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 | precalculus | identify-graphs-of-continuous-functions | false | true | Is the function f(x) continuous? | 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" | [
"yes",
"no"
] | null | 1 |
math | precalculus | outliers-in-scatter-plots | true | false | The two scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAUYAAAFGCAYAAAAW1zbwAAAnFUlEQVR4nO3df3AT14EH8O+urB82loxVA2MIoAkyxOQcpxhknKCZkGtU5i43N+2ExGmTtLVpm3MKoddJm9zQscv1uFGhXEOAI0xST+ZaX/jRJs11MuUyF6h7xMhKXX7aJLaLGgIcmAj/ELa8+rH3h+MNWmxs4MmSre/nD6x9Wus9Gfurt7tv35NUVVX/TwE6+oG+GBBVQUSUUbIkwGoAinKAWSZA+r9BVW3uTXWziIjSQ7kNyGrvH9ooNAGLpg2lJhFRJumLAR9... | 1 |
science | grade-4 | compare-properties-of-objects | false | true | Which property do these three objects have in common? Select the best answer. | 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" | [
"soft",
"blue",
"scratchy"
] | null | 1 |
science | grade-2 | identify-solids-liquids-and-gases | true | false | Select the liquid. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABfvUlEQVR4nO2dd5wlVZn3v+dU1Q2de/IwwzCkIYOSQTIiqLCouIb3FRV1zS66GABFUHRd91VXwIASVBZkDaDAggRJQwZJAwwzpBmYHHo63lh1znn/OOdU1R2COIHpgX78XO/c7kvfulW/evLze8QDg8bs0A6dAWMyJq+pDCuYX4FlTegN4aAe+3M5Bsgx2VTSGcAO7fbfIyr7uRwD5JhsSvH4i032M7lpDmVMxuTlZQyUYzLqZAyUYzLqZAyUYzLqZAyUYzLqJNz... | 1 |
math | grade-6 | changes-in-mean-median-mode-and-range | false | true | Look at this set of 6 numbers: How would the median change if the number 6 replaced the number 1 in the set? | "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" | [
"no change",
"decrease",
"increase"
] | null | 2 |
math | pre-k | select-solid-shapes | true | false | Which shape is a cylinder? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAUoUlEQVR4nO2d2W8bSX7Hv81unhKp+7JuiaJkjyeZHXgw3iPrhx0gG2ASIEBekqd9y/+Vpw2QALubzQaz4/Hosm7L8m3dtmVZx0iixatJdjc7D9XFS5QsiU32wfq8eIYSqBb51Y/VVb/6FKeqqrqfBjYSQFQBZBUMhukQOMDPAyM+oMMFcPspVV2IGH1ZDMbl+ToACOsJ8j9dLmC0jqSawTAbUQVYjQN7aWAtATgiMvkCCy3DzPh5klEAiCmAQ8n7AoNhZmhGJRV... | 2 |
math | grade-7 | identify-trends-with-scatter-plots | false | true | Does this scatter plot show a positive trend, a negative trend, or no trend? | 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" | [
"negative trend",
"positive trend",
"no trend"
] | null | 2 |
math | grade-8 | identify-alternate-interior-and-alternate-exterior-angles | false | true | \line{NP} and \line{QS} are parallel lines. Which angles are alternate interior angles? | 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" | [
"\\angle{SRO} and \\angle{NOM}",
"\\angle{SRO} and \\angle{SRT}",
"\\angle{SRO} and \\angle{QRO}",
"\\angle{SRO} and \\angle{NOR}"
] | null | 3 |
math | pre-k | represent-numbers-with-pictures-up-to-5 | true | false | Which shows 1? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAR6ElEQVR4nO3dTWwU5+HH8d8zrzs7s17bu/YaLw0vBUKQKFGrNkRqk0MrRa3UFzW3tsqpF+7tuafeIvWYqodeglqpUqCkUlCqKsVtJRzaJiWbhhAbcAJ2vAYveHdnZ3Zedv6HxcYuELC98Mz88/tIyAu7Hj+r1dfP7Mwzi0iSJFkMgNkO0IqBKAERPSKaAAoqsD8PVAxALHaT5FxT9rCIPn+eGQK0mU7/LzsM4Em7XycRPRqtGLjoAp8GwEcdQGlG/TsYH9GjV1D... | 1 |
math | pre-k | tall-and-short | true | false |
Which filing cabinet is shorter? | null | null | [
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math | grade-7 | classify-rational-numbers-using-a-diagram | false | true | Use the diagram to help you answer the question below. Which of the following is an integer but not a whole number? | 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" | [
"–126",
"– 1 5",
"62",
"– 1 7"
] | null | 0 |
math | grade-2 | interpret-bar-graphs-ii | false | true | Justin went to the local hardware store and bought some rulers, pairs of scissors, hammers, and garbage cans. He made a bar graph of the items he bought: Which item did he buy the most of? | 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" | [
" pairs of scissors",
" garbage cans",
" rulers",
" hammers"
] | null | 0 |
math | grade-2 | greatest-and-least-word-problems-up-to-1000 | false | true | The manager of a party supply store researched how many balloons it sold in the past 4 days. On which day did the store sell the fewest balloons? | 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" | [
"Sunday",
"Monday",
"Tuesday",
"Saturday"
] | null | 2 |
math | grade-3 | identify-unit-fractions-on-number-lines | false | true | What fraction does the number line show?
0
1 | "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" | [
"1/2",
"1/4",
"1/5",
"1/3"
] | null | 1 |
math | grade-6 | rotational-symmetry-amount-of-rotation | false | true | This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same? | 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" | [
"1\n5\n of a full turn",
"1\n3\n of a full turn",
"1\n2\n of a full turn",
"1\n4\n of a full turn"
] | null | 1 |
science | grade-2 | identify-plants-and-animals | true | false | Select the plant. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK8AAADeCAYAAABL7FARAADcV0lEQVR4nOz9WcxtW3bfh/1ms5rdf91p7zm3rbqXrJZVRRaLVSQlU40lSxYsO7EsKAoCBA7ip+Qhjg0DQYAgT3kwECMPMYQ4sWFZDxYc22ptOZRkiaJJFVlVrP7Wrbrt6b9+d6uZTR7GnGvvU6IN8Z48OIA2cHHP+c7+9l5rrjHHHOM//uM/1D++ivGtCcwM/+z1z17/o3wtPfxwDY86OLTwywfyc/3PDPefvf7H/poZeGsif1753c/1PzPcf/b6/4dXttM+7n5... | 1 |
math | grade-7 | bases-of-three-dimensional-figures | false | true | Look at this figure: What is the shape of its bases? | "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" | [
"square",
"decagon",
"circle",
"rectangle"
] | null | 2 |
math | grade-2 | write-subtraction-sentences-to-describe-pictures-up-to-two-digits | false | true | Which subtraction sentence does the picture show? | "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" | [
"35 − 1 = 34",
"36 − 2 = 34",
"34 − 1 = 33",
"35 − 2 = 33"
] | null | 0 |
math | grade-4 | compare-fractions-with-like-numerators-or-denominators-using-models | false | true | Which fraction is less? | 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" | [
"6/10",
"3/10"
] | null | 1 |
math | grade-1 | even-or-odd | false | true | Is the number of flowers even or odd? | "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" | [
"odd",
"even"
] | null | 0 |
math | kindergarten | one-less-with-pictures-up-to-5 | true | true | Count the tomatoes in this group. Which group has one less than the group you counted? | 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" | null | [
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math | grade-7 | identify-complementary-supplementary-vertical-and-adjacent-angles | false | true | Which angles are vertical to each other? | 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" | [
"\\angle{5} and \\angle{6}",
"\\angle{5} and \\angle{1}\\angle{1}",
"\\angle{4} and \\angle{2}",
"\\angle{3} and \\angle{6}"
] | null | 2 |
math | pre-k | represent-numbers-with-shapes-up-to-3 | true | false | Which group has 1 heart? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAFHklEQVR4nO3cPVBcVRyG8Xf5nrgrFI58NKTRTSVNhA4MhVSSLg1Oygw0dlJSWJpCO9JoZRqtgo2miEO6MDZYucbGRpfRwoGEMcjOtTgybFg27Mcl57zk+c1kwmbZw7945uTc3M0WsizLqgfSr/vSXk06zAQkp68glXqlty5JowNSofosy7Z2Y48FtG7mdanv8X54MD4glV8LVQOp2atJlafSHwfSL/tSz+5heIJokbJSb2hUkp7UpJ5a3RNAyo4a/TeTeuKOAnS... | 0 |
math | kindergarten | ordinal-numbers-up-to-tenth | false | true | The first picture is a paw. Which picture is seventh? first | 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PY6/fgnlJMexXb0p6HmoffGOvGh0d3KDnw26fy6/7i/LBNyW1D8EQ9h1sABizahSv7d09Ok7IisfU/YUeL6RanQaFuyYjxc2+Z1+/iOZr3JYPtZisbhe08JdSYpBWOEe0RjMuY3hQ9hVD+sxFFAcOlFIv3LFfqINl6RvclzaWkrEFlqVvwH6hTtLTUPvgGXuhDualu7kvfS4lYzPMS3eDpXwIGiW2D4Emiw62Li0GWUt6Ppr1ZORS98mekBWP2YcfwJAH050XU61OgwH3pmL24Qcw8D734yvPvs7vt1Mp5tZVUgzSCudg3NpXnQsCCNH6w3Xo0zMF75+cWyh4X7FQHHxTUr1w1f7VFUGrrzHJcVA9NA6a//cAVPeNBGIjHV/ERkL10Dho/zwHmhX5YJLj+BeqY1W3r67w35cHqhc92b/6VtDqjFLng/nxPbB/9S3/fXmgfOhJye1DIDGsjCYkPLKiHJff974k55AH05G3LVe0c9Z+akDp4qO89pl3Yibv2Qm4UlIMrM0m1BwoRs2BYtha+T++m7LvDE4WPQbj2a957ReVmILJr3wMTaye9zmlQHHwTUn1ov2TSlj/6yPecw+rfp8NzYp8QNfL+Rl7uQHmJ/dAu/FBRNzV9YVP264vYdv1Jf8CMnBcoH+fzX9fHqheOFA+OFA+OFA+BE5Id7Dryhtw+b1q52PTgVPSMPShdI/TYAFA+dpTOLfT/ctCA+5Nxe9e6jlO0h+nN1fi9FZ+S4D+W90jnLelGPhmbTahvrwU9cfKUH/sMOf9Rj+zEXEZmfjq2fmcG1x1tA6/eXEv9BnC72ZIRUlxoHrhnu3Ncth2HOG9H5Mch8g3Fne5eDo13Xb/OQDLE3tgP/M97/MBgHpZHtR/EO8XGk+UVC+6o3zoifLhCO/95JwPUgrZDrani6FWr8HAKWnILRrr8WLYZGjB6c3foMnQDLPJCl1aDEYuHe52jKRU5fRkwL2puLc4z69jKykGQhgrj+PmNydgqrngtQFVx+iQ/8Y/Yaq5gK/XL/PZaCaMzEHWsudDprH0Ra5xoHrRE8uysG0tFbxAhHrxb6Fe/Fve+7V/UulYTlkg1ewxUD9TCIZhBB+DL7nWiy5YwLr187DMB80z9wKBSwdF5AO1D8ERkh3sSyXVPqe1ShgRj7y/5CIhS9hUXLWfGWA8fwt15Q24caxz3tvY1Bjo0mKRkpsEXVos+k1M8vrIlsujZ1eT/zIRQ+dm+NyOYiCO1oZrOPqnBzw2hvr04cjdtBfWFsfjw/ryUrT90PmihTpah76jxiOtYHbIjaPjQy5xoHrRE2trh/WFD/1aIEKzogCqueN472c/8z0sT+wRfF4AiMgfDs3aaWDUKr+OI4Rc6kUXNjusL3zo1wIywcwHVX4mNGunAerAvyImx3yg9iF4QrKDvS//Y/x0wfe0MVq9BlP3FXK+kFoaLbj0Xg3Ovl7F+c1+rV6DkUuHY+SSYW7vivF5DBzbPwbzT87ktC3FQDzlz87zOm5OHaND1rLnkVYw2/mZsfI4ErInBKJ4ASOHOFC96Ipts8D67Huw/5+wx7AdVHPHQbOigPd+/t6h6hDx6zugefEhMFHiDdHhSg71wqnNCsuz78H+f1f9Okzw82EAtC8+BET5nh5TbHLKB2ofgiskO9j/m8L9N57Y1BjM/9r3hamuvAGlfzzidiU1LrR6DXJfGIchD3WdV7euvAEfzSnjdIwH9hVwfhRNMRDP4YWTOC1xq47RoW/2BMS5PNKzNpswYpk4c04HmxziQPWiE9vYCsvyd8BeafC9sQ9MchwiP3iC937+jLHsUYbBSdBunwcmLlqU43Elh3oBwLE644q9YC/LJB+GJCFy23wgLkqU43Ell3yg9iH4Qq6Dzeei1GHMM9kYs8rzG6dnX7+IYxwXe/AlYUQ8pu4r6HLH6tCsUtw4/oPX/fjMUEAxEI+x8jjKVy/w6xhT9p0JmTfAhZJDHKhedGIbTLA8+baoC0TwfQxs/+dlWP5jn2jnBwCmfzy0Ly8AkxSYPJNDvQAoH8RC+eCZEvPBXyE3D7aQ5Y3P7qyCpdHi9rvytadEu4ACgPH8LRyaU9blfL4Ws8haMozXBZRiIJ5Le7b7fYz68lIRShJccogD1QsHqVZfs24r4363q9kMy4ZDop4fCPyqbnKoF1Ktzhg6+SD9qo8d5JAP1D6EjpDrYGvjtOiTye9CajFZ8d1nhh6fXyqp5vUWP1fG87ewd/wB54U0JTcJs0vvR2z/ri88xfaPQeGuych9YSyv41MMxGGqvgBj5Qm/j1NzcLf/hQkiucSB6gVgrzRIuvqa+Yk9vi+izWaYn+C/SAVnHau6Vfb8dxOTHOqFvfKapKszhkY+OFZ9tFdek+b4v5BHPlD7EEpCroMNCLtTZTzf9be1uvIGn7MN+MNisuKIy/ETsuIx/+RMPLCvAIW7JuOBfQWYf3KmxxXefKEY+K/6QLEoxzHVVMFQKu6jrkCSUxyUXi+s27+Q7sIFOC+OnsZNslcaYP7DTlHGdfoqh/W/v5D0FHKoF9bthxWUD9znrBZCHvlA7UMoCckOtq/Hqu4Yz/3U5e+nt/Bb4EGI2s8MPZZCTslNwsD70vx+kY9i4B9rswn1x/iN1/Xm3GsbYG02iXa8QJFbHJReLzTPTvG3aL41m2F5Yg+s28o6L9bNZth2fQnzwl1g6xulLwOk/VnlUi+0CsoHKX9WueQDtQ+hJSQ72Lq0GIx5RvgymZdKqrvMXyul01sqPY7x9AfFwD/GyuOwtfBfDtcTW0sTKrasFu14gSK3OCi9XkQMTRY0H60Q7SUncXvWy7BuK4P5DzuFLXsskPrhHEQMSZbs+HKpF4yC8oGhfPCJ2ofQEpIdbAAYuXQYr/GWCVl9nH8OxB2qDp7GeIqBYiDcTRHG0nVXf6wMNSI9RgwUOcZB6fVCvSwP+JVO9OO61WxGe8nJgN2VAhxTgqkemyzpOeRULzTLfif7fFA/lifpOeSUD9Q+hI6Q7WBr47SYtr+A84U0ZaLjsavx3C3OC0WIRaqLNsVAOFO18FXMvDn/2oagj0PmQ45xUHq9YCI10Pzn/Z0fRGuheYr/IhChQr10EhDdObWhZu1UMJHSLjAiq3oRqYZW5vmASLWk55RTPlD7EDpCtoMNdF5I+01I9LrdkAfTnS8MXXqvWvRysCzAsizAott/LMCyaL7WAuM5cafE6UAxEMbbSlz+qti6htdUTKbqC0EbtyzXOCi9XqjGp0M1JQvoHY3IVx4Fk+E9DkIwmSlQ5WdCPW881PPGQ5WfCWZ4P9HPE5GdhshXHgF6R0N1fzYiRt8h+jm6k1u9iKB88Ivc8oHah9Ag7a+FItDGaTH1g0LUlTfg9OZveizakLVkGMau7ByT2f2FJsFYFgADFgDDAADjZiPGuem3f6vlvCwzXxSD0HNmy2r8JikVepdVvNzpWLggKqk/ctbu8Ll9uAlmHJReLzTL86FebAbTPx6sn0tju1JNvwvqB8eCSf+V2+/ZKw2wlZxE+yci3Z1nAGZIMiL/dyGYAK/aJ5Vg1AvKh9BF+eCHMM6HkFvJ0ZcmQwuaDI45P929jc9nKWWPHNdP3mJTY5BbNFbyaekoBr4dmpIh+TnUMTr8ZtNer41ga8M1HP3TA7C1NkEdo0POuh1IyJ4gedk6KCkOSq4X9lO1sCzf69cxIsYMgHr1fYhI6+N7YwD2b3+AddOnYM/5XlbaG+32+YgYO9CvY/Al93ohSj6MHQjNs1PAcMwH9tsfYH3xU9jPUj64E/b5oKD2QSwhPUTEHV1aDFJyk9xeQP1+Y7/j8a6ACygANF9rQenio6KuDucOxSA02FqacPSJqV7H2EUnpeI3L+5FVGIKbC1N+LpomWTj/YIlVOJA9UI49aK7of3vBZwvngAQcWcitK/9Aappo6UrWBgLlXohhHrR3dBun8+5cw0AzJ2J0O5YSPngQdjnA7UPvIVdB9ubJoMfLzCxv/xP4AXU1dnXL+LIU+X+H0gAioFDwsicgJ2rYusar42mPiMTk1/5GOpoHWwtTTizZXXAxmRTHBxkXy8Y4YVTP/EvjheJBJ2WgeY/fg/1w37kmR9lF0r29SJI+QAGlA8+KCkfwrV9EIusOtiCxzmyv9yeEvEf8vJ7NShfG/i7VRQDB02sPqDnq9i6BsbK4x6/18TqkbN+BwDHSl+X9mwLSLkoDg6yrxcCR/pF5AyCeoH/j6BV/36P8BecgjBKUfb1Qmg+jE8XJR/U/55P+eBF2OSDQtsHsciqgy0UC0jyW9K5nRdRVx6YRS38JbcYCBm3FpWYgtT8WRjx2HPI3fQ2cje9jSELlmPIguXQDxrmc39fj/MSsicgNX8WAMBQtj8gd28pDv6RW73oQtcLmnXTRDkUwzDQFE0H1OFxSaF64YauF7RrxckHMIC2aAblgxfhkA9KbR/EIrufVh3Nc2IU1vGPL5VgzA9NMQD6Zo/nvK1+0DDkbnob+W9+iX6/KURbw3Vc2rMd5asX4PLb21FzsBgaXRzSCmYjIXs8ohJT3B7H1tKEr1bP99poZsxc5NyWz9RNQlEcOlG96Erzx7vBxMeIdryI1D5Qzxkr2vGkRPWiJ80f7wbio0U7HpMaT/kQ5vmg1PZBLLLqYF8qqYa11cpzL2kfP9w41uDf+E+eKAYO+oxMqKN9r2aVmj8Lk1/9GABweOEknCxahpqDxTC6rOxla2mCsfIEDGX7Yaw8AWtLE6KS+rs9nq8xc/qMTOfdDUPZfr4/Fm8UBweqF93oeiFixl2iH1Y1bzygCv0xk1QvutH1gmrGr0U/rJryIWzzQcntg1hk08G+VFKNo08fA8Py+MfrnMhWUnXl9ZKfA6AYdNd3lPe7Eqn5s3DXqhdx+Ze7D20N3KYTsrU0ed3WVFOF869t8Ph9dHIqAKCxporT+fyl9DhQvehJPW20JKuhMb/SQTXZ9+PxUKD0euFKPW20NKslUj6EbT4ovX0Qgyw62MZzt3D06WO892MlvkPVwXhe+hUOKQY9JU/0vDxsVGIKspY9D0PpPkletHPcvXD/Eos+3TEPqq2lKSDj6pQcB6oX7kXk3indsSekS3ZsMSm5XnRH+UD54IryQRyy6GD/w3XaKwac3zplxJh3iwPRVpDzgmLQU3Juocfvhj6yAgBwzsudA3+d2bLa5zamGunnOFVyHKheuKFRgclOlezwEROlX7RDDEquF11oVIjIlm5hMBXlAyehlA/UPogj7DvYZ1+vwk8Xut0FCuN5E4WgGLinidV7fMEkObcQNQeKYWtpkuz8bQ3Xvc53GihKjYOi6gWPnytiWDIYlXRNP5MQCyTE8tghOP8msq4XPPNB0nGxlA+chFI+UPsgjrDvYNd+anD7eSjNnJiQxX31IyEoBl7O62H6JU2s3us8pGKpObhb8nNwocQ4KKpe8JkrVhclzjm9YBJ9vzDmFMR5bmVbLygfBKF8AOWDiMK+g33j+A9uP2c6ljb2hgnMP5wuTbypbtyhGHgWndTzUZc+fTiAwLw0YqqpQmvDtS6fuTbUQuZfFUKJcaB64R4TGyn9OfryuEMVREqsF91RPnSifKB8EFNYd7CN57y8IMTA99LGfGYV8MPAKXdIdmyKgXfu3gw3/dJQxv3ScEqtvrzM+WdrswnGs18H5LyulBYHxdULPo9Ro7XinNMLXvPnBvERsGzrBeWDIJQPoHwQUVh3sM0mi38HYCD58+J+ExIlvUtFMRCmteEaotzcrZBCo8tCAq6LBSRPzA/I+b2RaxwUVy/4PEYNtSeuIfgIOOzrBeWDqCgfgigE84GrsO5gh4Mxq0YFuwhBF4oxqDlQjH65nqdlElObyyO/S29vd/7Z27RQgUJxCJ5QrBfEgeoFcUX5QIQI6w523xHx/HZw+5sQK9lvbFlLhiElN0mag/+CYiCMqfoCknMLPb41LoVLb21zLjigjtYhYVRgxl97I9c4UL0g/pBrvSDCUD4QIcK6g62N06JPJo8LKcM4Lphst88k0CczHmNXZktybFcUA+9uuIxnc9XxskjOutcCUg5j5XFcdrkbkT5zkdsXaqSitDhQvSBcKK1eEO8oH4iYwrqDDQAjl/JcdtP1BSeWdfzHAKyI43z6ZMZj2v4CaOOkf1kAoBh4Ym02wVC23+13HY/79BmZGP3MRknL0frDdXxdtMz5d3W0DukzF0l6TldKjQPVC+KNUusFcY/ygYgt7DvYQ+dm8LtT5YphnHepGLi5gyVA1pJhAb+AUgw6WZtNMFaegKFsP8pXz3e7MEBUYgr0GZnOvyeMmoC0gtmSlamt4XqXcmQtew6aWL1k5wMoDgDVC9IT1QviivKBSEkd7AKI4d7iPOzP/wiWJqvwg3S5c8WAUTFg7dyvqH0y45H7wtigjatUegyMlcdxZstq55g1b9IK5gAAag4W49Jb2yRdnau7IQuWI61wjmTHpzh0pfR6QRyoXhBXlA8kEGTRwdalxWDq/kJ8vugImq+3+HcwhkG/CYn43bZcfPeZAbWfGmA8f8vtBbpPZjxScpMwcEpa0C+eSo6BoXQfKrau4bx9WuFsVGxZ7fFxoFRS82dh6KMrJDs+xaEnJdcL4kD1griifCCBIosONgAkZMVjzuH78Y+nynH182u+d3BDq9NgzKpsjFzqmFB+5NLhzj8DQF15g/PPfUfEh9yjXiXGoLXhGq/GMjV/FozfHA94YzlkwXJJG0uKg2dKrBfEgeoFcUX5QAJJNh1swDFzwL3FeWgytOD05m9Q+5mB06Ph2P4xGPlvwzD0oQyvF8ZwuBOltBjUe3jr2x11tA5Zy55HxZZnJSxRV/pBw5D1p+clX+KW4uCd0uoFcaB6QVxRPpBAklUHu4MuLQZ523JhabSgrrwBxvO30GRoRpOh2WWbWPTLTULfEX2QkCXwRagQppQYWJtNnLfNWb8Dmlg9r32ESp6Yj7SC2UjOLZT8XADFgSul1AviQPWCuKJ8IIEkyw52B22cFgPvS8PA+9KCXZSgkXsM0mcugrXFBJPL8rLdRSWlImPmIueb4FnLnkf1geIuK2Z501hdBVur+xdbohJTEJ2UCk2sHvr0TMRlDEdC9oSAv/VNceBH7vWCOFC9IK4oH0ggMayYk7wSQgghhBCicGE/DzYhhBBCCCGhhDrYhBBCCCGEiOj/A59dMLrEDVT/AAAAAElFTkSuQmCC" | [
"dog",
"house",
"paw"
] | null | 0 |
math | grade-1 | compare-objects-length-and-height | true | false |
Which stack of blocks is the shortest? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAGgAAAEJCAYAAAB4w2LqAAAMXklEQVR4nO3df3DT9R3H8Vd+NP2R9HdJLbQIrVhngRtUKALDmwMHbqjjD503dpzu5glz5+/duXPqdqduc+w8RY8JqIgbCJwHBUWdN4YdqRbKKmtaoS39kZakbZof3yZt0jb57o8YtNeQb0q/yfed8n78w5F88snneF6++X6bT4NKFEXRNgK0DgGDAWBMBFOQVgVkaoB5GUChDlDZ/KJYJyi9LBZJVRagbRkK/aVIB5TrQ/WYcgYDwDkvYB0Bzg8BamEsdAfHoSF... | 2 |
science | grade-5 | animal-adaptations-skins-and-body-coverings | true | true | Blowfish have sharp spines covering much of their skin. This is why they are also called porcupinefish. The skin of the blowfish is adapted to hurt an attacking predator. Which animal's skin is better adapted to hurt an attacking predator? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d5xfVZ3//zzn3PLp0yczk14JSQgkdEKvoQhIEQVU0LVhd3XR/S42dNey6s8CirhYFlgUpYvSCSVASCUJ6X0mmT6f+fTPLef8/riTkVCDsuvqfp6PxzySz+dzP/eee+6953Ne592EMcYEQYDWmho1atSoUaNGjRo1avxtIqXEsiyEEH/tptSo8XeJrAnnGjVq1KhRo0aNGjX+9tFaEwTBX7sZNWr83SJrwrlGjRo1atSoUaNGjb8PanP7GjX++5B... | 1 |
math | pre-k | addition-sentences-up-to-5-what-does-the-model-show | false | true | Which addition sentence does the picture show? | "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" | [
"2+3=5",
"4+1=5"
] | null | 1 |
math | algebra-2 | outliers-in-scatter-plots | true | false | The two scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAUYAAAFGCAYAAAAW1zbwAAAnm0lEQVR4nO3df1RU95038PedAYYqDDoqrBLibBw0aAip6BCic050k2k2mz3d9MQE2/xoIUldUgzZnrRmjzmybtY9U61PYtQanrZsnnZZNWk12T5p3TyNli0ijCW6AmqAOglqwqAj4FXnJ/f5g3BlLj+V78wgvF/neJj7net8vgPMm+/9+ZUURVG+8AMtV4HLISCogIhoUomTgGQ9kDkFSEsApC98ilLXHetuERGND3lGIK75au/C7ARgwdTe1CQimkwuh4DTV4D... | 1 |
science | grade-2 | identifying-mixtures | true | false | Select the mixture. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABJxUlEQVR4nO29eXhl6V3f+XnPcvdNV9vVWlWqtWvrbvdGb3a3bbw0thljDIY8GQIkJCFmhkkgk8wMTxISshFgGCcxkBBjOw2YYAw4Btt46263u9vVXfteUi3al7vv557lnT/OvVdSSVclqaRqtbnf55F0dZb3vOfc7/m97299xYmclAeDEFZpo417ioINV0owU4MODZ6KuduVNiHbeLMQVuFg0P1ctBe3K21CtvFmosE/Uy5uU96crrTRRmu0SdnGjkOblG3sOLR... | 0 |
math | pre-k | subtraction-sentences-up-to-10-which-model-matches | true | false |
Which picture shows 8 − 3 = 5? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAagAAABKCAYAAADuScD9AAARV0lEQVR4nO2daWwc53mAnzn24CUeonXftnX4iCMhlsjER+1CPpK6bhq3Naw2po22SK+0KIoW7Z8CPfyjTZEiRREUSCsqtoLAlVHHgQ+5RmrDlknTteSktiSKkqxbpChR5JJc7u4cX3/Mcg9yuQc5S46Y9/mzO8d+8z4LzPvuznzzfZpSSvWn4GQcRh2wFYIgCIIw75gaNBhway0sD4PWn1SqJ7bQYQmCIAhCll1LwOyLewsrw7ClzqtegiAIgjDfjDrQOw6XU3A... | 0 |
math | grade-5 | adjust-a-budget | false | true | This table shows Herman's July budget. What could Herman do to balance his budget? | 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" | [
"save $10 less for a car",
"increase spending at the amusement park by $15",
"increase income from mowing lawns to $40",
"spend only $30 at Twisty Cone ice cream shop"
] | null | 3 |
math | grade-2 | estimate-to-the-nearest-ten | false | true | How many marbles are there? Estimate. | 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" | [
"about 90",
"about 50"
] | null | 1 |
math | pre-k | count-corners | true | false | Which shape has 5 corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFhElEQVR4nO2dzW5URxBGa8Y/CwLJLhE7NkneIOx4hjxGniTPkOfJ0osgQaRAgBCBjCcxG4/BIzwzXBZXSEhRJO693VVf9T1nZWtkqVV11O3pr9W96LquW12bPb0yu9yb7ToDmMzhwuzWgdm3N8y+OTZbrN513ck6eljQMne/NDt8ctX/cvvY7PsvegsBpnK5N3v81uzs2uzPK7Pletd/gGRQklsHvVNmZm/2Zsv9Jx8AlOSjU9vObBk7FJgLiAYuIBq4gGjgAqK... | 2 |
math | grade-3 | 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 |
math | grade-1 | time-and-clocks-word-problems | true | false |
Seth went to a baseball game. The game started at 2:00 and lasted for 4 hours. What time was it when the game ended? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJYAAAA2CAYAAAAlHWAMAAAERklEQVR4nO3dQUiUaRzH8e87pjVO7sY47mpGYOEuURfLGAqCoEsky6AQRLcgJBHqJHQUiq5CtyAIOnmT0ubSIZogZVG6Fa5KF0edZmtAbdDxnee/h2mGHUbXXt0n4Z3/BwZmnv9vHt7DD3kdRh9HRGQpB7NZWMmDKyjl2T4HGmqgvR5+rQNnaV3kz+W9vizlJ9GfYN9MtvCipQ5+DxVap5RXK3mY/gqLOfgrC4FltzDQUqndaKgpdAhgNQ+B/L8GSu1GsUMbAoG... | 2 |
science | grade-8 | identify-rocks-and-minerals | false | true | Shale has the following properties:
no fixed crystal structure
not a pure substance
solid
not made by organisms
found in nature
dark-colored Is shale a mineral or a rock? | 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" | [
"rock",
"mineral"
] | null | 0 |
math | grade-7 | bases-of-three-dimensional-figures | false | true | Look at this figure: What is the shape of its bases? | "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" | [
"decagon",
"octagon",
"hexagon",
"triangle"
] | null | 3 |
math | grade-5 | reflection-rotation-and-translation | false | true | How has this figure been transformed? It has been... | "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" | [
"translated",
"rotated",
"reflected"
] | null | 1 |
math | grade-1 | compare-objects-length-and-height | true | false |
Which glass is the shortest? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAGgAAADbCAYAAACBQtR6AAAbk0lEQVR4nO2deZRcV52Yv/uWerV3Vav3llpLt9TaZUmWhC3A2MbByPbYDjMwMGPDDGdywpwkJ4aQzEzm5CTAHBJgmJkwOSTjMZuBgMH2MSYGvCDZgGxJlmTJWlqt1q5u9b7U9upt9+WP0mpZi2VV95P0vn+6q95yf+99fe+7y6+qhe/7fr8NPSXIe+D6hEwhmoCUCnPj0BgB0W/5/ubcVIcV8nasSYO2v1R50RyBzkTFXsjUkfdgXxFO2NBdAiXnVjaEcoJBSq2... | 1 |
science | grade-6 | compare-thermal-energy-transfers | false | true | Two identical aquariums were next to an open window. One aquarium had a plastic cover on it, and the other was uncovered. This table shows how the temperature of each aquarium changed over 1.5hours. During this time, thermal energy was transferred from ____ to ____. | 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" | [
"the surroundings . . . each aquarium",
"each aquarium . . . the surroundings"
] | null | 1 |
math | pre-k | one-less-with-pictures-up-to-10 | true | true | Count the pieces of candy in this group. Which group has one less than the group you counted? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABIYAAAB+CAYAAABRYRpnAABfSElEQVR4nO39Z2Ac2X3ne3+rOmfknBMJEgDzME2URrqy19KMLNmP10qW7V2v17bW3sdRlmyvZXnX67V1ldbXz1rWo+RdyZKlkRxkaWY0iTmCAAki59gAGp2BDnXuiwJAcoYzQ84QZIP4f96QbDS6quvw19XnX3XO0QCFEEIIIYQQ4o5QSjGTgoEERLOQkW/bQgghcohVA58Fmt1QagcNKQwJIYQQQghxx8ysKE5H7vVeCCGEEK/voB+s93onhBBCCCGEuJ/0J8w... | 0 |
math | grade-5 | multiplying-fractions-by-whole-numbers-choose-the-model | true | false | Which model represents the product 2×
1
5
? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAHoAAACOCAYAAAD+WhzrAAAD4UlEQVR4nO3cP08bdxzH8ffxXyZpF6CKQO1C29ldyIa3dsmDwOoDaCsh2Hy3MSU8AngOdKk33xQnC3MalkZBoZShgtjyUaxfh5NpuyXS72zVn89LssCy9P2d7u1DJx13SQghXNzCWR9uhnAXsCkwl8DDWfiyBp8tQHJRhPDyetKbZVXa+gTmXvfLN48W4Ovl8ltg/383Q3jVg3e38GsfZq7vyg8cebo8nC2bArwfwszwXx/YdBk1/SvAzGQ3xcbFoUU4tAiHFuH... | 0 |
math | grade-2 | purchases-do-you-have-enough-money-up-to-1-dollar | false | true |
A box of pushpins costs 58 cents. Do you have enough money to buy it? | 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" | [
"yes",
"no"
] | null | 1 |
math | grade-7 | rational-numbers-find-the-sign | false | true | The number line shows an unknown number, x. Is x positive or negative? | "iVBORw0KGgoAAAANSUhEUgAAAlwAAAApCAYAAADgbPfrAAAGQ0lEQVR4nO3dT2yT5wHH8d/rf/GSsNRKgxqhZEHaP6VIGUowCUMrl50Q0ozoIVWLmJCQQOmh24EL0y4ZElKpJgEaSJwYpEiVggo70kqGw2wHw1JZRN0f5V+3doQU2ibxf789YDtLQ5p41H5s/P1ckufRq+gXvZefn+fx+1q2bdsCgBoyMjIiy7I0ODhoOgoqhHuOWucyHQAASjU7O2s6AiqMe45at+HClU6nFY1GFQ6HtXnzZj5l4PmReazM7FnlHgWVe3xLlvcHspp75OoYksP3iul0AIAqNDIyorm5Oe3cuVO9vb1yu93fev26hSudTmtsbEyRSETJZFKSFI/Hv5u0gGH2wrhSH70qOzG9PJeYlp2YVurhdTk73pT7R28bTAgAqEbxeFyJRELBYFChUEh+v187duxYs3itWbjS6bTu3LmjSCSiRCIhSfJ6vfL7/err6ytPeqCSMo+VvPtLKfPFk7FtS5YlyZZsSQ6HsrNnZLla5Nr6O5NJAQBV5uDBgyt60u3btzU2NlbsSd8sXqsK13pFa70lM6BWpP/+23zZsiVZ+bKl/O+S7JwkS5nJYTnb35Dl7TIVFQBQZdxutwYGBtTX17eiN926dUuRSGTVVmOxcFG0UG+yn13O/2atccXyfPbTP7PKBQBYZa3iFQwGFQ6Hi8XLKjwW4uLFi5qfnzedG6iItsZP9drLf1JxdWst+W3Gfz36qf7yz9cqFQ8A8Bzx+XxyFAYNDQ0mswAAADyXGhsbl1e42FJEvUl8uPEPGa6tJ9hSrCKnTp2SJB0/ftxwElQK9xzVbr0eVTzDVerhL6DWOV96PX+Oa61txeV5Z/sbFUwGAKgVG12wWvUtxY0e/qJ4oda5f3xa2bnrUvbL/EyhYBXeduWQZMu19QTfUAQArFDqzuCaz+H63+IVjUYVCoWKxevu3bs6duxYef8ToNxcL6ih96ZSHx2QnZjR8ipX4actZ8cQW4kAgFUuXLigxcVFSU/Owff393/rgtS6T5p3u93FP1J4tY/H4/luUwOGWM09avCPKTN7Jv9qn9uyvJ35V/u8yat9AABP5fF4lMlk1i1aBRt+l2KhePX39z9zSKCquF54sorFShYAYIOOHDlS0vUbLlwAUC06OjrkcDjWvxDPDe45al3xsRAAAAAoDz4uAAAAlBmFCwAAoMwoXAAAAGVG4QIAACgzChcAAECZ8VgIADUhlUppYmJCsVhMsVhMgUBAfr/fdCxUQDAY1OjoqB48eKC2tjbt379fe/bsMR0LKAmFC0BNuHr1qm7cuFEcZ7NZg2lQKeFwWGfPntXevXu1fft23bt3T+fOnZPH49GuXbtMxwM2jMIFoCYcOHBA+/bt09TUlE6ePGk6DipkdHRU27Zt06FDhyRJPT09mpmZ0bVr1yhcqCmc4QIk/eeDn2vyPY8e/HVQkvTFx6c1+Z5H09e3KJd8aDgdJKmxsVE+n09NTU2mo6BCUqmUJicn1d3dvWK+u7tbU1NTSiaThpIBpaNwAZI2bf21JCn5+ZjszIIef3xaktTWe06OhhdNRgPq1uLiomzbVnNz84r5TZs2SZIWFhZMxAL+L2wpApKaOl7V/N9+o8zSjD6P/V655EM1dw6qccuvTEerS8PDwxofHy+Oz58/r9bWVoOJYEIul3vqvGVZkjjHh9pC4QIkOdwtatoS0MLMu/ryH2fk9L6k1u1/NB2rbh0+fFhLS0vFcUtLi8E0APDsKFxAXkPrTi3MvCtJavnJW3J4fIYT1a/29nbTEVAFHI6nn3qxbVuS5HQ6KxkHeCac4QIk5ZJzenT/D8Vx/LObBtMAkKSmpiZZlrXqrFZhzBcoUEsoXICkuegx5ZJzau46KEmK//emsvFPDKcC6pvH41FXV5fu37+/Yn5iYkKdnZ3yer2GkgGlo3Ch7i1MX9bSv9+Xw9OqF3/2jlzNP5Rk66upy6ajAXUvEAgoFovp0qVLisViunLlisbHxxUIBExHA0pC4UJdy8Y/0fy9tyRJvpdPyHJ/X99r+4Uk6aupSyajAZA0MDCgoaEhRaNRDQ8PKxQK6ejRo9q9e7fpaEBJLLtw+hAAAABlwQoXAABAmVG4AAAAyozCBQAAUGYULgAAgDKjcAEAAJQZhQsAAKDMvgbp01AiYBaVugAAAABJRU5ErkJggg==" | [
"positive",
"negative"
] | null | 1 |
math | grade-3 | open-and-closed-shapes | false | true | Is this shape open or closed? | "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" | [
"closed",
"open"
] | null | 0 |
math | grade-2 | which-bar-graph-is-correct | true | false |
Levi went to the farmers' market and saw one banana, four apples, and nine melons. He made a bar graph of the fruit he saw. Which is his bar graph? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAaAAAAEOCAYAAADPIMPHAABwq0lEQVR4nOz9eZwlVX34/79qr7pL39vrdE/PvjIDzDAwLIKgiAYVxQ00xkSjCZ+PySea5BeNGreET4xEzcePSxI+kohGooTF+FVjghuLoIDDsAwzDrNv3dPr7bvWeqrq90f19DDBBYS+3TOc5+PRj7lL3apTNd31vuec9zlHSdM0HQlhjwuNGESKJEmSJD2ndAWKGqzOwQIze00ZCdL0wfrcFkySJEl6/ji/A/pM0He72QsDJqzNZxFKkiRJkp5LjRieaMHREHa... | 1 |
math | grade-8 | identify-functions-graphs | false | true | Look at this graph: Is this relation a function? | 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" | [
"yes",
"no"
] | null | 1 |
science | grade-2 | identify-living-and-nonliving-things | true | false | Select the living thing. | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAB/XUlEQVR4nO39ebBsy1nYC/5yWGtV1Z7OfCddJF3NEoMED2QmRwAGbAyegHY/Q/j5jybaDtuBzR8OT+GhITradjftaAi7HXbYAQG2aejAD7XNa2i3n0FgJF2EEBZourpovOMZ9lTDWpn59R+ZuSpr7VV776N73eaK852oU7VrrcqVw5ff/H2p3nco8qYd2DM8gAfwexKOPXzkFJ5p4aqFr7sSv9cPEPcB/F6HPQNv2omfT/z6e/0AcR/AKwEynnay/s6O3fi7//V... | 1 |
math | grade-5 | mean-find-the-missing-number | false | true | Barbara has the following data: If the mean is 42, which number could v be? | "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" | [
"41",
"31"
] | null | 0 |
science | grade-3 | use-data-to-describe-u-s-climates | false | true | Which statement best describes the climate of Kansas City? Kansas City, Kansas, is a city in the United States. It has a humid subtropical climate. | 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" | [
"Winters have about the same temperatures as summers.",
"Summers have higher temperatures than winters."
] | null | 1 |
math | pre-k | count-sides | true | false | Which shape has 5 sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAADJUlEQVR4nO3aPY4cRQCG4W/2LzA2JAhEbiAi9hVIzC0I4ErcAiecwSmRMTmLINq1V/KyoyZorWRB6Nmvu2ueJ5lptVSq4FX1dNXspmmaLm+T32+S631yNwU+2NkueXKafPko+fwi2V2+m6aXV0tPi5E9+zg5e30zX3xxkXz90VwhfKjrffLqbfLHbfLbTXJydTffEBmH9OR0bipJ3uyTk/17N+CQ7pv6Z0pOlp0Kx0JoVAiNCqFRITQqhEaF0KgQGhVCo0JoVAi... | 0 |
math | grade-2 | ordinal-numbers-up-to-10th | false | true | The first picture is a sub. Which picture is ninth? first | 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" | [
"fish",
"sub",
"turtle"
] | null | 0 |
math | grade-5 | range-find-the-missing-number | false | true | Ann has the following data: If the range is 26, which number could r be? | "iVBORw0KGgoAAAANSUhEUgAAAUAAAAAkCAYAAAD4guNSAAAIIklEQVR4nO3de2yVdx3H8fe5tKf3Qi+npS3dgJa2NFBWoAMxmrEBoXKbLIS46ZhuotEFs8RkxrgYo/6pUYkyMsFNFFyiLmA7IEHJlnEpFFo6Si/jIj2nxd7o7bQ9d//oJRx6e+j5PefAzvf153N+PP3k93z7fX59LgeD3+/3A3g8MDwMPh/gRwghPl8MYDRCTAyYzaOb/H6/3zkMTmd4swkhRKhYLGCJAbPXI81PCBFZnE4wmcEozU8IEYlcTjB6veGOIYQQoef1gtEvNzyEEBHI7wdjuEMIIUS4SAMUQkQsaYBCiIglDVAIEbGkAQohIpY0QCFExDKr2InX4+f0qc+oOmeju2uIlLRYnt2Yx5q18zWP+eTjOxx5t3bKn7Hn9TKWlmSoiPvQ2V0uLzebu2ls6KSpoZMN5fmUPJU5YV/Dw14qPmig+qKdoSE31owEXnplOfNzk5Xn1podoOqsjROVTXR1DpKaGseG8nxW3zfG7fJxoqKJSxfs9Pc5sWbEs35THivKsnXJrTK71mPzuFFZlzPNYTiyaxkTirpU0gDfO3iFa1fvUr6tkKycJOpq7vKXQzVEmYysXJ2tacyy5ZlkZSVO2HfVeRsXz9vIyk5SEXVW2Ss+aOT0qRvj/8brnfjwpMfjY9+vztHZ4WDz9kLSrPHYW3pJSorRJbfW7DWX23jv4BWeeW4hS5Zaqa9r5/ChGqKjTZSuygLgyOFarl5uY+tXl2Cdl0Dt5TYOHbhMTEwUxcusj3R2LcfmcaSqLrXMYTiyaxkTiroMugF2dw1RXWVn2wtFrFu/EIDCojQ+a+ziozO3WLk6W9OYxMRoEhOjA/bd1TnExXMt7Pp6CalpscFGnVV2gI2bF7NuwyLsLb38/jcXJt3XR/+5ze2b93jzrS+Tk5s0vi+9aM1+sqKZgsI0duwqBqCoOJ1Wex+nKpspXZWF0+nl4jkbm7YU8KV1T47vp76unfNnW3RpgKqyg7Zj87hRWZda5jDU2bWMCVVdKrkGuPEr+ZQ8NS9gW7o1jr5e50ONedDRw7XkF6ax8mn9/hTTkisuzkzyHAuxcVFT7qe6ys7igtTx5hcKM2V3u3zY7vSyaHFqwJi8xanYWvpwOr2YzUbe+sW68UIcExcXxUC/fi+Kq8g+knPmY6Oax+Nj755/cbKimbf3VfGzH/9b+cpTRV1qnUPVVPSDUNVl0CvAlNRYtjxfGLDN6/Fz6+Y98gvSNI950I3mbhrrO/nJz58JNuKUZpNrKh13B8grSOOv79ZS/2k7Q4Nuioqt7HxxKUnJFpWxAW3ZBwfd+P0QHx/4C5KQMLLSHnS4mZsSQ7o1fvwzj8dHfV07tpZetu4oUp5bZXaLxaRLvpm0tfbj9frpaHfw8rdKiYlVciVpnKq6DMccquoHJpMhJHWp9siNOlnZzEC/i/Wb8mY9pvJ4EyWl8wImIRS0ZJ+My+3jas1dNm7O59vfL6O9bYD3j9Rx6EA1e3/4BZ3SBnowu883+arEYDAA4PX5Arb/4DsVeDwj21avnc+zGxbpmDZQsNlDydbSB8DzO4uVN7+pzKYuH5U5DLYf6FmXyo9efV07Hx5vZNsLS8jOmfzPwZnG9PY4abrewSt7VqqONy0t2adTtiaHLdtHzmy5TyQz7PRw9M9XuX2rhycXzFGcNlCw2QHe+NEXcbu8XL/WwdmP/4vd1qfbHez7qcgeSvY7vaSkxk5YWenlcZuf+6noB3rWpdLnAO22Pg4eqGbVmhye2zh5l9YypvZyGxigcIl+NxFmk2s6JrMBS0zg+SRv9NpLW2u/koxTmSq70WiYdPzo/4KAyRh4+HOfSGZRfgqbtxeQmZnA349+ql/oUaqyh5KtpZd52ROfWNBDMHUZ7jlU1Q/0rEtlM9Db42T/by+Qm5vMi99YPusxAE0NnczLSiQuRBe2teaaTmKShZ7uoYBtHvfIsj06Sr9rVdNlj4uLwmAAh8MdsN3hcI1/7nJ5abX1MzwceEE8LT0eu61Pt9wqsodLa0tfSFZiwdZlOOcw2H4QqrpU0gCdw172/+4Clhgzr35vFSbzxDOPljFj7LY+MjJDc4Z9mFzTKSxKp/F6J44B1/i2xoYOAN3uDM+UPSraSM78ZG40dQVsv9HcTXZOEpYYE/e6h/jlT89w4ZM7AWNaW/t1fYZRRfZw6OwcZHDIo9tzqWNU1GW45lBFPwhVXQZ9DdDvgz+9U02bvZ+XXyuls90R8HmaNYHYGPOMY+LiRqK4XT46OxzjzzrpSUv2sVwz2VCeT/XFVvb9+jzlWwsYGHBReayRFWXZZGQmhC37+vI8Du6v5p/v17NkmZWGax1cv9bB7tdKAcjITGDBorlUHmskymIiPT2e2itt3L55j10vLVOeW2X2cLDdGVl9ZOm4AlRZl6GeQ1X9IFR1GXQDdDhc1NX8D4A//uHShM/3vF7GgoVzZxwz9ppbT88Qfj/Mmav+wecHacmu9fW7lNRY3nhzLf/42zUOvn0Js9nEirIcduwsVpp5jNbspSuzcH/Tx8nKJs6cvsnc1Fi+trsk4NnK7+59mg+PNXHieBMD/S6sGfHsfrVUt5OQyuyhZrf1YjIbdDmpjVFZl6GeQ5X9IBR1aejtkS/FF0JEJvk2GCFExJIGKISIWNIAhRARSxqgECJiSQMUQkQsaYBCiIhlNMzuxQchhHisGQxgNIXnjSIhhAgrkwmM0eq/q1MIIR55FgsYzWaQJiiEiCQWC5jMYPCPfjmYzwdOJ3jcIC/HCSE+bwwGMEeNrvxGb//+H0jwQJ6+YDn3AAAAAElFTkSuQmCC" | [
"216",
"298"
] | null | 0 |
math | pre-k | count-corners | true | false | Which shape has 4 corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACeUlEQVR4nO3UP2pcVxyG4d+M/hS27FRKSOnCyRK0MK0jG/MOHBlcRiGdZAukaLgpLobU1vAOmTxPdS+HA1/xcjbLsiy3TzOfHmbudzPPy8CLnW5m3pzMvH8189P5zOb2cVk+3B16Fsfs6u3M6c3D+vPz+cyvr9cK4aXudzMfv8788TTz+8PM9u55PRAZ+/TmZG1qZubLbma7+9cB7NO3pv5eZraHncL/hdBICI2E0EgIjYTQSAiNhNBICI2E0EicvuTy59/+2tc... | 0 |
science | grade-7 | identify-rocks-and-minerals | false | true | Gneiss has the following properties:
not a pure substance
not made by living things
solid
no fixed crystal structure
naturally occurring
shows a banding pattern Is gneiss a mineral or a rock? | 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" | [
"mineral",
"rock"
] | null | 1 |
math | grade-4 | sides-and-angles-of-quadrilaterals | true | false | Which quadrilateral appears to have 4 equal sides? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAK4AAADgCAYAAACaXl3yAAAOzElEQVR4nO3dWWwd5RkG4HeWc47j2m5qEicEB3AWB0JMIMpCELkqhCs2qYVGqhBFVVsWVSylFApCiCWlrEK0tBKCCFWi0Eot5YrtpkE4saMUcAjEAZySEJzNRLZxPOfMnOnFnG0caOyM5/z/N/M+V4lMcv4kr83xfN+8Y/i+7w/mgU/GgBEPcH0Qacc2gGYLWNwIzMkCxqDj+z3Dqo9FNHlrWgB791jwk1OzwJLvBKkm0s2IB+z6GvgyD/SPAeawG3yAoSWdNVt... | 0 |
math | grade-2 | write-subtraction-sentences-to-describe-pictures-up-to-two-digits | false | true | Which subtraction sentence does the picture show? | 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" | [
"82 − 5 = 77",
"83 − 4 = 79",
"83 − 5 = 78",
"84 − 5 = 79"
] | null | 2 |
math | grade-2 | read-a-calendar-ii | false | true | What date is 2 days after December 27? | 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" | [
"December 29",
"December 30"
] | null | 0 |
math | grade-3 | identify-trapezoids | false | true | Is this quadrilateral a trapezoid? | 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" | [
"yes",
"no"
] | null | 1 |
math | grade-2 | compare-sides-and-vertices | true | false | Which shape has more vertices? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAKSUlEQVR4nO3dTWycRxkH8P+uP+uNE5cQIxIFQtOEqomRnTZ1A4GqUqtWLYe0BbVIFBGpIHHlxKkVSEhw6QVuSFx6AyFBS6OkKUpA0FQltJTYcWInURJ/bb4cxx/reO3Ny2F2G/u1Hduvd+aZed7/T4rsyMrOE+nv1bMz885koiiK8kXgXAEYLwGzEYiCVZsBmmuAHU3AF+qBTH46ij4aky6LqPo61wO1fQXzly/WA1/NmfQThWq8BJydBIaLQG8ByI7Nmh8w3KR... | 0 |
math | grade-2 | purchases-do-you-have-enough-money-up-to-1-dollar | false | true |
A glass bead costs 1 cent. Do you have enough money to buy it? | 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" | [
"no",
"yes"
] | null | 1 |
math | precalculus | identify-graphs-of-continuous-functions | false | true | Is the function f(x) continuous? | 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" | [
"no",
"yes"
] | null | 1 |
math | grade-5 | multiplication-input-output-tables-find-the-rule | false | true | What is the rule for this input/output table? | "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" | [
"× 7",
"× 2",
"× 4",
"× 9"
] | null | 1 |
math | pre-k | one-more-with-pictures-up-to-5 | true | true | Count the ladybugs in this group. Which group has one more than the group you counted? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAABOwAAAB+CAYAAACXpI7eAACbOElEQVR4nOzddZhc1f348fe9M7Pjsu6SZLMbT4gbBAkQCB68eEvl29JSoFSRtlRokRaqOC0OwSVAIAlxTzayWXe3cZ97f39Msptld2koJBn6O6/n6RP26tl75rO95zNHJEBFEARBEARBEIQvhaqqtIeh2g+eGETF27YgCIIgCJ9BK4FVA2NNkJkU3yYhEnaCIAiCIAiC8KVpD6lscR/vUgiCIAiC8FU0xwYZSaA93gURBEEQBEEQhP8lVf74v9lJUGqOf2MuCII... | 2 |
math | grade-1 | square-corners | true | false | Which shape has 4 square corners? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAF9ElEQVR4nO3dW25TVxSH8c+5VUrAVSI1VSVe2w6BKWQChDESJpAxMANKH5GaUilIDrGUEOv0wVgJJhf7nH1Za+3/9wQKFnuv9RMSSXwy6rquO7uGv6dwMYObDqUGtzWC55vw+y78ugOjs6uuezepfSwVuZdj2Pownf/mtx34c2+uUKmhXczg/SX8cw1/TWFjcjP/gJCplD3fnJsC+DKDjdmdDyiVsoWprx1s1D2KaiVBU0USNFUkQVNFEjRVJEFTRRI0VSRBS9x... | 0 |
math | grade-1 | time-and-clocks-word-problems | true | false |
Jen went to the shopping mall. She got to the mall at 3:00. She visited two clothing stores, a department store, and a toy store. Jen was at the mall for 3 hours. What time was it when she left the mall? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJYAAAA2CAYAAAAlHWAMAAAE3klEQVR4nO3dQWgTaRjG8f8kNZq22WqNu40otLHdhXrQlkiwQSjFgyhLsAcPIoLgwVCqVPAu6EEPIqgnwaM3L3ZVBKViCh5KxZtgG6SXtmmzOtBG0Wwy7x6yCZvNbt1p+RAm7+/S9v2e+TqHh2GakI4lIpItQOYzrJagKCjlWpMFIT/0NMNPAbCyX0WmVr73aSkvif8ATbOfyz9EAvBLS7l1Srm1WoJ3n2CxADOfwbdSLC9oqdRGhPzlDgHkS+Ar/W1BqY2odOg... | 3 |
math | grade-3 | fractions-of-a-group-denominators-2-3-4-6-8 | false | true | What fraction of the shapes are circles? | "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" | [
"1/6",
"3/6",
"4/6",
"3/4"
] | null | 3 |
math | algebra-1 | linear-functions-over-unit-intervals | false | true | How does g(x) change over the interval from x=2 to x=3? | 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" | [
"g(x) increases by a factor of 3",
"g(x) increases by 3",
"g(x) increases by 200%",
"g(x) decreases by 3"
] | null | 1 |
math | grade-7 | rational-numbers-find-the-sign | false | true | The number line shows an unknown number, d. Is d positive or negative? | "iVBORw0KGgoAAAANSUhEUgAAAlwAAAApCAYAAADgbPfrAAAGNUlEQVR4nO3dXWhTZwDG8eekzYeptev8wMr8uNnUIhRtjW2RzTsZzkmdCt4UmSDoZPVq3npRZMImChYU3Bi9KOqg0gnbbqO7SNJGOVAsjoFW0bm2itN+JE2bs4uYaK3axjY5zdn/B6E9Jy/lKefmyXve88awLMsSABSQtrY2GYahvXv32h0FecI1R6ErtjsAAGTr3r17dkdAnnHNUeimXbgSiYSi0ajC4bCWLFky9z5lmB2S+Yv08FbqeOlqqWqHVPW5vbkAAIDjtLW1qb+/X5s2bVJ1dbXcbvdbx09ZuBKJhDo7OxWJRBSPxyVJIyMjs5N2NsSeSZeOSL1dE8/3dqVeZoe055TkK7UjHQAAcKCRkRHFYjEFg0GFQiEFAgFt3LjxjcXrjYUrkUioq6tLkUhEsVhMkuTz+RQIBFRTU5Ob9O/iUpPUG5UsSzIkWUbqp54vTevtShWyxh/sywgAABylsbFxQk+6du2aOjs7Mz3p1eI1qXBNVbSmmjLLK7PjpbJlpM4Z6TfTv1gvZrqqdtgQEgAAOI3b7VZdXZ1qamom9KarV68qEolMutWYKVwFVbTSzI7UT+PtwzJjKVwAAGAWval4BYNBhcPhTPEy0ttCnD9/Xo8ePbI7d1aOjP4srxJvH2RJMqS4PDrl2ZWXXAAAAGnl5eVypQ+8Xq+dWfKA7cYAAED++f3+FzNcBXlLsfXL1Bqu9DTWaz1/b2W11Phj/rIByJkTJ05Iko4ePWpzEuQL1xxz3VQ9KrOGK9vFX3NC1Y7nhWuaYwEAAGbRdCesJj2lON3FX3OieFXtePGkYvqW4avbQqRntyhcAABglmR7Z/CN+3C9XLyi0ahCoVCmeF2/fl2HDh3K7X8yXXtOv9iLS5q8LcTK6tQYAACAWXLu3DkNDQ1JSq2Dr62tfeuE1JQ7zbvd7swfSX+1j8fjmd3UM+ErTa3NMjtSr0lf7cPMFgAAmF0ej0djY2NTFq20aX+XYrp41dbWzjhkTlCuAABAnhw4cCCr8dMuXAAwVyxfvlwul2vqgXAMrjkKXWZbCAAAAOQGHxcAAAByjMIFAACQYxQuAACAHKNwAQAA5JjjC9fDY/V68E2lRszf7I4CAAD+pxy9LUTyaZ+Sw08kSe5la+wNA2BGRkdH1dPTo+7ubnV3d6uhoUGBQMDuWMiDYDCo9vZ29fX1afHixdq5c6e2bNlidywgK44uXIm/U7vOG26fihettDkNgJm4cOGCrly5kjkeHx+3MQ3yJRwO68yZM9q2bZvWr1+vGzduqKWlRR6PR/X19XbHA6bN4YXrT0lSccVqyXD83VPA0Xbt2qXt27frzp07On78uN1xkCft7e1at26d9u3bJ0mqqqrS3bt3dfnyZQoXCoqjClesJ6inv36v8cf35Vv7iayxuCRuJwJO4Pf75ff71d/fb3cU5Mno6Khu376t3bt3TzhfWVmpixcvKh6Py+v12pQOyI5jClfirqnHP30lWUkVlS1V7NZVWfFhSZKHwgUABWdoaEiWZWn+/PkTzpeWlkqSBgcHKVwoGI4pXE9/Py1ZSXnXfKyF+1o0NtCrvu8+k8QMF1BompubZZpm5vjs2bNauHChjYlgh2Qy+drzhmFIYh0fCosjClfy2YDif4UkSQu2fi25ijJPJ8owVFzxkX3hAGRt//79Gh4ezhyXlZXZmAYAZs4RhWv0zg1JkjGvTO5layVJifs9kqTiRatkuOfZlg1A9ioqKuyOgDnA5Xr9w06WZUmSioqK8hkHmBFHPLo39uSBJKm4vEJ6PtWceJAqXNxOBIDCVFJSIsMwNDg4OOF8+rikpMSOWMA7ccQMl8uTmsEafzYgjSeUHHqi2K0/JCkz4wUAKCwej0erVq3SzZs3J5zv6enRihUr5PP5bEoGZM8Rhcv7YX1q3dazAf3z7VYlh/+VlRiRxAwXABSyhoYGnTx5Uq2trdqwYYNM05RpmmpqarI7GpAVR9xSLHr/A733xTG5SsplydKCT5tkeP2SKFwAUMjq6up0+PBhRaNRNTc3KxQK6eDBg9q8ebPd0YCsGFZ69SEAAABywhEzXAAAAHMZhQsAACDHKFwAAAA5RuECAADIMQoXAABAjlG4AAAAcuw/C21HUjP0MZMAAAAASUVORK5CYII=" | [
"positive",
"negative"
] | null | 1 |
math | grade-2 | which-table-is-correct | true | true | Dalton found the following items in the kitchen:He decided to count how many of each there were, so he made a table of the items he found. Which is his table? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAA1UAAAFICAYAAAC4KNSqAADHrUlEQVR4nOz9eXRc9Z3n/z/vWldVKm3WLlmS9wXbGBxjG2PCFmiWQNOBhOzpLIQkJEz3JCHTM3OSmTOZ/DqdzpyezMn0Nz0zTdLdWTohdDohNAQCwSzGGINXvCHb8i5rr+1un3t/f1xZtrNhgu2Syu/HOXUkSirV+17b4vO6n899f7QvfelLMUIIIYSYtL70pS+VuwQhhBC/hwnwxS9+sdx1CCGEEOJ3kFAlhBCTm17uAoQQQgghhBBiKpNQdQaK+TwDe/eRH8u... | 0 |
math | grade-3 | acute-obtuse-and-right-triangles | false | true | What kind of triangle is this? | "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" | [
"obtuse",
"right",
"acute"
] | null | 2 |
math | algebra-1 | domain-and-range-of-exponential-functions-graphs | false | true | What is the domain of this exponential function? | 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" | [
"$\\{x \\mid x<0\\}$",
"$\\{x \\mid x>0\\}$",
"all real numbers",
"$\\{x \\mid x \\geq 0\\}$"
] | null | 2 |
math | grade-2 | choose-the-appropriate-measuring-tool | true | false |
Which tool would you use to find out the length of a kangaroo's hop? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJYAAACoCAYAAAACcRc/AAAgaUlEQVR4nO2deXBT1/XHv+9ps2VZwra84x2w2RPA2P6RkLClNDSpu2am7rSh7ZBMmkwmk7Shk/TXTpl0+bWBTicdiptp0zaQSZopEBICxAEnYOySAI4NwcbGu7FlWzaSJWt97/z+eNazZMkQG8mS8PvMMBe/TVfSV+fee+655zJERP1OoHUMGOUAN0FCYtrIGSBeBixUA6lKgOl3EJ0zh7taEncSJVpA3jIm/JGuBArjBNVJSEyXUQ5otgJ9TuDqGMCa3cIJSVQ... | 3 |
math | grade-1 | interpret-bar-graphs-ii | false | true | Betty visited a restaurant kitchen and saw some ketchup bottles, mustard bottles, and cheese graters. She made a bar graph of the kitchen supplies she saw: Did she see more mustard bottles or cheese graters? | 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" | [
" mustard bottles",
" cheese graters"
] | null | 1 |
math | grade-8 | compare-linear-functions-tables-graphs-and-equations | false | true | Function A and Function B are linear functions. Which statement is true? | "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" | [
"The y-intercept of Function A is less than the y-intercept of Function B.",
"The y-intercept of Function A is greater than the y-intercept of Function B."
] | null | 0 |
math | grade-3 | reading-schedules | false | true | Look at the following schedule: When does the women's floor exercise event begin? | 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z4q/hzijHv3+ILy4mikMhC9H7Gz2IiorAQEcNUduWwqnV4pKQkBAOhSyE76ghUJSXwePi1zDsroE1Ab4I+H4Ule+3VbPg0L83ZKUlISkuhrq6Bp71Bnw/Cn9sWID+fb6BtKQElBXl8N3wQfjO3R6aqkqI3hEIV3tLNDQ04k1pOfr1NsKhkIWw69ury23Q+xt9XD6yHqMc+0NRThovS96jVw8dLJ/pDUmJvx5+YWvmYN1Pk9G3l0HLX2ZZwHfDB2FEq+sW8P0oTB7jCNVuChASYoHbvvfls7yx+AdP9NTTREHRKygpyOIHr2HYu3aeQPbpKILovWOFP+b4uqO7lipkpSUxYcRgHNn8E4es7z2cMH3cUCgrykFfWw3zJo1A3K7lHPmGDegLL7eBkJGSoP5eLCMtieQDwfD3cYO+thpevCmFsqIcAr4fBSN9LQ4Z/0VY+2dZECYGVOfIf/oCg8YvhaiIMLJO7qT+hsnAwPDfg+mZdpLqj7VYFxoNABjl1J9xpAwM/3GYOdNOELj5AKJOX8XH2jrISktiyQ9jv7RKDAwMXximZ9oJbmTmAQD69/kG0TsCoaet9oU1YmBg+NIwPdNOkHp0w5dWgYGB4SuD6ZkyMDAwdAGs/bMsmD+DMTAwMHwiIgAw7ed9X1oPBoYuIXz1D8z9/Akw9us8zDCfgYGBoQtgnCkDAwNDF8A4UwYGBoYugHGmDAwMDF0A40wZGBgYugDGmTIwMDB0AYwzZWD4yli9eQ/Uvx2K8IgTX1qVfzQPHhZi3vKNmLd8IxobO/Zi7s7AOFMuWLtOBEvdgutn464DX0yv5uZm7DkUi/3HEr6YDv8lqj/WcFx/BSN7fDvEG6s370Ftq7f0dyVxZ1Lw5m0pzly89lnkfw0sXrON52/MbcLcLqnj6bOX2BUehV3hUTwjJ3QlzH/z/0G8evMOM5eshYy0FKZPGPOl1flPoautDllpaZS8e4/svAJk5xXgbk4+4sK3dHldB7avRuKFq/Ad69blshk+H4wz5cOCGRPw65pFX1oNiuIXr7+0Cv9ZdgQvwWjXIQCA9TvCsXzdLpxMuoLKqmrIyggehVQQ+n5rjL7f/jfCgJibfYPM5IjPIpsFLqESPiPMML8TFD9/BSENS7DULXAz4x6VTgiB+rdDwVK3QMLZltDDzc3N2Bp2BOZOPpAzHAS7EVMQdzqFJo+lbgFx3f6o/liDxWu24ZsBHlD/digWrNiMhoaW8CF+P/2CIZ5+AICq6o/UkOhhwdO/p9EMFK4OdgAAISEWLYrth4pKzF22AT36j4KyiSOG+87Dg4eFtLJ5j55g3A+LoWbmzDG8nRqwCgDg4DkDLHUL+P30C1VOkHvk30hH2p12KwuDRk+HfE972I2Ygrs5+X+rrkzPtBPoamvA1qo3rt++i9PJ12Bj2RsAkHE3F2/elkJGWor6wXn5LaGcp6qyEm6k38PY6YtwLHQdxnu4UjLr6xvQ13k8Hj3+Kz769r3HYGyoh5nfj4OEuBjkZWXwtrQMLBYLPfS0AQCiXAKnMXweCCF4/vINNuw8AABwGGANaamWUM4fKiphMdQXj4ueQ1RUBNJSkjh7MQ2Xr2cg+3I0DLpr48WrEtiP+QFvS8vQ26QnDLpr4WZGS9RRW6veMDHS51t/e/fIvxVB2n315h04ec1EQ0MjWCwWbmU+wI30e7xEfhaYnikftv1+jNZzGOo9izr33ehhAIAzF9OotNPJVwEAI4YOgoSEOKJOJCHudAq6KSmg8M+TeJOdjPg/WubYVoaEctQnIiKMqyf240HqcZgZGwIATp5PBQDsXLcUvyxtiZQpLSWJRzdO4NGNEzDorv0ZWs7QljFTFkJIwxK6lsMRffI8vjHUw4Htq6jzgWt34nHRczgMsEZJ9kWUZCfjp1mTUFNTi/U7/gAAHE9MxtvSMhj16I67KVG4cfoghti1hAef/8N4LJ7zfbt68LtH/olkZT+k/cZEtbkHpmyv3QtXbUVDQyP6fmuMV/fOo7LgKhbOnPi3tIEN40w7iddIZwgJCSHzfh5evWmJI852rF4jhwIAzqZcBwBoa6hi5/5I/LhyMy5fz4CIiAgKnjxDRWUVTeb/AqZjYP++MPnGAC4OtgBaFp0YvjxmxoYYbGcJyz69ICkpgYcFTzFjUTDevisDAJxNabn2UpISWL1lD5b8sh3PX74BANy53xKZgR2DXkZaipIrK9Py/X3ZB4H0+K/eI/zaXf6hEulZOQCAFT/+ADWVbpCUlIDjwK4PLc4PZozIB34LUBpqKhhk0xep1zNwNuU6Rg61x+2sB5CWkoSbY8sQv+jZKwDA3Qf5uPugY/M37DDFjY1Nn9AChq4iOHA2tQBVVl6BgaOmIfHCVazfGY7NP/+I5y9LAPw1OmkN24l6jxqGDTsP4M69XHj7LYW0lCTOXEyDnKwMhjsP7LBO/4Z7pDMLUG3b3Xr4/yVHakzP9BP4blTLUP/85RtISbsFQghGDB0ESUkJAMA3ht0BAN9/NxLk9R2Oj5ysTIfqY8dxb2r+/HvmGHijqCCHwXaWAIDcR08gJCQEQ30dAMAf21dxXOc7F44BADTVVeDmOADi4mK4+mcm4s+mwGGAFS5E74aejuYXa88/HRVlRer7y9dvv5gejDP9BMaNcIawsDAuXruFC6l/AvhriA8Aw51aehuRCUm4kHqTSr/7IB8fP9Z0uD41lW4AgJqaWvx55/6nqM7wCRQ+fYZT568AAL79//m74U4DAAC/bN2Hp89eAmjpkba+Tjcz7uFA1El4DnfEq3vnUZ5/BReiQ9Gvr9nf3IJ/F7pa6tRvI+S3g6iorEJV9UdExCf9rXoww3w+bN8bgV3h0bS0CZ6uOLhjDYCWJ6LDACskX/kTR+PO0ob4ADDKZTC+Gz0MUSfOY9h3s2HQXRvNzc14+uwl1iyZhRUL/Tqkz6D+fSErI43KqmoMGDkNCvKyuJqwH73aWQVm+HR+XLkFqzbvQUVlNZ4+e4nm5maoqypj9lRvAMDqxTNx6vwVFDx5BiO7Meihp43S9x/wtrQMVxL2YZCNBRoaWv7SGHv6IgaMnAolBTkICwtDpZsihg7uD6+RQ8Fi/b17I780WdkPORadtDRU8PT2aYFlCAkJYc2SmfBfvBaXr6dDydgBACAs/Pf2FZmeKR8IIWhsbKR9mtsMsX3GuAAAamvr4O48CFL/v1WGTUTYeuxctxTW5qYoefceLBYL3383EuNGOHdYHyVFeSQc2IK+3xpDQlwMaspKKHn3vvMNZBCYJ8UvkJX9EK9K3sFQXwfzfxiPm6cPUsNzWRlp3LlwDD/6+8JQXwfFz19DTaUblgdMg4mRAQBgYP++6NfXDPX1Dbh++y4SL1zFiXOXse9oPL6bEYh128O/ZBO/GG1/Y5356+eMSWPxx/ZV6GNqBBlpSTjb90PG+aNd/ocKfrD2z7IgTMwXhn8LX3MMo5Uhofhl617E7A3BuJEtD9PyD5WYvnA14k6nYOhgG5yP2v1Fdfya7fe1w/RMGRj+JtJuZQEAMrPz8KT4RcuWnrs5yH30BADgMsT2C2rH8Kkwc6YMDH8Ti2d/j5sZ97FuezhtSC8lKYFl86f97ZvMGboWxpkyMPxNuDra4XnmOZy7dB3PXr6BhLgYdLXUMcTOCgrysl9aPYZPhHGmDAx/I4oKcrR3MjD8e2DmTBkYGBi6AMaZMjAwMHQBrP2zLMiXVoKBgYHhn44IAEzbnfGl9WBg6BLCZ1sy9/MnwNiv8zDDfAYGBoYugHGmDAwMDF0A40wZGBgYugDGmTIwMDB0AYwzZWBgYOgCGGfKwMDA0AX8p5xpTU0N/Pz8cO7cuS+tyldNfX09+vbti6ioqC+tCgPDP4b/lDNtbm7Gvn37kJOT86VV+aohhCArKwvv3v07ol7eunULK1euhJqaGoYOHcpxvqmpCadPn8aMGTMgISGBtWvXtiuzsbERwcHBsLGxgZycHGxsbJCURA+TUVlZCRaLxfEZOXJku/L3798PFouFOXPmCNTG8ePHg8Vi4cSJE1zPm5mZgcViobCwUCB5rWnPfoLYghsRERFwdXWFgoICTExMsG3bNo6Xrzc0NGD+/PnQ0dGBkZERVq9ezVcm2w4sFgtCQkJQVVWFnZ0dDhw4wLOMhoYGREVFud7vb968gYiICHR0dNptz3/qRSdSUlIQERGBnJzcl1aF4W9k+/btePz4MWpra7mer6qqQnBwMACgrq6uXXlNTU1wc3PD8+fPsXDhQhgaGmLv3r1wd3fHrVu3YGFhAQAoK2sJA71z5058++23VPlu3bq1W0dMTAzs7OwQGxuLnTt3Qkio/X6PiIgIjh07htGjR9PSs7Oz8fDhw3bL84Kf/QS1RVvWrFmDLVu2IDAwEMuWLUNqaioWLVoEISEhzJ8/n8o3ZcoUXL16Fbt370ZlZSVmzZqF+vp6vg88AwMDHDt2DE1NTXj37h3Onj2LqVOn4s2bN1i6dCnPcjExMZg1axZHmsChZPbPsiD/JbS0tEhiYuKXVuOrpra2lgAgu3bt+tKqdBh+97OzszNxdnbmW15ERIQEBwe3W09cXBwpLS2ljhsbG4menh6ZOXMmlZaVlUUAkLy8PAE0/4vS0lIiKipKbt26RSQkJMjly5fbLePj40OcnJyIpKQkqayspJ1bvnw5cXR0JABIQUEBXzmdsZ8gtmhLRkYGuXPnDi1t0qRJxNjYmDp+8uQJYbFYJCkpiUoLDQ0lsrKypKqqiqtcHx8fYmZmxpE+depUoqWlxbWMuro6cXJyIoMGDeI4Z2dnRxwdHYm2tjbPtrChHndNTU1QVFTE8uXLac5WS0sLNjY2tDQ/Pz8MHjyYOi4vL4e/vz/09PSgqqqKsWPH4vHjx7Qyy5Ytg7u7OwoLC+Hp6QllZWW4uLggJycHtbW1WLhwIbS1tWFgYIAjR45wOP3Tp0/D1tYWcnJysLa2xtmzZ2nnbW1tsWnTJly+fJkaOtja2uLBgwe0fOrq6lBXV6eOw8PDYWJiAhkZGVhZWeH333/nGGoAQGFhIddh1MiRI+Hg4EAdJyUlQUpKCjU1NViyZAkMDQ2hoaGBoKAgKn46m/z8fIwYMQJKSkro1asXQkJCqDxTp06Fvj5noLz169ejW7duaGhoAABUVFTA398f2tra0NbWhp+fH6qqqjqlDzdWrVoFY2NjqKurw9fXF+/f/xVzqrm5GZGRkRg+fDjU1dWhpaWFgIAAWu8uKSkJsrKyqK2txYwZMyAvL499+/ahvr4eixYtgq6uLhQVFeHs7IyUlJR29flSrFy5Ej179kR5eTkAwMPDA0pKStR5YWFhfPPNN3j+/DmVxu6ZqqqqdqiuhIQEaGlpwdraGg4ODoiJiRGonKGhIbS0tDju0cjISLi4uHRIh44giC3a2s/CwgJ9+/alyTExMaGVOX78OOTk5ODo6EileXp6orKyssPrHpaWlnjx4gWqq6u5nnd1dUVaWhqePXtGpRUXF+P27dtwcnISqA7KmQoLC8PR0RGXL1+mTubn56OxsREZGRn48OEDlZ6amko18OPHj7C2tkZycjKCg4OxZ88evH37Fubm5hwONSsrCy4uLrCyssLWrVuRnZ2NCRMmwNnZGTU1NdiyZQt0dXUxbdo0vHjxgip35MgRjB07FiNGjEBSUhI8PDwwevRo3Lx5kyb/wIEDmDVrFlxdXbFt2zY8efIEU6dOpeVJT0+HpWVLzPOLFy9i+vTp8PDwQHJyMvz8/HDhwgWuzrQj1NTUwMbGBu/evUNwcDBcXV2xdu1a2gPg4cOHsLS0hLKyMk6cOIGgoCBs3rwZISEhAFrmfp4+fYrMzEya7Li4OIwdOxaioqKor6+HnZ0dsrKysG/fPoSHhyMzMxNeXl4d1ocbS5YsQV5eHtavX49Vq1bh3LlztB/ltWvXsGDBAtja2uLAgQNYvHgxwsLCsHHjRpqcqqoqTJ48GR8/fsTWrVsxdOhQBAcHIywsDKtXr8aZM2dgZ2eH1NTUTtn77+Du3bt4/Pgx7WHCLY+Z2V9hm9nOdObMmVBRUYG+vj6WLVuGmhr+Yb5jYmLg7u4OoOVhHRsbK9A9WVVVBS8vL0RERFBpt27dwrt372BnZ8enZNfT1hadsV9RUREMDAwgIvLXbKSqqirk5eVRVFTUIX1yc3Ohrq4OaWnuAfYUFBTQv39/2qJrZGQkHBwcICYmJlglrbv1oaGhREREhOpCh4aGkokTJxJjY2OSkJBACCHk5cuXBAC5cuUKIYSQlStXEjExMfL06VNKTm1tLenevTsZPXo0lRYYGEgkJCTI/fv3qbQdO3YQACQ0NJRKy8nJIQDIsWPHCCGEVFVVEVVVVbJ27Vpal3ry5Mlk7Nix1LGNjQ0xNTWlDTc2bdpEAJCKigqu3fJ169YRaWlp0tTU1G4XvqCggACg7MBmxIgRZMiQIdTxuXPnCACyZ88eKq2+vp4oKCiQhQsXUmnDhw8nQ4cOpckKDw8n3bp1I4S0DJVUVVXJihUrqPNFRUUEALl48SIhhJCQkBCiqqpKysrKqDyFhYWExWJRdhZUn9awh/mLFy+mpcfExBAAJDk5mUr7+PEjLY+7uzsxMTHhsIevry8t37Bhw4irqyvX+j+FzzXMr62tJUVFRTzLxcXFERaLRTIyMqi0+/fvk2HDhpETJ06QnJwc8uuvvxJxcXHi7+/PU8779++JqKgoOXfuHCGEkOLiYgKApKam8tXbx8eHjBkzhty/f5+IiopSv4Mff/yRTJ06lVy+fPmzDfPbws0W7dmvuLiYyMjIkF9//ZVKGzt2LHFycuLIa2BgQBYtWsRVTuthflNTE3n58iXZuXMnERERIUFBQVzLqKurk23btpFdu3YRC4u/2t+3b19y8OBBsmrVqo4N8wFg6NChaGxsxPXr1wEAKSkpsLOzg52dHZKTkwG09EqlpKTQv39/Ko+DgwO6d+9OyREXF8eECRNw6dIlmuOWkZGhPXkMDQ0BtAzR26a9fv0aAHDnzh2UlJTA09MT1dXV1MfS0hLZ2dk0+b169aINN3r06EGT1RY3Nzc0NjbCzc2ty3tFAwYMoL6LiopCV1eX0qOxsRHJycnw8vKitcnc3BylpaV4/fo1hIWF4e3tjbi4OEpOfHw81NTUqCkWdk9RVFSUkqGmpgZVVVUO2/DThxetrynQYi+gZYTBRlJSEs3NzcjIyMAff/yBsrIy2lCJzYIFC2jHHh4eSEpKwty5c1FQUMBXj68BcXFx6Orqcj1XWVmJgIAA+Pr60hZczMzMkJSUhFGjRqFXr15YsGABAgIC8Pvvv9OmYlqTkJAAaWlpauSno6MDS0tLgYf6ZmZmMDExQWxsLAghiI6Ohq+vbwdb23l42YKf/QBg/vz5UFVVxezZs6k0FovFdSqKEMJ3USg7OxssFgvCwsLQ1NREUFAQli9fjlWrVvHV3dvbG/fu3UN+fj4ePXqEvLw8eHh48C3TGpoz7dGjB/T19XH58mUQQnDp0iUMGDAAgwYNwsWLFwG0ONOBAwdSXd/Hjx9DW1ubQ7COjg4qKir4bq/h1n0WFRUFAGpYw16F7NWrF2RkZKhPQEAANf/SnnxeQyRzc3Okp6dDXl4ejo6OsLOzo01zdCViYmKUHk+fPkV9fT1mzJhBaxP75mO3a/z48Xjw4AHy8/MBALGxsfD29oawsDCAFtscPnyYJkNGRgZv3rwRyDYdnc5g74ZoPVTbvn07DA0NsXz5chQXF0NTU5Oaz22NpKQk7XjmzJk4deoUbt++jW+++Qbjx4/nmBb6J9DU1AQfHx8ICwtj+/bt7eZ3cHAAIQR5eXlcz8fExKC8vBxiYmLUFp+MjAyBh/oAMHHiRBw/fhy3bt0CIYQ2p/856agt2GzYsAFnzpzB0aNHaT5BQ0OD67RAaWkpNDU1ecrr0aMH0tPTkZ6ejuLiYpSWlmL16tXU74YXKioqcHFxQWxsLOLi4jB69GjIygoem4tjv8XQoUNx9epVPHjwAIQQfPvtt3ByckJubi5ev36NtLQ02oSsvr4+Xr58ySH4xYsXkJWVFWgbCD/YRisqKgIhhPZpr2clCGZmZoiOjkZubi7U1NTg4uKCR48eceRjb01pbGz85Do1NDTAYrFw8OBBjjYRQmBsbAygpcfevXt3JCQk4O3bt0hLS4OPjw8lR1NTE1OnTuUqY+bMmZ+sZ1tevnyJxsZGavSwbds2rFu3DomJiUhKSsLPP/8Mc3NzgeW5u7vjzz//RHJyMu7fv4+hQ4cKtCj2NbFw4UJcunQJsbGxtFERL9jbi+Tl5TnOlZeXIzk5GVu3bkVWVhb1iYuLw6tXr5CWliaQTuPHj8fly5exf/9+jB8/XqBtVV1BR20BtHQQli9fjm3btnEsdOvp6eHx48e0h/OrV69QUVEBPT09njIlJSVhaWkJS0tL6OjotOtEW+Pr64vjx48jISGhwz16rs40MzMTV65cwZAhQ8BisaCjowNDQ0OcP38eOTk5tNU1BwcHpKSk0FbhGhoaEBERQZX/FKysrCApKcl3021naX2RjIyMEBoaivr6eqSnp3PkVVFRAQDaxPfLly9x7969DtcrLS0NCwsLHDx4kG8+FouF8ePH49SpUzh79iy0tLRoUyL29vZITExEaWlph3UQhKamJtrxwYMHISwsjIEDBwJomXYYMGAATExMqDzt9YjZtLa9g4MDgoKC8Pjx4y55QH4OGhoaaIuiAPDLL79g165dOHbsGNf9lIcOHeKwYUxMDBQVFakpqNYkJCSAEIJp06ahT58+1MfDwwNaWlq0of6zZ884ZLPR0tLCwIEDsXfvXkycyDt89Pv371FRUcG33YLSni242S85ORm+vr5YuHAhx/5OAPDy8kJVVRU1xQi0LMDKycl1endCQ0MD184fm9GjRyM/Px8FBQV86+Bmf45N+46Ojvj48SP27duHadOmUelOTk7Yvn07ZGRkaFsaAgMDcezYMTg7O2PNmjWQlpbG1q1bUVJSItC/INpDVVUV69atw+LFi/Hx40eMGjUKjY2NOHv2LIYPH45BgwZ1WrabmxvU1NQwefJkKCkpITQ0FBISEhxPSADU1qmtW7dCS0sL79+/x2+//QZFRcVO1b17924MHDgQHh4emDNnDuTk5PDnn39CWFiYNm80fvx4hISEQFhYGD4+PrSH08qVKxETEwMHBwf8/PPP0NfXR35+Pv7880/8+uuvndKrNT///DOqqqpga2uLtLQ0rF69GnPmzEHPnj0BtEzlxMfHIzo6GmpqaoiIiEBkZGS7csvKytC7d29MmTIFbm5uqKmpwY4dO/DNN99AQ0Pjk/VuWxd7+oDtODIyWt4k36dPH4iIiKC4uBhv374F0DIf9+LFC2RkZEBCQgKmpqYAAB8fHyQkJODRo0cwMDDAtm3bsHLlSsybNw8aGhq0OXdTU1PU1dXhp59+wr59+zBhwgT07NkTMTExOHbsGPbv38+1txgTE4NBgwZx7bW6u7sjNjYW27Ztw/3799G3b19MnToV+/fv59ruGTNmQExMjOdIobGxkdoSyG/OWhD7tWcLZWVlDvulpaVhzJgxsLS0hLe3N62MlpYWDA0NoaOjg0mTJsHf3x9hYWGorKzEsmXL8OOPP3JMGwmKj48PTpw4gYKCAq69WykpKfj7+0NKSoqacmzL3bt3uduf2+qdtbU1AUCys7OptOjoaAKAtkLPprS0lPzwww9ER0eHKCsrk9GjR5NHjx7R8gQGBhJlZWVaWnJyMgFAsrKyaOkAyObNm2lp8fHxxNbWlsjKyhI9PT0yadIk8vDhQ+q8jY0NGTduHK1MYmIi303TBQUFZPLkyaRHjx5ERkaG2NjY0Faq23Lv3j1ibW1N5OTkiLOzM7l69Sr5+eefua7mt7YdIYRYWVkRHx8fDnnu7u5ERUWFqKioEBcXF671m5qaEgAkPT2d49y7d++In58f0dfXJ7KysqRfv34kLCyM2qHQEX3YsFfzT58+TSZOnEi6detGjIyMyPr160lzczOV79WrV8Td3Z3IyMiQ3r17k40bN5KTJ08SCQmJdu2RkpJC3NzciJqaGunWrRsZPXp0uyvNgtD2fo6MjCQAuH7evXtHCCFk5syZXM+33vy9fPlyYmhoSMrKykh1dTVhsVg85R4/fpwQQsjz58/J7NmziYWFBZGRkSEWFhYkOjqaq97l5eVETEyMbN26lev5kydPEgDk6tWrpKioiOjq6pINGzZQ59mr+bxou5rf3NxMBg0aREaMGPFJ9hPUFq3tRwgh/fr141lm7ty5VP0NDQ1k/vz5RFtbm/Ts2ZOsXr2aZxvZduC2aZ/NsmXLiIGBAXXtCflrNZ8XbVfzudmfEEJY+2dZECbmC8O/BSaG0afB2K/z/KdedMLAwMDwuWCcKQMDA0MXwDhTBgYGhi6AcaYMDAwMXQDjTBkYGBi6ANb+WRb/rL+cMDAwMHyFiABgtkIw/GtgtvZ8Goz9Og8zzGdgYGDoAhhnysDAwNAFMM6UgYGBoQtgnCkDAwNDF8A4UwYGBoYugHGmDAwMDF3AV+lMo6KiaO/0ZODk4sWLUFRURG5uLtfz9fX16Nu3Ly3aIgMDw+fjq3Sm6enpOHLkyJdW46umsbER5eXlPOMCEUKQlZXFNwbXf4WmpiacPn0aM2bMgISEBNauXcuR5/bt2/Dx8YG6ujp0dXUxZ84cgd5Cf+vWLaxcuRJqamoYOnQo1zypqamwt7eHoqIihg0bhgcPHvCVyQ5rw2KxICoqCh0dHYwaNQpXrlzhmn/Pnj1gsVj48ccfuZ6fO3cuWCwWzxdJt0d7bWxsbERwcDBsbGwgJycHGxsbgV4MHxERAScnJ8jLy0NPTw8LFizgsHlDQwPmz58PHR0dGBkZYfXq1Xxljh8/nrKdkJAQVFVVYWdnxzdSh4aGBkRFRbn+Vt68eQMRERHo6Oi0256v0pnKyclBTk7uS6vB8C+hqqoKwcHBuH//Purq6jjOJyUlYciQIejWrRuOHDmC1atXIyYmBlOmTGlX9vbt23HhwgUqtlNb7t69i+HDh8Pc3BwJCQlQVFSEo6MjRwiPtowbNw43b97ExYsXERISgpqaGjg7O+PatWtc84uIiCAqKorj4drU1ISYmBha7PmOwq+NTU1NcHNzw9GjRzF9+nScOHECBgYGcHd3x507d3jKjI6OxqxZszB06FDEx8fDz88PBw4cwPTp02n5pkyZgoSEBOzevRurVq3C1q1b8b///Y+vvgYGBrh58yauXbuGffv2oU+fPpg6dSo2btzItxy3CLAxMTGCh17iFyf7S7F3715iZWX1pdX4quH1Bns27Lfl79q162/W7MvS3v0sIiJCgoODaWmlpaUkLi6OLmf/fgKAvH79WqB6ecWUnzp1KrG1taWO6+vriY6ODlmzZg1PWerq6rS3zRPS8sZ5IyMj4uvry5E/LCyM9OnTh3Tr1o1cvHiRdu78+fNER0eHGBoakn379rXbDn7249XGuLg4UlpaSh03NjYSPT09MnPmTJ6ympubyYsXL2hpK1euJGJiYqSuro4QQsiTJ08Ii8UiSUlJVJ7Q0FAiKytLqqqquMrl9ab9qVOnEi0tLa5l1NXViZOTExk0aBDHOTs7O+Lo6Eh70z4vaD3Turo6sFgs3Lp1C9u2bYOpqSkMDAywZs0aAEBKSgqcnJygoKCAMWPGcARyq6iogL+/P7S1taGtrQ0/Pz9afPCkpCRISUmhpqYGS5YsgaGhITQ0NBAUFESLSqmurg51dXXq+Pnz5/Dy8oKysjK0tLTg6+uLwsJCrg+HZcuWwdXVFTdv3sTw4cOhqKgICwsLrrGJcnNzMWLECCgrK6NHjx4ICAjgiGdua2uLTZs2ISkpCYMHD4aqqiomTpyIjx8/4unTp/juu++gpKQEKysrZGZm/m22FBRRUVH8/vvv6NevHxQVFeHt7c0R9E5QO2zZsgVJSUmwtramwnu3d20IIdi0aRNMTU2hpKQENzc3vjGHvgRKSkoc8dHZQQJbB4p0cHDoUBx1oKVn4+npSR2Liopi5MiRiI6O7pAcERER9O7dmwp93pa6ujp4eHggIiKClh4ZGYlx48Z16t4RFA8PD1o0UmFhYXzzzTc0261cuRI9e/ak7j0Wi8URrvnjx48QFxenetHHjx+HnJwcLYCnp6cnKisrce7cuQ7paGlpiRcvXqC6uprreVdXV6SlpeHZs2dUWnFxMW7fvk2LxswPrsN8Pz8/JCUlYfny5XBycsLPP/8MPz8/BAQEwNvbG0FBQTh79ixWrFhBlamvr4ednR2ysrKwb98+hIeHIzMzE15eXjTZNTU1sLGxwbt37xAcHAxXV1esXbsWZ8+epfKMGDECp06doo4nTJiA3NxchIeH4/Dhw2CxWDxvKgC4evUqxo4di2HDhuHQoUMwNDTE+PHjkZiYSOW5d+8eLCws0NDQgPDwcAQFBSE2NhaDBg3iiPt+4MABLFq0CL6+vli8eDGio6MxceJEuLi4oHfv3ti+fTvevHmDiRMncoQq/py2FISNGzciMjISs2fPxpIlSxAfH49169Z1yg4pKSmYN28eJk2aRMVFb+/azJgxA1u3bkVgYCBOnjwJZWVl2NnZfdYfd1dw9+5dCAsLU2G3GxoakJ2djaysLIFllJaWoqqqCkZGRrT0nj170qLcCgIhBHl5eVSY7bZUVlbCy8sLsbGxqK+vB9ByH8XFxcHLywuVlZUdqu9TuXv3LszMzGjHjx8/xvv372n5GhoaUFxcjO3bt2PPnj3YsmULFWywqKgIBgYGtCkKVVVVyMvLd9h+ubm5UFdXh7S0NNfzCgoK6N+/P23BNjIyEg4ODhATExOsktbdevbQcNKkSVTgtMbGRqKqqkqMjY3J+/fvqbze3t7EyMiIOg4JCSGqqqpUwCxCCCksLCQsFovcv3+fEPLX0HTPnj1Unvr6eqKgoEAWLlzItevc3NxMxMXFOYJX8SIwMJDIyMjQhmfNzc3EzMyMDBw4kEqzt7cnJiYmpLGxkUp78OABERISIr/++iuVZmNjQ0xNTWnt8vT0JGJiYrRAgLt37yYAyMuXLwkhf58t2xvm+/r6UsH1CCHE3d2dWFj8dc07YgdRUVHy4MEDml35XZs///yTsFgskpaWRqU1NjYSAwMDsnPnTq5lPpXODPPb0tjYSCwsLDiCR5aUlNCuW2u4DYHv379PBcFrzaFDhwgAUllZyVVW62F+XV0dyc/PJ/7+/kRISIicP3+eI39YWBhRUFAgjY2NRE1NjZw8eZIQQsiJEyeIvr4+IaQlSOXnGua3JS4ujrBYLJKRkUGl1dbWkqKiIo68Pj4+VCC97du3086NHTuWODk5cZQxMDAgixYt4lp362F+U1MTefnyJdm5cycREREhQUFBXMuwA+rt2rWL9tvo27cvOXjwIEdAPV5w7Zn279+fmnQVFhaGnp4ejI2NaWGNDQ0NaTHOz507BxcXF4iKiqK6uhrV1dVQU1ODqqoqsrOzafIHDBhAfRcVFYWuri7PeOksFgtjxozBhg0bEBISgrKysnYfEBISElBTU6PJcHV1pXoVdXV1SEtLw6RJkyAsLEzlMzExQf/+/XHp0iWavF69ekFBQYHWdikpKfTp04eWBoCjHZ/blu1ha2tLCyvco0cPqq6O2mHYsGHU8Bdo/9okJSWhe/fu6NOnD9WO2tpaWFhYdLgdfyc7d+7EvXv3sGHDBlq6iopKh0J7s687aTNaYR9zC/fMZteuXWCxWBAXF4eRkREuXLiAo0eP8twxAIAKB86e0oqKioKvr6/A+nYFlZWVCAgIgK+vLywsLKh0cXFx6OrqcuTfsmULUlNTsWrVKqxcuRI//PADdY7FYnHYDmixH79FoezsbLBYLAgLC0NTUxNBQUFYvnw5Vq1axVd3b29v3Lt3D/n5+Xj06BHy8vI6NK0j0BIft26umJgYbeXw4cOHSElJweHDhznytp2ja09WWw4dOoS9e/diw4YNCA4OxuzZs7FixQqeXXZuyMvLo7q6GvX19SguLkZTUxM179caHR2ddreu8LIHAL7t4Fe2q2zZHq3r6qgduMUq53dtHj58iKdPn0JGRoaj3HffffdJ7fhcXLlyBUuXLkVISAg1xO8sGhoaAMAxtC0tLYW8vDykpKR4lvX29saSJUsgLCwMLS0tqKioCFTnxIkT4ejoiMrKSpw+fRo3b97sfAM6SFNTE3x8fCAsLExNA7WHpqYmNDU1YW9vjz59+sDDwwOTJk3C4MGDoaGhwXV+vbS0lGO+tTU9evSghuuqqqrQ1NSkdRZ4oaKiAhcXF8TGxkJISAijR4+GrKysQO0ABHSmgqCpqYlhw4YhPDy8q0RSiImJYc6cOZgxYwaOHj2KBQsWoKSkpEN1PX36FDo6OhATE4OOjg6EhYXx8uVLjnwvXryAvr5+V6rfYT6nLVvTFXbgd200NTWhr6+Px48ffw71u5yCggJ4enpizJgxPPdsdgQlJSXIyclxzO8/fPgQenp6fMuqqqrC0tKyw3VaWVlBQ0MDgYGBMDQ0/OQHQkdYuHAhLl26hGvXrtEWpARlyJAhAICsrCwMHjwYenp6OHjwIBoaGiAqKgoAePXqFSoqKvjaT1JSslO2AwBfX19s3rwZYmJi7W7BakuX7TO1t7dHYmIix6p0V8BeCBEVFcWUKVPg4+ODtLQ0nvmbmppow4OKigrEx8dj8ODBAFqmAWxtbXH06FFajzA/Px83b96Eg4NDl7ehI3xOW7amK+zA79rY29vjyZMnPDebf008f/4czs7OMDY2xsGDB7nmef/+vUAb+Vvj7e2NuLg46ri+vh6JiYnw9vbutK7Pnj1DU1MTz/MTJ07E7t27MXHiRJ55GhoauD5EO8svv/yCXbt24dixY7Thfev6Wu+tjY+Px5s3b2h5MjJaXkrdo0cPAICXlxeqqqqQnJxM5YmLi4OcnBxcXFw6pWd77R49ejTy8/NRUFDAtw5u16DLnOnKlSshKSkJBwcHxMbG4s6dO4iMjPzkJ/yVK1egr6+P0NBQZGVlITo6GvHx8dRTjBtlZWWwt7dHfHw8Tpw4AWdnZ9TX1+OXX36h8uzcuRMPHz7EqFGjcPbsWRw9epSaE5w7d+4n6fypCGJLLS0tAMD169c/qa5PsUN712bEiBEYM2YMPD09sXv3bmRkZODs2bP44YcfBJr77iqKi4uRkZGBjIwMEELw4sULZGRkUNMYJSUlcHJyQk1NDdasWYPbt28jNTUVqampSE9PB9DyLx8TExOYm5tTcsvKyii5FRUVqKiooI4bGxsBAPPnz8eDBw8QEBBAzU83NjZi6tSpnWrL3bt30b17d8yYMYNnHl9fX5iZmcHHx4dnHh8fH+jq6uLp06d86xOkjdu2bcPKlSsxZ84caGhoULZLTU2l/lXEro89Stm5cyesra2xdu1aXLx4Efv378fkyZPRu3dvaiuSjo4OJk2aBH9/f5w5cwZRUVFYtmwZFixYwHXKSRDaa7eUlBT8/f0xa9YsqjfcFp7XgNtqftuN3gMHDiRjxoyhpa1atYrIyMjQ0t69e0f8/PyIvr4+kZWVJf369SNhYWHUajKvFWgrKyvi4+PDdYWsqamJ7NmzhwwYMIDIyckRbW1tMm/ePJ4roYGBgURdXZ2Eh4cTU1NTIi8vT1xcXEhubi5H3uzsbOLm5kaUlJSInp4emTt3LqmoqKDlsbGxIePGjaOlBQUFEQUFBVra5cuXCQCSnp5OCPn8tmxubiYDBw4k8vLy1Cbn1vCqf9GiRURdXb1L7CDItWloaCDr168nZmZmREpKipiYmJBly5bRdip0JdxWo2fOnEmtGLf+sFd9lyxZwvV86zzNzc3E3t6eeHh4UHIjIyN5lnv37h2V7+rVq2TQoEFEQUGBDBs2jOTk5PBtA7dN+2yKioqIrq4ubQcFezWfH2izmr9s2TJiYGBA05MQTvu118bq6mrCYrF45jl+/DghhJDly5cTQ0ND6rrX19eTtWvXEkdHRyIvL090dHSIn58fx58kGhoayPz584m2tjbp2bMnWb16Nd928tq0z6/d7NV8XrRdzed2DQghhLV/lgX5N8V8WbZsGfbt24e3b99+aVUYvgBMDKNPg7Ff5/kq/5vPwMDA8E+DcaYMDAwMXQDjTBkYGBi6gH+dM12/fj0zX8rAwPC3869zpgwMDAxfAtb+WRacf35lYGBgYOgQIgCYrRAM/xqYrT2fBmO/zsMM8xkYGBi6AMaZMjAwMHQBjDNlYGBg6AIYZ8rAwMDQBTDOlIGBgaELYJwpAwMDQxfwVTrTqKgozJ49+0ur0Wnq6uqgqKiIvXv3UmkXL16EoqIicnNzP0lOWyZPnozFixd/kr4MDAyfzlfpTNPT03HkyJEvrcYnUV5eToXcBVpeLlxeXt5ujKj25LTl0aNH7b7g979OU1MTTp8+jRkzZkBCQgJr167lyHP79m34+PhAXV0durq6mDNnTofeql9fX49evXqBxWLhw4cPVPqpU6fAYrE4Plu2bOEpS0NDg8onKioKHR0djBo1imfEgj179oDFYvF8EfvcuXPBYrGwf/9+gdvDj/Lychw9ehTu7u5gsVh8o16wEeQaAEBqairs7e2hqKiIYcOGtRuP7Wuy1VfpTOXk5CAnJ/el1WD4l1BVVYXg4GDcv38fdXV1HOeTkpIwZMgQdOvWDUeOHMHq1asRExODKVOmCFzHli1bOMJwAC1vqhcWFsalS5dw+fJl6tNeQMFx48bh5s2buHjxIkJCQlBTUwNnZ2dcu3aNa34RERFERUVxPKybmpoQExNDiz3/qWRmZmLXrl0deoi3dw2AljfYDx8+HObm5khISICioiIcHR1p4U648bXYquss3IVoaGhQkR0ZGD4VeXl53LhxAwC4hqKwtrbGkSNHaGF9CSGYPn063rx5Qwsbzo3i4mKsXbsWgYGBWLFiBe1cWVkZVFRU+IbZ4Ya6ujr69+9PHXt5ecHU1BRhYWEYOHAgR35TU1M8f/4cly9fhqOjI5WekpICcXHxdgP4dQQHBwfcuHEDaWlpXHXhRnvXAAC2b9+OPn36YMeOHQAAOzs79OjRA+Hh4Rx2bc3XYitaz7Surg4sFgu3bt3Ctm3bYGpqCgMDA6xZs4aqzMnJCQoKChgzZgxHwLeKigr4+/tDW1sb2tra8PPzQ1VVFXU+KSkJUlJSqKmpwZIlS2BoaAgNDQ0EBQXRAuCpq6tDXV2dOn7+/Dm8vLygrKwMLS0t+Pr6orCwkGuDli1bBldXV9y8eRPDhw+HoqIiLCwsqFjibIqLixEQEAALCwvIysqiX79+HPGUbG1tsWXLFiQlJcHa2poKiXzjxg1MmDABPXv2hKKiIkaNGtXp4GSnT5+Gra0t5OTkYG1tjbNnz3ZYhpiYGI4dOwYbGxsoKCjA0dERd+/epc43NzcjMjISw4cPh7q6OrS0tBAQEEDrIbCvfUZGBrZu3Yru3btTAdnCw8NhYmICGRkZWFlZ4ffff+/wdMXXjJKSEkd8dBMTEwAt9x4bBwcHrnHUAwIC4OLigr59+3KcKysrg6qq6ifrKCIigt69e3NEOmVTV1cHDw8PRERE0NIjIyMxbtw42u/w74CXrfgRExMDT09P6lhUVBQjR45EdHR0h+R8KVtxHeb7+fkhKSkJy5cvh5OTE37++Wf4+fkhICAA3t7eCAoKwtmzZ2lPi/r6etjZ2SErKwv79u1DeHg4MjMz4eXlRZNdU1MDGxsbvHv3DsHBwXB1dcXatWtpTmTEiBE4deoUdTxhwgTk5uYiPDwchw8fBovF4mkoALh69SrGjh2LYcOG4dChQzA0NMT48eORmJhI5Zk6dSqePn2KgIAAREVFQVpaGsOHD+eYJ0tJScG8efMwadIkbN++HZWVlfDw8ICSkhJCQkIQFhaGzMxMvpEgeXHkyBGMHTsWI0aMQFJSEjw8PDB69OgOxzpPSEjAtm3bMGvWLOzZswdlZWUYOHAgXr9+DQC4du0aFixYAFtbWxw4cACLFy9GWFgYNm7cyCErJCQE0dHRWLFiBWbPno2LFy9i+vTp8PDwQHJyMvz8/HDhwoV/lTPlxt27dyEsLEyFSm5oaEB2djaysrJo+c6ePYukpCRs3bqVCjDXmrKyMrx//x4uLi6Qk5ODmZkZ/vjjjw7rQwhBXl4eDA0NuZ6vrKyEl5cXYmNjqTn2+vp6xMXFwcvLC5WVlR2us7PwshU/SktLUVVVBSMjI1p6z549UVRU1KH6v5ituAXUmzRpEmlubiaEENLY2EhUVVWJsbExef/+PZXX29ubGBkZUcchISFEVVWVFiitsLCQsFgscv/+fULIXwH19uzZQ+Wpr68nCgoKZOHChVyDWTU3NxNxcXGO4FW8CAwMJDIyMrTAXM3NzcTMzIwMHDiQSvv48SOt3O3btwkAEh0dTaXZ2NgQUVFR8uDBA1retmU3bdpEAJCSkhJCCPdgdm2DCVZVVRFVVVWydu1amqzJkyeTsWPH8pTTFhsbG2JnZ0fq6+uptJcvXxIRERESFBTEU2d3d3diYmJCHbPr6tmzJ6murqbS161bR6SlpalAfl873ALqtUZERIQEBwfzzdPY2EgsLCzI6NGjaeklJSW030BNTQ3p0aMHJS8hIYEAIOXl5VSeY8eOEW9vb3Lt2jWSlZVF/P39CQASERHBs/7WAfXq6upIfn4+8ff3J0JCQuT8+fMc+dkB9RobG4mamho5efIkIYSQEydOEH19fUIIZ0A9XrRnv9Zcu3aNACDXrl3jONfWVq3hdg3u379PAJCrV6/S0g8dOkQA8Ayg+SVt1RauPdP+/fuDxWIBAISFhaGnpwdjY2MoKipSeQwNDameDwCcO3cOLi4uEBUVRXV1Naqrq6GmpgZVVVVkZ2fT5A8YMID6LioqCl1dXZqs1rBYLIwZMwYbNmxASEiIQCGCJSQkaPNcLBYLrq6utCclO1RsSUkJzpw5g3PnzgFoiYfdGnbY49awyz569AgxMTG4d+8e17L8uHPnDkpKSuDp6UnZq7q6GpaWlhz2ag9NTU3aPJSGhgbMzc052tvc3IyMjAz88ccfKCsr46rvjBkzICUlRR27ubmhsbERbm5uSE1N7ZBe/1R27tyJe/fuYcOGDbR0FRUV2m9gw4YNYLFYWLRoEU9Z48ePR1RUFAYMGIA+ffogLCwM/fv357uaDwC7du0Ci8WCuLg4jIyMcOHCBRw9ehRDhw7lWUZYWBg+Pj7UlFZUVBR8fX0FaXKX09ZW7cH2N4TQ3wjKPhYS4r1W/rXYSqDVfDExMa5prYd6Dx8+xOHDhyEjI0P7vHnzBuXl5e3K5zdsPHToEIKDg7Fz5050794dgYGBqK6uFkR1Cnl5eVRXV1Pd+sLCQowZMwbW1tY4deoUlJWVISQkhIaGBlo5bvG5z58/j379+sHb2xu3bt2iYti3LcsP9jRFr169aPYKCAho116CIC8vj/fv31PH27dvh6GhIZYvX47i4mJoampy1bdte83NzZGeng55eXk4OjrCzs4Oly9f/mT9vlauXLmCpUuXIiQkhBric6OwsBAbN27E3Llz8fTpUzx8+JCaX83Pz+fZOQCAIUOGIC8vj68e3t7eSE9PR2ZmJkpKSlBYWAgfH5929Z84cSJOnTqFyspKnD59+os5047CXnBufc8CLcN/eXl52gO+LV+LrbpsNV9TUxPDhg1DeHh4V4mkEBMTw5w5czBjxgwcPXoUCxYsQElJSYfqevr0KXR0dCAmJobq6mrY29tT8ybCwsIAgHnz5rUr5/bt2xg5ciSOHj2KcePGAQDS0tI4ejHtoampCQAoKiqCrq5uh8oKQlFREezs7AAA27Ztw/r163Hp0iWql7127VraHDI/zMzMEB0djfz8fCxduhQuLi7Izs5Gz549u1zvL0lBQQE8PT0xZswYnvsQ2SQmJqK2thYLFizgONevXz/88MMPPP9sUVtb2+7WP1VVVVhaWgqsOxsrKytoaGggMDAQhoaGfB8IXxNKSkqQk5PjWAt5+PBhu6vrX4utumyfqb29PRITEzlW+LsCdg9KVFQUU6ZMgY+PD9+Nwk1NTbThQkVFBeLj4zF48GAAwK1bt/Dy5UtMmzaNcqQVFRUCLaokJiZCRkYGY8eOpdI605O0srKCpKQkDhw40OGybWlqaqIdX79+HQUFBdR2nPj4eAwYMIA2XSGozq17r0ZGRggNDUV9fT3S09M/We+viefPn8PZ2RnGxsY4ePAg1zzv37+nFigDAgJACKF9EhISALTYdu/evaioqEBsbCxNRl1dHU6dOgUrK6tO6/rs2TOOa96aiRMnYvfu3XwXRRsaGjq9A0UQWttKULy9vREXF0cd19fXIzExEd7e3p3W4++0VZc505UrV0JSUhIODg6IjY3FnTt3EBkZ2e4Tvj2uXLkCfX19hIaGIisrC9HR0YiPj+e7b6+srAz29vaIj4/HiRMn4OzsjPr6evzyyy8AAC0tLQgJCSE4OBjXr1/HwYMHYW1tzXU6oy06Ojp4//49goODcfPmTWzYsAF+fn60PGJiYlBWVkZmZiZqamqoOgFQ269UVVWxbt06/PLLLwgMDMT169dx5coVLFu2DFevXuUphxuJiYnw9/fHhQsX8Mcff8DDwwN9+/bF5MmTKZ2TkpIQHR2N1NRUzJw5k+9fVFvj5uYGX19fJCUl4fbt21i+fDkkJCRgY2MjUPmvgeLiYmRkZCAjIwOEELx48QIZGRnUv2tKSkrg5OSEmpoarFmzBrdv30ZqaipSU1Oph0ZjYyNMTExgbm4ucL1Xr17F+PHjMWnSJERFRSExMREuLi548eIF1q9f36m23L17F927d8eMGTN45vH19YWZmRnfoa6Pjw90dXU79e+5Bw8eICMjg5qqyMvLQ0ZGBoqLiwFwt1V71wAA5s+fjwcPHiAgIABpaWmYNGkSGhsbMXXq1A7rCHwBW3FbzW+7ejxw4EAyZswYWtqqVauIjIwMLe3du3fEz8+P6OvrE1lZWdKvXz8SFhZGrQS3XdFmY2VlRXx8fLiukDU1NZE9e/aQAQMGEDk5OaKtrU3mzZvHc3UvMDCQqKurk/DwcGJqakrk5eWJi4sLyc3NpeXbt28f0dXVJd26dSNjxowh9+/fJ/3796ftGrCxsSHjxo2jlWtsbCTz5s0jSkpKpHv37mTWrFnk2bNnBAC5efMmlW/p0qVESkqKXLlyhRDSsqNg4MCBRF5entTV1VH54uPjia2tLZGVlSV6enpk0qRJ5OHDhzzltMXGxoasW7eOrFixgnTv3p2oq6uT6dOnkw8fPlB5Xr16Rdzd3YmMjAzp3bs32bhxIzl58iSRkJCg8vC69gUFBWTy5MmkR48eREZGhtjY2JDk5GSuunwNcFuNnjlzJgHA8TEzMyOEELJkyRKu51vnaW5uJvb29sTDw4Nn3dxW869fv058fX2JoaEhUVBQIMOGDSOZmZl829B6hbotRUVFRFdXl3afsleo+YE2K9TLli0jBgYG5N27d7R8gqzmGxsbc7UVW2dutmrvGrC5evUqGTRoEGWrnJwcvrp8SVu1hbV/lgX5N8V8WbZsGfbt28eEe/6PwsQw+jQY+3Wer/K/+QwMDAz/NBhnysDAwNAFMM6UgYGBoQv41znT9evXM/OlDAwMfzv/OmfKwMDA8CVgnCkDAwNDF8DaP8uCtJ+NgYGBgYEfIgCYfWUM/xqYfZKfBmO/zsMM8xkYGBi6AMaZMjAwMHQBjDNlYGBg6AIYZ8rAwMDQBTDOlIGBgaELYJwpAwMDQxfwVTrTqKgozJ49+0ur0S5Dhw7F999//6XVYGBg+Ar4Kp1peno6jhw58qXVaJeqqip8/PiRlnb16lWcPn36C2nEIChPnjzBzp078e2339Iiu/KjvLwcR48ehbu7O1gsFtfQOQ0NDZg/fz50dHRgZGSE1atX85W5Z88esFgs6qOgoAAzMzMEBwfzjN+uoaEBUVFRvHv3juPcmzdvICIiAh0dHYHa1Blu374NHx8fqKurQ1dXF3PmzGk3RElTUxNOnz6NGTNmQEJCAmvXruWaLzU1Ffb29lBUVMSwYcNob+LnhoaGBmU7UVFR6OjoYNSoUbhy5QrX/Gx784oAMnfuXLBYLOzfv59vvdz4Kp2pnJxcuwHHvlYOHz7cJXGdGD4vcXFxOHbsWIfid2VmZmLXrl18w1dMmTIFCQkJ2L17N1atWoWtW7fif//7X7uyz507hxs3biAyMhI+Pj7YvHkzfHx8OEIftyYmJoZrGjts8ucgKSkJQ4YMQbdu3XDkyBGsXr0aMTExmDJlCt9yVVVVCA4Oxv3791FXV8c1z927dzF8+HCYm5sjISEBioqKcHR0xIsXL/jKHjduHG7evImLFy8iJCQENTU1cHZ2xrVr17jmFxERQVRUFEfMt6amJsTExEBEpJNxRgUJU/B3s3fvXmJlZfWl1WgXbmFNPDw8ONIY/j46ej8HBwcTERGRDpW5du0aAUCuXbtGS3/y5AlhsVgkKSmJSgsNDSWysrKkqqqKq6ywsDACgCMkxsGDBwkA8ujRI44y6urqxMnJiQwaNIjjnJ2dHXF0dCTa2todahOb9uxXWlpK4uLi6GX27ycAyOvXrwWqQ0REhAQHB3OkT506ldja2lLH9fX1REdHh6xZs4anLG5hSxoaGoiRkRHx9fXlyB8WFkb69OlDunXrRi5evEg7d/78eaKjo0MMDQ1pYUsEhdYzraurA4vFwq1bt7Bt2zaYmprCwMAAa9asAQCkpKTAyckJCgoKGDNmDEck0oqKCvj7+0NbWxva2trw8/NDVVUVdT4pKQlSUlKoqanBkiVLYGhoCA0NDQQFBdGewOrq6lBXV6eOnz9/Di8vLygrK0NLSwu+vr4oLCzkeDBMnToV+vr6HOnr169Ht27d0NDQgKqqKmzYsAH29vaQl5eHsbEx9uzZQ3/A7N8PFouFDx8+0NJlZWV5Dtvev38PeXl5xMfH4/jx49TQg9dTmOHr5vTp09DW1uY5XOTG8ePHIScnB0dHRyrN09MTlZWVOHfuXIfqZ4cubhv6mI2rqyvS0tLw7NkzKq24uBi3b9+Gk5NTh+rqCEpKSvDw8KClsaPePn/+nEpzcHDgyNceMTEx8PT0pI5FRUUxcuRIREdHd0iOiIgIevfuzdN2dXV18PDwQEREBC09MjIS48aNo/msjsB1mO/n54ekpCQsX74cTk5O+Pnnn+Hn54eAgAB4e3sjKCgIZ8+exYoVK6gy9fX1sLOzQ1ZWFvbt24fw8HBkZmbCy8uLJrumpgY2NjZ49+4dgoOD4erqirVr1+Ls2bNUnhEjRuDUqVPU8YQJE5Cbm4vw8HAcPnwYLBaLq6HGjx+Pp0+fIjMzk5YeFxeHsWPHQlRUFFu3bkVUVBS8vb0RExMDR0dHzJw5s0M/Gm7Iy8vjypUr+Pbbb+Hs7IysrCxkZWUJFPGU4esjPz8fL168wOPHjwUuU1RUBAMDA9owUVVVFfLy8igqKupQ/bm5uQAAQ0NDrucVFBTQv39/REVFUWmRkZFwcHD42++5u3fvQlhYmIo739DQgOzsbGRlZQkso7S0FFVVVTAyMqKl9+zZs8O2I4QgLy+Pp+0qKyvh5eWF2NhY1NfXA2jxX3FxcfDy8uI5V90eXCcH+vTpg4MHD4LFYsHHxwcnT57EtWvXcP36dSgqKgJomYS+ePEiVWb79u14+/Ytrl27BgUFBQAtN4KhoSGys7NhZmZG5Z0zZw4VfnXs2LFISEjAxYsXMXz4cA5dCCG4desWVq9ejVGjRgEA7cnfGicnJ6iqqiI+Ph59+/YF0PK0Tk9Px8aNGwEAgYGBCAoKgpBQy3PE2dkZR48eRVRUFOzt7QW3XBuEhYXRp08fSEtLQ0FBAX369Om0LIYvz48//ogRI0agZ8+eApd59eoVlJSUONK7deuGV69eCSSjrKwM165dw48//gh7e3sO58Kmuroavr6+CA8Px6JFiwC0ONMFCxbgyZMnAuv8qTQ1NeH333/HiBEjIC0tDaClR5mTk9OhuUe2fdrar1u3bqisrERVVRVkZGT4yqivr0dRURG2bNmCnJwcbN26lWu+6upqODk5QUxMDElJSRg5ciTOnTsHRUVF2Nraorq6WmC9W8O1Z9q/f39qEltYWBh6enowNjamHCnQ4ihfv35NHZ87dw4uLi4QFRVFdXU1qquroaamBlVVVWRnZ9PkDxgwgPouKioKXV1dmqzWsFgsjBkzBhs2bEBISAjKysp4NkZYWBje3t6Ii4uj0uLj46GmpobBgwcDaIlFLyQkhOrqaqSmpmL37t2QlpamDZcYGAB0yJECLfcq4bJgRAhpd1FIWVkZLBaLGkY7ODi0u5jk7e2Ne/fuIT8/H48ePUJeXl6Hh9afys6dO3Hv3j1s2LCBlq6iokLzF+3Bbmdb+7GP2Z0fbuzatQssFgvi4uIwMjLChQsXcPToUQwdOpRnGWFhYfj4+CAyMhJAy3ZMX19fgfXlhkCr+dyGDWJiYrTVsIcPH+Lw4cOQkZGhfd68edPuimlbWW05dOgQgoODsXPnTnTv3h2BgYE8nx7jx4/HgwcPkJ+fDwCIjY2Ft7c3hIWFAQAfP37E3Llz0bNnT+zZswd1dXVQVlZGQ0NDe2ZgYOCLhoYG3r9/z5FeWloKTU1NvmWTk5ORnp6O/Px8VFdX49ChQ1BVVeVbRkVFBS4uLoiNjUVcXBxGjx4NWVnZT2pDR7hy5QqWLl2KkJAQaojfWTQ0NACAw36lpaWQl5eHlJQUz7Le3t5IT09HZmYmSkpKUFhYCB8fn3brnDhxIk6dOoXKykqcPn36k51pJ/cAcKKpqYlhw4YhPDy8q0RSiImJUVMDR48exYIFC1BSUsK1LltbW3Tv3h0JCQmYOnUq0tLSaE/NCRMm4N27d8jNzYW8vDwAcCwOsJ+CjY2NXd4Whn8venp6OHjwIBoaGqi9q69evUJFRQX09PT4ljU3N0e3bt06XKevry82b94MMTExgbZgdRUFBQXw9PTEmDFjeO7Z7AhKSkqQk5PjWAt5+PBhu7ZTVVWlFuw6gpWVFTQ0NBAYGAhDQ8NPfiB02T5Te3t7JCYmcqzwdwXsXqOoqCimTJkCHx8frhumgZbhwvjx43Hq1CmcPXsWWlpasLW1BdAyp3LmzBl4e3tTjrS5uZljw7GKigoA0Ca+U1NTUVNT066u0tLSPKcsGP5Z8NtPyg0vLy9UVVUhOTmZSouLi4OcnBxcXFw+ix6jR49Gfn4+CgoK+Nbx7NkzNDU1dVqH1jx//hzOzs4wNjbGwYMHueZ5//59uxv529J2iq6+vh6JiYnw9vbutK7ttXvixInYvXs3Jk6cyDNPQ0MDXr582W5dXeZMV65cCUlJSTg4OCA2NhZ37txBZGTkJz+1rly5An19fYSGhiIrKwvR0dGIj4/HkCFDeJYZP348rl+/jvDwcPj4+FDzMWJiYlBVVcW+ffuQnJyMU6dOwdnZGXl5ebTyNjY2kJSUxI8//oiTJ0/il19+wcyZMzmGXVpaWigsLMSbN2+otL59++L27dvYv38/zp49S60WMnw9NDY2IiMjAxkZGXjx4gUIIdQxe05+586d0NfXpzmLBw8eICMjg7pf8vLykJGRgeLiYgCAjo4OJk2aBH9/f5w5cwZRUVFYtmwZFixYAElJyU7pytbj8OHDXM9LSUnB398fs2bN4vlPrrt376J79+7Uou+nUFJSAicnJ9TU1GDNmjW4ffs2UlNTkZqaivT0dAAt9jUxMYG5uTlVrri4mLIxIQQvXrxARkYG7R9O8+fPx4MHDxAQEIC0tDRMmjQJjY2NmDp1aqd0FaTdvr6+MDMz4zst4OPjA11d3fYfrq036dbW1hIAZNeuXbTNqAMHDiRjxoyhpa1atYrIyMjQ0t69e0f8/PyIvr4+kZWVJf369SNhYWGkqamJEELIuXPnCACSnZ1NK2dlZUV8fHy4boRtamoie/bsIQMGDCBycnJEW1ubzJs3j1RWVvLdQGtqakoAkPT0dFr69evXSd++fYmMjAyxt7cnCQkJZOnSpcTV1ZWWLzo6mhgYGBBlZWXy3XffkRcvXpDBgweTVatWUXni4+OJnJwcWbduHZX29u1b4u7uTmRkZMg333xDHj58yFdPhq5FkE37r1+/JgC4fo4fP04IIeTEiRNEU1OTpKamUuWMjY25lmm9abyhoYHMnz+faGtrk549e5LVq1fz1YXXpn02CQkJRENDg6SkpFBp6urqZNu2bTxlrlq1irZpv6ioiOjq6pINGzbwNwxp335LlizhaTszMzNCCCHNzc3E3t6eeHh4UOVmzpzJtwybq1evkkGDBhEFBQUybNgwkpOTw1cfbpv2+bU7LCyMKCgo8JUJgLZpf9myZcTAwIDnNWLD2j/LgjAxXxj+LTAxjD4Nxn6d56v8bz4DAwPDPw3GmTIwMDB0AYwzZWBgYOgCGGfKwMDA0AUwzpSBgYGhC2Dtn2XB++2zDAwMDAwCIQKA2QrB8K+B2drzaTD26zzMMJ+BgYGhC2CcKQMDA0MXwDhTBgYGhi6AcaYMDAwMXQDjTBkYGBi6AMaZMjAwMHQB/ylnWlNTAz8/vw6H3QVaXlTbt29fWjTIznLx4kUoKipSESi/diZPnozFixd/aTUYGL5q/lPOtLm5Gfv27UNOTk6HyxJCkJWVhXfv3n2yHo2NjSgvL+cb9+pr4tGjRx1+6/zXTkREBFxdXaGgoAATExNs27at3etRXl6Oo0ePwt3dHSwWi2u0B0tLS7BYLNqHX1ymPXv20PIqKCjAzMwMwcHBPEMOa2hoQFRUlOu9+ObNG4iIiEBHR6cdC3SejIwMeHp6QkNDA6qqqhg7diwVc40XTU1NOH36NGbMmAEJCQmsXbuWa77U1FTY29tDUVERw4YNo708mhsaGhqU7URFRaGjo4NRo0bxDN3Otjevl9bPnTsXLBYL+/fv51svN/5TzlRKSgoiIiKQk5P70qowfEHWrFmDmTNnYvDgwThx4gR8fHywaNEi7Nq1i2+5zMxM7Nq1i++DpaysDNOnT8fly5epz9mzZ9vV6dy5c7hx4wYiIyPh4+ODzZs3w8fHh2u0UzYxMTFc09qLhPopFBcXw97eHpqamjhw4ACCg4ORk5ODYcOG4ePHjzzLVVVVITg4GPfv30ddXR3XPHfv3sXw4cNhbm6OhIQEKCoqwtHRES9evOCr07hx43Dz5k1cvHgRISEhqKmpgbOzM65du8Y1v4iICKKiojgenk1NTYiJielQiGqa3E6V+ofCYrGgpqZGRUJk+G8yYsQIjBw5En379gUADB48GAUFBQgNDcX8+fN5lnNwcMCNGzeQlpaGgQMHcs1TVlYGa2trKrS4oFhZWVEB9VxdXaGrq4vvv/8ehYWFMDQ05Mg/ePBgREREYNasWbT0iIgI2Nvbt9tT7Cy6urp4+PAhtLW1qbSePXvC0dERt2/f5tlueXl53LhxAwB4hlfZvn07+vTpgx07dgAA7Ozs0KNHD4SHh2PFihU8dVJXV0f//v2pYy8vL5iamiIsLIzrdTI1NcXz589x+fJlODo6UukpKSkQFxdvN4AfL6ieaVNTExQVFbF8+XJaBi0tLdjY2NDS/Pz8aEYrLy+Hv78/9PT0qG7/48ePaWWWLVsGd3d3FBYWwtPTE8rKynBxcUFOTg5qa2uxcOFCaGtrw8DAAEeOHOFQ9PTp07C1tYWcnBysra05nva2trbYtGkTLl++TA3fbG1tOYYJ6urqUFdXp47Dw8NhYmICGRkZWFlZ4ffff293uLdq1SoYGxtDXV0dvr6+tPC0zc3NiIyMxPDhw6Gurg4tLS0EBATwfBqzKS4uRkBAACwsLCArK4t+/frh+vXrnWojIQS//fYbLC0tIScnBxsbGxw/fpw6X1FRAX9/f2hra0NbWxt+fn6oqqriq5+YmBiOHTsGGxsbKCgowNHREXfv3uXIx+86CWKbpKQkSElJobq6GvPmzYOWlhasra2pQGu7d+9Gnz59oKqqikWLFnVqqsTCwoJypGxMTEzw/PlzWju0tbV5Dhe50dzcjA8fPrQbolkQ2NE220brZOPq6oq0tDQ8e/aMSisuLsbt27fh5OT0yfXzo7UjBUD1SKWlpak0BwcHeHh4dEhuTEwMPD09qWNRUVGMHDkS0dHRHZIjIiKC3r1787RdXV0dPDw8EBERQUuPjIzEuHHj2v0t8IJypsLCwnB0dMTly5epk/n5+VTwsQ8fPlDpqamplEf/+PEjrK2tkZycjODgYOzZswdv376Fubk5h0PNysqCi4sLrKyssHXrVmRnZ2PChAlwdnZGTU0NtmzZAl1dXUybNo3WtT9y5AjGjh2LESNGICkpCR4eHhg9ejRu3rxJk3/gwAHMmjULrq6u2LZtG548ecIRjCs9PZ26US9evIjp06fDw8MDycnJ8PPzw4ULF/j+QJcsWYK8vDysX78eq1atwrlz52hRIa9du4YFCxbA1tYWBw4cwOLFixEWFoaNGzfyvRBTp07F06dPERAQgKioKEhLS2P48OEcER4FaaOfnx8WLFgANzc3HD9+HO7u7jh16hSAloU0Ozs7ZGVlYd++fQgPD0dmZia8vLz46peQkIBt27Zh1qxZ2LNnD8rKyjBw4EBaJNb2rpOgtqmpqcGAAQPQ3NyMrVu3QlJSEt9//z0mTZqEEydOYMmSJfD09MSWLVtoD4lP4e7duzAzM6OO8/Pz8eLFC457mB8fPnwAIQR79uyBgYEB1NTU4OPjQ3N4gsJenOTWKwUABQUF9O/fn7YgGhkZCQcHB4iJiXW4vo7S3NyMkpISxMXFYc6cOZgyZQqsrKwAtETzzM7ORlZWlsDySktLUVVVBSMjI1p6z549aVGCBYEQgry8PJ62q6yshJeXF2JjY6mAl/X19YiLi4OXlxfPuep2aR1AKzQ0lIiIiJCqqirqeOLEicTY2JgkJCQQQgh5+fIlAUCuXLlCCCFk5cqVRExMjDx9+pSSU1tbS7p3705Gjx5NpQUGBhIJCQly//59Km3Hjh0EAAkNDaXScnJyCABy7NgxQgghVVVVRFVVlaxdu5YWvGry5Mlk7Nix1LGNjQ0xNTUlpaWlVNqmTZsIAFJRUcE1ANa6deuItLQ0FfCPH+xgg4sXL6alx8TEEAAkOTmZSvv48SMtj7u7OzExMaGOuQUWbFvm9u3bBACJjo7uUBuvXLnCYdPWhISEEFVVVVJWVkalFRYWEhaLRbs2rbGxsSF2dnakvr6eSnv58iUREREhQUFBhBDBr5Ogttm7dy+Vdu/ePQKAjB8/nrpWTU1NRENDg8yYMYMmT5CAem0pLi4mMjIy5Ndff6Wl5+fnc81/7do1AoBcu3aNll5VVUXc3d1JWFgYycnJIbGxsURLS4uYmZnRbNeatgH13r9/T06ePEm0tbWJvb09aW5u5ijDDqi3a9cuYmHxV3v79u1LDh48yBFQryMIaj+23gCIj48Pqa2tpZ0vKSkh79+/51pWRESEBAcH09Lu379PAJCrV6/S0g8dOkQA8Ayg2TqgXl1dHcnPzyf+/v5ESEiInD9/nqveCgoKpLGxkaipqZGTJ08SQloCKOrr6xNCOAPqCQptAWro0KFobGykhpcpKSmws7ODnZ0dFQs8NTUVUlJS1BxFSkoKHBwc0L17d0qOuLg4JkyYgEuXLtEct4yMDO3pz35ysOPat05j93ju3LmDkpISeHp6orq6mvpYWloiOzubJr9Xr15QUlKijnv06EGT1RY3Nzc0NjbCzc0NqampXPO0pXU72TIA0J7CkpKSaG5uRkZGBv744w+UlZW12zthhwIuKSnBmTNnqO1bbcu118bk5GSIi4vjhx9+4FoPuyctKipK2VJNTQ2qqqoc9myNpqYmba5LQ0MD5ubmVLsFvU6C2obbPdG/f38ICbXcskJCQtDX1+d5bTvC/PnzoaqqitmzZ9PSe/bs2SE50tLSSExMhL+/P3r16gVPT0/s3bsX2dnZOH/+PN+yysrKYLFYUFJSgoeHBxwcHNpdTPL29sa9e/eQn5+PR48eIS8vr8ND687i4+ODGzduICwsDOnp6bCzs6ONolRUVKCoqCiwPHY7SZsFN/Yx+7pzY9euXWCxWBAXF4eRkREuXLiAo0ePYujQoTzLCAsLw8fHB5GRkQCAqKgo+Pr6CqwvN2ga9ujRA/r6+rh8+TIIIbh06RIGDBiAQYMG4eLFiwBanOnAgQOpocTjx4855lCAlhjiFRUVfLcScRuOsH+w7KE2e96jV69ekJGRoT4BAQEoLy/n2zi2fF7DdnNzc6Snp0NeXh6Ojo6ws7OjTXMIAnuHQOt50+3bt8PQ0BDLly9HcXExNDU10dDQwFdOYWEhxowZA2tra5w6dQrKysoQEhJqt1zbNhYUFEBLS4vniuTDhw9x+PBhmi1lZGTw5s2bdu3ZFnl5eardgl6nztiG17BVTEzsk7eXbdiwAWfOnMHRo0c/y/B4yJAhYLFY7e4pTk5ORnp6OvLz81FdXY1Dhw61O/eqoqICFxcXxMbGIi4uDqNHj+a7DasrkZeXh42NDfz9/ZGamorc3Fz8+uuvnZbHXhRu/TsCWob/8vLykJKS4lnW29sb6enpyMzMRElJCQoLC+Hj49NunRMnTsSpU6dQWVmJ06dPd60zBVp6p1evXsWDBw9ACMG3334LJycn5Obm4vXr10hLS6NNcOvr6+Ply5ccgl+8eAFZWVlqhbKzaGpqAgCKiopACKF9uqJXYmZmhujoaOTm5kJNTQ0uLi549OiRwOVfvnyJxsZGqve0bds2rFu3DomJiUhKSsLPP/8Mc3NzvjKqq6thb28PPT09PH78GKGhoZg5cybfpzEvdHV18erVK55ORlNTE1OnTuWwJSEEM2fO7FBdRUVFVLsFuU6dsc3nJDY2FsuXL8e2bds4Flm7irq6OhBCIC8vzzefubk5LC0t0bNnT4iLiwss39fXF8ePH0dCQsInO4POoqmpCSMjow7NkbZFSUkJcnJyHItGDx8+bHd1XVVVFZaWljA3N4eKiorAdVpZWUFDQwOBgYEwNDSEsbFxZ1Sn4OpMMzMzceXKFeqpqqOjA0NDQ5w/fx45OTm07QQODg5ISUmhrYQ2NDQgIiKCKv8pWFlZQVJSEgcOHPgkOdxo3SMyMjJCaGgo6uvrkZ6ezrNMU1MT7fjgwYMQFhamtmDEx8djwIABMDExofK01+O7desWXr58iWnTpkFYWBhAy4p7Z3pd9vb2qKmp4dgRwR4u2dvbIzExEaWlpR2S27bd169fR0FBAYYMGQJAsOvUGdt8LpKTk+Hr64uFCxdybC9i09E/Kpw4cYKjZ8XeC8penOkM/PQYPXo08vPzUVBQQFsIbcuzZ884rmFnyMzMxJ9//klLKy8vx+PHj6kpJ6Clh9l28bQ9vL29qV0bQMuiUGJiIry9vTutb3vtnjhxInbv3o2JEyfyzNPQ0MC1w9gWjrGgo6MjPn78iH379mHatGlUupOTE7Zv3w4ZGRnatpLAwEAcO3YMzs7OWLNmDaSlpbF161aUlJQgKSmpXQXaQ1VVFevWrcPixYvx8eNHjBo1Co2NjTh79iyGDx+OQYMGdVq2m5sb1NTUMHnyZCgpKSE0NBQSEhJ8eyk///wzqqqqYGtri7S0NKxevRpz5syh5td0dHQQHx+P6OhoqKmpISIigpqXYaOlpQWgxSGZmppCS0sLQkJCCA4OxoIFC/Do0SOsW7euU8NONzc3jBw5Ev7+/nj58iX69++PrKwsHD58GNeuXcPKlSsRExMDBwcH/Pzzz9DX10d+fj7+/PNPvsM09lzguHHj8Pz5cwQGBqJv376YPHkyAMGukyC2+TtIS0vDmDFjYGlpCW9vb9p8uZaWFgwNDbFz507Mnz8fBw4cwPfffw8AePDgAWpra5GXlwcAyMvLg4SEBFRUVKCjo4OQkBAsXLgQfn5+sLa2Rnp6OlavXo1JkyZxbMUSFLYehw4dwqRJkzjOS0lJwd/fH1JSUjz3b969exd9+/bF1KlTO/XPntacOnUK69evx6xZs+Do6IjGxkZs2LABhBD4+fkBaPmHn4mJCaSkpKjdEMXFxXj79i2Algf7ixcvkJGRAQkJCZiamgJombu2s7NDQEAAvL29sWPHDjQ2NnLsVhEUQdrt6+uL6OhovtMCPj4+OHHiBAoKCvj3krmt3llbW3OsNkdHRxMAtBV6NqWlpeSHH34gOjo6RFlZmYwePZo8evSIlicwMJAoKyvT0pKTkwkAkpWVRUsHQDZv3kxLi4+PJ7a2tkRWVpbo6emRSZMmkYcPH1LnbWxsyLhx42hlEhMTCQCSl5fHoTMhhBQUFJDJkyeTHj16EBkZGWJjY0NblW8NezX/9OnTZOLEiaRbt27EyMiIrF+/nrbi+urVK+Lu7k5kZGRI7969ycaNG8nJkyeJhIQElae5uZkMHDiQyMvLk7q6OkIIIfv27SO6urqkW7duZMyYMeT+/fukf//+ZMOGDR1uY319PVm1ahUxMTEhMjIyxNramkRERFDn3717R/z8/Ii+vj6RlZUl/fr1I2FhYTx3NdjY2JB169aRFStWkO7duxN1dXUyffp08uHDB468/K6TILbhttOhsbGRACDbtm2j1TVkyBAyYsQIWpogq9H9+vWjVqLbftgrwydOnCCampokNTWVKmdsbMy3TG1tLVmzZg0ZPHgwkZOTI0ZGRuSXX37huZJPCOdqflsSEhKIhoYGSUlJodLYq/m8aLuaX1RURHR1dWn3Ei8EsV9ERAQZPXo00dDQIMrKymT48OHkzp071Pnm5mZib29PPDw8qLSZM2dytZ2ZmRlN9tWrV8mgQYOIgoICGTZsGMnJyeGrS+vV/LZwazd7NZ8faLOav2zZMmJgYMDzGrFh7Z9lQZiYLwz/FpgYRp8GY7/O85/6bz4DAwPD54JxpgwMDAxdAONMGRgYGLoAxpkyMDAwdAGMM2VgYGDoAhhnysDAwNAFsPbPsuD9Km8GBgYGBoEQAcDsK2P418Dsk/w0GPt1HmaYz8DAwNAFMM6UgYGBoQtgnCkDAwNDF8A4UwYGBoYugHGmDAwMDF0A40w7watXr9oN3czAwPDf4j/lTGtqauDn50cFq+soT58+hYmJCTQ1NSEvL4/y8nL069ePZ/A6hhY2bdqEAQMGMA8ghn81/yln2tzcjH379iEnJ6dT5detW4dXr17h7t27ePToERQUFFBTU8M4iXZ4//493rx5g8bGxi+tCkVERAScnJwgLy8PPT09LFiwoN0wG+Xl5Th69Cjc3d3BYrGQlpbGkcfS0hIsFov24Rfkbs+ePbS8CgoKMDMzQ3BwMM/47RoaGhAVFeUarPLNmzcQERGBjo5OOxboGg4dOgQWi4Uff/yx3bypqamwt7eHoqIihg0bhgcPHnQqT2s0NDQo24mKikJHRwejRo3ClStXuOZn25uXvnPnzgWLxepURIL/lDNlRxKVk5PrVPkHDx7A1tYWvXv3/ttu1n8D69evR0FBAaSlpb+0KgCA6OhozJo1C0OHDkV8fDz8/Pxw4MABTJ8+nW+5zMxM7Nq1i29MprKyMkyfPh2XL1+mPmfPnm1Xp3PnzuHGjRuIjIyEj48PNm/eDB8fH47Qx61hx5dqm/apcdcE5cOHD1iyZIlAIZ3v3r2L4cOHw9zcHAkJCVBUVISjoyNevHjRoTzcGDduHG7evImLFy8iJCQENTU1cHZ2xrVr17jmFxERQVRUFEeMtaamJsTExPCM7NsenSv1D4XFYkFNTY0KK9tR6uvr240yyfD14+XlhYEDB1IRVR0dHVFfX48NGzagvr6eZ+wtBwcH3LhxA2lpaVQAxbaUlZXB2toagwcP7pBOVlZWVCRfV1dX6Orq4vvvv0dhYSEVAbY1gwcPRkREBEcwwIiICNjb2yM/P79D9XeG//3vf+jbty+qqqrazbt9+3b06dMHO3bsAADY2dmhR48eCA8Px4oVKwTOww11dXX079+fOvby8oKpqSnCwsK4XidTU1M8f/4cly9fpgUHTUlJgbi4eLvRUHlB9UybmpqgqKiI5cuX0zJoaWlxBJjz8/Oj3Szl5eXw9/eHnp4eVFVVMXbsWCqQFptly5bB3d0dhYWF8PT0hLKyMlxcXJCTk4Pa2losXLgQ2traMDAw4IisCQCnT5+Gra0t5OTkYG1tzfG0t7W1xaZNm3D58mW4urpCQUEBtra2HMMEdXV1qKurU8fh4eEwMTGBjIwMrKys8Pvvv3ONCtqtWzekp6cjMjISLBYLq1ev5mlUQewBALm5uRgxYgSUlZXRo0cPBAQEcNyYtra22LJlC5KSkmBtbQ1tbW2udRJCsGnTJpiamkJJSQlubm4oKCgA0DLMVlFRQUBAAJW/pKQEsrKy2LJlC5WWn5+PESNGQElJCb169UJISAitZ8RPl5SUFAwZMgQKCgowMTFBcHAwFf112bJltBC89fX1WLRoEXR1daGoqAhnZ2ekpKTQ2tPe9f4UWCwW5UjZfPz4EeLi4lSv5PTp09DW1uY5XORGc3MzPnz40G68e0GwtLQEAI7Qx2xcXV2RlpaGZ8+eUWnFxcW4ffs2LRT75+LOnTv4/fffsX79etTW1nKcd3BwgIeHB3UcExMDT09P6lhUVBQjR45EdHR0h/IIgoiICHr37s3TdnV1dfDw8EBERAQtPTIyEuPGjRPo4cANypkKCwvD0dERly9fpk7m5+ejsbERGRkZ+PDhA5WemppKefSPHz/C2toaycnJCA4Oxp49e/D27VuYm5tzOJCsrCy4uLjAysoKW7duRXZ2NiZMmABnZ2fU1NRgy5Yt0NXVxbRp02hd+yNHjmDs2LEYMWIEkpKS4OHhgdGjR+PmzZs0+QcOHMCsWbPg6uqKbdu24cmTJxyRDdPT06kb9eLFi5g+fTo8PDyQnJwMPz8/XLhwgaszTUlJgYmJCVxcXJCVlcUzxryg9rh37x4sLCzQ0NCA8PBwBAUFITY2FoMGDaKFoGbXPW/ePEyaNAnbt2/nWu+MGTOwdetWBAYG4uTJk1BWVoadnR2qqqqgpKSEkJAQ7N69m3q4rF69Gtra2pg/fz6Alh+tpaUllJWVceLECQQFBWHz5s0ICQlpV5fDhw/D2dkZGhoaOHLkCH766SdcunQJ1dXVXHUNDg5GWFgYVq9ejTNnzsDOzo4WIVTQ6/2pNDQ0oLi4GNu3b8eePXuwZcsWCAm1/CTy8/Px4sULrg9BXnz48AGEEOzZswcGBgZQU1ODj48PzeEJSm5uLgBw7ZUCgIKCAvr374+oqCgqLTIyEg4ODp2KatsRCCGYPXs2ZsyYAXNzc4658IaGBmRnZyMrKwsAUFpaiqqqKhgZGdHy9ezZE0VFRQLn6Yh+eXl5PG1XWVkJLy8vxMbGor6+HkDLAz4uLg5eXl4856rbpXU0wtDQUCIiIkKqqqqo44kTJxJjY2OSkJBACCHk5cuXBAC5cuUKIYSQlStXEjExMfL06VNKTm1tLenevTstkmlgYCCRkJAg9+/fp9J27NhBAJDQ0FAqLScnhwAgx44dI4QQUlVVRVRVVcnatWtpkQAnT55Mxo4dSx3b2NgQU1NTUlpaSqVt2rSJACAVFRVcowmuW7eOSEtL84zK2RYrKyvi4+NDSzMzMyMTJ06kjgW1h729PTExMSGNjY1U2oMHD4iQkBD59ddfae0SFRUlDx484KnXn3/+SVgsFklLS6PSGhsbiYGBAdm5cych5K+IqE5OTqSwsJCIioqS8+fPU/mHDx9Ohg4dSpMbHh5OunXrxleX8vJyoqioSL777jue+rWNTDts2DDi6urKNa+g15sXgkTXZOPj40NFydy+fTvH+fz8fK7lrl27RgCQa9euceju7u5OwsLCSE5ODomNjSVaWlrEzMyMZ4TSttFJ379/T06ePEm0tbWJvb09LfItG3Z00l27dhELi7/a27dvX3Lw4EGO6KQdQRD7/f7770RFRYW8f/+eEEKIubk5WbBgAS1PSUkJdf7+/fsEALl69Sotz6FDhwgAUllZKVAebrSOTlpXV0fy8/OJv78/ERISot3fbNjRSRsbG4mamho5efIkIaQlGq2+vj4hhDM6qaDQFqCGDh2KxsZGXL9+HUBLL8TOzg52dnZITk4G0NIrlZKSouYoUlJS4ODggO7du1NyxMXFMWHCBFy6dInmuGVkZGBmZkYds58ctra2HGmvX78G0DKcKCkpgaenJ6qrq6mPpaUlsrOzafJ79eoFJSUl6rhHjx40WW1xc3NDY2Mj3NzcaD2jT0EQe9TV1SEtLQ2TJk2CsLAwlc/ExAT9+/fnsNuwYcNgYmLCs86kpCR0794dffr0oexTW1sLCwsLykYsFguhoaFITU2Fu7s7Ro4ciaFDhwJoiXOenJwMLy8vmo3Nzc1RWlpKs19bXe7cuYOysjLMmTNHYBt5eHggKSkJc+fOpaYiWssT9Hp/Klu2bEFqaipWrVqFlStXcmxx69mzZ4fkSUtLIzExEf7+/ujVqxc8PT2xd+9eZGdn4/z583zLKisrg8ViQUlJCR4eHnBwcGh3Mcnb2xv37t1Dfn4+Hj16hLy8PNrQ+nNQWlqKZcuWYePGjXwXnlRUVKjz7DaQNotp7GMhISGB8vBi165dYLFYEBcXh5GRES5cuICjR49S9zc3hIWF4ePjg8jISABAVFQUfH19eeYXBNoCVI8ePaCvr4/Lly/D2dkZly5dQlBQECQlJanhXmpqKgYOHEgNJR4/fgw3NzcOwTo6OqioqMC7d++grKzMtXJuwxFRUVEAoIba7HmPXr16ceRVU1Pj2zi2fG7DdgAwNzdHeno61qxZA0dHR/Tv3x/r1q3DkCFD+MrlhyD2KCsrQ1NTE9f5Tx0dHY55XklJSb51Pnz4EE+fPoWMjAzHue+++476bmpqCmNjY2RnZ+O3336j0p8+fYr6+nrMmDEDM2bM4JBRXl5OzTO31YXtDDsyaT9z5kzo6OhgzZo1+Oabb+Dt7Y21a9fCwMDgk653R9HU1ISmpibs7e3Rp08feHh4YNKkSR1ePOLHkCFDwGKxkJubC3d3d575kpOToaCgADk5Oejq6kJcXLxd2SoqKnBxcUFsbCyEhIQwevRovtuwuoLAwEAoKSnBxsaGula1tbV4//49Hj58iB49enCshrMXfN+/f09LLy0thby8PKSkpATKwwtvb28sWbIEwsLC0NLSos3P82PixIlwdHREZWUlTp8+/cnTSBzufujQobh69SoePHgAQgi+/fZbODk5ITc3F69fv0ZaWhptgltfXx8vX77kEPzixQvIyspSK5Sdhb1QUFRUBEII7cOrx9kRzMzMEB0djdzcXKipqcHFxQWPHj3qtDxB7KGjowNhYWGe+fT19TtUp6amJvT19TnsQwihnrxAy5xySUkJBg8ejDVr1lBPffZevYMHD3KVYWxszLNuXV1dAMDz5887pLO7uzv+/PNPJCcn4/79+xg6dCgIIZ/9evOC/QBlz/N1FXV1dSCEtLsLxNzcHJaWlujZs6dAjpSNr68vjh8/joSEhE/uWQnC8ePH8ejRI5iYmMDY2BjGxsbIy8vDoUOHYGxsjDdv3nCUUVJSgpycHMeC0MOHD6mHsCB5eKGqqgpLS0uYm5sL7EiBlh0UGhoaCAwMhKGhId/7XBC4OtPMzExcuXKFeqrq6OjA0NAQ58+fR05ODm07gYODA1JSUmg/poaGBkRERFDlPwUrKytISkriwIEDnySHG60XeoyMjBAaGor6+nqkp6d3WqYg9pCQkICtrS2OHj1K6zXn5+fj5s2bcHBw6FCd9vb2ePLkCd+V5/fv32PJkiVYtWoVQkNDkZaWhvDwcAAtw1MLCwscPHiwg61tWXWWlpbG3r17aelth2utaW13BwcHBAUF4fHjx3j9+vVnvd5s4uPjOX70GRktL0RmTw0B4LuflBsnTpzg6Fmx94JaWVl1QtP29Rg9ejTy8/NRUFAAFxcXnvmePXuGpqamTuvApqysjOMhZ25ujgULFoAQAi0tLQAt91vrP0F4e3sjLi6OOq6vr0diYiK8vb07lKejtNfuiRMnYvfu3Zg4cSLPPA0NDVw7Phy0nXAuLS0lQkJCpG/fvtTiBSGE+Pv7EwsLCyIvL09bNKmqqiIGBgbkm2++IVFRUSQxMZE4OjoSGRkZ8ujRIypf20UIQghJTk4mAEhWVhYtHQDZvHkzdfzrr78SERERsnTpUpKWlkZSU1NJYGAgtQhGSMviyLhx42hyEhMTCQCSl5fHZbqYECcnJzJhwgRy7tw5cuvWLTJ16lQiISFBHj9+zDU/twUoV1dX0r9/f1JSUtIhe2RmZhJxcXHi7u5Ozpw5Q44cOUK6d+9Ovv32W1JXV8e3XdwYM2YM6datG/ntt99Ieno6OXPmDJk+fTq1CDBjxgzSq1cv0tDQQAghZNGiRURRUZG8fv2aENKyiCUqKkrGjBlDLly4QP7880+yY8cO8ttvv7Wry5YtWwgA4ufnR86fP08OHTpEzM3NSWZmJiGEfu3fv39PtLW1SVBQEElLSyPJycnE1taWfPPNN5Q8Qa43LwRZQHFwcCA6OjokODiYJCcnk3379hFNTU3Su3dv8vHjR0LIX4ujBw4coMplZ2eT9PR0sm/fPmqRIj09nRQVFZHm5mZiZ2dHDAwMyPr160lycjLZsGEDkZSUJJMmTeKpS9sFqLaw9Th06BCVxl6AYvPTTz+RFStWUMdtF6CysrIIi8Ui06ZNa9c2HVnAY9N2AaqhoYGoqalRCzqEEHLv3j0iIyND5s+fT65du0a8vb2JmpoaefnyZYfytKX1AlRbuLWbvQDFprCwkJiZmZFXr15RaWizAOXp6UmEhYXJkydP+NqBw5kSQoi1tTUBQLKzs6m06OhoAoC2Is2mtLSU/PDDD0RHR4coKyuT0aNH0xwHIZ/mTAkhJD4+ntja2hJZWVmip6dHJk2aRB4+fEid74wzLSgoIJMnTyY9evQgMjIyxMbGhiQnJ3PNSwh3ZxoREUFkZWVpN7cg9iCk5cfp5uZGlJSUiJ6eHpk7dy7HzgNBnWlDQwNZv349MTMzI1JSUsTExIQsW7aMlJWVkZs3bxIWi0USExOp/FVVVURHR4eMHz+eSrt37x5xd3cnKioqREVFhbi4uNDswU+XyMhI0q9fPyIjI0N69epFVq9eTWprawkhnNc+JSWFuLm5ETU1NdKtWzcyevRoUlBQQJPX3vXmhSDOoL6+nqxdu5Y4OjoSeXl5oqOjQ/z8/KgHCyEtq7uampokNTWVSjM2NqZW/1t/2D/m2tpasmbNGjJ48GAiJydHjIyMyC+//MJzJZ+Q9p1pQkIC0dDQICkpKVRaW2falrbOtKioiOjq6pINGza0a5uucKbNzc3E3t6eeHh40PJdvXqVDBo0iCgoKJBhw4aRnJwcDlmC5GkNP2fKrd1tnSk32jrTZcuWEQMDA57XiA1r/ywLwsR8Yfi3wMQw+jQY+3We/9R/8xkYGBg+F4wzZWBgYOgCGGfKwMDA0AUwzpSBgYGhC2CcKQMDA0MXwNo/y4L37moGBgYGBoEQAcBshWD418Bs7fk0GPt1HmaYz8DAwNAFMM6UgYGBoQtgnCkDAwNDF8A4UwYGBoYugHGmDAwMDF3Av9aZ1tTUfNaXCTMwMDC05qt0plFRUZg9e3any69fvx6ysrLQ0NDA0qVLkZCQAFlZ2Q5Fmvyv8ebNG1hZWXXqBdEMDAxfqTNNT0/HkSNHOlX2+fPnCAoKgr+/P969e4elS5eiqakJVVVVfN/+/l+noaEBr1+/poX0/q8wbdo0sFgsnDhxgm++8vJyHD16FO7u7mCxWEhLS+PI09DQgPnz50NHRwdGRkZYvXo1X5l79uwBi8WiPgoKCjAzM0NwcDDPkMMaGhoQFRXFu3fvOM69efMGIiIi0NHR4Vvvp/DTTz/RdGZ/2NEKeJGamgp7e3soKipi2LBhHLHOTp06xVXuli1beMpkh9xhsVgQFRWFjo4ORo0axTPqBNveP/74I9fzc+fOBYvFwv79+9uxAici7Wf5+5GTk4OcnFynyubm5qK5uRnff//9J8ef+i+hra3d4ThO/wauX7/erhNlk5mZiV27dtHCcbRlypQpuHr1Knbv3o3KykrMmjUL9fX1WLt2LV/Z586dg7y8PMrLy5Geno7Nmzfjxo0bSExM5Bn6JyYmBrNmzeJI+9RQQe1RVlYGS0tLDif3zTff8Cxz9+5dDB8+HNOnT8cvv/yC3bt3w9HREXfu3KFCnZSVlUFYWBjJycm0NrQOJcONcePGYdGiRairq8OLFy8QHh4OZ2dnpKSkYODAgRz5RUREEBUVhS1bttCinjY1NSEmJoYjIKCgfJXOVENDg4pW2FHq6+sBoN0AZgwMTU1NmD17NhYuXIigoKB28zs4OODGjRtIS0vj+iN9+vQpIiIicO7cOQwbNgwAUFFRgSVLlmD58uWQlpbmKdvKyop6+Lu6ukJXVxfff/89CgsLqfDnrRk8eDAiIiI4nGlERATs7e2Rn5/fbns6S1lZGXr27NmhKK7bt29Hnz59sGPHDgCAnZ0devTogfDwcKxYsYKSq6Ki0uHowOrq6lToeQDw8vKCqakpwsLCuF4nU1NTPH/+HJcvX6bFs0tJSYG4uHiHIu22hjbMr6urA4vFwq1bt7Bt2zaYmprCwMAAa9asoSpzcnKCgoICxowZg9LSUpqwiooK+Pv7Q1tbG9ra2vDz80NVVRV1PikpCVJSUqipqcGSJUtgaGgIDQ0NBAUF0Ybg6urqVGhhoGXo7uXlBWVlZWhpacHX1xeFhYUcjdm6dSsVN9zY2LjdJ3Rubi5GjBgBZWVl9OjRAwEBATR9gZYf3MaNG/Htt99CXl4e9vb2SElJoeVJSkqCrKwsamtrMWPGDMjLy2Pfvn1c68zPz8eIESOgpKSEXr16ISQkhGr7mjVrIC0tTeshLlmyBJqamtSQjxCCTZs2wdTUFEpKSnBzc6PFnuenS1VVFX788UcYGRlBSUkJw4cPx927dwH8de1bh4Buz+7t6fK1s2vXLpSWlsLPz4/j3OnTp6Gtrc03SGFbjh8/Djk5OdoP1NPTE5WVlTh37lyHdLO0tAQAjmidbFxdXZGWloZnz55RacXFxbh9+zYtevDnoKysDKqqqnzzODg4UL9FoKXH7OnpSR2Liopi5MiRiI6O7pBcQRAREUHv3r152q6urg4eHh6IiIigpUdGRmLcuHEcPkBQuM6Z+vn5ISkpCcuXL4eTkxN+/vln+Pn5ISAgAN7e3ggKCsLZs2epJwrQ0iO0s7NDVlYW9u3bh/DwcGRmZsLLy4smu6amBjY2Nnj37h2Cg4Ph6uqKtWvX4uzZs1SeESNG4NSpU9TxhAkTkJubi/DwcBw+fBgsFouroXx9famhR3x8PN+wvffu3YOFhQUaGhoQHh6OoKAgxMbGYtCgQbTomZMnT8aaNWswZcoUREVFwcjICM7OzrSbAGhxVJMnT8bHjx+xdetWDB06lKPOhw8fwtLSEsrKyjhx4gSCgoKwefNmhISEAACWLl0KLS0tLF68GEBLZMWdO3ciJCSEioc+Y8YMbN26FYGBgTh58iSUlZVhZ2dHuwG46VJXVwcbGxscO3YMP/74I44dOwYNDQ1cu3aNp43as7sgunytvH79GitXrsSvv/7KNbRyfn4+Xrx40aFFy6KiIhgYGNCGiaqqqpCXl0dRUVGH9MvNzQUArr1SAFBQUED//2vv/GPaqto4/i1NGeCGEykNDQNKgJDaBEbYiClWm02aaXTgRldWUJlKncNJ1BiYiVGzDIMmy9KFbX84pQyEhTK2oUxXN10ZUQOCGyCUoThFQyOwjDUptPC8f5Beuf1dxvuqb+4nacI959xznvM0Pb3nfJ/y5OaipaWFKWtuboZSqUR4eHhIY4XKzMwMuru7sWnTJuYBo7u7m6l3OBwYGBhgPn9TU1O4c+cO0tPTWf2kpaWx/DIzM4Pp6WmoVCpER0dDJpPho48+Ctk+IsLw8LBP383OzqKoqAhGo5HZyc7Pz6OtrQ1FRUU+z6oDsjyBlt1uJwBUWlpKi4uLRETkdDopLi6OMjIymEyXRERqtZrS09OZ69raWoqLi6OZmRmmbGxsjHg8Hl2/fp2IiC5cuEAA6MSJE0yb+fl5Wr9+Pb366qtek1QtLi7SmjVrgkoGRuQ9iV5raysBYCVtUygUJJVKWZlWBwcHKSwsjA4fPkxES4nfAFBTUxNrDI1GQyKRiEkY55qXVqv1a9tjjz1Gjz76KKvs5MmTdP/99zPXFy9eJAB05coV2rNnD8nlcqbu22+/JR6PR1evXmXKnE4npaSkMJlkfdny7rvvEp/PZ94Ld1zv/dGjR4kosN+DseXvINiEcLt376atW7cSEdGtW7cIALW3t7PaWCwWr/d2dXURAOrq6mKV79ixg7Zs2eLRPiUlhV5//XWvfbkn1JuenqZz585RQkICKRQK5nO4HFdCvaNHj1J29l/z3bhxI9XX13sk1AuFYPxXWVlJVVVV1N/fT2azmfLy8igyMpLGxsaYNlarlVkvrl+/TgDIbDaz+jEYDASAZmdniYioqamJ1Go1dXV1UX9/P+l0OgJAn3zyiU9blifUm5ubI4vFQjqdjsLCwuiLL77waO9KqOd0OkkkEtG5c+eIaCmBoiubKtwS6gWL1yfT3NxcZovM5/ORnJyMjIwM3HfffUyb1NRUVhznhQsXoFKpIBAIYLPZYLPZIBKJEBcXh4GBAVb/crmc+VsgECAxMdFnTCiPx0NBQQHee+891NbWYmZmJvhvCh/Mzc3h6tWrKC0tBZ/PZ8qlUilyc3Nx+fJlAEvHGlFRUdi1axfr/rKyMkxOTmJoaIhVXllZ6XNMp9MJk8mEoqIixj82mw1ZWVmYmppi5r9161ZoNBo899xzOHXqFPR6PdPH559/jqSkJGRmZjL32+12ZGdne/jY3RaTyYSHH34YMpksKB8F8nsotvzT+Oqrr9Da2sryrTfS0tJC6pfH43mNGCGigEdOsbGx4PF4iImJQWFhIZRKZUAxSa1W49q1a7BYLBgdHcXw8DBra/3f4vDhw6ipqUFmZiby8vJw5swZhIWF4dixY0wboVDIrBeuObj7xnXtEoGKi4vR0tICuVyOzMxMHD9+HLm5uX7VfGDpuIbH42HNmjVIT0/HxYsX0djY6HV36ILP50Oj0aC5uRnAUjimVqsN0RNsggqN8rZtCA8Px+LiInM9MjKChoYGrF27lvWanJzErVu3Ava/vC93DAYDDh48CL1ej6SkJFRVVcFmswVjuldu3ryJhYUFJCQkeNRt2LCBORf86aefEB8fz1L8XG0AeJzbRkZG+hxzfHwc8/PzKC8vZ/knOzsbAFg+2rFjB0ZHR5Gbm4uNGzcy5SMjIxgfH/fwcWtrq4eP3W25ceNGyAfr/vweii3/JBwOB/bt24edO3cyxxYusea33367q1jk+Ph4TE9Pe5RPTU1BLBb7vddkMqGnpwcWiwU2mw0GgyHg+aFQKIRKpYLRaERbWxu2b9/OHAf9L4mNjYVMJmOOJtxxicnuvpmamsK9996LqKgon30/8sgjGB4e9ju+Wq1GT08P+vr6YLVaMTY2Bo1GE9DukpISnD9/HrOzs/j000/vejFdNTVfLBYjPz8fJ0+eXK0uGcLDw7Fv3z6Ul5ejsbERlZWVsFqtKx5rw4YN4PP5+P333z3qJiYmIJFIAAASiQRnz571eLKYmJhg6oPFFQ/38ccf4+mnn/bZbm5uDgcOHMDOnTthNBpx6dIlRtAQi8WQSCQr+sAnJiaGHPrkz+93Y8vfydDQEPNqampi1VVUVCA1NRWjo6Mr6js5ORn19fVwOBwQCAQAgD/++AO3b98O+EWWlZW1olA+rVaLDz74AOHh4XjzzTdXYvaqYLfbfUbQxMTEIDo62kPnGBkZCegXu90eMEwyLi6OEexCIScnB/Hx8aiqqkJqaioyMjJC7mM5qxa0r1Ao0NHR4aHwrwYuQUggEODZZ5+FRqPxGjAdLBEREXjwwQfR2NjIeiK2WCz45ptvoFQqASwpkjabDUajkXW/wWCAUCjEAw88EPSY99xzD7KzswP+wqi2thZzc3NoaGjA7t27odPpYLfbASz5+Oeffw5JYXahUChw+fJlj6dpb9tSF/78fje2/J1kZmaCiFgv15N0e3s7ayEdHx8Pqe+ioiLcuXMHJpOJKWtra0N0dDRUKtWKbfZnx/bt22GxWHDjxg2/Y/z6669YWFhYsQ0u+vr6mAgQFz/++CMGBweRk5PDlE1PT7PicdVqNdra2pjr+fl5dHR0QK1WA1iKBHL/nM3NzeH8+fOsfkMl0LxLSkpQV1eHkpISn20cDofXBy93Vm0xfeuttxAZGQmlUgmj0Yjvv/8ezc3NPn9pECxXrlyBRCLBsWPH0N/fj9OnT+PMmTMhxaK5tvPLFUe9Xo+RkRE8+eST6OzsRGNjI/Lz8yGVSlFRUQEA2LJlC3bt2oU9e/ZAr9fjyy+/xEsvvYRTp07hyJEjiIiICGkudXV1MJvNKCwshMlkwnfffQe9Xo+6ujoAS8cKhw4dQk1NDSIiIvD+++/DarXi4MGDAJaiHAoKCvDUU0+hrq4Ovb296OzsxPPPPx/wLPnAgQMQiURQKpWor6+HyWTCa6+9huLiYq/tA/n9bmz5N6DX6yGRSFhffoODg+jt7WW2ncPDw+jt7cXNmzcBLO14SktLodPp8Nlnn6GlpQXV1dWorKz0ewQUjB0NDQ1e66OioqDT6bB3717madidH374AUlJSSgvL1+RDcs5ffo05HI53njjDXR2dqKhoQHbtm1DSkoKXnzxRQBL+oBUKkVWVhZz3/79+zE4OIhXXnmF0SucTifKysoAAGazGcXFxSgtLUVLSws6OjqgUqkwMTGBmpqaFdkazLy1Wi1kMpnfYwGNRoPExMTAX67e1HyXousiLy+PCgoKWGVvv/02rV27llX2559/0gsvvEASiYTWrVtHmzdvpuPHj9PCwgIR/aU0DwwMsO7LyckhjUbjVSFbWFigEydOkFwup+joaEpISKCXX36ZUQDd8abmOxwO2rx5M8XGxrLU0YGBAdq2bRvFxMRQcnIyVVRU0O3bt1n9OZ1OOnToEEmlUlq3bh3J5XIPldDXvLxx7do1evzxx0koFJJQKCSVSkUmk4mIltT+TZs2sWw8cuQICQQCRoV3OBxUU1NDMpmMoqKiSCqVUnV1NRNF4c+WyclJeuaZZygxMZFiYmJIpVJRT08PEXm+98H4PZAtfwfBqvnL8abmnz17lsRiMX399ddMWUZGBgHweLnUZKIln+zfv58SEhIoLS2N3nnnHb9ju6v57rS3t1N8fDxdunSJKXOp+b5wV/N/+eUXSkxMDCoiJhj/GQwGeuKJJ0gkEpFYLKaysjKyWq1M/eLiIikUCiosLGTdZzab6aGHHqL169dTfn4+DQ0Nseq7u7tJq9VSamoq06avr8+vLcvVfHe8zdul5vsDbmp+dXU1paSk+HyPXPA+3JtNXM4Xjv8XuBxGdwfnv5Xzj/xHJxwcHBz/NrjFlIODg2MV4BZTDg4OjlWAW0w5ODg4VgFuMeXg4OBYBXgf7s3m/v08BwcHx13yH6flN0BU/J8mAAAAAElFTkSuQmCC" | [
"12:30 P.M.",
"3:15 P.M.",
"1:10 P.M.",
"4:00 P.M."
] | null | 1 |
science | grade-7 | use-data-to-describe-climates | false | true | Which statement best describes the climate of Houston? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Houston, Texas, is a city in the United States. It has a humid subtropical climate. | 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" | [
"Summers have slightly higher temperatures and less precipitation than winters.",
"On average the summer months are colder and drier than the winter months.",
"Winters have lower temperatures and slightly less precipitation than summers."
] | null | 2 |
math | kindergarten | subtraction-sentences-up-to-10-which-model-matches | true | false |
Which picture shows 3 − 2 = 1? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAABKCAYAAACiqlhpAAAQM0lEQVR4nO2dWWwcR3rHf33NxfsSRVIXDx3WtZYNS5YVaWVvtIYPrb3JIjHgzWIR5CF5zUsuYF/yEARIgmDfkgBZZx0n62ANeB3ECLzrWLbXK4uyZVvWSeoWKR4iORwOZ6anr8rDkEPOcIYckj0cyq7fC9U90zXfvz/9q6qru6sUIYQYtuBaEuIuOAKJRFImdAVqNNgegdYAKMNpIXqnKh2WRPL141At6P3JzEZbAHZWZdwpkUjKQ9yFqwkYsqAvCeqUk/lAmk8... | 1 |
math | grade-3 | parallel-sides-in-quadrilaterals | false | true | How many pairs of opposite sides are parallel? | 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" | [
"no pairs",
"2 pairs",
"1 pair"
] | null | 0 |
math | grade-1 | more-less-and-equally-likely | false | true | On which color is the spinner more likely to land? | 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B2hdFIDgMNRjByGgUkq0AkmRDaWkZSktnQ5adKCoqEv3ViIgojRm6POMJh8MIBFSoqopAIABVVQEAkiTBbrf//58SrFbxpxsREVHmScvyJCIiEskY74gQERGlEZYnERHRJLE8iYiIJun/AItu1qdLN5wkAAAAAElFTkSuQmCC" | [
"yellow",
"white",
"neither; white and yellow are equally likely"
] | null | 2 |
science | grade-3 | use-data-to-describe-u-s-climates | false | true | Which statement best describes the climate of Philadelphia? Philadelphia, Pennsylvania, is a city in the United States. It has a humid subtropical climate. | 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" | [
"Winters have more precipitation than summers.",
"Winters have higher temperatures than summers."
] | null | 0 |
math | grade-3 | match-clocks-and-times | false | true | What time does the clock show? | 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" | [
"three thirty",
"three o'clock",
"eight o'clock"
] | null | 1 |
math | grade-3 | compare-fractions-using-models | false | true | 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" | [
"<",
"=",
">"
] | null | 2 | |
math | precalculus | solve-a-triangle | false | true | In solving this triangle, which law must you use first? | 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" | [
"Law of Cosines",
"Law of Sines"
] | null | 0 |
math | algebra-1 | identify-functions-vertical-line-test | true | false | Which of these relations is a function? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAATIAAAE3CAYAAAApC812AAAXw0lEQVR4nO3dX2xT58HH8Z/zz4kNJEDtsLddE79qIUqikoh/QWsrwqRqacM2NrWZdtdp3VqpXDG1vaJ/WKeuKtOkhcFumm7StIGmib6ko9JYc5k/I8Jt4ymwdjZM79s0WUsSsOP89XthjhMnISRg+/ixv5+bEIccP6Xhy/McH5/HEYvFYkNT0icR6fqsNBMTAGS1Ioe0vlB60CVVlkiOoclYrG/c7mEBwJ3Zs0Eq+mck/slXSqRt7njlACCbXZ+VLoWlz6akyxG... | 1 |
math | algebra-2 | match-exponential-functions-and-graphs | true | false | Which graph matches this equation?
\[ y=-3\left(\frac{1}{4}\right)^{x}+6 \] | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAVUAAAE1CAYAAABX+HN0AAAgg0lEQVR4nO3de3BUZZ4+8Od0091JSEgDuSGXCFETQTSYGUnEMYLDCJTsSlxnGQpXCOiIMLszK7WF1lJhq7ygMsyv5ueOgCJmhx0vKKvEqQBeYMbRBE2bhlI33AMGciPQuXW6k3Sf/aPtWxJId3L63PJ8qii6T8457zfp00+f2/u2IIqi2NANnHIC7R6gVwQREUVolAAkGYEbE4B0MyA0uEXxyzalyyIi0r7ZY4BRJ52+JxPMQPZoX+ISEVFk2j3A8U6gvhs44QQ... | 0 |
math | pre-k | count-pictures-up-to-10 | false | true | How many rocket ships are there? | 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" | [
"8",
"9",
"6",
"7"
] | null | 2 |
science | grade-4 | animal-adaptations-skins-and-body-coverings | true | true | Caribou live in Canada and the northern United States. The caribou's skin is adapted to help the animal survive in cold places. Which animal's skin is also adapted for survival in cold places? | 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" | null | [
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math | grade-1 | more-less-and-equally-likely | false | true | If you select a marble without looking, which color are you less likely to pick? | 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" | [
"pink",
"neither; black and pink are equally likely",
"black"
] | null | 2 |
math | algebra-1 | perimeter-and-area-changes-in-scale | false | true | Look at this parallelogram: If the base is quadrupled, then which of the following statements about its area will be true? | "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" | [
"The ratio of the new area to the old area will be 3:1.",
"The ratio of the new area to the old area will be 2:1.",
"The ratio of the new area to the old area will be 4:1.",
"The ratio of the new area to the old area will be 1:2."
] | null | 2 |
math | grade-2 | skip-counting-stories | false | true | Each roof has 2 sparrows. How many sparrows are on 4 roofs? | 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" | [
"14",
"10",
"8",
"3"
] | null | 2 |
math | pre-k | squares | true | false | Which shape is a square? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAD0ElEQVR4nO3aTW4VRxRA4fOefwb8hIyCsoCQBSQSi2An2VG2xA4ImWQUM7XBEo6fmkFjYYgB26/7VtW954y6VNLVHXyqUW+maZpOLuDvczjbweWE2d4dbuDxAfzyAJ4ew+bk/TS9PG29lmXu+Q9w+Pp8Pvx8DL8+nBWa7dvZDl69g38v4K9z2J5ezhcisyV7fDCbAni7g+3u2oXZkl2Z+m+CbdtVrEpCs5CEZiEJzUISmoUkNAtJaBaS0CwkoVlIQrOQhGYhCc1... | 1 |
math | grade-2 | match-addition-sentences-and-models-sums-to-10 | true | false | Which shows 8+2=10? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAgwAAABKCAYAAADXGAxXAAAOlElEQVR4nO3dTYwb533H8d8zL3wbcmnt6s3SKtJKtholUoUqdZUcCiiF7FsuaQzkkKCX5uIUAXxxbjkmBnpqihZoC+SSQ5BDLwlaIIETo7klbRPYju06UrxyZKm7WnHt3eXLvD85zHJ3uaI4HHKe4XD0+wCCXkjOzNceYf7iDIdCSinXXOB2F9gJAF+CiIiInnCGABo68GwNOFECxJoj5a+2Z71ZRERElFfXFwDjVjf6zdMl4E+saJogIiKiJ9tOALzXAf7fBX7... | 0 |
math | grade-2 | identify-lines-of-symmetry | false | true | Is the dotted line a line of symmetry? | 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" | [
"yes",
"no"
] | null | 1 |
math | grade-1 | find-the-next-shape-in-a-pattern | true | true | What shape comes next? | 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" | null | [
"iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAfZElEQVR4nO3dfWwk9Z3n8U9VV7fb7fbDOMFjz/A0MSMCZECIzHEDOZHkIMpKCQtIl1vBZHXSRWwElxAxBO4UAmzC7eo2mdVdpByLbiOtsjxIJ23QErSXyxACd1mGsGH3gAzJBmxGweOxPcH2jLvH/VBddX/09Ngeu+1+qKeufr+kKMLurvr+fvqOuz9Vv6oyXNd1BQAAACAWDMMIu4RIMsMuAAAAAAD8RvABAAAAEHsEHwAAAACxR/ABAAAAEHsEHwAAAACxR/A... | 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 | [
"iVBORw0KGgoAAAANSUhEUgAAArMAAACRCAYAAADQHDAPAAEAAElEQVR4nOydd3hc5Zm+73Nmzpk+o1HvXbKK5d47NhhjsOmhJKRt2pJlc6XyS7JpZNN72Q0pkIQAgYTQTLeNscG9S5ZtyZKs3uv0csrvjymWwSRAIJDN3Nfly7ZmNHPON9KZZ97veZ9X0HVdJ0WKFCn+RREE4e0+hBQpUqRI8Xcgvt0HkCJFihQpUqRIkSLFGyUlZlOkSJEiRYoUKVL805ISsylSpEiRIkWKFCn+aUmJ2RQpUqRIkSJFihT/tBjfziePRCIEAgG... | 0 |
math | grade-4 | multiply-fractions-by-whole-numbers-using-models | true | false | Which model represents the product 3×
2
3
? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAANwAAACOCAYAAABaHGZ9AAAD80lEQVR4nO3cwWqUdxTG4TOJCWSi7cLQ0EW7q4JCXQqt6+68gS4KyT2IvYT0JhTsHVS8A92400Ugsat20Yhxk5ghWoevi2FKFzI0k3/ehJnn2STDwMnHHH4EZnF6Xdd1ex+qfh9UHQ6rPnYFNHKpV3VlseqbftX6clVv733XPT8478eC2Xf7s6pLrwajF18uV11fHdUItHE4rNo5qvrrQ9XuoGrh4OPoDbFBe1cWR21VVb0bVi0M//MG0N64rb+7qoXzfRSYL4K... | 0 |
math | pre-k | subtraction-sentences-up-to-5-which-model-matches | true | false |
Which picture shows 5 − 2 = 3? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAOAAAABKCAYAAACiqlhpAAAMfklEQVR4nO2dWXBb1RnHf7It2ZYsR7LiJbZjkwQvSRwgZGECAYclKU2Ah7K0NDADkynDMNCZTtvpS2dYpg9tmWk7pVCY8kCHpVBIoRCHlmQgxKEhDlmcOE4cO4qXxHaszbYs2ZIs3z4otizLtvZc5eb8Xjy693xX31/z/3zvOfece1WSJEn9Xuhwg9MP4xICgSBFZKlAnwlVWijWgKrfI0lNw3KnJRBce9ySD1nt7sCHRRqo0QWqUyAQpAanH9pc0OeFs27IGB4... | 3 |
math | grade-7 | identify-complementary-supplementary-vertical-and-adjacent-angles | false | true | Which angle is complementary to \angle{4}? | 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" | [
"\\angle{2}",
"\\angle{5}",
"\\angle{1}",
"\\angle{3}"
] | null | 3 |
math | grade-3 | which-picture-shows-more | true | false | Which is more? | null | null | [
"iVBORw0KGgoAAAANSUhEUgAAAdUAAACYCAYAAACyCHPxAABokElEQVR4nO29d2DcV5mv/0zvRdJo1JvVZVnuvSR2nN47EJJsfktbNgQusMuycNl777LLFpa6WSBkQxIglfTEKe523Ltl2ZKs3mckTe/198dovrHZALYj27E5zz+2bEkzc+Yz73vOe94iS6fT6bEYdIXAn4REGoFAIBAIBGeAUgYmBdTqoUANsrFoOr3Xd7GflkAgEAgElzaLzaA8Gcp8UaSGekPG4woEAoFAIPjT+JPQEYTRGHSGQO5LZP5DOFSBQCAQCM4OkyL... | 0 |
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