19KhQwd27NhBUlIS/fv3Jy4ujn79+ml+zwaDgZ07dwJ/dpper127dnTp0gWQs5C65uPjw8aNG/Hz8+PAgQP88ccfbN++3XinanX3x2XLlrFkyRI8PDzYtGkTWVlZTJkyhZiYGCwsSg6jWbNmcccddxg7KouLi8utR6fTER0dzZw5c7CxseHDDz8kMzOTMWPGkJSURIsWLW79zf/P9Z2oaWlpeHt788QTT/Djjz9q7iu6kU5V99RACCH+R76NK4TQTAJECKGZBIgQQjMJECGEZhIgQgjNJECEEJpJgAghNKvWd2GEqG1HR582dwkmafmqCxnPXrj5jPWE/6bbamW9cgYihNBMAkQIoZkEiBBCswYTICdPnmTkyJF4enri6OhI9+7djc8zNSdHR8cKn9Km9avjQjQkDaITNTc3l5CQEJydnXnnnXdo1qwZa9eu5ZFHHmHfvn306tXLLHUppcjLy+P55583PvG61B133GGWmoSoSw0iQBISEjh79ixff/01bdq0AUqefL1371527txptgDR6/UopQgMDKRPnz5mqUEIc6p2E2bOnDl4eXmVmz537lycnJzKPCrwesXFxRQVFVX6U5XQ0FCuXLliDA8oeWSdlZWV8VkMBoMBPz8/nn76aeM8RUVF9OrVi3vvvZerV69W963eVE5ODlDyuDghGqNqB0hgYCCZmZlkZWUZp2VmZrJy5UrmzZuHu7t7hcsNHjwYKyurSn9MfSapXq/n+PHjTJs2jZycHJ544gmgJFCeeeYZNmzYwOXLlwGYOXMmZ86cYefOnbUy/GbpoELXP6xZiMak2k2Y0qeO79+/3/got0WLFuHp6cm0adMqXe6NN94wHtgVMfUZjaXz+fv789VXXxkfowglAxkvWrSI999/n5YtW7Ju3Tq+++47PDw8TFp3dZUGyAcffMDo0aPJyMjA19eXyMhIxo8fXyvbFKI+qXaA+Pj44OrqagyQX3/9lffee4+PPvqoyr/yf/vb326p0FKJiYlkZWWxefNm+vfvT0xMjHGEOhsbG2bMmMFrr71Gbm4uW7ZsoWPHjjWy3YoUFBTg5OTEmTNniIqKwsHBgW3btjFhwgSKioqMZ0dC/FVpeqThwIED8fDwYOPGjYwYMYLMzEwSEhKqXKa4uLjCZ0SWunF8D1P07t0bg8HAN998Y5yWkJBA7969GTRoEDExMVUun5CQwP3331/lPKNGjWLt2rXVqis0NJRTp05x6NChai0n5Fb22lJbt7JrugrTrVs3YmNj+fHHH9mxYwcpKSk3XWbw4MFlBrO+0cWLFysdXiE1NZW0tDTjiHHX17Fp0ybj76UPpw0NDSU2Npbff/+d1q1bV7rNu++++6YHuZbH33fq1In4+PhqLydqjteTLtj6WpM++88no7s/1hynPg6cmp/JtXM3H5ipLjh0ssX7n+6kzzpL4dk/LybYd7ThtjkenH71HFcOVu8B0HVJc4CsXr2a5557joiICGO/SFXeeust41WLilR1oCYkJBAZGcl9991X5mnSqamptG3bFihpTjz88MMEBgayfft27rrrLlasWEFUVFSl67Wzs8PPz++mtVdm165dbNmyhQ0bNpQZsSw5ObnSgb5F3Tj/WQ5tl3ph39GGK4eu0jTQDucHHDn9cla9CQ+A/N9KxqyxaW1dJkDcH2tOXmpBvQ4P0BgggYGB5Obm8t1333Hs2DGTlrmVA2rUqFEsXbqUBx98kOeffx4XFxd27NhBXFwcGzduBGDSpEno9Xo2bNiAhYUFM2bMYMaMGcyfP7/WRvvy9fVl165dDBs2jMjISCwtLdm8eTNxcXFlzoxE3SvMKEL/Yz7OAx25lm3A6ylXMt+/QP6xmr+cfyuK9cUUZRuwaWNFbnLJNMce9ti2tib92bPmLc4Emm5ld3Nzw8rKin/+85+0bNmypmuqcHv79u3D39+fKVOm8OCDD/Ltt9+yYcMGxowZw8svv0xMTAzR0dHGezIiIiKwt7ev8gzkVnXs2JHY2FgKCgoIDw9n2LBhHD58mM8//5xRo0bV2naFac5/mkPTLnbcNtudS3tzyUmseNwgcytIL8S29f/OYJuA+wgnLn6lpzCj+oPW1zVNnaj/+Mc/+PTTTzl8+HCt3F8hGq+a7ES1sNPhG9USLHT8+uQZqMGWS012oroMaYbzgKacmJpB8/5NcR/RnBP/yKBYX/lFh+oyeydqfn4+x48fZ/v27axevZq4uDgJD1F/6aDlVDcKTl3Dztcax+725H5/xdxVVaggvRBLlyY0cbLAbZgT2Tsv12h41CaTmzD79u0jMDCQrVu38umnn3LvvffWZl1C3BKPMc2x9rLkj5XZXE7Mw/WhZuYuqVIF6SUdqS3GuVBcUMzF2FwzV2Q6k89ABg0aVCvfJxGipjn1daB536acWvBfivOKufhlLs1DmuLQ2Za8/fXvqkaxvphr5ww4drfjjxXZNdrUqm0N5nkgQpjCrr0NLca5cPbt81w9fQ2AwrNF5KUW4Dq0/p6FFF0ycOXwVfQ/55u7lGppEF/nF8JU+WlXOTa2fEfsmeUVf0u8Pmja1Q67dg3jsu2NJECEMBPrlpbYtrOmxTgXzm291CAu295IAkQIM7Cw0+Gz2JPiAsX56Mtc2N1wOk6vJwEihBkU5yuOTThj7jJumXSiCiE0kwARQmgmASKE0EwCRAihmQSIEEIzCRAhhGYSIEIIzSRAhNCgIT1QuTbJjWSiXjkw+gjhg6t+Un59sC0mtkHUCSW1+lM7DxSSMxAhhGYSIEIIzSRAhBCaSYAIITSTABFCaCYBIoTQTAJECKGZBIhoFCZOnEjbtm3L/cydO9fcpQGQlpZGSEgInTp1qvD1xMREhgwZQvv27enevTtLly6lqMj8j0CUG8lEo5CXl0f//v2ZOHFimekeHh5mquhPW7duZeHChWUGjr/ekSNHmDhxIsOHD2fhwoWcOnWKhQsXYjAYmDNnTh1XW5YEiGgU9Ho9HTt2pEePHuYupZyVK1fy1ltvceTIEdasWVPu9XfeeQd/f39eeeUVALp27cqVK1d48cUX+b//+z8cHR3rumQjacKIRkGv1+Pg4GDuMiq0Y8cO+vTpU+nr3333HSEhIWWm9evXj6tXr5KSklLL1VVNAkQ0Cnl5edjZ2Zm7jAp5eXlV+lpeXh7nzp2jdevW5ZaxsrIiPT29tsurkjRhRIPm7+9f5euenp7Ex8ej1+s5cOAAQ4cO5ddff8XNzY3Q0FCmTZtWK8HyxhtvsHr16irneemllwgLC6tyntzckuEeKmqmODg4kJOTo73IGiABIhq0PXv2VPm6paUlxcXFWFtbc+rUKZ588klatWrFzz//zOuvv05GRgZRUVE1XldERAQPPfRQlfO4urrW+HbrmgSIaNB8fHxMmm///v1lfu/WrRvFxcW8+uqrLFiwABcXlxqtq3nz5jRv3vyW19OsWcl4vjeeaSil0Ov1ODk53fI2boX0gYhGq0OHDgCcOVN/B3iyt7fH09OzXF/H6dOnKSoqws/Pz0yVlZAAEX95v/32G5MnT+bYsWNlpv/yyy/odLpK77+oL4KDg9m7dy9KKeO0L774Ant7e7p3727GyqQJIxoBb29vDh8+zOTJk5k5cyYtWrTghx9+YM2aNTz66KM13nypjkuXLpGWlgbA77//TlFREUlJSQC4u7vj6+vLk08+yeDBg5k9ezYjR47k+PHjrFq1iqeeesrsV5YkQMRfnrW1NVu2bGHZsmUsWLCA3Nxc2rRpw+zZs3n88cfNWtv+/fsZN25cmWkjR44EYPjw4Sxfvpx27drxwQcf8PLLLzNy5EicnZ156qmnmDJlihkqLksCRDQKrVq1YuXKleYuo5zevXubdC9HUFAQu3btqoOKqkf6QIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzCRAhhGYSIEIIzSRAhBCayZ2oot7ZFhNr7hJM0lDqrE0SIKLeCR98v7lLuKltMbENok6o3aCTJowQQjMJECGEZhIgQgjNJECEEJpJgAghNJMAEUJoJgEihNBMAkQ0OgUFBfTq1ateDrQNcOHCBSIjIwkICKB9+/aMGTOG3377zdxlVUgCRDQ6K1eu5OzZs+Yuo1KTJ08mKSmJxYsX8/bbb3Pp0iVGjx5NXl6euUsrRwJENCppaWmsX7/+pmPSmktycjIpKSksX76cBx98kD59+vDee++RnZ3Njh07zF1eORIgotEoLi7mueeeY+zYsdx+++3mLqdCR48excLCgqCgIOM0T09PunTpwrfffmvGyiomASIajU2bNnHu3DlmzJhh7lIqde3aNSwsLLCwKHtourm5cerUKTNVVTn5Mp1o0Pz9/at83dPTk/j4eLKysli2bBlRUVFmG83NlFqff/55ioqKSEtL44477jC+dvz4cfLz82u7xGqTABEN2p49e6p83dKyZBdfuHAhvXr1om/fvnVRVoVMqbVFixa0atWKefPmERUVhbOzM6tWrSIzM9OsQ3BWRgJENGg+Pj43nScuLo5vv/2Wf//737VfUBVMqRVg1apVTJ06leDgYCwsLHjkkUcYMGAAJ0+erNX6tJAAEX95MTEx5OTk0LNnT+M0pRRKKXx9fZk3bx7jx483Y4Vlde3alcTERH7//XecnZ1xcnIiLCyM9u3bm7u0ciRAxF/ezJkzmTRpUplp0dHRbN++nQ8//BAPDw8zVVZeTk4On3/+OQMGDDCesaSnp/PTTz8xdepU8xZXAQkQ8Zfn6emJp6dnmWnu7u40adLkph2bdc3W1paoqCg+++wzZsyYQUFBAS+99BI9evSgd+/e5i6vHLmMK0Q9Ym1tzbp161BKMW7cOKZOnUpAQADvvvuuuUurkJyBiEZpwoQJTJgwwdxlVKhDhw5s2bLF3GWYRM5AhBCaSYAIITSTABFCaCYBIoTQTAJECKGZBIgQQjMJECGEZhIgQgjNJECEEJrJnaii3qnN0eRrUkOpszZJgIh6J3zw/eYu4aa2xcQ2iDqhdoNOmjBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzCRDRaBgMBpYvX07btm1Zu3atucup0meffcaAAQNo3749/fr14+OPPzZ3SRWSG8lEo5CVlcW0adPIzs6mSZMm5i6nSnv37iUyMpKZM2fSo0cPEhMTefbZZ/H09Kx3T2aXABGNQnR0NC4uLrz//vt07drV3OVUacmSJYwePZrJkycD0KVLF1q1aoW7u7uZKytPAkQ0Cg899BB///vfzV3GTaWnp3P8+HGWLVtWZvrw4cPNVFHVpA9ENApeXl7mLsEkR48eBeDq1as89thjdOrUiZCQELZt22bmyiomZyBC1CMXLlwA4IUXXmDy5Ml4e3uzc+dOZs+eTYsWLQgODjZzhWVJgIgG7WZDU3p6ehIfH19H1VTNlFpLB7t6+umnCQ0NBSAgIICDBw/yzjvvSIAIUZP27NlT5euWlvVnFzel1uTkZADuvPPOMq/dfffdREdH11ZpmtWfT1cIDUpHsG8ITKk1KysLKGnKXD+/wWDA2tq6lirTTjpRhahHOnXqhJOTE19++WWZ6cnJybRv395MVVVOzkBEo3Do0CH0ej0AxcXFnDx5kqSkJKDkPgsbGxtzlmdkaWnJ9OnTeemll3Bzc6Nr165ER0dz6NAhFi1aZO7yypEAEY3C/PnzSU1NNf6+ceNGNm7cCEBiYiLe3t5mqqy88ePHYzAYWL9+PcuWLcPHx4fVq1fXyxvgJEBEo7Bz505zl1AtkyZNYtKkSeYu46akD0QIoZkEiBBCMwkQIYRmEiBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzuZVd1DvbYmLNXYJJGkqdtUmnlFLmLkII0TBJE0YIodn/A7wMuLsABTWeAAAAAElFTkSuQmCC"
[ "The y-value of Function A when x=1 is less than the y-value of Function B when x=1.", "The y-value of Function A when x=1 is greater than the y-value of Function B when x=1." ]
null
1
engineer
grade-6
identify-the-experimental-question
false
true
Identify the question that Pam's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Pam glued lids onto 16 cardboard shoe boxes of equal size. She painted eight of the boxes black and eight of the boxes white. Pam 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. Pam compared the average temperature inside the black boxes to the average temperature inside the white boxes.
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"
[ "Do the temperatures inside boxes depend on the sizes of the boxes?", "Do the insides of white boxes get hotter than the insides of black boxes when the boxes are left in the sun?" ]
null
1
science
grade-4
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACLTElEQVR4nO29d7hk6V3f+XlPqlx1c+jcPd3TPdMTpBlpAojRmAGEAQGPYSWbtF7A4LUwcQVaRNA+aJH9wHp5jBE2YIIQaY2xBEg2MmMrj0aTemL3dL63b06V00nv/vHWOfdUddWte7v7Trda9e2nuuqeHN7f+8u/n3imKOXxFGR0BhhggGtA2YPXq7Bow7ABbxtSy7UBYQ0wwPUho8PxlPpd8TaXawPCGmCA60dAR47cXGZ027BUKm15ICnlluv7QdO069q/H4Q...
2
math
kindergarten
flat-and-solid-shapes
true
false
Which shape is solid?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMwAAADMCAYAAAA/IkzyAAAJCElEQVR4nO3d324U1wHH8d/MenYXe+z1GMnZSkZaCQq2cG0ZMLZxLvgjRaAKJEAhT9Gn6bP0JfICVZpeViq5hQQ1FGt7MZCCwfGePTNz/n0/V0FEyhHwza7He35k0+l0+vKt9M830usT6d1UAN5byKTlnvTHRemrvpS9/HU6/f6V62MB/jtYkRZ+fFP/4A996dpSXROA2usT6YdfpH+/lf7xRspfvat/gliAzy336jYk6ecTKT/56CcAfO5DG/+dSrnbowBhIRj...
1
math
grade-4
acute-right-obtuse-and-straight-angles
false
true
Is this angle acute, right, obtuse, or straight?
"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"
[ "acute", "obtuse", "straight", "right" ]
null
0
math
grade-5
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "no", "yes" ]
null
0
math
kindergarten
one-more-with-pictures-up-to-5
true
true
Count the party hats in this group. Which group has one more than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABIYAAAB+CAYAAABRYRpnAACBqUlEQVR4nOzddYBc5b3/8fcZ95l1d9/IxoUIMaQtDuXWsMrv9pa2FOpQb6k7pe29LUVrlJIEaSGeQIhnN8m6++6sjcuOnd8fk2xYEiBtk+xmeV7/QGbOnDmyn91zvucRCZARBEEQBEEQBOG8kGWZwRC0+sEThYi42hYEQRCmEZUEZiWUGCBNAxKiMCQIgiAIgiAI583guMxB91RvhSAIgiC8vaUWUE31RgiCIAiCIAjCTNLij/83QwNlxvhTWUEQBEGYLjxRaPL...
0
math
pre-k
fewer-and-more-compare-by-matching
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHIAAACGCAYAAAAB3t5yAAAegElEQVR4nO2daYwk12GYv1dHV9/X9Bw9PffM7s5es1wuuUuueEihZZmKRNGKZSSRZBswAsRJbCMBnCCwg8SIncs5ECGCEVuOY0E2HFnRHcvWQVJLUVruLrn37szO1XNPz/Td1XdXvfzo2Utc0iLZwyUb/QGDqerqrvf6ffXOevVaSCnlZg3mSlCwoCHp8B5AE+BTYY8beh0gNqtSnsnf72h1eDuc8IM2W2ruRB2wz9O03OHdT8GCmSJs1OBGCZR8o3mgI/G9hU9...
1
science
grade-2
natural-resources
true
false
Which of these pictures shows a natural resource?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAV4AAAElCAYAAACszooYAAEAAElEQVR4nOz9S5Mku5ImiH0KwNwjMvOcc8+9NTXdnOb0QyjSQgoXs+CCC3LJ/8M11/x3XFEoQpFedE9PTz26qu7rnMxwdzMDoFzoAzBzM3ePiMx7bjWvpUS6u8FgBsCAD58qVBX0//qJ+d9/BL6L+Mvxl+Mvx1+Ovxxf8fhcgP/wAvz9BPyYgP/Lr+R8+Avo/uX4y/GX4y/Htzm+i8C//yjfv5R2PvwFdP9y/OX4y/GX49sdhrEzt3Np68K//p/+b5hz9t9EtPh...
3
science
grade-4
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACWs0lEQVR4nOz92ZNl6ZXlh/3OPNx5vj6HxxyZkRMyC0BNjapqsqs5PkgyNvWgP6HNKNI0mLWZXsUHydQPohklo5FGUiZKapHN7laxhxpQQFWhgExkJjIz5snDZ/c7j2ce9PCdeyIyC6hCARkooOHbzO16XPfw8Bv37PPtvfZaa0sfTNP0RgFKChdxERfxE8Q8hodLOA2gpsJvVMXz8kViXcRF/HRRUuBGQXy+iF88L18k1kVcxE8fqzwK0xfPyX8zv8pFXMS//nG...
2
science
grade-4
compare-properties-of-materials
true
false
Which would stretch the most?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABBG0lEQVR4nO29d5wjd33//5wiaUZd2t7udm+v+fqd74ztsw34bAzYJgRjTAukAQb8C18nIQkhIUAa/Ag/AoTyzdekmM7XxhTbxMbt3H0u1/vtta23q91VrzPz+f0xkrZIa5/rrdZ6PR57Os2MRqPRS+/Pu7+lp2NCrPCAT6GOOl5TJEw4nILhPIRUuCRob5frhKzjXMGnwAqP/f+kObVdrhOyjnOJEv8KYmqbfG4upY465kadlHXMO9RJWce8Q52Udcw71ElZx7x...
1
science
grade-8
use-punnett-squares-to-calculate-probabilities-of-offspring-types
false
true
In a group of American curl cats, some individuals have curled ears and others have straight ears. In this group, the gene for the ear type trait has two alleles. The allele for curled ears (E) is dominant over the allele for straight ears (e). This Punnett square shows a cross between two American curl cats. What is the probability that an American curl cat produced by this cross will have curled ears?
"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"
[ "1/4", "2/4", "0/4", "3/4" ]
null
1
math
grade-1
find-the-next-shape-in-a-pattern
true
true
What shape comes next?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAf4UlEQVR4nO3da5BkZ33f8d+5dff0zPTM7kizO7uSVrASsAmgCCGJChICA7IUBYO4xNhcDDERAQOmIK4kLnAKQxlclMtFGaUCFeIXYBEcLEyc0q0wsSxVISSMWC1CqkirWkm7o9VeZnZnprunzzUvRr1arXZ2Z6bP5Tmnv58qvTDlPuf/f55np/vX55ynrSRJEgEAAACoBMuyii7BSHbRBQAAAABA1gg+AAAAACqP4AMAAACg8gg+AAAAACqP4AMAAACg8gg+AAA...
1
math
grade-3
read-a-thermometer
false
true
What is the temperature?
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"
[ "90°F", "85°F", "75°F", "95°F" ]
null
1
math
grade-1
interpret-bar-graphs-ii
false
true
Lena asked eleven friends what they ate for breakfast. She made a bar graph of the results: Did more people have muffins or donuts for breakfast?
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"
[ " donuts", " muffins" ]
null
1
math
algebra-1
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
"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"
[ "The slope of Function A is less than the slope of Function B.", "The slope of Function A is greater than the slope of Function B." ]
null
1
math
grade-7
which-is-the-better-coupon
true
false
Which coupon will save Jacob more money on a fancy watch originally priced at $49.50?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAASYAAACRCAYAAABufBWjAAAmCElEQVR4nO2de3QT173vvzN6S8aWhV/Y+AG2AduAHTBOIDwMTYIbQgtpQm8pbUh7Fm1P0lW6bktaclYSek7Tpum54fQmJyT39IQ2bdqSNOTZk6Q0NgmPxOHlGIuXDfITGxm/JVmvmfvHWLLGM7Kl8dge2fuzlpetPTM/bcmar/b+7d/+/SiWZdl2D1DvBPr9gI8FgUAgTCpqCpilAvKNQKoWoNrdLFvdN9XdIhAIBI5b4wH1FSf3YI4WWGjiVItAIBAmk34/cMk...
1
math
algebra-1
domain-and-range-of-absolute-value-functions-graphs
false
true
What are the domain and range of this function?
"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"
[ "domain: $\\{x \\mid x \\leq 0\\}$, range: $\\{y \\mid y \\geq 1\\}$", "domain: $\\{x \\mid x \\leq 0\\}$, range: $\\{y \\mid y \\leq 1\\}$", "domain: all real numbers, range: $\\{y \\mid y \\geq 1\\}$", "domain: all real numbers, range: $\\{y \\mid y \\leq 1\\}$" ]
null
2
math
grade-2
place-value-models-up-to-hundreds
true
false
Which place-value model shows 730?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOQAAAChCAYAAADXwhNSAAAbdElEQVR4nO2da6wk6Vnf/3W/dVVfzv3MZWdmZ70XLFjsbIwgthyWEDmWg3AEJNi5GFnIAQlsZSOMkCDYDuEDShTnUxAmdoKI4QOKIFY+EDDCwZYWGRbby87u7OzszM6ce1+q637Ph+o+fa0+Y29Nnzpnn9+qZ8/pes/zPl1d/3rfet9/vcVkWZbthcCrLmAlQJyBIIglwTOAzgGPqcCGCDB7QZY93z/ttAiCeJcB8Dfd/JctEXhcy9VKEMRysBLgZQfYDYFXXID...
0
math
grade-1
compare-money-amounts
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAlYAAACYCAYAAAAm2KfyAADGEUlEQVR4nOydd7hc5XWv3+n1zMyZ03uv6r0LSajQqw3YGBvHMbaJe9zi2E7i5MYpxHYS39jGcANudAiIIiEk1Hs5Xaf3Nu1M77Nn3z/mzA5yFVgY2+z3eXh4kDhn5tvzzd7rW+u3fkshiqI4m4DBCAQFSInIyMjIyMjIyMhcBmoF5KigwQhFWlDMxkXxdOCdflsyMjIyMjIyMn/crLGAeiCS+Y8SLTSZMlGXjIyMjIyMjIzMbycoQF8YZhLQHwFlIJX5CzmokpG...
1
math
algebra-1
identify-functions-vertical-line-test
true
false
Which of these relations is a function?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAATIAAAE3CAYAAAApC812AAAea0lEQVR4nO3dW3Bb5YEH8P/RXbJjK4lvITaOc7HVhMQWtiSLFrKwMJOECTTs0k1ZZhlY2F0e9mm3U54ynbZ0GYaXnUIZ2i07sNNd2t2mLqENtNMEukts+aokTiInDrYJaezEiWXH1t06+3AiybLlxAm6fdL/9xIsH44/2/J/zvnOOf9PkmVZHg8Bwz7g+jwQkUFElNc0ErBKDWwxAdU6QBoPynL3TK6HRUR0ZxxlgOacT/lgnQ5oKlFSjogon12fB4bmgEsh4Kw...
1
math
kindergarten
ordinal-numbers-up-to-fifth
false
true
The first picture is a turtle. Which picture is second? first
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"
[ "sub", "turtle", "fish" ]
null
2
math
grade-2
purchases-do-you-have-enough-money-up-to-5-dollars
false
true
A carton of ice cream costs 5 dollars. Do you have enough money to buy it?
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"
[ "no", "yes" ]
null
0
math
kindergarten
flat-and-solid-shapes
true
false
Which shape is flat?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMwAAADMCAYAAAA/IkzyAAADD0lEQVR4nO3VP24VVxyG4d+9/lOAnVROlJICsgQvzOtgY+yAGIkyjtLZYAnjq0kxICWiyVuNLT1PNUenmK95dXbLsiw3DzMf7mfuDjOPywDfHO9mzo9mXr+Y+fV0ZnfzZVne3W49C56+y59mjq/v18NvpzO/v1xrAlZ3h5n3n2f+fJj5435mf/u4XogFfnR+tLYxM/PpMLM//OsC+NH3Nr4uM/ttp8DzIhgIBAOBYCAQDASCgUAwEAgGAsFAIBgIBAOBYCAQDAS...
0
science
grade-6
use-data-to-describe-climates
false
true
Which statement best describes the climate of Honolulu? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Honolulu, Hawaii, is a city in the United States. It has a tropical savanna climate.
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"
[ "Winters have more precipitation and higher temperatures than summers on average.", "Summers have slightly higher temperatures and slightly less precipitation than winters.", "Summers have higher temperatures and more precipitation than winters on average." ]
null
1
math
grade-6
interpret-histograms
false
true
Miss Hanson ran a sit-up competition among her P.E. students and monitored how many sit-ups each student could do. Are there fewer people who did 0-4 sit-ups or people who did 5-9 sit-ups?
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"
[ "5-9 sit-ups", "0-4 sit-ups" ]
null
1
math
kindergarten
count-to-100
false
true
How many dots are there?
"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"
[ "19", "27", "15" ]
null
0
math
grade-2
which-table-is-correct
true
true
Marcy bought the following items at the hardware store:She wanted to know how many of each item there were, so she made a table of the items she bought. Which is her table?
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"
null
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1
math
grade-1
which-table-is-correct
true
true
Sally saw the following toys at the toy store:She wanted to figure out how many of each toy there were, so she made a table of the toys she saw. Which is her table?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAkAAAACxCAYAAAAsywKjAABVuElEQVR4nO3dd3xc1Z3//9d0jaZKGvUuWbJly7bcjTEYsLEBY4opmwQIEBIISchuAmwaCaR8k/Al5ZfwJbtLSzZrAiGmOJS4Y4wB9yq5yFZvo5E0VdNumfn9IVDitYkxyFY7z8eDx6CZuXc+98qa+z73nnOu5pFHHkkiCILwER555JHhLkEQBGHI6QEefvjh4a5DEIQRSgQgQRDGIu1wFyAIgiAIgnC+iQAkCIIgCMK4IwKQIAiCIAjjjghAgiAIgiCMOyIACYI...
0
math
grade-3
am-or-pm
false
true
Lola is walking her dog as the sun comes up. Her watch shows: What time is it?
"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"
[ "5:45 A.M.", "5:45 P.M." ]
null
0
science
grade-2
identify-solids-liquids-and-gases
true
false
Select the solid.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA8+0lEQVR4nO29eZAcV53v+zm51N5dvarV6ta+S5blfRU2WDIPs8yFh4EhDAzMDPOYgQgGJogXw8yEZxheBBEOv8sLE8BsmJjhAb73zn0sY4ZrDFiSF2xZsmzL2vfW0uq9q7v2zDzvj5NZlVndkrvV1d3VUn0Vpepc6uT2zd92fud3xJ5RKdfHoUGnjjrmFGM2HEnDxQI0G7CtSa3X6oSsY77QoMP6uPp73C6v1+qErGM+4fGvKMvrtPk5lTrquDzqpKyj5lAnZR0...
1
math
grade-2
how-much-more-to-make-a-dollar
true
true
You have these coins:Which coins do you need to make a dollar?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAu8AAACMCAYAAADMfEeMAAEAAElEQVR4nOz9d5xcB3nvj79PnV63976rsuq9y3LDDVNNL6EE4iSQxs3vppPchHtvOiQkNyaUAMY044qrJFuWJav3Lu1qe5ve59TfH7NabEiCAcmyv5w3L15qszvnmbOe+ZznfJ7PI9i2bePg4ODwS4ogCNf7EBwcHBwcHF414vU+AAcHBwcHBwcHBweHV4cj3h0cHBwcHBwcHBzeIDji3cHBwcHBwcHBweENgiPeHRwcHBwcHBwcHN4gyNf7AH4aeqlIPp+nXC5...
2
science
grade-8
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAVPklEQVR4nO3daXAkd33G8W9Pz6nRfa/2Xq/XxhB8QJUhGBsSDHZS2A6EIwVv/IpQFOFFSKhgKKpSAYpcBSQVQhWOOQyYIsQXp21sbApswDbY2Mb2anclre5jRqMZzdlHXrR2tDpYa9Goe2b0fN5sbWvU8x91z9Pdv3//ZgzXdd3pMgznIWuD5SIiUhNhA9pMuLAFBqJgTJdc95dLQQ9LRJrdle0QPp73/rMnChclvTQSEamFrA0vLMNUGV7MQ2jJ8n6gsBGRWms...
2
math
kindergarten
count-sides-and-corners
true
false
Which shape has 4 sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACjUlEQVR4nO3VPW4VVxyH4f+9/ojER+gcpaBMWAIr8SrZCTsgpKPASWmDJTu+mhQjpEih4+od4jxPNUen+RWv5uyWZVmu7md+v525Ocw8LAPf7HQ38/xk5pcnMz+dz+yu7pbl7fXWs3jMXv84c/r+dj38fD7z6ulaIXyrm8PMu88zH+9nfrud2V8/rBci45ien6xNzcx8OszsD/+4gGP60tRfy8x+2yn8XwiNhNBICI2E0EgIjYTQSAiNhNBInG494GvevPlz6wn...
0
math
grade-6
interpret-double-bar-graphs
false
true
A transportation analyst compared various bridges' tolls. Of the bridges shown, which charges the most for a truck?
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"
[ "Tacoma Narrows", "George Washington", "Oakland Bay" ]
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