image
unknown | problem
stringlengths 14
525
| answer
stringlengths 0
124
⌀ | id
int64 0
70k
| choices
null | ground_truth
stringlengths 0
124
⌀ |
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"
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<image>The teachers at a middle school counted how many computers they had in their classrooms. Which teacher has the most computers?
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Ms. Cohen
| 100 | null |
Ms. Cohen
|
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"
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<image>How much money does Jada need to buy a yellow skirt and a red sweater?
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38.79
| 101 | null |
38.79
|
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"
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<image>Look at the following schedule. When does the pie-eating contest begin?
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10:45 A.M.
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10:45 A.M.
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"
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<image>A furniture store kept a record of how many couches it sold each day. What is the median of the numbers?
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7
| 103 | null |
7
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"
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<image>Look at the table. Then answer the question. At a price of $490, is there a shortage or a surplus?
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surplus
| 104 | null |
surplus
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"
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<image>The parents running this year's craft sale counted the number of key chains made by volunteers. How many people made fewer than 3 key chains?
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26
| 105 | null |
26
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"
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<image>How much would it cost to buy 4 pounds of pumpernickel bread crumbs and 1 pound of French bread crumbs?
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10
| 106 | null |
10
|
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"
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<image>The Hampton Chamber of Commerce compared the local dealerships' vehicle sales. What fraction of the vehicles were sold by Clearance Cars? Simplify your answer.
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13/79
| 107 | null |
13/79
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"
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<image>The members of the local garden club tallied the number of plants in each person's garden. How many gardens have at least 48 plants but fewer than 80 plants?
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6
| 108 | null |
6
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"
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<image>Several people compared how many Web pages they had visited. What is the range of the numbers?
|
8
| 109 | null |
8
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"
|
<image>Isaiah went to the store. He bought 2 kilograms of prosciutto. How much did he spend?
|
6.56
| 110 | null |
6.56
|
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"
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<image>How much money does Caden need to buy a gum drop, a gummy bear, and a cinnamon candy?
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0.20
| 111 | null |
0.20
|
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"
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<image>Look at the following schedule. Which class begins at 10.40 A.M.?
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Softball class
| 112 | null |
Softball class
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"
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<image>An insurance company compiled the number of doctor visits made by some patients last year. How many patients went to the doctor exactly once last year?
|
2
| 113 | null |
2
|
"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"
|
<image>Wayne, a soup chef at a new restaurant, kept track of the first week's soup sales. What is the probability that a randomly selected soup was split pea and was ordered in a cup? Simplify any fractions.
|
1/5
| 114 | null |
1/5
|
"iVBORw0KGgoAAAANSUhEUgAAALwAAACACAIAAAA+k5QqAAAfaElEQVR4nO2deTxU3xvHH2PGIMyMbMlYxr5kiSwhSqtUUnayFZVdqZCSEkml0KKiUrRplRbt2lQiW6uQb0V2sg/z++PWJKlxVd/q+7vv1/3j3nPOfO5z+cw599yZ8wwbo+QSkEShlw4YGCzB4aHpLRvjTRHmGAwU4PA4zDEY6Oil4353CBh/H5hpMFCDmQYDNZhpMFCDmQYDNZhpMFDzC01z/FwWG1W9tr6hX/metBNsVHU6HZvq/0vUNzZ5rFhL1Z6CE9fgltXVNLXNvJqNVM1w8WGjqvfdFgatYymI/8UB/zSKn5VOd/Yuv5v5uwP5+3BdElZaUbk7elVkfJLNzCn3HxfNXhCQey5NRUGm5UPbzMnG/vMdmI1FhQVZCqIwDZ1OZ2dnZ2NjG0rgP0xuYclvOe/fTnd3d+a17NS4yKnG+vH7DstKiXs4zM0renYjJ1dFQaaltVVzlKKxnhYqTdbDE7/KuG1JqWbO3lyyuk3NHwAg7fR51UmWROkxwhoTvEOj2js6kJZ0Ot1rZSRFxZBPUd/OK6ip5cN3ZJ+/qjCwcOaS0ZEaa7rv6Blm+aGTmRpTrXnk9QRUjWe6+paWVwJA2OadTv6hFf+8ZaOqx+45hOoKMXp6eqtr65mHOBwu/+IRTydrAGhuaeUZxo1WkLVpODgIe9JOqivJ3zy+l2cYV3rmZTuvINMJBgWXju3bHH7q4rX5gWuQllHbkxNT02NWBuRmphpoq6/duvtbmng83is0KtDD6X7GQW11FfcV4W+q3gNATl6hg0+w+ZTxD8+lXkhJaO/onOOxFACWLXLycbWjiorUPL620GEu2ov8f4ZAIJhOMAiJjk8+crq9o7NfbUtr6zBuLrSarIcnPDs7J5Fj3TIv5DB6xz4DbY2oIF8AkJeWjArydfQNiQ7xHykidOD42ZmTjN1sZgOArJRETl7RgeNvB9Sk0+mBC52mjTcAgOhgv6NnLxU8eT5SREhNUa70VoYkVRSHwwGAr6vdDBef97X1QgL8XJxEHA4nwE9Be4UYKbERboFhboFhDAajsbnFtuSZm/VsCpkPAFo+tD54XKxtZl/y4pWw4HDL6ZNW+blzc7Gw0aBmT2PUlJGdnp6eR0VPTfR1mFXGeloMBiMnr7Crq/tleaWGsgKzSldj1Hc09bXUkR1+MgkA6hubAYBI5Dh85oK8kTkHTYuNqj7DxQcA6hubBhMkxrcgk3jTEze9zrmgpapMp/cEb4hTm2L1oqyit7eXg4Pwsvy1/wKHS4d2LJ5nFb/v8IJl4SwFB3UjTCHxITvtHZ10Oj0ibk/U9qS+Dapr6lrb2hkMBomPh1nYd/9ruLk4kR3kzprBYADAnrQTqzbtSNwQOtd0Ih8vz+Xse5PsFg4mQgyWiI0QFhbk93Ozl6KOHG+9YFXMjrSEqIaibGaDsVrqvb29yyJit65Z9v0eHd2Um5uLk0DA+7rau9mY9y0XFhiOmAC5U0aoa0DdQ5y8cG2igY6r9Ufxqpo6tAoY/WhobC589mKcjiazRFqSaj/b9NTFa183VlWUA4DyyrffNw26h3s4HE5zlFLFm7cKMlLIRhMX4yAQKGQ+IpFDkiqaV/yU2fj63YeoxAGgpbWVl2cY8/BA+ln41An13cEYPMfOZU2yW1j95duvrqFRWGD481cVcz2WFj8rZZbfe1SAw+EkqaLf10T9RDhwoVN65pUN25NflFXkFz9z9AsxnOPyobUNAGxnTTuTdX3XweOFT19s2J6cX/IMrbjeaNWs7Ht3cx+/qvhnUXCEjIQ4ADwsKGlrb6eQ+Kpqam/m5Ja9foNW9v8ZK7PJosKCZs4+GZdvNre0PnlZFr1jX/LRM+72FpJionnFT+d4LDl+LuvOw/zoHfs2bN/nZmPOcraB+omwxTSTg9siohKSV23azsPNbag9+vqxPchcf7WfR01dw7L1sb29vdNNDDeG+M9xX9LdjeLjgmCv+S/LKyfbL+LjGbZ4nnWQl+ur1/94rowkcnDYzpq679iZ6U7egQudVvl5oA37/xYyifdKWmJIdPyC5eHVNXUPC0rkaBJJMWF25qYAcPVwYkh0vFdoVHNLq7SE2Prl3l7O1iw12RiV+b88cIw/AzNnbz83+4mGuj+og33K/X+Enfk0mrjYj+tgPQ0GarCeBgM1mGkwUIOZBgM1mGkwUIOZBgM1mGkwUIOZBgM1mGkwUIMHPpHfHQPGXwbW02CgBjMNBmow02CgBjMNBmow02CgBjMNBmow02CgBjMNBmr+etM4LPBkI4kMuO1M2j94EYMpMwesEpBSWrdxy8+L9zdQ39Dg4RtIVRqNI4/gFpHSNJqceekyABSVPB3w71ZV/f77gn9NfppvERTg42z38Qv0Tot8VBQVAn0WI4eK8rI/rr8pYvUoJcUBqxJ2Jz94lL9vx9YfP8svxdXTv7SsfPe2mMjNcTZzZt3PzZtt75p745KUhPi1jBN9Wx44fPRa9m1+Cvn7gj/HNL8xdY2yoryyojyyz8XJOUJEeOL4cT9R38lugCUd3d3dBAIhN//xTzzRL6K7uzvz0pXUPdunTpwQn5gkS6N5uMzLKyi6cfuuipKCseFYZsua2tpTGRf2xG3i4OD4vibr4amzszMwNJyqNJpDgCqhohUSHsnMfMYvobBt5x4zKwcuYcmmpuaenp7QdRuk1XQ4hSTEFDU8l6xobW1DWlo7u1s5LTh0NF1WQ49LWFLTaPL93Dyk6s3bd2ZWDtwiUqLyahu3JqxcGyWvqY9U0en0VRHREipaREFxWQ29+MSkr8NDReU/b6ycFgjLqHAJSyppj0tMTmFW4fH4Uxnn5TX1kQ6cGR5zeCooKmEjiZzPuqKsM07HxNR4ukXywcP7U4+wkUTyC4p+MLBfSk9PT3VNLfMQh8Pl37riucClX7OwyBhlRXmLmdNZCrLuaRYvWZF+5tzOLdFaGmr3HuQuClje0dm5KSIMkNQ1Bw7NnDYlZKkfD8+wTXE7Y+J2pOyKU1VRel35xs07gEAgxEatBQACgXDzzr1hw7jvXs4g4AlWzu4ui32Lc24CgIO758tX5WfS9ouNHBEcHllY/IRI/Oj0gODVe1NSE2Ki9HXHXLmR7bs8lMjBscDZ4dvBssDF06+jozPjaAqFTL58/abn0iBJCerkCcYAUPnPmx179yclbGFnZ3fz8meGx4SDgwAAa6I2LffzUh+lIkEVM5lpKSstFbcxgkImDzmkXw2BQDCdbBKyNpKbi4uZfupryisqd+8/dPXs8cFosjBNXX39gbRja4IDbeaYA4AMTSq/sHhn0v7I1cEcHBx4PJ6TSFwXugJp7OHiaDNnljhVDADkZKQtzWdkXrrClGpsaorfGDlsGDcAONrMdXT3amtrq29ovJ59Z2dsNDKmHEyMF1fWEhEWBICmpuZdySnL/byc7a0BQFaalptfEBO340dM8yi/0N/TfcxoDeRaNFRHSYpTkap31e/vXzs/nJ8fAJb5ejov8m1ra+Pm/pwlCo/HA8A4fd15tlafStiJRKLA8OFDjuffIWVXvJt3gJuXP4PBaGxqti00d3O0o3x54xITt113jKaBns43NL6AxfD0uLCETqcb6GozS7Q1NVpb216+KkMOx4xWZ1YxGIzw6M0j5FTZKaJsJJFNcTvqGz6n9pSVpg37lKmLTCIBQENj05PnLwBAU10VKefm5jYy0Pt46qLirq6uCeMMmArGBmOfvyytq/+cCez7dHR0NDY2IVtXVxcAmJtNXb9p25KQsCvXs7u6unS0RgsLfcxLqCAngzgGAPgpFCS8rzXHaKh/XfiHQyaT0lP2vi7O1dJQp9PpweGRagYmL0pfMRt8+NC6P+3oAif7QQqyME1zSwsA9O1+KWQSADR/yqfXt8pzadD5rKtpe3e2VZUxmqpClvr1leLi5OwnzmAwPnxohU8eQhD89MZFTjHFwoZTSALZXBb7AcD7PsPz9wmLjKFIyCNb6rGTALB726bo8NDb9+5PMrcSlFYOXbeBeX/WN/1T35Q5/fiTR6LvIzZSVFhIYNO6sCcPsgFgVUQ0syrjYlZXV/dsM9NBSrEYnkh8fADQ0NjILKlvaAQAEh9vv5YMBuN05oWVgf7MG/Kq9yym+wDAxcUJAC0tfbPaNHw6NS8AHEyMH6X8xYxXSkKcpSzCIjcns6mTkH05GWkAYGdn9/Zw8/Zwq62rO5B2bEVYhKDAcJ+F8wcp+DfS0NBYWPJknL4es0RaStLe0uLUuQvMkktXr+tpa/H0SfLyfVj0NGqjlPB4/J37nzPN3Ml5QCLxyUrT+rWk0+nt7R28PB+zXzU1NZ8+d5FlRhlEp6D4Y7rX9vb2G7fufDy1ijKRSKypq1OQk0W24fwUQYHhRCJxkNcmIU410NNBNiFBgaam5kNH07u7uwFAYPjwAK+FhmN18goKB6k2IH9+ypxjp85OMreufl/Tt7CuoYE5LgPAtezbzDuEwcDCNPwUiquDbXRswsmzmeUVlfsOHdm9/5DfInfkrrAvBAJBU11136EjpWXluXmPZzu4zJ4xrb6h8enzF99JTi4tJTlaXXVt9Jbb9+6/KH01b6GPoMDH4YmPj9fd2WH1+pijJ8+UV1Rez74zydza1dN/8NfWDzY2Ns+lQe6+S/MLikrLyo+dPHM/N89Qb+gpFChkcl5BYd7jwtq6Pzdjl9XsmaIjhM2sHDMuZDW3fHjy/EV0bELywcPun+YTvb29lf+8laFJDl6T9ZQ7bmMEicTrFRj8vqaWKiYausx/hb/3gC33xm9x8/JX0TWmSYpHrg7RVFe9euOW4VTzB9cuDNgeIW3vDjevgAkz5oqOEA4O8BXg53/wKB+p2rx+DZlECgwNf1dVLSQoYD59alTYysFfWz/4+HizTh0JCY+aMGNue0eHpDh1TVCgq6PtkAV9Fro5untPMrdO3bsdmbf/gZDJpCunj4esjVzgs6T6fc3DvMdyMrSkhC12lhZIg/c1tT09Pch9yCBhYzRV/ZpoB0tbW1tXVzeZ/PFeeOIsSwqZfGz/N3MQYwwZMysHv0XuP/7E/Pd/9jTDZl5V9ftdsRuFBAXOXbx89catjKMprF+GgR47SwuapMSP6/z+nuZ9Ta3v8pWXr2e3tbfJ0KQCfRY7WGM5yf9ofr9pMP46/vrv02D8+2CmwUANZhoM1GCmwUANZhoM1GCmwUANZhoM1OChGXtOg4EOrKfBQA1mGgzUYKbBQA1mGgzUYKbBQA1mGgzUYKbBQA1mGgzU/BLTFD19yUZVv3U/72cJHj+XxUZVr61vYN0UAAD2pJ1go6oPuApirsfSibb/X7+bWt/Y5LFiLVV7Ck5cg1tWV9PUNvPq599w7+npWRkdjxPXiN1zaJCCQzdNwv4jzgGrBqwaKSK0Y32IjCR1yOK/Dg/7OX5uA68/LX5WKqk32FWGfxGuS8LuPHy8O3qVofboTaEBqoqysxcEFD19CQDvqmtMbDxOXLjKzs4+eMGhmya3oGTA8u7ubgqZb6GjpYiQwJDFfx2TxumZTez/dXw6nc5gMHILB76iv5ru7u7Ma9mr/T2mGuvz8nDLSonv3RimKEO7kZMLAIdOZQoOp9w/e5CdHYUTWDfNznk0bo4rWdmQV2GsgYXzzZxcADC2nJ989PT+Y2fYqOr5xc+2JaWKjDbJuHxTWGNCYERs3+FppquvxYKALbsPUrWnEKXHaJvZPyp8whRPO31edZIlUXqMsMYE79AoZi4MOp3utTKSomLIp6hv5xXU1Gfdbr+/yNK1m8V1pnLKaFO1pwSEx3R1dTNrn7+qMLBw5pLRkRpruu/oGaSw7/DErzJuW1KqmbM3l6xuUNQ2J//Qin/eslHVB99R/xX09PRW137OmoDD4fIvHvF0sgYAm5lTj+3cyDOM+9uvHgAWpmltazdz8VGSo909tT/nTIqaotw0R8+GxubTe7doqirZzJxa8/jaKAUZDgKhta09ft/hlNgIH5cvlp8R8PibOY+Kn5cWZh2vuHt+GDfXTFffzs4uAEjPvGznFWQ6waDg0rF9m8NPXbw2P3AN8qqo7cmJqekxKwNyM1MNtNXXbh14GdSGHftSTmTsiV5dcuXErqiVR89eCtuyE6nC4/FeoVGBHk73Mw5qq6u4rwh/U9V/bTkHB2FP2kl1Jfmbx/cGe7n5uNpRRUVqHl9b6PDfWQ5BIBBMJxiERMcnHznd3tHZr1ZshPAQNFmseyqtqGxu+WBvbqooSwOArWuWWc2YTCQSuLm48OzsRCKHAD8FAPB49g+tbT6utpON9AAAGS8R2NjYWtvaY8MCeYZxA/BGBfnqznS8cS93spFe9I59BtoaUUG+ACAvLRkV5OvoGxId4j9SROjA8bMzJxm72cwGAFkpiZy8ogPH334d3qPCJyryMshJaRJil9N24XAf3wZ0Oj1wodO08QYAEB3sd/TspYInz0eKCH1x8ezsnESOdcu8kEMuTiIOh0Ou6L9ESmyEW2CYW2AYg8FobG6xLXnmZj2bQkaxpLIfLHoaeZqkoizNzjsoKiHpUeETdnZ2I12tvlk5+jJGTXnAciU5GrMDVJaTBoCnpWU9PT2Pip6a6H/OomOsp8VgMHLyCru6ul+WV2ooKzCrdDVGDag8a7LxtTsPrBcvO34uq6GxWUFGSo72eTGYvpY6ssNPJgFAfWPz4GP+L0Em8aYnbnqdc0FLVZlO7wneEKc2xepFWcWQBVmYhkjkyE5PcrCYvvfwKU1TW0k907TT57/VmEIa2Ly8wz7nsODm4gSAtvaO9o5OOp0eEbeHU0Yb2aQNzACguqauta2dwWCQ+HiYr+q73xcny5kZ+7a1trU7+q4U0phg47m8pu7z4I2cC76fb+YbMf/3EBshLCzIvyk04MnVkwCwKmbHkKVYL8sdTiFHrvCJXOHz/FXFxp377b2DlWRpakrygz9HQ9Pnt3jLh1YA4BnGzc3FSSDgfV3t3WzM+zYWFhiO/LObmvsmrRkgKRWC6QRD0wmG7R0dmVdv+aza4LFi3Yndmwcf23+ehsbmwmcvxuloMkukJan2s01PXbw2ZE0WPU3Z6zenP6nL0SR2Ra3E49nzi58hJYPMzvLsVXnDp6Ehv+QZACjLSeNwOM1RShVv3irISCEbTVyMg0CgkPmIRA5Jqmhe8VOmwvW7DwdUPn3xWnnlWwDg4uScYzpxoaNl31cNgT8/3wxajp3LmmS3sLrmi2QodQ2NwgJDTxXIwjSv376b47F0U+KBZ6Xlz0rLI+L2AICOxigAoJD48oqe5hU9Zfmglp9Mcl26uvDpi7yipwHhmySpogZj1AEgcKFTeuaVDduTX5RV5Bc/c/QLMZzj8qG1DQBsZ007k3V918HjhU9fbNiejFjta2L3HrJevOxmTm7Z6zc37j08cvaiofZo9H+Ej1BIfFU1tYjakEX+NKzMJosKC5o5+2Rcvtnc0vrkZVn0jn3JR8+421sAwKPCJ9fvPrx+92Fvb+/L8tfIfsdXk6x+sDCNka7W/i1rD53M1DS11Z7hcP7a7dN7YxVkpADAx9X2bXXNJLuFjwpZvLmV5aRNJxjMcPHVneVIwOPPJG0lEAgAYDHN5OC2iNRT51UmzjWxce/s7L5+bA9yy7zaz8Np7sxl62PHmjvlFT/dGOIPAN3d/T8WOLI9Wo4mYb14ucJ4cwefECMdzYR1Qd8P5jvYzppKExeb7uSdciJjyCJ/GmQS75W0RBlJ6oLl4bce5C1fvzX11PmkmDA7c1MAWByyfrzV/PFW87u76Qn7jyD7VTUscjSxMSrzf2nQcz2WNja3XE7b9UvPgjEYzJy9/dzsJxoOPfkXAvYp9/8RdubTaOJiP67z+5MaYfxrIEPSj/PLhyeM/x7Y8ISBGsw0GKjBTIOBGsw0GKjBTIOBGsw0GKjBTIOBGjzwifzuGDD+MrCeBgM1mGkwUIOZBgM1mGkwUIOZBgM1mGkwUIOZBgM1mGkwUPNLTCMgpbRu4xYAiE9MwvOP/InKL1+VsZFEBtxEZAdehfktkcvXbn5dVVTylI0kcutuzk+M+bdT39Dg4RtIVRqNI4/gFpHSNJqceekys7anp2fl2igceUTs9sRBCv5lX/ccOUIk69RRZP/KjeyoLXEHdycICwoCAJHI8VP0d2zZIEOTGrBWSFr5/tULkhJ/Yt6d7+Dq6V9aVr57W0zk5jibObPu5+bNtnfNvXFJRUnhXVW1rdui9zW1qPLT/GWm4eLiYv7Ya9X79wCgr6P9E/+LFAp5oatTv0IGg9HT0/P2XVVN7Z/7+9vforu7O/PSldQ926dOnBCfmCRLo3m4zMsrKLpx+66KksKho+mCAsMzjqQI0JQGr8lieBo3zXyyuXXfEgsHV72J0wGATqevioiWUNEiCorLaujFJyZ9X6qzszMwNJyqNJpDgCqhohUSHomkNxOVV1sb/XEhbVX1ezaSiLWzO/NVovJqG7cmDP56+rFn/yEVXSNuESkBKaU5jm7/vPmceqK9o8N+/mLekdLCMio+y0J6e3vhy+HJwsHVxsVjTVQMjygtanOchIoWAEipjjG3cx5yPL+Fnp6e6ppa5iEOh8u/dcVzgQsA2MwxP7Z/Nw/PsG+/egBY9DTz59m5LPZ7+65KdIQIALS2tl24fG1L5BoACAhevTclNSEmSl93zJUb2b7LQ4kcHAs+/a781yxesiL9zLmdW6K1NNTuPchdFLC8o7NzU0SYiZHh7XsPkDY3bt+lio3M/nRL8aL01buq6knjjVBdEpPsO/fcfZfuit04wcigtq5++ep1Vs7ud7I+LoRbtT7azdEuKMAn42JWUFiEoZ6O5eyZfV/OQSAUPXna2dV1IT1NhiYpJytt7ez+6GbWtwavPxMCgWA62SRkbSQ3FxczZxQTsZGiQ9Bk0dNYms/g5eVJPXYCOTx36TKDwbCxMG9qat6VnLLEa5GzvbWsNG2hq9M8W8uYuG8mIqirrz+QdmyZr6fNHHMZmpSD9VwPl3m7kg90dXVNNDa8++Ah8ka/ceuuvaVFc0tLaVk5ANy8fU9QYLjaqCFmA8krKCISiU52VtJSkjpao48k74qNWsusnTzByMvdVUVJYYW/t6QE9WH+434vx+PxL0rLkuK3GI7VHSEiwsfLAwAUMpmXd+AUFn8sKbviTYwM3bz8r964tTxsXcy27Q0NjT8iyMI0XFxcdnMtUo4cRw7TT2fMNptGIvE9Liru6uqaMM6A2dLYYOzzl6V19fUD6jwuLKHT6Qa62swSbU2N1ta2l6/KTIwMm5tbCoufAMD1W3cMx+roaI3OvpMDANl3cyYaj0MShQyGDx9aGxubkK23t9fEyJBAwBtOnZWYnFJeUSksJKitqcFsrK/zORh+CqV+oL+jDE2SQiEP8ux/LGQyKT1l7+viXC0NdTqdHhweqWZg8qL01ZAFWU+5FzjZFxSVFBSVdHR0ZGZdcXGwAYDmlg8AMMXChlNIAtlcFvsBwPs+Y2dfmltaAIBCJjNLKGQSoiM2UlReVubWvfs1tbXPX5aO1R5joKuTffceANy8cxfV2DRxliVFQh7ZXle+UVaUv5t1TklBLjg8Ukp1jK6Jad7jQmbjvqmZ2IBt4Ow1fQL+2xEbKSosJLBpXdiTB9kAsCoieshSrGdPGmqjNNRGHTlxesxodQqZbGJkCAAkPl4AOJgYP0pZsW9jKQnxAUVIfHwA0NDYyCxB3tmIjomRwe1794UFBUYpK5LJJH3dMd6BIW/evisrfz3R2HDwF5O4NQZxJwCMEBECAGVF+eTtW3t7e+/ef7h89bppc+0qSx4NXvA/QENDY2HJk3H6eswSaSlJe0uLU+cuDFlzUFPuBU72WxISX5VXzLOxRJLaqakoE4nEmro6BTlZpE1NbS0OhyMSiQMqqI1SwuPxd+4/ZEZ/J+cBicQnK00DgInG4/yCVvFTyIZ6OgCgN0artKz8+OkMBTlZqhiKZ4OqKl/MG3MePurt7dXT1sLhcPq62pGrg8dNM3/77od+Se+vS2Bz7NRZ72Uhr4tzhYUEmYV1DQ19D9EyqCfCdnMt3rx7l37mnLP9x+k3Hx+vu7PD6vUxR0+eKa+ovJ59Z5K5taun/7cU+CkUVwfb6NiEk2czyysq9x06snv/Ib9F7ng8HgDGG+q/efvuzPlL48bqAgAvL4+qitLWnbsnje+f8BcVFy5fnWXrlH4641VZRX5B0dadeyTEqeLUIa6AR4aqc5cuF5X8UN6kfxmr2TNFRwibWTlmXMhqbvnw5PmL6NiE5IOH3Z0dAOBRfsH17DvXs+/09va+fFWG7Hd8Ncnqx6B6GhKJb7yhflNzS9/Z5ub1a8gkUmBo+LuqaiFBAfPpU6PCVn5HJG5jBInE6xUY/L6mliomGrrMf4W/N1JFJpNGq4168CjfcOzHLBgGutpxu/ZONP4h06wM9KfTe5atWvvmXRUfL89YnTEX0lMHf1vdDy0NtWmTTJatWmukr3c+PfVHAvs3IZNJV04fD1kbucBnSfX7mod5j+VkaEkJW+wsLQBg8ZIVOQ8/jtcJu5MTdicDQFnBg+8/L2VjNLHurmtqa2lqOolbY2znzv4ZF4LxezCzcvBb5D7xx/pvYDk81dbVIR9V0CQlrL589oXx12FnaUGTlGDdjhUsTHPo6AnDqbPY2dlPp+5H9ZkWxh+InaUFTeonmGZQwxMGRl+wL2FhoAYzDQZqMNNgoAYzDQZqMNNgoAYzDQZqcFD9/HfHgPFXUf38f9yC6XVVZ9tYAAAAAElFTkSuQmCC"
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<image>How much money does Sanjay need to buy a yellow T-shirt and a striped shirt?
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2
| 115 | null |
2
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"
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<image>How much money does Eli need to buy 4 scrapbooks?
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44.92
| 116 | null |
44.92
|
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"
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<image>During Fitness Day at school, Pablo and his classmates took part in a pull-up competition, keeping track of the results. How many people did exactly 53 pull-ups?
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4
| 117 | null |
4
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"
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<image>Johnny kept track of how many kilometers he walked during the past 5 days. What is the mode of the numbers?
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2
| 118 | null |
2
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"
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<image>The manager of a party supply store researched how many balloons it sold in the past 5 days. What is the mode of the numbers?
|
98
| 119 | null |
98
|
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"
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<image>An architecture student measured the heights of all the buildings downtown. How many buildings are exactly 30 meters tall?
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0
| 120 | null |
0
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"
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<image>Samir kept track of how many laps he swam during the past 6 days. What is the mean of the numbers?
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7
| 121 | null |
7
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"
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<image>Look at the following schedule. How long does it take to get from the restaurant district to the football stadium?
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1 hour
| 122 | null |
1 hour
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"
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<image>What is the total cost for 5 pounds of mint?
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20
| 123 | null |
20
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"
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<image>Look at the following schedule. How long does it take to get from the mall to the zoo?
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1 hour
| 124 | null |
1 hour
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U0YEd5xJKBovDkfdpaGj+s05x/wAEeSIdPf3952lXrt/LykyPi76M2PrJySuS26hr6RQXffgbwZ89vj/Q37/AbAnlpgAwlWt2bX2jzIw0Lp7p0rJybOzsqhpafps962prKss/64xSJxk8GxsAnLoQJS0rN7p8lqBwbfUEPs0IzCws7e1tw8PDVOKR8l+jqqK8o6NdVu6bf6fxPFN5ReWCd3lLbewAoLmpkXy5Mzw0xMDI+DdGSXzxTEVNk5llgicfTAhlKegaGL3JeJWWkqSupQMAKmqa5WWl9+NviEtI8QvMHN9elqDAyMjY3NQoLiGFbBzTODk5uRknPR+iosrQ0FBmxivksOhj4Vxd1aKPhVM8DZQfZP9uvw3rHMf4d7a3tnLzTCcqq3JMm/bw3m1yVXpqkrSM3ERhKPAq+aW8ovLU21OeO2frGNTV1jx9eHdXUDAAsODxMgT586EnTeYtnLA9npV1pcOaI4G7ODm5FJXVqirLd27dKDBTMCIufpJR9IzmSEhKb/Zw3XvoOBaHC/Tf3tfXJyYuWVn+eeong/K3WePmtXiurruL/UoHl5Hh4cz01LiYyJqaKktrW3p6eu+tO3f7bebi5lFR07wZF/0uNyfw8Emko/d6FywOF3j4BABUfC6rqa4EgNbWFgYMQ1pKIgCISUghN0eHh4drq6uERESnnhVldbKxs8sRlXKz32ho6SAlapraF8NCdPWNvtdld1AwGxv7nh1bvtTXcXHzzFtovmN30OSjYDCYq/GP/bdudLZbSkdHp61rGHopho6ObupngvIjKKqoxcY/PhK0x8FmSU9Pj6OtJUFe8ca9BGQ1d3HzGhoauhgWErTbT1hU/GxErIq6JtLx44d85j/8O6MunT917CA5psUCQwA4ERpuvXI1ADQ1NgwNDbGyUnZeJ0NTT0LvbKP8CRFe/KfqVtS/E4Ua8fKhFv9OdO5EoV6o4i2CgjIhqDpRqBdUnSjUC6pOFOoFVScK9YKqE4V6QdWJQr2g6kShXujrSej/SqJQKejciUK9oOpEoV5QdaJQL6g6UagXVJ0o1AuqThTqBVUnCvWCqhOFevmZ6vRxWeZqPecnBkT5Jyn5mO9uZ6Yvy0Pko9OR5lxva1peUgQAseGniXx0YzZzHZkJgyQ/u7/SVFNTjHWuiuCeza5tLc3kqqL8XCcLAw0RFhNFgeDdPogNzuSgcycKAEB3V6eb7QImJuzxy/FMWNyx8Fsd7a3rV5oO9Pcbzje/cOP56E2KoCgtpzg+SHrS0w0OSyRlFUIi767fvOfl4zs7NzggVXU1lS7LjGcIzAqLe7px56H42EtnDvlTzOov/O5ucHCQjo6ObJyE8jtRmJfVUFfjd/AMxzQuGhoaoursg6Ex9maziwpyCYpqPDP4yS0zkhPKS4tOXI4fH+TKuRNySuo7D4Uhhz093UG+7l2dJGYW/KXTh3j5Zu49cZmGhoaoqjWNi2dgoJ9iVlPwApHhirkY4mG/SEOEubOjfWho6PQh/4Wa4mrCuDnKs/b7uvd0d43v1dRQP19VePv6lYjn0aP42KVGRFUhrKH8jAN+nr09PRTHRfknQfw7Wxq/+XfyzRRKyK0hKKqNbjY8PBy828fOdeN0PoHxQQKCzx8MvUo+5OUTAIDW5kYAePn4zoIlK8hTm4ausY7RAopZUVYnBsNwO+aipKzCxVuJWGaWqLCjkWHBXn5B1xNy9xwLT3n24NSBHWO69Pb0bHBYIiAkuudYOA0NTcKDm9vdbLUN519PyN1zPPzlkzu7fVwojovyTyKvrMHJPX3LWpv0pLH+naN5HB/bUF+zap3PhLU8vHy8/N/Mi1JfPOKZwc83U6i9taWxvpZ9Gtf29Sv1ZXlMlGYe27tlYGCAYlaU1UlHT8/AyOS+da+CiiY9Pb2l3Zr4lA8mC60ERSU0dI1NzKzSk56Nbj8yMrLDc1VvT/fRizcxDAwAcPnMEUU1bS+/ICExSW3D+V6+QY/jYxvqar4zIMovAItjPhv3lB6DWWczv7en29vJ8sHN6PEXLuGnDlqvdmPBs1IMmPzs/o2oc16+QbS0tMj0GRa8W4qgeDrmoaP71thLp0MPB1AMMqWrIlmiyreDkZFzR/caE/mVBDBEPrrIsKPtbX9y0zwRuD33zavTVx7gWdkAYGho6OP7HHUdQ3IDFU29kZGR929fT2VolH8MMSlC3NPsuKfZDIyMzQ31fh72rstM+vv6yA2y0hJLiwrMbRwphnr5ON5nzTJH962mlrYAMDg4AAC6cxauWrdJVkHFxtHd1tkr+sIJitPnlNTJysZB3t/v65768vGBM9EZpZ25tUPOXr6jW+a/zYw6e7ST1NHb042U9PX2DA4OXjixX00Yh2wLtcQBoLmxYSpDo/zDSBKIdHT0EfdehUTezctOv3stglz1+E6cvIomn4Dg5BHuxF7evMZ67aYAj+2BSAmOBQ8AUoRvl/mK6tp9vb21VeWTh/prXjkjIyOJT+66bPBT0dJHSpob/vTIGQZGpvM3ngdudfN1t7t8NxWDwTBhcfQYjK2z55j3HCfX9L80NMr/ldqqclJHu6TsN/9OHWNTGXnlooJcckl60jOzpXaTx3ly59reLa47D51dvHw1uXD6DAEmJiyyviMMDw0BAEUT0L92v3NwcLCvt4eZGY8ckjraE5/cHf0hWkJGXkZeOTAksrSoICx4NwDQ0tLKyCvXVlcIi0khm8AsEQyGgZWdY+IxUH4FIUF+ARudxvh3drS1cnJ/nURqqytqKj9LyylNEqSirHjnhtU+u46OliYA0NHRaeiavHj4zQE0Kz0Jz8Y+fcYEF/6j+WvqxGAw0vLKd69FVJWXFr7L9nayNJhv3tHW8rnk4+hP0EJikht2HLx8+tDbzFQAWLVu0/MHty6dPlRRVlyUn+vnae+wRK+7q/MvDY3yf8XWxav0U4Gfh31WetLI8HBuZmqAt1N9bdUCC1ukQW3lZwCYKTz2aS+7N7kc3OGF7J/c78vLP0tMSjYrLZG8tTQ1AIDzBt+iwrxd3s65ma+iz5+Iu3zG0X0rRS+xv/xd0a7g80BDY2Uov8Nzta2z51pv/xkCgo7meg111aObWTu4qesY+3ms6iR1GC2wCDwV9ej2VStD+TXWJgN9/RduvMAxT9WeGeUfgKCoFhrzqPFL3UZHi97eHm9nq/qaqnPXns36Q47Io4xY8GPdN0uKCsqKv3rIZ6Y+rywrdrYyGr1lpr4EAAJR9WTEnY/5uS7LjCPCgh3dt37vttRoaHJrh37mWaL8+9EUY0352IL6d6JQI06eVOPfic6dKFQLVbxFUFAmBFUnCvWCqhOFekHViUK9oOpEoV5QdaJQL6g6UagXVJ0o1As9Lx79FRsKlYLOnSjUC6pOFOoFVScK9YKqE4V6QdWJQr2g6kShXlB1olAvqDpRqBcqVafzyqVLzUx+dRb/LT4W5ttaLZQR5ObF00rOnLbCYkHJpyKkSnQGKy+edvQWfyN2wiBJL57N01MT4sYpiPPv3+U3+pe6+e9yl8zTF+ZhVhDn3+VLHf6dssLTqyrK/2ovO8c1a9y8/g/poExMV2enzZL5WCZsRNwdLA536erttrbWFZYL+vv7R0ZGuru6Nm3zv/XwBXnT1jMcH6TgfZ7dUjOCvOKN+8937j0YGR62f7cfUlVdVWm10EhgluC1u8/89x26GhV+cC9l/06aetIwxUZ/m+qqShUZoTf5ZTMFhabYZWBgAIPB/P9SQpmQtJREiwWGBeUNnJxcIrz4T9WtdTXVpkZaEbHx4pLSYnxskXF35iwwmzzIeme7kk8fnyS/QQ4jLoYFbPN+V1LHysa2zds9Mz31edpbxCQx+WVCf3+/8VwKJokU5k4Fcf6jB/ci+w1f6nnxtGtWLR9de/r4YQC4GRdtPFtJhBcvI8htb724vKwUOWEVGSEAUCWIrF6+BAAGBwcP7QtQkRGaxcmkSZQIP3sKiVOY/44XT/v86SNdVcICAw0YtbJ/KvrAi6dNf5XsvHKp6AxWggiv32YvsmVFZPhZFRkhIW6cxQLD4k8fefG0t69/848kMzAwsGfHFgVxfuHpLGYm2m8y0pDypqZGdxd7eTE+QS6slqLkhdCTSPnkg/6WIP6dyI/WEWYKCr0rqVVUUSOROgCAmYWy/0BK4nOTeQvJhybzFvb29r5OSwGAx/fjLZd98+/UNTCmKE2gqE4dfSPy3zI9NYlfYCYyGACUlRR/qa/TMzTJefN6vbPdvIWLnyS/ibn9qLenx2mlFQCoasw+FxELAM9Ss0+djwSAgO2bQkOCN/vuSnz9fq2H9y5fnyuXzwMAYqQYfGCP+8YtJ8IujU4AQ48BAP+tG+2dXD9WNp88ezn87Kn7d24CQFpK4havdQsWWSS8euuwxs3N0RYA6Cead3du2RB35fKeA0fjHyeJiIrbWMxHPmx4ua7OzX5zLjLuRXqel4/vLl+fR/fjJx/0d0VZVYObZ/qaVcsTn4/17+zsJAEADsc8eYSuzs6GL/WCwiLkEj5+AQYGhtKST60tLfV1tdM4udycVsoIchMlBPbs+Bn+nTr6RlmZ6ci0kZ6abLHMlkTqQKbGjLRkTi5uWTkFGTmF1+9KvLfuFJeQIiqpuKzzLHif19TYgMFgEKNHdnYOFjy+o709KvzsOo9N1itXi4iJr3Jau9TGPvRkMADQ09EDgMZs3WUr7GUI8uPTmG9mrmtgjMFgDE3mCQqL5OZkAcCN2GjeGXy79h8Rk5A0M7dabLlswlPoaG+Pibzo47drsaW1gqLy4ZNn9Q3nlJUWA8Dx0PD4J0kaWjqi4hLWtqtk5RSSnj+bfNDfFRwz8/V7zzAYzHLzeT3d3Q4rLG7EXkEuXDpJJACIi4nUJEoIT2cx0FCIjbo0PkJHRzsA4Fn/ZO3JwoLvaG9vbmoEgCNBuwnyxJjbjzy8t4afPXVo3w/7d+roG5E6Oj4UvAeAtJREdS1tJRV1ZPp8nZaqa2BMQ0PDyMgYfzN2tpLUzGmMvHhau2WLAKC1tWVMqIL8vP7+fm09A3KJlo5eafGnluavj2UgKqnAdyDIEcn7bGzs7a2tAFD86QNBQZHsC2A0Z+KVorDgXX9/P1FJFTlkYGC4cOW6nqEJALQ0N3m6rpYQ4ECuQ/PeZo9Oe8JBf2OkZAgJr3ISXuUwMjI2fql3d7FfutC4r6+vr6+XlY2trqZ678Hj0TcfaMzW3eDmhCx6UwTx7zSZb+bm5UNUUnFa6+HituH8meM/6t/Jxy8gJi6ZmZ7a1NRYWvJJVV1LXVM7Iy0VANJfJesZGANAdMSFQ/sCPL23FZY31pOGr919OmGozo4OAFhuPk+QC4tsG9Y5AkBT01cjT/bvu9IxYbGjD5Glp6uzk42NnVzIycU9YV9SezsAYP8cAQB6e3vtrRf3dHc/eJFe3dpfTxpW05hNcdDfHoI8kY6e/v7ztCvX72VlpsdFX9bQ0vlU3RoRF288d4GWtl5QcIjR3AXnz5wc0xH5W3S0t5NLRkZGSKQONnZ2ZhY8AMgpEMlV6lravb29FG/mUPbK0dY3ysxI4+KZLi0rx8bOrqqh5bfZs662prL8s46BMQA8uheva2BsY//VnrPhS/2EcfBsbABw6kKUtKzc6PJZgsK11VUU0xgPExaLLDoIraMejTMaZjweAFrG1X7If1fxuezMhSviElJfM2+on8FPwbPvd6Wqoryjo11W7pt/p/E8U3lF5YJ3eeMby8jKp6cmjSnEMTPz8QuUlRSTSyrLPw8MDIhLSvPxC2CxWGR9R/hp/p26BkZvMl6lpSSpa+kAgIqaZnlZ6f34G+ISUvwCMwGgk0RiYcGT21+/GgV/nmmQfVmCAiMjY3NTo7iEFLJxTOPk5ORmpJTi9xARFS8seEc+fP700YTNZAkKGAwm41Uycjg8PLxknv71q1HIh30W/NfMM9NflZeV/kcmyPHs3+23YZ3jGP/O9tZWbp7pjx/ccV1t09//7QEuOVmvBYVExgfRN5r75OE3P9f7d24ys7BozNalo6PTNTB5ePebf2daahIbOzsfpbmAsjpn6xjU1dY8fXhXY7YOALDg8TIE+fOhJ3UNv36Xo6yumfTyWdbr9IrPZVs3uAmLiAFAXk5Wd3c3slgnPHnwsTAfz8q60mHNkcBdd29dq6ooT0tJtF40Z6ObE8UEvoeZuVVVRfmhfQGV5Z8f3rv94O6tCZuxsbMvW7Hq9PHDcdEReW+zt3ite5eXo6quJSOngMXhzp85WV9Xm/Dk4Z6dW4znmZYWFzWOuqvy32GNm1fRhwJ3F/u01KSR4eHM9NQNbk41NVWW1rZCwqJPHtxxWGGR/DIhLSXRx8P1VfJLD++tSEfv9S5+m79+b+Lm5VNeVrJxvXPW6/SrkeFHD+5137gFh8MBwIYtfgXv8za6OWemvzp3+vilc6c9vCn7d1Je2dnY2eWISrnZbzS0dJASNU3ti2EhuvpGyKHXpu3lpSXW5nPxeNbVLus8N22vKC/bvsmdkZHRdLGl0Zz5e3du1dTWi7n1cHdQMBsb+54dW77U13Fx88xbaL5jd9DfezUBYK7pou0B+86fORkaEqytZ3jw2Bnj2UpMjEzjW+4PDmHB4/f5b+skdcjKE2NuPRQSEQWAE2GX9vlvuxl3RVFZ7diZi9WVFWsdbFZaLQy7NMFN098bRRW12PjHR4L2ONgs6enpcbS1JMgr3riXICwqBgCxd54c2b/bxX4ZAEhIyVy5cZ98t/Ljh3zmP6xYxSQkY24/2u232dLUcBonl/vGLV4+Xx8roKisGnnt7v5dvlYLr3BycXt4b3Pz2kwxq//vd0X/V0ZGRhobvvBM50UOX6enLp6jm5T5XlJa9tcm9m8H+a4I9e/8ITLSUuTF+I4e3FtWUpyZ/ipgm7eSqrqE1MRPF0WZOl4+VOPf+e+dOwHg+tWo08cPl5eVsHNM09LR9993iHcG369OCuWn8e9WJ8rvDVVM4CgoE4KqE4V6QdWJQr2g6kShXlB1olAvqDpRqBdUnSjUC3096T/6Xzko1A86d6JQL6g6UagXVJ0o1AuqThTqBVUnCvWCqhOFekHViUK9oOpEoV7+9er0cVnmaj3nV2fxO1DyMd/dzkxflofIR6cjzbne1rS8pIhc+zg+zkJfTl2EebGO9O2r4RNGQPqO2R7HxyG10RdOmmlJqAnjlujK3r9xZSop/fpfNv0glnYuA319PytaaVGBh53Zw8yynxXw30J3V6eb7QJ5JY3jl+PXLp97LPzWicDt61eaxicXYhgYkp7e2+Fp77Zlj4qmXkZywh6fNTy8fLMN5o0JcvzSbcSUBuHTh/fBuzaJy8gBwLWIsGN7t2zwOyCvrPE65bn/Bgc2dg4dY9PJs6LJrR366af6zzA4OEhHR0c23fsp3LseFXo44D+ozqy0RGcro5f5XzimcWmKsaZ8bGmoq7Y3m3380m2CopqFvpzabINtgV/dae5dj5KQlpMkECeP6WCuJ0Ugbt13AgDmqQiZmFltCjiCVG1dZ1NXXRl579XkESiv7IbyM6IvnNy/fb22JIeuDNfJ/b5tLc0bHS01RPHzVITuXY8it3wUH7vUiKgqhDWUn3HAz7O3pwcpHxoaOn3If6GmuJowbo7yrP2+7j3dXUhVfU3VZldrQ/kZ6iLMFnqEm1e+ekd52C/ysF9EjvzgZjSRj667qxMAdGW4Yi6GeNgv0hBh7uxoH72yG8rPuBp+6kTgdkP5GbMl2D3sFzU3frVOeJuZaj1HWU0YZ6Ev9+rl49WLdfduWTvmTMOCd+/0Wl1bXUHko4s+fwIAHt6KsZ6jrCnGqi/L47XavKq8FGkZdfaYrgxXRnKCpYG8qhDWVEPswc1ocpzCd9lrlploiOJnS7BvWL2kpvIzxRf5l4P4d7Y0fnOa4JsplJBbQ1BUqygrLvtUuNBqJbnKbKkdRWk+vXe95ON7V29/ACgvKaqvrdIz+WbtqWu88H3O605Sx+RBKKuTHoOJPndcSV33eV6ds6dv+KmDHvZmyx3cEvMb5ixaGrh1Ham9DQASHtzc7marbTj/ekLunuPhL5/c2e3jgkSICjsaGRbs5Rd0PSF3z7HwlGcPTh3YgVQFeDs11tedjLx7/XmejZNHkK97etLEJmFkMBiG2zEXJWUVLt5KxDL/yfKUHoOJCjvKM4P/wevSuGc5H9/nnD22FwBI7W2eqxazsnFE3UvzP3z2zKGAmsqy8U6fq9w2r3Dy4OWb+TL/i5Wd6/uc177udgZzF8c8zjwd87Cvp8fHZSl5oO5O0uXTh09G3EnMbzA2tdjptfpT4TsAqK2ucLEywmAYIu6knLueQOpoc7We09fbS/F1/rXIK2twck/fstYmPWmsf2fJx/cA0Nvb42xpqCM1zVxH5k7s5cmjDQ8PnzkUsGqdD/s0TgCo/FwMAAKCouQG/LOER0ZGqspLJo8zpasiEQmZeebWjExMS2wcAUBaTlFdx4gJi120bFVvb095aREAXD5zRFFN28svSEhMUttwvpdv0OP42Ia6GgCwtFsTn/LBZKGVoKiEhq6xiZlVetJXm8wP73O09OcQiKqzhMWW2rteik+WkFGYJBMAoKOnZ2Bkct+6V0FFc7wjgICQqI2jOxaLExAU0TacX5CbBQDJCQ9I7W1+QaclCUSiqta2wJONX+rGR8ZicYxMWFpaWo5pXIxMTBIyCvfTi9ds3CEsJiWroLLC2aOoIK+lqQEAaIBmcHDQwX0L/yxhZha8+7ZALI75yZ04ALh2ORQADpyJliQQZRVUAkMia6vKXzyOn8rr/AvB4pjPxj2lx2DW2czv7en2drJ8cDMa8e9sbW6ioaE5ErBpqf3a0KuPNXSNA7yd0hKfTBLt+cNbDfU11g7rkUNkjmTGf7P2RIxdkXltEqaoTmlkB8/GDgAi4l8dDfCs7ABA6mgbGhr6+D5HXeeb072Kpt7IyMj7t68BAEZGzh3da0zkVxLAEPnoIsOOtrd9tck0mLf4YkhQ8G6f1ynPB/r75ZTUObmnU8xHlvhdp09J2W/ixrOxk9pbAaCs+AMWxywkJomUyymps3NwUhyFgZHx8Z04cx1pFUEmIh+d56rFAEDOHAAIimrIDgaDERSR+FxSBAAFeVnSckr4P6wbeflnCgiKvMtKpzjcL0dMihD3NDvuaTYDI2NzQ72fh73rMpP+vr7BgYGRkRFHj61zFy8jKKptCzwpr6wRERo8Sai4S2fmmC3Fs7L9YEpTUifDn82JGJj+dDgyMtLX2zM4OHjhxH41YRyyLdQSB4DmxgYA2O/rnvry8YEz0Rmlnbm1Q85evuS+/ofPbdhxMPdN2trlcw3kpp8+5D+VB4Wwsn3X6ZORaQLTzZ6uTvwop08AYJ/GRXGUWzEXQw8HOLpvS8xvyK0dCosdO1vgRn2uYMLienu6AaCL1JHzOoX8OqgJ46rKS5ub/jXOYZIEIh0dfcS9VyGRd/Oy0+9ei8Cx4AFAiqBIbqOorl1W/OF7ERq/1GWlJ801tyaXIC9+J+mbtSepow0m/Tsi/Jw7SkxYHD0GY+vsaW7jOLqck2v6yMhI4pO7Lhv8VLT0kcLmhm8Gn3R0dDaO7jaO7q0tTfevR53Yv52Dk3uFkwcNDc3oTz+9vT0/kh4jE7a7kzS6pL11YrPP0bx8FK+uY2xu4/A17caxCiO1t7H+4Yjb1UWaxsUDACysbIpq2jsOhY5uycyMB+qmtqqc1NE+euXRMTaVkVcuKshdaGUHAK3NjbOExZCq4aEhBobv+lpmJCcwMjEpqemQS4REJQGgovTTDP5ZSElFaTEdHd0sEfHJs/o5d+NpaWll5JVrqyuExaSQTWCWCAbDwMrOMTg42NfbQ/7zkDraE598tXgkdbQ/vBWD2DNzTOOyc92opK7zMf8tAOBZ2bpGXdAV5b/9kfRmiYh3kjpqq8qRw4K8rNaWpu81Jr8rujpJzKN8SZG7E6PfM3nZX9fr3p6eitJPopIyAEAgqlZVlAoIipJfCloaWq7pM34k/3+AkCC/gI1OY/w7O9paObmnyxJV2TimvXj0zX0zOz1ZXEpuojAAAG/SXoqIyzCOWmBnConOEhZ7+eQOuSTh4S0lDV0cM4XnePy074pWrdv0/MGtS6cPVZQVF+Xn+nnaOyzR6+7qxGAw0vLKd69FVJWXFr7L9nayNJhv3tHW8rnk49DQUJCv+94trkX5uVXlpU/vXc9/m4m852QUVArzsj68zxkcHEx6ei8z9eWP5KZrbMrEhD2ww6v0U2H+28wjAZu4vyMXVnaOpsb67IzkmsrP8ioaGcnP8rLSqyvKAre5zRIWBYDCvOyenm4AoKenv3TqUHZGckVZ8X7f9QP9ffPMlwOAlb1rF6nDf4PDp8J3FWXF548HWugTPrzP+ZH8/wFsXbxKPxX4edhnpSeNDA/nZqYGeDvV11YtsLClp6dfs3Fn9PkTEaHBuZmvAre5fXif4+C+Bem4e5PLwR1/eu5ZbWX5TGHRMfHXbNx5M+pcZNjR9zmvQ4L80l4+dvXeSTGrn6ZOowUWgaeiHt2+amUov8baZKCv/8KNF8ibY1fweaChsTKU3+G52tbZc623/wwBQUdzve7OjtDYJw11tS7LjK0M5UMP71rnswtZSS1snY0XWrpazzEg8Dy7f8Nj+z4AGJrCR9IJ4eSefvhcXHlp0fI5yoHb1nv5BbHg2RgncvqcZ75cYJaIh53Z/RtXnD22q842XGczz2GJ3vQZAtsCQ7T05wb5uqc8e4A09vTdf9jf28pQPicjJehMtLCYFADwCQiev/G8panB3mz28jnKqS8enYy8K6vw3cs4KoGgqBYa86jxS91GR4ve3h5vZ6v6mqpz154hq7mts6eX34G4S6edlxplZ6QcDLuqoKKJdCwpKhjzGbSpoZ4FP/Z6aKHVyq37Tl6LCHW00E96dv/I+WsqmnoUs/oXf1f0l2hvbWHC4pDlpr+vT0+We4PfAWsHt78XLTb89OGAjdlV/ZSb/gtBviuiBv/OX5/BP0AnqWOhlri6ttGajTtoaGgiw4JpaWmNTC1+dV5UipMntfh3UkUS/29Y8KyhMY/aWpsdzHWdLA3qa6vPxj3l4uH91XlRKc5Uo87/ysqO8m+EKt4iKCgTgqoThXpB1YlCvaDqRKFeUHWiUC+09D/zhw8oKD8Nehqgre0cRgWKQm3Q00Bt5/D/AL9HRimI4R/5AAAAAElFTkSuQmCC"
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<image>How much money does Nellie need to buy 4 wrenches and 9 watering cans?
|
70.22
| 125 | null |
70.22
|
"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"
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<image>Dwayne is a physical therapist who specializes in leg injuries. His patients differ in age and type of injury. What is the probability that a randomly selected patient is 13-19 years old and suffers from ankle pain? Simplify any fractions.
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5/11
| 126 | null |
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"
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<image>To get credit for meeting his school's community service requirement, Wayne kept a volunteering log. What is the mode of the numbers?
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5
| 127 | null |
5
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"
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<image>Look at the following schedule. Which event begins at 3.50 P.M.?
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weather demonstration
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weather demonstration
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"
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<image>The Oakdale Ski Resort asked its guests how many times they went sledding last winter. How many guests are there in all?
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54
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54
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"
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<image>How much money does Danny need to buy 9 slices of chocolate cake and 8 pieces of cornbread?
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31.30
| 130 | null |
31.30
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"
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<image>At a swim meet, Tara noted the size of various swim teams. What is the size of the smallest team?
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26
| 131 | null |
26
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"
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<image>A dog show enthusiast recorded the weight of the winning dog at recent dog shows. According to the table, what was the rate of change between 2012 and 2013?
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-2
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-2
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"
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<image>A concession stand worker at the movie theater looked up how many bags of popcorn were sold in the past 6 days. What is the range of the numbers?
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7
| 133 | null |
7
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"
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<image>A restaurant's average food preparation time was tracked from day to day as part of an efficiency improvement program. According to the table, what was the rate of change between Wednesday and Thursday?
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1
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"
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<image>The school district compared how many swings each elementary school has. What is the range of the numbers?
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8
| 135 | null |
8
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"
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<image>How much would it cost to buy 2.2 pounds of cream cheese bars?
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6.60
| 136 | null |
6.60
|
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"
|
<image>A car dealership tracked the number of cars sold each month. How many more cars did the dealership sell in October than in November?
|
90
| 137 | null |
90
|
"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"
|
<image>Look at this table. Is this relation a function?
|
yes
| 138 | null |
yes
|
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"
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<image>How much money does Ariana need to buy a smooth piece of marble, a piece of red sandstone, and a piece of fool's gold?
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0.05
| 139 | null |
0.05
|
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"
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<image>How much more does a calculator cost than a microphone?
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51
| 140 | null |
51
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"
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<image>Look at the following schedule. At which stop does the train arrive at 11.45 A.M.?
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Taylor Road
| 141 | null |
Taylor Road
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"
|
<image>Alec has $99.50. Does he have enough to buy a play ticket and an opera ticket?
|
no
| 142 | null |
no
|
"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"
|
<image>The employee at the department store counted the number of ties on each tie rack. How many racks have at least 24 ties but fewer than 36 ties?
|
5
| 143 | null |
5
|
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"
|
<image>How much money does Lila need to buy 9 tickets for a Caribbean cruise?
|
50,112
| 144 | null |
50,112
|
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"
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<image>A farm equipment company kept a record of the number of tractors made each month. What is the median of the numbers?
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8
| 145 | null |
8
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"
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<image>Look at the following schedule. When does family ice skating begin?
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1:20 P.M.
| 146 | null |
1:20 P.M.
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"
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<image>Mrs. Wagner, the biology teacher, asked her students how many times they went to the science museum last year. How many students went to the science museum fewer than 3 times?
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38
| 147 | null |
38
|
"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"
|
<image>Look at this table. Is this relation a function?
|
yes
| 148 | null |
yes
|
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"
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<image>Mandy buys 1/2 of a kilogram of Spanish olives. What is the total cost?
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1
| 149 | null |
1
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"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"
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<image>Each kitchen cabinet has 5 teacups. How many teacups are in 3 kitchen cabinets?
|
15
| 150 | null |
15
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rza3tBWaILF6xNjTAI/VeUt6b5zs32dGjUCscRx43BHo5hwZ4IO8jDvrxzxCRklPMefWM/GprbeEVmCElp0R+cfPyo9BoKTmlCXeUKZkiOdfSn7P/RFx8TFj00X0oFEpSVvH4hdvk7OtHeO07hsOzh+/3+dLSxMnNO9dsiYdfCAAAhUKduvpHWNAOL6dlPT1dM4TFN3rutnceObd1rjvjTh15/fzxzSeFmO8ZNQBAWEwyJjE14qCf3QItFAqtrmNw7uYTzh/sRZEhDQyw4NjcfYNDAtxrKkr4BIRCTl2h8hyDwew/ceHYPu85CtwCQqKeu0NbmhsHSaQpXSXDwckddDz2RLDvHzevKKnr7As71/SpbufmVW5rLK8+zP6Rb+ycXGHnbx7e4+loNVtQWMzdN/jK2QjS2IsaJcZmVhXFBfMtl5Mt88ytgyMvXYgMPXVkL5aFVUPH8NyNJ1gW1h/1sNDK9ltv78Xoo5GhATg29rkLFnvuPowU4fDscsoaxflvNXQNEYu6zqxrsZE/yswBADb2Gwgd7WsW6X/r6zOcZ+4bfHI6UzFhq2nO86+PkrpO9NUHMWH7Pddb9/X1bt+wTE5J/cz1NBFxKQCA78HIiIO+IX5uPd1EFU39M9fTODi5kYZV5cXkDy77xWMioXPDsjEzf+jUVTOrlX/NK7r8xsG/cVKQf53h4eG1iw2k5ZXJf8z0czFS5LV39nDe5v9/aPWboi/F9rysDY3++X8S+vM9gPyIvt7e+tqqxLhTlaXvD0Vf/dnuQKaLk7vvj3bF/8/A8P51qakscVxiyD9DJDz2lqCQ6M92BzJdNrj7/mwXRoDJOQRCs/wSKQQEAvk3gOENgdAsMLwhEJoFhjcEQrPA8IZAaBYY3hAIzQLDGwKhWdD8uAn+Xx8CgdAAcPWGQGgWGN4QCM0CwxsCoVlgeEMgNAsMbwiEZoHhDYHQLDC8IRCaBYY3BEKz/PzwVhDlCT984Gd7MQGxpyNnsP/SqpSQX4qykiL7ZYsURHn4cfSywpyrrM2rKkZUcXq6u3293JQk+MV5WRabGr7LnVjfG2lL9bpzIwHp4cAeX20lCXFellkacpHhoZNrGCHAH2OCQP4Buru67JYu1NTWu5iYvGLJ/AvXbh/Ys2uVjfmL3FIGBoZtW5zevn558NhJfn7B86cjba0WPHvzXmCc3EVcwh0SafQHc0uKCvf6eskrqQAAPDavz3qR4b/voLiU9JtXzw/u8yeRSNt2TPHTlP96eP/6yswQyN+n4F1OU2ND6IloLi5uOjo6Hb1Zpy9cs5g3s7gwn52D8+6t6/GJyfPNLQEA6lo6eipSsaej/AOp9b119GdRHobu3+PovEVWTqG9rS3jSeqBwydWrHIAAOjNNCwqyL+ffGvK8J46OZcSxEeFH/ZydZEV5hTnY11nZ932dUQxR4Ifd+rEqP7z9q3OC2ZrAwBKigr5cfSPUx/M1lYyn6sHAHBYuWT9KpvTkeEaciIiXExmRrqF+XkTzVHuskUm4nysUoL4tSutPtZ+mNAlEol0+MBeLQUxES4mfTWZ2NMjwp0V5aX8OPqsl5kbVi+XFGBTkuD33+ExNDTURSSK8WBPhh0i99Df3y8jxHFwnz8AoPVLi6uzg4Iojyg3s5mR7ouMiXW8r8afn62lKMLFpCDKs8Vp9ZeWz1POz4/8hNAeiL53a8uofIWwqFhhVaO6ls7zjMcMDAxGJqP63nOM52c+TZu4o+/cvZ1UWvLea9ceAAAHJ2fFp3YkthEYmZim82OsU9fAYDCnThxV09QqrGq6m/r8XW62j8emKZowMAAAjh0KcvX0ORFzAQCAQWNev8wsLy15+rowp6QWi2VZu3LJt7HiifUf62wsjBkYGO6lvbiR8pjQ2bF8sWnfd+0hSvb6ekWfPLbDb9+zN+83uW3f5+d9Oe4sMgoAYM9OTwenjWUfv0acjos9HZmSfJMVh5s33/yPe3fIPWQ+TSd0di5dbjs4OGi3dGFOdtbpiwlpL/M0tHRXWZuXlVDreCddu+Tl6rJ0hd2TrIIz8YkF73LWLLdEFHYmmZ8f+QmhPTS19Xh4+VzW2j57TK3v/aG6SmCGEAOFvreouHh11QT63mSGhoYO79+zxcObk2uMDklvb29zU+PluLP3bidtdPWc0qupw5sO0EnJyK1Z58LIyKisqr5hs9vD+8k93ZNJbaJRaACA3qzZK1Y5KCipAADo6Oh6err3h4bj2dl5+fgDAkOaGhuyXmRQtoo7Gw0AiI69qqSipqahFXnuUn1d7YN7t6k6J3R2Xoo9vdnNa+VqRwkp6bVOm5bbOURHHCNXWGhpNXuuCQaDMTY1ExWXyM/LAQAssVmRn/u2qXFEATsl+aacgpK8ovKzx6nvC94djThtaDRPRlb+wOHjIqLi52Ool9nTkeGz55p4+gRIycgazDHeF3w0Py8n503WJPMzpZ8QWgLLwpJ0Lw2DwdhamfX29KxbZX0j4TKi703o7MSN1ffG4di6iJPpe9+/e6upqWG9iyuV3d7aXE1GaP/unWFR56xXTCEwBqa5c66uNSoqJiunSCKRaj9UT9lKTWOMMrOMnAIL64jYiqy8IgCgqqKMskJ+3lsVVQ08OztyOENIWFRcIiebWlK7uKigv7/fYM6ofvhMwznVlRXklFhJWY1chMezd7a3AwBMzBYxY7EPU+4AAEgkUur9u9Yr7JBB0Wi03qxRfWndmYY52aNqewCAgYGBkqJCyvsiZEKK3udTHo6c2vf5mdJPCI0hp6CU/jIv/WUeIyPjl8/Nrs4OyxeZfPtL+t4XTkctXrqCDU8tCx18NOLyjRR7R2cvV+cLZ6Km7GdaW2usFMrMzFgsAKC3p2fKVuxjBSsn6KR3TCddRML7gnei3KOC2P39/V9aqLX4uggEAICtlRmVfnhrawuSnDMxTyCpjcViTc0W3b97e53L1peZT9vavi5dZgcA6CISSSSSJP+obyQSiWOsMltPd/fQ0BDl6eDZORCHf3hqPT2T+EmVcUFoCSUVNRQanfL41bP0R+tWWSdeicNzcBDG6nt3dnbg2H6o7/25uenViwyPHX7ji+QVleUVlU0WmDMxMgX671ixai15yZyQaYV3B4Uyc9eIzisrGKePTRbHnroTIhEAwDJW8g7HhtfVNzgcMUZJizJyRqrh8QCAyHOX5BXH6IeLiIo3fqqfxIElNitcHFa2t7XdT76lpasvLCoGAMCxsTExMaW9HLPPhxqrL41lYUGhUJT+d7S3IQ5PcGrf52eANPAjPydxEvKbUl9XSyB0KiqP6nubmFmoqGsWFxaoamg2fqrv6+tj+q7vXVNVKS07sb43ACDjSRoTE5PuTEOypamxIfNJmsUSG1bcSDioqmv29fU1NNTL/LgfMM3wpkxWiwrzGRkZRcUlAQB4PDsSqOQi5rErJyXVleUd7e3sHBzge1qLpOhk1DV1biRcEhOXJD9Iq66s4OMXoOpHUUmVkZHxa+sXaZkRuc/W1i/0dPSMjIyTn4Wx6UImZuZnjx89+uOuh7cvedC+vr6hoSFZuRHp7/qPddw8vJQNMRiMorIqcqeN8PbNKwCAmsaIxviE8zNjYOCv+Qn5HTkY6F9VUfYo8y15TR4eHu5sb+fh5Zs913RoaCjtYYql1TIAQE9Pz5PUB+s3Ud9Xk3n5/JmMnAL5WgAAaG/76rF5PQMj49Lldoil6H0+HR2dkPAU0lTTuvdubmw4ErzvQ3XV49QH52NOLrJahoSxqrrWH/dut7Z+6enpCQvdjwi4/wh2Dk7PLU6lxe/fF7zb5+slLCqmo29AWcHBaSORSPDYtK6kqLCmqjL88IHZ2orjn5/h2NhWr3M5Grzv7q3r9XW1r54/W7l4vucWpynPgomJycxiSdTxI61fWhZbr0CMs+eaKKuqu25Yk/Uys76u9nbSNVMDjfjz1Fqcm929Mp6kRR0/8rH2w4uMJ4H+O2YazCFvLkw4P3/ZT8jviMsWj/LSYldnh1cvMoaHhrKzXmzb4tTQUG+z0l5IWGSlvaO/t/vd20mvXz3f6GhLj0I5Om9BGm7f6uy/Y4zgcX3tBzEJKUqLgpKKsamZv7f7pQtnXr96fjoyPDL8sN2a9VgsdnKvprV6r3Z07uhoNzfW6+vrM5lvfvDoScS+N/jI9q0btBXF2dk5HJ03L7Ndk/7o/o86kZVXnLdgocOKxZ+bm5RU1eMTk6n+3EVYRPTm/ScH9uyymDeTjo5OQUnlUtI9qv05hMCQY3g8e1CAz+fmJm4eXrNFVgGBIdM5kSXWK24kXJ5rsoC8PqNQqGu3HwT673BaZdPd3SUiKr59526XrduoGi5dbtfX23vqxNFDQQFseHYziyV7Dhyecn7+sp+Q3w51LZ2EOw+PhgSts1va29u73t5GSUX9xr10cUkpAEBIWGTwXl/f7a7dXURNHf0bKelcXCP63mWlRVR3qS2fmyWkZKj6Px2XEH74wMmw0JbmJkEh4c1uXm5eu6b0iq6ZOMVfriqI8jhv9fD0CfgT5zqODauXd3Z2JN2b4lH+78g/Mj8QWkKCH1fxqf1X0Pf++f9SAoHQGB7eUN8bAqFRPLwneKb1U5g6OYdAIL8pv0QKAYFA/g1geEMgNAsMbwiEZoHhDYHQLDC8IRCaBYY3BEKzwPCGQGgWdDNxeOpaEAjkNwSu3hAIzQLDGwKhWWB4QyA0CwxvCIRmgeENgdAsMLwhEJoFhjcEQrPA8IZAaJZ/ILxvXT2vJohC9FaoSIiN0hRmGG//L9De1qomiEpLufGzHYH8n6gqK3JdY2mkyKsmiDKU59pqb1FbNaLv3dvTHeLvZqwioCfB6rhkdlH+xPreCGkpNwxkOTzXWVPZr5yLsJwpoyOOXTpbMeXG5em49O+u3tqzjPxCRqRSEi+c2rNt3b86HJm5yvyN9bX/n7EgEABAT3fXFntzJibm43F3mJix4bG3CJ3tW1dbDPT3AwD2bnd6+jB5V3BETMIjPsEZm+3MWpoaxncy0N9/yN89yNsFx8ZOVXT9Ykz4fp+VjlvO3Xhibr1qz7Z1z9N/+KvEZP7d31qTlFWUlB3RKih5n/uvjkWmqeFj+9cv/5+xEIaHhwcHB3+FX8aE/CxKCnJamhr8Q09xcHLT0dGpac8Kjb7qYDmrvDifjZ0z9W7Sibg7c+ZbAgAU1XUs9aUTLkS5+1Hre1eUFuZkZVx5kH3I352qKPbkIbv1rqtdtgEAVDT1qsqLzp44aGhiMblXU6zepupCZ8IPIO9bW5rVBFE+m2wpS+NOjeh719VUOC6ZrSvBYq4reTfxImIkJ+cbbIyTE+LuXo9XE0SVF+UDAEoKc11WmOpJ4mbJsG9zXNrwcQIp75rKUjVBVO7rTG/nFTOl8cYqAqEBHmRdxc+Nn3w22c5W4NYWY15mrPrHrasAgJxXzxZqiwMAzHUlkfSGRCKdOrJ3oba4thjz4lmyCbE/FF4ryMlau8RQV4LFVEM4fL8Pct0FAPxx6+rK+Zr6UmxGirwejlb1tSPyidudlu3cbBdzLEhfiu15egoA4MalM2ZaYroSLGuXGFaXF08+txBaAtH3bvsyKoknKCyWnt+gpK6T/eIJhoFhptGovrf+HNPXmenjOxEWlbyU8kpEXIrKXltV3txYP8d0Edky22TR+7w3ZJW7HzFFeOsYGOe/fYW8z83K5BcUfvfmBXJYV1P55XOT/mwTAAAajT7k7752i9fl+6+V1LWDfDZS5R7hF24rqGiaLVn5tOizlLxy46c652XzMBiGi8nPzySlEwkdG1fO/zZOyhuNxgAAjuzZvmyNS0ZJ6/4TFxIuRKXfvwkAGOjv32S7oKaiNOz8zaT0fOOFVn6uazJS76lqzzockwAASHiUc+DkRQDAsX1e8TFhm7333XhSuGbj9mNB3jevnBt/pg0fP2yyXSAiJnk26bFvcMTdxIthQTsAAO/z3vi5rpm7YMnVh9lRV//41tvr7bwcaYJhwFSVFZcXF5y6+oeajkHem+cHdm6eZ740MTVvg9uusMAdk88thJZQ0dTj4uHz2WSXlUGt7/3xQyWfgBCGQt97hqhEXc0E+t5s7BzMWJbx9o8fKgEAQqKSoz2IiA8PD9fXVk3u1RThrWtoUpibhSyYua8zzK1XdREJyPKV9+Y5BxePjKIqAIBEIq3d7DV3wRJpeeVtAaGkgYGK0kLKfnBseBQazcDIyMHJjUKhrsdFAwAOnboiq6SmqKoVfDK+sb72ycM7E/pgvNBKb7YJBoOZNddMSFSiuCAHAPDi6YMPVWUBodFa+nPEpGS37AhUUNG8FhuFwWBYcDhkplhYcURC543LZxw2bV+8cq2ohPRyh42Wy9bEx0wgsp0Uf5oVx7Yv7LyKpp7xwqVe+459+9YHAJBRUE3JqnTxDBCXklNU1Vq1wa28uKCttQUAgEKhP36oDAw7p6FryMHJnXLjMic37/a9R8WkZA1NLFY6bpl8biG0BDOW5XRiKhqD2Wy3sK+3Z7uTzf2bV5D95i5CJ8tYfW9WVrbursn0valAVmnKTlhxbAAAYmfH5A2nCm8D4y4iobL0PQAg51WGuq6BsoYusoC/e/Ncz3AeWSRUTXtE/hrPzgkAIFCIZo6nuCBHXlkDh2dHDvlnCAuJShTmZE1YWVZxVHURx8ZO7GgHAJQW5qFQKBVNPXKRkrp2eXE+VduKkoKB/n6dWaMi21ozjeqqKzraqEW2SwpzZZXUUagRbdBFy1bvOXIaAMDAyPgwOdHKUF5LlElNEOW+dgkAoLOjDakmLCbF9l0YuKaiVEZehdyDsqbuJDMAoT2k5JQSU3MTU3MZGBm/tjT7uzlsXGHa/5f0vf8pptgN4hMUEpOUzc9+ycMvWFdToaY1s+hddt6b54tXrs19/dxl26jyDhPziJoZEvBU+QkV3URCWdE7HfFRAbSB/v6vrdRS3giMTBPodXcTCaxseEotCByeo7uL+lakm0gAAGxetZBKZLvtawv7WBHvLkKnoDAHGMetq+ejj+zdffi0ySIbVhzb68z0TbYLyKVs+NEmPd1Ebl5+8iErjlp7HfJfQFZJDYVCX7z3MuvZI08nm7vXL+LYObrG6nsTCR2suB/qe48HWQi7iJ1kzWkioQOM/fpNyNSbvTqGxvlvX3Ly8ErJK+Pw7GraMw8FeLQ0NTR8/KBrOG+a/lHByoZX1zEIOBxNaWRhoZbynryHLkLn8PAwOW4JHW3jI4qVDQ8ACD4ZLy0/RmR7hjC1yDaWFdfRTr2kAwCePrija2hiZTfySO/rl4mvQQAAZiwL5afYOVFvEFqlsb6WSOikzDQNTSwUVDTLi/MVVLU+N9Z/6+tj/K7pW1dTIS49mS43FWKSsgCAuuoKgRkiIz1UV6JQKBEJ6ckbTn390DOcl//2VU5WhoaOAQBARVP/U2112v2b4lJy/DOEp+8ioFjSldS06+uqhUQlxaXkkBc9HT03H7WU9yQoqGgODg6+z3tDthTkZCmqaVONJaOgysDI2P61lTwQnoOLg5OHYZzItqKqZmlhbm9vD3KYcuOyk/XcoaGh7i4iC+vodede0iXwg9xEVFKmorQQ2UEFAORkZUz/dCC/OydD/Pd6OlHeTg8PDxM62rl4+PRmmwwNDWWmpyD23t6el08eGhgvnH7nwmKSIuJSTx8lky3pf9zS0JuNHSstOp6pw1t75tyW5oaMR/c09AwBACysOGl5lavnIvRmm0zfPwAAG56jrCi/7P279rbWZQ4bu4mEPdvWVZQU1tVUnj0ebG2kVPqeWsp7EmbONZOUVQz23VqY+7qupvJEsG9l6fs1LtvA94zlefofVWVFrDg2G3vnmKP7Uu8mNdbX5rx6ttl2wb7tG8Z3aLPahUQa8Nu6piAn6+mj5OMHdkrKKtDT06to6b3OTCvIyfpUVxO8a4uIuCQAoKRg9EJAZqGVbVtry5E9nhUlhan3kshPByH/BeydPaoriv3dHHKyMoaHhvKzX+zd7tTcWG9ubS8wQ2TxirWhAR6p95Ly3jzfucmOHoVa4bgZaRjo5RwaMKLv/amuJufVs5xXzzo72trbWpH3rS3NAAAXz903L52Jjwl7n/fmZIj/q6cPN27fPaVXUyfnODy7nLJGcf5bDV1DxKKuM+tabOSfzcztnFwD3NZusl0Qcuqy/pz5Z288PhHs62A5i46OTkZBJSL+rqLqBFLePwKDwURffXA00GurvXlfX6+UrFJY7E0dA2MAgIKqloHxwuMHdmrqz4m6ct9r3zEcnj18v8+XliZObt65Zks8/CYQ2RYRl4q+9vBEsK/z8nl4dk5z61VbffYDADa4+dZ/qN5sZ8aCY1u5dvN6t12f6j6E+LkyMFCv//pz5u8IDIuLPnrr6jl5ZY19YedWmmpM+Le6ENpDSV0n+uqDmLD9nuut+/p6t29YJqekfuZ6GvIQ2/dgZMRB3xA/t55uooqm/pnraRycI/reVeXF5EX45uWzF6JGdeM3LJsHAAgKj128cu2iZat7e7ovRh89echfVELm6NnrWvpzpvSKLr9x8J8/VwjkP4y+FNvzsrZf4a8Y4X+MQSD/ME7uv4q+N1y9IRCa5Ze4xkAgkH8DGN4QCM0CwxsCoVlgeEMgNAsMbwiEZoHhDYHQLDC8IRCaBYY3BEKzoPlxdD/bBwgE8q8AV28IhGaB4Q2B0CwwvCEQmgWGNwRCs8DwhkBoFhjeEAjNAsMbAqFZYHhDIDQLDO8/gYIoT/jhAz/bC8gvSllJkf2yRQqiPPw4ellhzlXW5lUVI/rePd3dvl5uShL84rwsi00N3+VOpu+N4LLWlh9H/6F6VEXs7KkTeqrSotzMhpoKSdcuTcclGN4QyD9Ad1eX3dKFzEzMFxOTmbHYC9dud3S0r7Ix7+/vBwBs2+L0MOXOwWMnE5NTBWYI2VotaGqcQN+bzJO0h3/cvUVpiTsXHRTgs855y60/nlqvXOWxaV36w6n1vemaidPVMZsEEomEQqHIgiG0ioIoj/NWD0+fgKmrQv5jvHr+zNrcuLi2hYuLW4IfV/Gpvanhk8W8mRcT7rBzcOqrycQnJs83twQADAwM6KlIWa+w9w+k1vdG6OnpMdJVNjYxizsXnZVfIS4pBQDQlBe1XLp838ERve2Njnaf6uvuP341uVdTr97fvn0LCvDRkBMR5mTUUhALCQwg/3a3nAjXueiI1cstxXiwhM7OwcHB0P17dFWkRLmZ1WWFd2137enuRmq6rLV1dlh5M/GKvpqMGA92vqHWu5xspKipsWH1cktxXhZV6RlRx48cCto9S0MOKSKRSIcP7NVSEBPhYtJXk4k9HfkjJ28nXZurpyrCxaQkwe/n7d7b2zv5uJamBnZLx8hE2NtYLDKZNf1Bs7NeWi2YI87LIsGPs7GYR063Yk6GyYlwZT5Nn6OjLMLFpKMseSPh8pR+Qn53EHWa1pZRjSphUbHCqkZ1LZ3nGY8ZGBiMTEb1vecYz898mvajro6GBHLz8K5a60S2VFWUN3yqn79wVN/b1Mwi7+0bIuHv6XsDAHZ5br0cd3bPgcOZb4t37TlwLibiwJ5d3x1luHLxvJKy2p2HGSysrDERx6IjjgYEHXqSVXAi5kL6w5SQoADyKeW9fZ357HHK41eFVU2cXNwem9cjRVs3rCl5X3AxMfnG/ce52a+TbyUist4AgL2+XtEnj+3w2/fszftNbtv3+Xlfjjs73sOU5Jub19vPm2+OjPsw5Y6Xq/Pk41rZrHyR8YTQOSIJRujsfP7s8dJlttMctLqyYsViUx4+/nvpL+88zGBlxS23NEHSLQwG00UkRoYfvnT9bkntl0VLbNw3OpYUFU7uJ+R3R1Nbj4eXz2Wt7bPH1PreH6qrBGYIMVDoe4uKi1dXTaDvDQAoKSqMjTl5NOI05U8pf6iuBACIio/qe4uKSQwPD3+o+Xv63m1fvyZdi9+6bYfVMltxSalltqsd1m+Mjz2N3FGg0WhGJqZde/Zr6eqj0eg16ze+yCuztFomKS0ze66J5dLlGY9TyV11dnaEHD3JxcXNhscvs11dUVbS09PT2PDp1fNn23z8Z881kZaRizx3qbN9RDmY0Nl5Kfb0ZjevlasdJaSk1zptWm7nEB0xgTR31PEjuvoGAUEhUjKy8+Yv9A8MuZ10jXxvM+G4i6yWDQ4Opj8auXt5eD95cHBwsfWKaQ568XwMAyNjxOk4JRU1FTWN49Gx/d++Xb96EQBAR0dHIpHctu8UERNnxeF89wZjWVju3Eic0k/Ibw2WhSXpXhoGg7G1Muvt6Vm3yvpGwmUkzyV0duLG6nvjcGxdxAn0vYeGhnZ4bFq/yU1BSYXSTiB0Iq1Ge2BjAwAQ/qa+d0lRAYlE0tE3IFvUNbV7urvJlw01jTGqfWGH9qtICQri0fw4+uiIY+3tbeRSCUlpLAsL8h6PZwcAdHa0V5aXAgBU1DQROxaL1TcYkVYpLiro7+83mDMqzT3TcE51ZUXb1zHKm4ODg+/z8wyN5lFUMxoeHs7LeTPJuHz8AnqzZj+4dwex30++ZWg0j4eXb5qDFr7LVVbVYGYeUSbm4OQUE5csKiygmCUd5A0Gg5GUkqmqKJvST8jvjpyCUvrLvPSXeYyMjF8+N7s6OyxfZPLtz+h7XzwX3fK52dt37z/l0hQ6KUQiAQDAzj4qI4xn5wAAdH1P+imLfL1cXz1/FnPhqqaOPiMj46Gg3VcuniOXMo2V6QYADA8Pd3d3ge9Rh8DFzVNVWU4ewtbKjEqau7W1hZNrVJq7r7eXRCIdPxJ8MuwQZedfvt8FTTguAGCJzYpA/x19fX2kgYGMJ6mhx6OnPyiRSBCjyJQAAHgOji7i6I0QC+uodCMzM7a3t2dKPyG0gZKKGgqNTnn86ln6o3WrrBOvxOE5OAhj9b07OztwbNT63p+bm0KCAmIuXMNisWO7HAk6AqGTDY8n90C2T8IU4c3GhgcAdHS0ky0d7W0AAByeWkl7eHj44f1kTx//mYZGiKXlc/PknYPvsdfVRSRb2ttG1klkiMhzl+QVx0hzi4iOkeZmxmIxGIzzFg87h/WUdh4evsmHtlhi4+fllvE4FdH6NLdcOv1B2djwlHMCAOhoaxMQFCIfdnZ0sHOMTH1XF5Gbh/cv+wn5LaivqyUQOhWVR/W9TcwsVNQ1iwsLVDU0Gz/V9/X1MX3X966pqpSWpdb3fvY4ldDZuWa5JaXRQFPezGLJ7v2hAICaqgoh4RF975rKChQKJSE5hb73FOGtoKSKRqNz3rzSnzUbsbx9k8WGx4/vl0Qi9fX2sn6XwiZ0dj66n0w3ldIS0k9JUaGyqjoAoLe399WLDG4eXgCAopIqIyPj19Yv0jIjG+mtrV/o6egZx0pz09PTq6hr1n+sI1fr7+9vavhEjq4fwc3NYzDH+HHqg87ODpMFFsjNzDQHVdXQuhp/nvyBtX5p+VBTRRm3OdlZJgvMkTOqrqpYYL74L/sJ+S04GOhfVVH2KPMteU0eHh7ubG/n4eWbPdd0aGgo7WGKpdUyAEBPT8+T1AfrN7lS9WBmseTZm0LyYVVl+YbVy+Ov35WVVxQSFhGXlHqQkjx77ojqdsrdW3qzZlMmiRMyRXhzcHLarVkfdfyIpLSssor6q+fPrsSd3brNZ7z6IQaDUVHXTLxyca6JWWdnR1CAz0LLpQmXL1RWlIlLSP2ofzEJSRU1jfDDB8QlpLh5eEMC/bm4eZAiHBvb6nUuR4P3cXFxq2vq1H+s3b3TU0hY9GLiHapOtnh4O69ZERkeam5p3dPTHXHsUHbWi5d5ZVOe/BKbFeGHgwmdHWFR5/7UoI4bNl88F+3l6uyxw6//27eD+/zwePYV9mtH5hSNjgwLZWFl5eMTOHEspP/bN6vltn/HT8ivj8sWjyULZrs6O6xe5zw8NJSd9SLxanxDQ73NSnshYZGV9o7+3u7Dw8O8fPxRx4/Qo1COzluQhtu3OjNjscFHTuDZ2fHs7OQOkW05CUlpZMXevnO35xYnEVExXX2Dh/fvPk17eOP+4ym9mlqjNPhoBA6P9/Nya/3SIigk7LkzwG37rglrhked89y6wUhXWURMwn/fQRV1zReZT6zmz36YkT1J/9GxV7dv3bBs0Tw+AUEPb19OLu78vJFnyIEhx/B49qAAn8/NTdw8vGaLrAICJ5DmtlhsHXXu0smw0MMH9rKwsurqG9764+l0Ysbc0nrnti3MWKzJAguycTqDiklIXr+bFrzXd76BJgqN1tU3uPXgKff3CxMAwD8wxM/brby0WGCGUPSFq8iK/Zf9hPz6qGvpJNx5eDQkaJ3d0t7e3vX2Nkoq6jfupSN/lBISFhm819d3u2t3F1FTR/9GSjoX14i+d1lpEQvL1N+B5XZrenq6T504GhLoLyElc+5y0kyDaeh7/yN/tfZ36OnpGejvJ1+3lluasrNznL10/ac69deJPR25e6dnQ8fAz3YE8tNA/mrtV9D3/vkeOKxY3PK5+UhEDDc3b/qj+y8ynlxKuveznYJA/joe3r+KvvfPD++YC1cDfLatt7Pu6e0Rl5A6eeYisikFgfymeHj7/WwXRvj5yTkEAvmX+CVSCAgE8m8AwxsCoVlgeEMgNAsMbwiEZoHhDYHQLDC8IRCaBYY3BEKzoJuJw1PXgkAgvyFw9YZAaBYY3hAIzQLDGwKhWWB4QyA0CwxvCIRmgeENgdAsMLwhEJoFhjcEQrP8rfA2UuQ9ezz4n3LlL3Ah6rChPNdcpT/xU+EJsVGawgyT16kqK1ITRL3LfvH3vIP8t6gqK3JdY2mkyKsmiDKU59pqb1FbNaLv3dvTHeLvZqwioCfB6rhkdlH+ZPreaSk3DGQ5PNdZU/asJoga/2ptmUJK4G+F9/a9Rw3mLZy63r8DiUSKCt1tYm59Jil9+q20Zxn5hUT9e15B/pv0dHdtsTdnYmI+HneHiRkbHnuL0Nm+dbXFQH8/AGDvdqenD5N3BUfEJDziE5yx2c6spWkCbbmB/v5D/u5B3i44NnZK+wwR8XM3HlO+ltg6CgqL4dk5J/fqb/3W2uIVDn+n+d+ki9BJIpH0jeZLyytPXfs7krKKkrKK/55X/zb/ESn1346SgpyWpgb/0FMcnNx0dHRq2rNCo686WM4qL85nY+dMvZt0Iu7OnPmWAABFdR1LfemEC1HuftT63hWlhTlZGVceZB/yd6e0M2NZtGYakQ/bvn55+jB579EzGIYp8tCpV+9ZMuxxUUeCvF0M5bn0JHGe6206vusEUSbnJYW5LitM9SRxs2TYtzkubfj4gdxDckLcEkN5HXGslaFCckIc2f7gTsLyeWraYszGKgKH/N37fiB2/bnxk88m29kK3NpizMuMVf+4dRUA8Doz3UiJFwDgs9FWR5xak+nS6fDZCtyvM9Nt5qpoizFb6Endv3kFKaJMzo1VBK7FRp4I9jVWEZglw+7msPjrlwkUv85FhMyUxpcU5lLZPRyttjstu3zm+AItUW0xZntzvdL3eUjR4OBg1OE9i/SldcSx8zVFDvq59vZ0TzmfJBLp1JG9C7XFtcWYF8+STYgdzTJmK3BfPX/SzWGxngRL11jBKsivAKLv3Ubx/REUFkvPb1BS18l+8QTDwDDTaFTfW3+O6evMCVJOYVHJSymvRMR/KPuBEHMsUFJGcZ659eTVwHTCG43BXIw+qqim/Ti/Me5OZlF+9oGdm6nqNH6qc142D4NhuJj8/ExSOpHQsXHl/G99fQCA1LtJQTtcrGzXxSU/X7bGZZ/XhvT7NwEA6fdv+m6xNzBemJSeH3Q89umj5EDvCcSuB/r7N9kuqKkoDTt/Myk933ihlZ/rmozUe5r6c5KflwIAAsPOp+bWj/e5p4sYF3Uk4mLys6IWEwvr3R6OFSWF46tdignjFZhx/011Ylpe2fu80+H7qeqkpdyIORZ4+HSCgoomdXM0Ju91ZnV58Y3HBQ+yPzBjWTwcrfq/fQMAXIoJi4855uEfkpSeHxQe+zztfuShgCnn89g+r/iYsM3e+248KVyzcfuxIO+bV0bkUzAYhttXz8sqqp6/9Yx5Gr96D/k/o6Kpx8XD57PJLiuDWt/744dKPgEhypV2hqhEXc0E+t5s7BzMWJbJB2qsr7115Zy737T2vKYObzpAJyYlZ7PamYGRUU5ZfZWT27NHyeS1COF6XDQA4NCpK7JKaoqqWsEn4xvra588vAMAiD8dZmy+dN1WHwUVzdUu29Zu9v7c1AAAiDt1VF3HwMM/RExK1sB4oYdfyMM7CeNvSF48ffChqiwgNFpLf46YlOyWHYEKKprXYqMwGAwbBycAAMvKys7JRdWKDtCRSKR1rj4zRMRZWHGuu4KZsSyPkhPHn52QmKTdeldmZqyQqISB8cLi/BzK0vd5b3a7OwYcijYwnmCLgY6Orre3e0dQOA7Pzs3L7+F3sKWpIfd1BgDAZo3LneelpouWiUrK6M02MbVclpWRNvl8EgmdNy6fcdi0ffHKtaIS0ssdNlouWxMfMyItjkKjGRiZXHfuV9XS/xV+Hx9CBTOW5XRiKhqD2Wy3sK+3Z7uTzf2bVxAhoS5CJ8tYfW9WVrburgn0vafDxZhjKhp66joGU1ed5taakvqoiLekjAKJRKqvraasUFyQI6+sgfuu48s/Q1hIVKIwJ2toaKjsfZ6i6mjzbQGH7De4Dw4Olr3P0zU0Jtu19OcMDw+/f0ctdl1amIdCoVQ09SidKS/On57boyLbohIyH75vY1Iiqzgq6YjDsxM7R3U/mz593LZu6ZpN263s1v1oCAlpBez3tRS5pR8ZZXj4TNh+E7UZGkIYNUFUfExYZ8eo1PmE81lRUjDQ368za1RaXGumUV11BTl1V1TTms5ZQ34WUnJKiam5iam5DIyMX1ua/d0cNq4w7f8z+t5T0tPdde96vLX9hmnWn9Y6wPJd9xMAwMSMBQD09fZQVugmEsqK3lHeAw/0939t/dzX20MikcYrbH/r6yWRSOdOHIyNDKW0f/3SQlWzm0hgZcNTaj7g8BzdXQQwDbAUSSwTM5bKZwTGsb5RplUHfbf2dHe1fm6aZIgfzcxBP9ecrIxDp66oaOozMDJGhu6+ffX85K26iQQAwOZVC6mkxdu+tiDpCRseaon+BsgqqaFQ6Iv3XmY9e+TpZHP3+kUcOwfVdgmR0MGKo9b3ng6ZafcHBvqNF1pNs/60wptAoWXd3U0EYyMHAMDKhlfXMQg4HE1pZGHBMTIxo9HojvavVB0yMWPRGIz9BncruzFi11zc1E+wWdnwXYTO4eFh8pee0NHGiqNWF58QYmcH23d98+5uIic373RakTG3XqVrOM9rw/LZphZzzawmrEOgWO27u4gAACyWdXh4+Nmju87b/Mm7nV/HPp+ccD5JpAEAQPDJeKoHATOEx0iLQ35NGutriYROymTQ0MRCQUWzvDhfQVXrc2P9t74+xu/63nU1FeLS1Pre0yErM1VVUx877c2XaV0/CnJfk9+XFxUwMDIKiUpSVlBS066vqxYSlRSXkkNe9HT03HwCKBRKVlEt781zcs0jezyP7PGkp6dXUNFs/FRHri8kIoHBMJCjkYyCiubg4OD7vNGkvSAnS1FNG0yDgtws5E1fb29ddYWkrMJ0WpFZuNRunrn1ElvHIO+NX36whtdWl5NjFbllkJRVIJFI3/p6WVhGlmgiofPZo7uUecGE8ymjoMrAyNj+tZU8J3gOLg5OHoax0uKQX5OTIf57PZ0ob6eHh4cJHe1cPHx6s02GhoYy01MQe29vz8snDyfczZmSty+fyatoTL/+tMK7pbkh+ui+jx+qXjx5cC32pImFDRPzmJx2mcPGbiJhz7Z1FSWFdTWVZ48HWxspIU+J7J09sl88iTq8p6Qw91psZMKFKBVNfQDA2s1ej+/fuhB1uK6msrwo39/dYd3SOT3dXVRDz5xrJimrGOy7tTD3dV1N5Ylg38rS92tctk3pMxqNvhB5OPd1Zl1N5UG/rQP938ysbKc5KZT4BB3HsuL2bd9AtR2KgGfn3Lt9Q2Xp+7L3747t8xYUFlPTMcBgMPIqmnevX6yvrS4pzN3uZDN3oRWho+1DVRmy1zLhfLLi2GzsnWOO7ku9m9RYX5vz6tlm2wX7tk/3Lgvyc7F39qiuKPZ3c8jJyhgeGsrPfrF3u1NzY725tb3ADJHFK9aGBnik3kvKe/N85yY7ehRqhePI45JAL+fQAA/k/ae6mpxXz3JePevsaGtva0Xek/80bWho6HNjvbDYFI/NKJlWcm5jv4HQ0b5mkf63vj7Deea+wSepKggKiZ698fhEsK+D5Sw6OjoZBZWI+LuKqloAAHPrVb093RdjjsWdOiIoLOYfGr1gyQoAwDxz6+DISxciQ08d2YtlYdXQMTx348n4rAODwURffXA00GurvXlfX6+UrFJY7E0dA2MwDdz9Dh7yd6+uKOYTEAo5dUVcSm46rahgYcUdiIhzsp6bcCHKbr0rVamkjKLBvIUea5d8aWmSU1I/EXcHg8EAAPYdO7vPy3mZscoMEQl332AFFc23L5+ut5pz5cGbSebTa98xHJ49fL/Pl5YmTm7euWZLPPwm0DOH/IIoqetEX30QE7bfc711X1/v9g3L5JTUz1xPQx5i+x6MjDjoG+Ln1tNNVNHUP3M9jYNzRN+7qryY/LW/efnshajD5D43LJsHAAgKj128ci0AoK21ZXBwkJVtWnemCHT5jYOT1zBS5LV39nDe5v9nTvYnkxAbdWSvZ259/786irfzCiKh43Ri6p9q9TvOJ+RPoS/F9rys7Vd4fgn/YwwC+Ydxcof63hAIjbLB3fdnuzDC1Mk5BAL5TfklUggIBPJvAMMbAqFZYHhDIDQLDG8IhGaB4Q2B0CwwvCEQmgWGNwRCs6D5cfBH+SAQ2gSu3hAIzQLDGwKhWWB4QyA0CwxvCIRmgeENgdAsMLwhEJoFhjcEQrPA8IZAaJa/Fd4Kojzhhw/8U678BSLDQ2WFORXF/twPmP+IDauXL7c0BQCUlRTx4+jfZP2T+t6+Xm5zdP6EkunfYY6Osq+X2/9nLAiZspIi+2WLFER5+HH0ssKcq6zNqypGhHF6urt9vdyUJPjFeVkWmxq+y51M3xvBZa0tP47+Q3UVlb23t1dHWVJdVng6Lv2t8N578Oi8+eZ/p4e/A4lEOhS022KxzY37j3+WD/84zmtWJF6OQ96XlxZrK0INg9+D7q4uu6ULmZmYLyYmM2OxF67d7uhoX2Vj3t/fDwDYtsXpYcqdg8dOJianCswQsrVa0NQ4gb43mSdpD/+4e2vCoqMHAxs/UWtm/oi/Fd4r7deqqP2JH1X/ZyF0dpJIJCOT+fKK/6dV8f9AQf6ozHDBO2rJ4d+RgYGBn+3C/4OCdzlNjQ2hJ6K19WbS0dHp6M06feFaX29vcWH+h+qqu7euh4afWrx0uY7+rMiz8aysuNjTUT/qqqenZ9f2rasdJxDMLS1+H3v65Ep7x2l6NXV4Swnio8IPe7m6yApzivOxrrOzbvs6IipEmZwXvMtdtshEnI9VShC/dqXVx9pRfe+ESxdmaciJcjMbaMgnXLpAtt9OujZXT1WEi0lJgt/P2733B/rejQ2fXNbayolwiXAxGemq3Ey8AgDIfJquIMYDAHBxWCnKTa1hFnMyTE6EK/Np+hwdZREuJh1lyRsJl8ml2VkvrRbMEedlkeDH2VjMmzJTOnH0oKQAGxJs73Lfrlg8X06ES4IfZ2akm/l0ApVmhOamRnsbCzEerLKkwNGDgZRF3759Cwrw0ZATEeZk1FIQCwkMQOQN+HH0H2s/eGxeLyPEcfRgoPtGx/qPdfw4+jNRxwEArV9aXJ0dFER5RLmZzYx0X2Q8oTyjeTPVRbiYZmnIpSTfJAs2UTHJR9na+sXV2UFFSlCUm3mmuuy56AjEXpifx4+jf3T/7nJLU3FeFkUx3qDdO8laHD9y6Vx0hLKkQNqDFCUJ/qAAn8mnlzZA9L1bW0b1vYVFxQqrGtW1dJ5nPGZgYDAyGdX3nmM8P/Np2o+6OhoSyM3Du2qtE5V9aGjI233juo2usvLT1duZOrwxGMypE0fVNLUKq5rupj5/l5vt47GJqk79xzobC2MGBoZ7aS9upDwmdHYsX2za19cHALh767qXm4vdmnV3016sWe/iuXVDSvJNAEBK8s3N6+3nzTd/klVwIubCw5Q7Xq4TXK76+/tXLp5fUVYSe/XWk6wCc8ulWzesSf3jnr7BnJd5ZQCA46fOvyv/NN7nLiIxMvzwpet3S2q/LFpi477RsaSoEABQXVmxYrEpDx//vfSXdx5msLLilluaTJIp3btz4+jBwDMXE1XVNfv6+lZZL2RlxSXdS3/w7I3eTENHu6U/auvmsrakqPBS0r0b9x+3tn6hzLV2eW69HHd2z4HDmW+Ld+05cC4m4sCeXQCAd+X1AICDRyPeFFZv2bZjw2b3GULCxbUtDk6bBgcH7ZYuzMnOOn0xIe1lnoaW7ipr87KSIgAAobNzre0SPDvHg2dvIs/EXzwX09I8sWTSJB+lx0bH/Ny3Z+ITn2QVeHj77fPzfpByB2kCAAgM2OHtt7esvi0kLPL0ybC4s6cAAJO4hGFg6Onpjj0TFXk2fsOm/8QugKa2Hg8vn8ta22ePqfW9P1RXCcwQYqDQ9xYVF6+umkDfGwBQUlQYG3PyaMTp8T+lfPF8TMvnZm/fvX/CrWbi0OQvTk4uXX0D8mFAUAgaja5pJiJFO3cHNROHtm7zYcXhyuvbkDq5pXX09PTRsVeaiUPqWjqWS5eTm2/d5rM/NByxU3Ybde4SHR3du/J6qtHjEm4DAO6lvSBbVNU15xibNhOHimtbAABnL10f7/PBoxEAgKR7achhfds3VhzO3cu3mTjksnUbGx7/oaUbKSqta2VgYPDde6CZOLRoiY2h0bxm4tCzN4UAgOTUzD+eZDEzM4dHnUMqN3QM5JbWVTcRkMPqJgIA4MzFhPEOkAMVOWzsJAmLisnKKzYTh0pqv6DRaGRE5LXZ3QvLwvLxa1/tlx4AwInoWMTu6rlTWEQUeX/l5n0AwI2UdHKHUtKya9a5NBOHTp2/DAB49qYQKXpdUElHR7fOZeuf+ijfVzcV1TRTTrLjhs3kqfD0CSAXGZuaaenqT+7SscgzAIDLN1Km/HbR0uvZm0IlFTUkrEwXLoo8G/+pvb+ZOGS/doOSihplTeT72dhJouqhsZOkqaO3ZduOZuJQ+ss8AEBWfgVSVFDZwIbHI1MadChMQHDGdFya1r23upYO+b2snCKJRKr9MEbfOz/vrYqqBp6dHTmcISQsKi6Rk/16aGjofX6emsaoMPXu/Yect3gMDg6+z88zNJpHts80NBoeHs7Lodb3LnyXh0KhNHVG9b3VNXWKCvOn5bbmqL63pJRMVUUZAKDwXa6yqgbzd400Dk5OMXHJosKC8c0/faxba2u1yc3LzmFExhSFQhXm59pYGIvzsvDj6CUF2AAA7e1tAIC+vr7Ojg7k1d/fX1leCgBQUlFHGtLT05OdKSkqIJFIOvqj8uvqmto93d0faqj3SCnJz3uLRqP1Zs0md6g70zAnOwsAUFFWisFg5BSUkCIxCUkubp4fzskPPsq2r63uGx1lhDj4cfT8OPqCd7nIeZE9HG0lr4jM5CQuIahpTkvpkWaQU1BKf5mX/jKPkZHxy+dmV2eH5YtMvv0Zfe+L56J/tD4H7PCYYzzfZMGf28melowBK4UeNTMWCwDo7Rmjld1FJLwveEd5D9zf3/+l5XNvTw+JRGJmpr437uvtJZFIx48Enww7RGn/QnHrgkAkEtjwY/S98ewcXcRp6XuzsI4qljEzY3t7e5AOxcTHyJviOSbucNf2rd1dXZ8pEt3y0mIXh5UOTpsuJibz8vEPDg4KcYxkXEcPBkaGj2iVn4iOxeHxAAA2/KgcFNt3aSgikQAAYKfQQsWzcwAAugiTnVQXkUgikST5Rz8IEonEwckFAOjqIuJwbJSVKcelYsKPsq+vz2HlEkFBoftPssQlpNBo9GJTwzGtcBStmLHIpz+JSwjs4/Re/wsoqaih0OiUx6+epT9at8o68UocnoODMFbfu7OzA8dGre/9ubkpJCgg5sI1LBZL1Wf6oz+eZzzOyC76s85MK7w7KPSou7qIYGzkAABwbHhdfYPDETGURlZWHBMzMxqNbmuj1vdmxmIxGIzzFg/ywojAw0Ot783Ghid0jtH37mhvw01PRa2zo4Odg4PsNjcPL9Ih5ekAADra2gQEhcY3t1lhbzh3npP9MtOFFgsXWQEA0h/eZ2BkDAw5hshHtXweVe1eu2GT6UIL5L2klAySXxA6Rz/U9u+TgMQ5pQ8d7W0AANyPYxIAgGNjY2JiSnuZR2lE0aMAAFgsC3Hs5al93ISPjjXRR1laVFj3oebUucvSMiMqiy0tzQIzhH7UioWFdXKX/oPU19USCJ2KyqP63iZmFirqmsWFBaoamo2f6vv6+pi+63vXVFVKy1Lrez97nEro7Fyz3JLSaKApb2axhJWNrbOjQ0NOBDEODw8PDQ3NYMcEhhzbsNl9Eq+mFd6UGVdRYT4jI6Po2AVQXVPnRsIlMXFJZCcGAFBdWcHHL0BPT6+kovb65ai+9+6dngCA/aHhKuqa9R/ryN+n/v7+poZP5Ggko6quOTg4mPf2DTk/f/vm1TSzvpzsLCSZ6e3tra6qWGC+GACgqqF1Nf48ea5bv7R8qKmiusogLF1hp6tvYLtmnberi4aWLh+/QFdXFxMjE1ka7vrViwAAZB9FWERUWESU3FZSWhYAUFT4Tkd/FgCARCJlv37JycUNAFBQUkWj0TlvXul/T2vfvsliw+MlJKWR/XPKjRnye3VNnb6+vqGhIVm5kV3T+o91yAVLUlpmYGCgrKQIyc/LSora20bz6vFzQn5P/ihz3rwCFEt0dtbL2ppqFTVNilavzS2XklvJyitO7tJ/kIOB/lUVZY8y35LX5OHh4c72dh5evtlzTYeGhtIeplhaLQMA9PT0PEl9sH4TtdqsmcUSZKcDoaqyfMPq5fHX78rKK6JQqM1u28lFNxKuJF6JS7qXxssnMLlX07r3bm5sOBK870N11ePUB+djTi6yWkaVbzs4bSQSCR6b1pUUFdZUVYYfPjBbW7EwPw8A4LzF40XGk9D9ewre5Z6PORl7OlJLRw8AsMXD+37yzcjw0JqqyqLCfFdnhyULZnd3Uet7zzU1k5VX3Om5JTf7dU1V5YE9vqXF7ze5ek7pMxqNjgwLzXqZWVNVuWv71v5v36yW2wIAHDdsHujv93J1rigvLSrMd9/oiMezr7Bf+6N+DoQeZ8HhPLc4DQ8Pa+roff3aejX+fHNT44UzUaXFRbx8/CXvCylXaQRhEVEtXf2IY4eepD0seJfrucWJfOXm4OS0W7M+6viRP+7drq+rTbwcdyXurMuWbWg0momJiZmZOetlZmF+3sDAADsHe8vn5qyXmR9rP8yea6Ksqu66YU3Wy8z6utrbSddMDTTiz8cAAEzNFrHicH5ebu9ysl+9yPB238jDS50ETf5RKiirMmOxZ09FNDc1pj/6I2i3j4mZRXVlOfle6dH95NtJ1z7WfjgXHZH1ImOZ3WoAwCQu/Qdx2eJRXlrs6uzw6kXG8NBQdtaLbVucGhrqbVbaCwmLrLR39Pd2v3s76fWr5xsdbelRKEfnLUjD7Vud/Xd4AADw7OxyCkrkF3ILKSEpLSQsIiA4g7KIl48PjUbLKShxcnFN5hOY3s65t+/eDZvdOTg5mbFYS6tl5B1y8s55M3HoUeZbQ6N5zFgsloVFS1f/6q0/yD0ciYiRkJJmYGCQlJY5FnmGbI+OvaKgpMLAwMDByWlmseTVu/IJHXhXXr/YegUbHs/AwKCiphGXcBuxT75zjkaj76W9UFZVZ2BgEBWXOBOfSC69l/ZCb6YhExMTCyursalZRvZ7xD5+5xyxJ6dm0tPTBx850Uwcctu+i4ubhw2PX263pqqxc4f/PiwLi/MWj/E+vC2qMTSax8jIyM3D67Vrz7Yd/pLSMkjRx699W7bt4BcQRKPRImLifvuCmwiDSBHSoYDgjPL6tpySWmkZORZW1h3++5qJQ0U1zcvt1nBycjEyMkrLyAUdCiOPlXQvTVZeEYPBSEhJn7ucpKtvgOxgT/+jPBOfKCImzszMPNNgzvPckmu3H+DZ2VXVNZGpOBOfaGJmwYzFcnFxe3j7kb39kUvIzjmyb/zfed3648lMQyNkg5mdg8NgjvH9x6+QotovPc5bPLi4eZiYmGbNnkv+yjUThzS0dZFvHdWLauec8jX9nXO6ZuLQ5PGvIMrjvNXD0yfg71zb/s/Eno7cvdOzoeM/8fdS0+cvfJRlJUVGuirJqZm6FFv9kMmR4MdVfGqH+t4QCA3i4Q31vSEQGsXD2+9nuzDC1Mk5BAL5TfklUggIBPJvAMMbAqFZYHhDIDQLDG8IhGaB4Q2B0Cz0YHjqShAI5PdjGNBXfB2CEQ6B0BrDoOLr0P8A38QadPDSjL0AAAAASUVORK5CYII="
|
<image>Wanda has $0.50. Does she have enough to buy a piece of polka-dotted paper and a piece of pink paper?
|
no
| 151 | null |
no
|
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"
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<image>A grocery store tracked how many bananas it sold each day. On which day did the grocery store sell the most bananas?
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Wednesday
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Wednesday
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"
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<image>Mrs. Boyer, the science teacher, informed her students of their scores on Monday's test. How many students scored at least 20 points?
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8
| 153 | null |
8
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"
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<image>At a swim meet, Malia noted the size of various swim teams. How many teams have at least 20 swimmers?
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16
| 154 | null |
16
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
nonlinear
| 155 | null |
nonlinear
|
"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"
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<image>A city planner counted the number of floors per building in the downtown area. How many buildings have at least 41 floors?
|
14
| 156 | null |
14
|
"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"
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<image>A high school basketball coach counted the number of points his team scored each game. How many games had exactly 16 points?
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2
| 157 | null |
2
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"
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<image>For a social studies project, Emily counted the number of classrooms in each school in the city. What is the smallest number of classrooms?
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29
| 158 | null |
29
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OLuLnVS9vPD9prVD2rO3L4STiGgBg67K1tbUVjdwuXOU+pt1MDpzZv9JvVc79HFGV6GLixYuJF8NXbx3jO3p79FblByIKqf4xdTHpolizV6yPEMVVFYVTS0vKzj6f1SqUPytvt4Pyr8ql4PX09YiNGvHrlwrQZBQnF0WN3uPX4xxUqx2ny9GDkjJJjaS+vl4x/ipKK1p0G+TlmnQv4f6d7Gvnr6VfzbiYeKmirOJMXEL46m0rvg/pxLeA3sSbf0yKIcQfN2J//L7WHXIf5L26gzLlgVT5vIKqojAz6hCK11wUVS+zlcrlVZRVvOJUtBXPiti4c/MusSGpkdxNu9uiW1VFVcE/Bf0G9p27+OPtUVsv5adY9bYEgPROLeiJ3tCbf0xWvS2JucyDvx8qCsXXSmpFQpGKHZRdv3BDsa04S0BUaEUdRXFymTB9PFFzM2LTz08f/wsAaVfSB3cf0kfbduuatk9F88cNJzY2r9hSUVYhqZF8t3S9YmmQsPbLbx27uHzo5qs4aolFYqIguUk3E/LeDuqQTvmYGAzGhOnjAeBp/tOfN++Ry+V1dXVLZwfZc52cjF0ryira7aD8bOdPp5yIPtnY2JiRmkEsAtLpdP74EZ33pjUIxcnFwtoieEMQAOQ9/Gdor+GDug2e6vmRVCrt0/+9z5Z80uZDps//yMLaAgCuX7zhYupmz3U6HXvG631PYi9RavPjRXO6mHQpe1b+fj/vwT2GDLHw8jD3KiwoYuuyFQU9EeU662MK3ricGBLfr9hiz3Vy6uJ6Ji6BRqOFbgom1obb7aAwYtyIwFlLbdkDfD2mCSuFADDbf5byii9SHfW3XFgQ7LfneIT7iMEcfb1qkdi6j/UXX/n/7+JhrhG3zf66erq/J0eOmjBSV0+XY8Dx+sAz5kI0z45H7CWWe236WMelHpkTIOjFsxKLxMJKkRXPak6A4NTtP1Vc2UFvQWd9TCZdjY9di/008BPzXub1dfV6HN1ho4ceTPh1ht90FTsofDBpVPhvYb3es9LW0e5p2SNwzZert33daW9Yw3SgnCvScKqXc/3POXbo+LI5ywFg494NM+Z/RHU4/3kdLueKEEKqw+SCECIFJheEECkovogOIXUwefaHk2d/SHUU7xqcuSCESIHJBSFECkwuCCFSYHJBCJGi6SI6hBDqXDhzQQiRoulU9KV5eCMC1A6vX5wBhwpSATFUcOaCECIFJheEECkwuSCESIHJBSFECkwuCCFSYHJBCJECkwtCiBSYXBBCpMDk0pJUKl25ciWDwXB1daU6FqRe0tPTbW1taTTan3/+2XpvQkICn8/ncrkcDsfNzS0qKurtR6hWMLm84N69e+7u7rt27aI6EKReGhsbN27c6O7uXlhY2GaHmJiYsWPH5uTk+Pv7BwUFicVigUAQHh7+luNUK5hcmgmFQhcXFzqdnp6ezmQyqQ4HqZHVq1evWbNm/fr1oaGhrffW1tYGBgb27NkzIyNj06ZN33zzTVpamoODw9dff11cXPz2o1UTmFyayWSygICAK1eu8Hg8qmNB6sXU1PTKlSvBwcE0Gq313qSkpOLiYn9/f2NjY6KFxWIFBQVJJJKjR4++3UjVCCaXZl26dAkLC8M5C2ptyZIlr1iDS01NBQAvLy/lxqFDhyp2aSZMLgi9qdzcXACwsrJSbrSwsKDT6cQuzYTJBaE3JRKJAIDD4Sg3MhgMNpstFAopCop6mFwQIotcLm9zjUZDYHJB6E1xuVwAaDFJkclkEomE2KWZMLkg9KZ69+4NAHl5ecqNeXl5crlck888YnJB6E15enoCQEpKinJjcnIyPD9npJkwuSD0pvh8vqWlZURERFFREdEiFArDwsKMjIx8fX2pjY1CWCu6WUpKyunTp4ltmUz29OnTFStWEL8GBwcrro9CGmj16tVSqRSeX7dy8ODBS5cuAYCTk9P06dOZTObu3bt9fHycnZ0FAgGTyYyJicnNzY2MjNTkNRfw3Ofkuc9JjuTyjRs3vuyv9PDhQ6qjo54mDxUdHZ02B4ZAIFD0OXfuHJ/P53A4enp6Xl5e8fHxFAZMLWKoNBVFw3oRqF1YWgSpCEuLIIRIhMkFIUQKTC4IIVJgckEIkQKTC0KIFJhcEEKkwOSCECIFJheEECmaLqJDCKHOhTMXhBApmv7hIl7TjdqFl/8jFeHl/wghEmFyQQiRApMLQogUmFwQQqTA5IIQIgUmF4QQKTC5IIRIgckFIUQKTC4vKC0tDQoKsrW11dXV7dWr15QpU+7cuUN1UEgtnDp1is/nd+3alcvlOjk5bd26tb6+XrlDQkICn8/ncrkcDsfNzS0qKoqqUNUEJpdmZWVlgwcP3rp163vvvbd8+fJhw4adPHnS1dX18uXLVIeGKBYeHj5+/PiHDx/Onj3b399fKpUuW7Zs8uTJig4xMTFjx47Nycnx9/cPCgoSi8UCgSA8PJzCmKmnyfUiWli0aBEA7Nq1S9Fy7NgxABg7diyFUakPjR0qxcXFDAaDx+NVVlYSLVKp1MXFBQCuXbsml8slEkm3bt3Mzc1LS0uJDhKJxMHBgc1mFxUVURY3dYihgjOXZkwmc/To0QsWLFC0TJo0SVdXNysri8KoEOX++eef0aNHr1q1SlHhTEtLa+rUqQBAjI2kpKTi4mJ/f39F5TwWixUUFCSRSI4ePUpV2JTDiovNWk9i6+vrpVKpiYkJJfEgNeHm5hYfH9+iUSKRAAAxNogyjF5eXsodiCrRqampAQEBbylQNYMzl1f5+eefpVKpQCCgOhCkXoRCYWRkpJmZ2ahRowAgNzcXAKysrJT7WFhY0Ol0YpdmwpnLS6WkpAQHB3t4eHzxxRdUx4LUSH19vUAgyM/PP378OJvNBgCRSAQAHA5HuRuDwWCz2UKhkJoo1QDOXNoWHR09evTogQMHnjx5Ultbm+pwkLqoqKjw9vY+ffr03r17fXx8Xt1ZLpfTaLS3E5gawuTSklwuX7NmzaxZs95///3z588rlugQys7OHjx4cFpa2rFjx+bNm6doJxZ6W0xSZDKZRCJRrAFrIEwuL5DL5fPnz//222+XLl164sSJFhNdpMlu3brl4eFRW1t7+fLliRMnKu/q3bs3AOTl5Sk35uXlyeVyHo/3VqNUJ5hcXrB06dL9+/dv2bIlPDycTsc/Dmry8OFDb29vU1PT1NRUe3v7Fns9PT0BICUlRbkxOTkZnp8z0kz4/0+zuLi47du3L1u2bPny5VTHgtRIQ0PD9OnTGxoaEhMTe/To0boDn8+3tLSMiIgoKioiWoRCYVhYmJGRka+v79sNVo3g2aJmISEhACCTyVasWNFiV2hoqJGRERVBIepFR0dnZGS4uLj89NNPLXa5uLhMmzaNyWTu3r3bx8fH2dlZIBAwmcyYmJjc3NzIyEhNXnPB5NIsJycHAHbs2NF61+eff47JRWM9evQIANLS0tLS0lrsmjt37rRp0wBg/PjxycnJ3377bUREhFwud3Jy2rlz57hx4ygIV200FUXDehGoXVhaBKkIS4sghEiEyQUhRApMLgghUmByQQiRApMLQogUmFwQQqTA5IIQIgUmF4QQKZouokMIoc6FMxeEECma/m0RXtON2oWX/yMV4eX/CCESYXJBCJECkwtCiBSYXBBCpMDkghAiBSYXhBApMLkghEiByQUhRApMLi/Izc2dN28ej8djs9k2NjYzZsy4e/cu1UEh6jU0NERGRnp4eHTp0sXIyMjFxWXXrl319fXKfRISEvh8PpfL5XA4bm5uUVFRVEWrJjC5NEtLS3NwcDh06JCHh0doaOiQIUPi4uJcXV2vXr1KdWiIYh9//PHcuXOrq6v9/Pz8/Pxqa2sXLVpE3PefEBMTM3bs2JycHH9//6CgILFYLBAIwsPDKYyZep77nDz3OcmRXD5y5EgajZaSkqJoiYuLA4CJEydSGJX60NihcuHCBQDw9vaWyWREi1QqdXFxAYC0tDS5XC6RSLp162Zubl5aWkp0kEgkDg4ObDa7qKiIsripQwwVnLk08/DwWLFixbBhwxQtPj4+TCazRQ1gpGloNFpAQMDatWsZDAbRoqWl5ePjA8/rQyclJRUXF/v7+xsbGxMdWCxWUFCQRCI5evQoVWFTDouiNVu3bl2LlidPnkilUqLMONJYXl5eXl5eLRpzc3PheQn61NRUoptyB6JKdGpqakBAwFsKVM1gcmmbUChMS0sLCgricDirVq2iOhykLhoaGp4+fXrw4MHIyMjp06c7OjrC80RjZWWl3NPCwoJOpxO7NBN+LWqDoaEhl8sdOXJkv379MjIyBg0aRHVESC1s27ZNS0vLysoqIiJi79690dHRRLtIJAIADoej3JnBYLDZbKFQSEGg6gFnLm3w9/d/9uxZdnb24cOHnzx5cvDgQRsbG6qDQtRzcnJavHhxUVFRSkrKkiVLqqqqli1b9or+crmcRqO9tfDUDSaXNmzcuJHYuHDhwpgxYyZPnpyenq5YzEMaa/jw4cOHDweA2tra2bNnBwUFWVhYTJs2jcvlAoBQKFQs6AKATCaTSCTELs2EX4teZdiwYePGjcvMzHzw4AHVsSA1wmKx1q5dCwCxsbHwfFm3xVnFvLw8uVzO4/GoCFAtYHJpUlRU5OjoOHfu3BbtcrkcAMRiMRVBIbXw3XffvffeexkZGcqNygPD09MTAFJSUpQ7JCcnw/NzRpoJk0sTMzOz6urqw4cPX79+XdH44MGDxMREDofTv39/CmND1LK2tn706NG6desaGxsVjbt27QIAd3d3AODz+ZaWlhEREUVFRcReoVAYFhZmZGTk6+tLSczqANdcmu3du9fb23vo0KFTpkyxsbF5+vTpkSNHxGLxzp072Ww21dEhysycOfPQoUNxcXH29vbe3t5aWlrnz5+/ceMGj8dbtGgRADCZzN27d/v4+Dg7OwsEAiaTGRMTk5ubGxkZqclrLnj5/wvS09NnzJhhbW2tra1taGg4atSoEydOUB2UutDkoVJTU7N9+3YXFxcjIyNtbW0ej7dkyZKysjLlPufOnePz+RwOR09Pz8vLKz4+nqpoKUcMlaaiaFgvArULS4sgFWFpEYQQiTC5IIRIgckFIUQKTC4IIVJgckEIkQKTC0KIFJhcEEKkwOSCECJF00V0CCHUuXDmghAiRdM/XMRrulG78PJ/pCK8/B8hRCJMLgghUmByQQiRApMLQogUmFwQQqTA5IIQIgUmF4QQKTC5IIRIgcnlpZYtW0aj0ebPn091IEi9PH36lMvl0mi0goIC5faEhAQ+n8/lcjkcjpubW1RUFFURqgksLdK2mzdv7tixg+ookDr64osvWpeXj4mJmTlzprm5ub+/v46OTmxsrEAgKCoqenUx6XcbzlzaIJPJ/Pz8sBAaai02NvaPP/6wt7dXbqytrQ0MDOzZs2dGRsamTZu++eabtLQ0BweHr7/+uri4mKpQKYfJpQ0//PBDZmbmli1bqA4EqZfKysovv/xy/PjxfD5fuT0pKam4uNjf319RiJ7FYgUFBUkkkqNHj1IRqVrA5NJSTk7ON998s2jRIjc3N6pjQeolJCREJBLt3r27RXtqaioAeHl5KTcSVaKJXZoJ11xaWrhwoYmJyfr162UyGdWxIDVy4cKFffv2bdu2zdLSssWu3NxcALCyslJutLCwoNPpxC7NhMnlBQcOHEhOTj558iSHw6msrKQ6HKQu6urqFixYMGjQIKI4dAsikQgAOByOciODwWCz2a2XfjUHJpdmJSUlQUFB06dPnzBhAtWxIPXy3Xff5ebmpqWl0ekdWEmQy+U0Go28qNQcrrk0CwwMlMvl27dvpzoQpF7u3r27efPm4ODggQMHttmBy+UCQItJikwmk0gkxC7NhDOXJqdPnz58+PDmzZulUilxcRQxVmpqagoKCgwMDAwMDKiOEVFALpf7+fn17Nnzs88+U1w1V11dDQBFRUUAYG5u3rt3bwDIy8uztrZWPDAvL08ul/N4PCqiVguYXJokJycDQEhISEhIiHJ7dHR0dHR0aGjopk2bKAoNUUksFhNnfFqniUGDBgGARCLx9PQEgJSUlJEjRyr2EiOKOGekmTC5NJk3b96IESOUW8Ri8YwZM7y9vRcvXqzJxx8Nx2azT5482aJx7969J06cOHDggLGxsba2Np/Pt7S0jIiI8Pf3NzMzAwChUBgWFmZkZOTr60tF1GoBk0sTW1tbW1tb5RbibJGFhQWu72oyBoPRegAkJSUBwKhRo8zNzQGATqfv3r3bx8fH2dlZIBAwmcyYmJjc3NzIyEhNXnPBBV2EOsH48eOTk5P79esXERGxY8eOHj16xMfHz5kzh+q4qNRUFA3rRaB2YWkRpCIsLYIQIhEmF4QQKTC5IIRIgckFIUQKTC4IIVJgckEIkQKTC0KIFJhcEEKkaLqIDiGEOhfOXBBCpGj6h4t4TTdqF17+j1SEl/8jhEiEyQUhRApMLgghUmByQQiRApMLQogUmFwQQqTA5IIQIgUmF4QQKTC5NDtw4ACtLevWraM6NKR2njx5smDBAisrK21tbS6XO2zYsKioKKqDUi9YWqQZUUtk5syZlpaWyu1EySuEFLKzsz09PcvKyhwdHYcPH15ZWZmcnCwQCDIyMrZs2UJ1dOoCk0szIrksW7bM1dWV6liQWgsMDCwrK9uzZ4+fnx/R8u+//3p4ePzwww8BAQHKRV01GX4takYkF0NDQ4rjQOqtqqoqMTHRzc1NkVkAoEePHn5+fnK5/MaNGxTGplZw5tJMObmUlJTQaDRTU1NqQ0JqiMPhlJSUsFisNvcaGRm95XjUFs5cmlVVVQHAtm3bjI2Nu3Xr1rVr1969ex86dIjquJB6YTAYJiYmHA5HubGmpubgwYMmJiaDBw+mKjB1gzOXZsTMJSoqavHixdbW1g8ePPjxxx/nzJkjFosXLlxIdXRIfT158uSjjz7Kz8+PiYkxMDCgOhx1geVcm509e7aiomL06NGKg1JWVpaLiwubzS4sLNTR0aE2PMrh/Vza9Ndff02fPl1PTy8mJmbIkCFUh6MW8H4uLY0cOXLKlCnK0107O7tx48ZVVFRkZmZSGBhSW3l5eZMmTTI3N09LS8PM0gIml3Z07doVAKqrq6kOBKmjgwcPSiSSH3/8kRgnSBmuuTSprq7+7bffDAwMBAKBcntWVhYAWFlZURQXUmtTp051d3d3d3enOhB1hMmlia6u7oYNG8rLyx0dHfv37080xsfHX7hwwdHR0cbGhtrwkHoaMGDAgAEDqI5CTeHXoiZ0On3Hjh11dXXu7u7z589fs2bNtGnTfHx8OBzOnj17qI4OqakxY8bQaLRbt25RHYg6wplLs8mTJ58/f37Lli1nzpwpKSkxMTGZNWvW6tWr+/TpQ3VoCP33YHJ5gZeXl5eXF9VRoP+MM2fOUB2C+sKvRQghUmByQQiRApMLQogUmFwQQqTA5IIQIgUmF4QQKTC5IIRIgckFIUSKpvu5IIRQ58KZC0KIFP8PKHtIXFvX6UUAAAAASUVORK5CYII="
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<image>Each field has 10 sheep. How many sheep are in 5 fields?
|
50
| 159 | null |
50
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"
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<image>How much money does Caden need to buy a piece of striped paper and a piece of pink paper?
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0.54
| 160 | null |
0.54
|
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"
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<image>Dr. Martin, a pediatrician, weighed all the children who recently visited his office. How many children weighed at least 40 pounds?
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11
| 161 | null |
11
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O+m2PPR+MVfomDihqa9AfgiA9AsW+D6RCE/hb3LdVKmWQhLb9WxnBUFZPx95zpSVfizeBEQTpJVCb98PJk0WrTB+2lapCE5iyqsrq6atM2twGQZCegmLfJ+Rvcb+ni4AgSOtQmxdBkL4IxT4EQfoiFPsQBOmLCLYnHDveCkEQ5L+FDADBC//s6WIgsDDYG/0iEOTzWBjsjdq8CIL0RSj2IQjSF6HYhyBIX4RiH4IgfdFnin01QsKkaLXZMSo1QjRJ8yeHrjaCdKg7Y19MCe33HGarf2+p5dRXfFIOl7IlrWuvgEfagq42gnyMbnuedzeHdTZPHgCYZMk8g+az9tkpNxizhE+5lJgSWkwJbYxGfXcdt29CVxtBPlI31PtqhATfe0rYnyIA1ApbyVORIv3Zthpb/pXD6ky2zx89tySY4z+OivYeQ776PeB/NdU1H1/mL9cnutoAMFJ5uCXB3EXVmV/Hx1fu9t1lSTA/tv3IRxX63yJCwi0J5l9bz+zGPDvjZf5Lr5EL7Bm2zv2dyt/8a4a2nioS0oM+Nva94pO8E5VjSmitJs2OUdnz7m/PhCX83qQWWx9RyOj8IQZoD9DU1ySSSNkPs3/fdni29ayi3KKPLPYX6jNc7cqyytOBJ7ultL3NH9uPpiemKWuoTJ47RY4mJ5ukrqk+cvIo25F2PVU25PP7qNiXw6XMjlHN4bby6nYA+LuQkcOlnMmTP5PbVEmZpt1UocCrLZ1xPC7kau71O5V3/4w5oTpQ7XXh67Wzf5T2vfn+Ps/VJhKJp/ad5Fb29rm0pVKpRNK1CYJLikoA4OtlX284sFGRrSib5DB22KHI/204sLE7i9gJIhF6m3eP+fDYF1HImB2jUtt2T6LM354CtjCQIZ6mxQeAHC7lFZ/UpcMRCAT70Q7b/ggAgOyH2Sm372HrQw//NdNiuj3D1lVz7Pbvf6rl1gLA2QNnLAnmbvoT8d0v/RlmSTCfpDv+Cw2an+1qj54+ppZbe2L38ZZJv287bEkwXznjB+xjQ30DdjsiP+cFAKz+epUlwfxM0Ok/dhwbqTx8hJLjwU0HxGLx7pU7h7OHuWqOvXLismxuRCLx3q3kr6xm2tFsvraeybmXiSfdunxzjt3sofQhI5WHByzdyqttuqH541e+2CG2eW+xZ9hm3M1oWch/Tv/tYfv1UPqQYcyhC0d5JkXfwdbb0Wzu3UoGgMD1v1kSzN++fCO7V7M2r1QqPbP/1DSTKXY0m4k6rvvW/IqXobqietuSraPVR9pSrb+2npl4LaGtK5kUfWe+01x7hq2LqvPqr1cV5zU1VrB7CykxKV7O8x3k7do/ZWjjGw4Ao1RGWBLMM+4+XP/tWgd5u4k6rjfDblSUVnw/aZmDvN0sS/fHqY9aLVhdTd3OH34ZN3D0UPoQd/NpF46cx5MaGxoPbT442WDiEDmrkcrDV3+9quBpPl4MS4K5r/uKtITUr61nOsjbzXWYk/0wu8PfWvmb8m1Lto7XGmtHs5mgPW7Pqt18Hh96gS7EvohCxvBIDcsrA7Cfzens9rcfyBC3bHYNVW6aojS1jPoBxR0xyVlDSwMA0hJSAeCvg2d3+PxSXVE9d+U8BUX5C0fOb//+JwCYOn8qlUZ9+aL4SfoTbMe4v2MBYMr8qS1nU+2deupqz/OdT6aQQw/91eyOWIdodBoAXD0TGRt+28TGtKaq5o9fjq71WP049bGJjenbl29+XhbwuvA1vn11RfXmhZv0TPVUNFSeZj5dMf2HhvoGALgZduPHWb65j57PWf6NlZP1pT/CNsxdh+1CpVEBIOrctRsXow0sDGn05icVvOe4/wK/55xnzpNH2owYkpaQ+n+TvouNiAGAb36Yq66pDgBDnG3nrpzPYLZXFz7oH7Rn1e7ykrLxX0+gMWgn94Ws+XoVAAiFwmWu3pf/DBukp+m1dlHpq9KV03/gpHBa5nAnKnG52/ece5nDJ44wsDC4GXZjkcvCyrJKAJCjUQHgwMb9L/NfGQ42av+U2/qGAwCVTgWA3St31fPrNbQ1Xhe+3rJo08Z5GxgKDNVBas+znm2Yu75l1VgikfhM/v7cob8oVLkJHhMr3lZs//6nP3f+gaWumrny2PYjddy6iR6T1Aap3Qy7Mc/xW+y3RqXTAKDwWcEmz43G1ib9VPpl3c9a8/UqrOrazin8OMv38p9hhoON5iz/Rl1T/cz+U5u9/Nu5+J9NV2JfEaOdeker5hrUYQsPypturxizhdjC6y7W+3Ca+poAUPa6DADKS8rGzXL1/9/mlTtX+R3yB4CYK7clEoliP9a4Wa4AcPNiNAAI+IKUW/cAYOqC6R920M+vp662upaG+6KZAr7g6M9d698gEAkAUFZSFpxw6kj0sUF6mgDwLPPpifiQY7f+VB2oJhKJ7sek4NuXFJXsPvfrntC9Z+79RaVRK0srbl26CQBHfvodAJZt/m713rUH/z5sONgo/p+4nIwcACCRSQCQ++j5pazwcw/Om9mayxagprrmSMDvAOD/++bfwvb/HnV0zvJvpFLpQf8gAFj96xptIx0AcJk2ev3+DUwWs60T4VZyT+4LAYCfQ37ZcXrX6eS/WEqsB3EPnqQ/if8nLvthNpPFPHrzjx+2r9h0ZItIJDr+LnDIOrzlkEQi+faHuYGXg/6MCbYfbV9VVnntbCQAkMkkAJCIJdfyroemXmj/lNv6hgMANku9hpZGUPjBw9eOAACvlqcyQGXfxcCDfx8CgMJnBbL/bDB3ohLT76RT5Cin757dHrLj1wu/yVHl/jpwRigUJt+8m3gtgUgknrxzesfpXX89OG9ibVJTVRPy6wn8cHlP8nac2bU9ZMf/oo4AQHFeccHTgnZOgV/Hz7j7kCJH2X/lwJp9647HhSzxX2Y/xqHj79On92nHNitSpMYsIQC85jcNpjFhNf01drXNixM2CgGAQpUDgBU7fH8L2z/WfVxjQ6OyujIANNQ31FTVAMBM71kAcONiNAAk37hbL6i3drLRMtD6yDPqzbrrai/d/B2VRr38Z9irgi7PKewwdhiVRiUSiYaDDbGPZDKZRCIZWhgAgGxdUm2Q+pARQwCgv5qy+VALAMh7kser5T3PegYA2kY6b1++efvyjekQUwCQDZrDJ4zA6v7NcO5xBHwBAEz6xg1bM2H2RADIfZzbpduXWSkc7Ds2cvIoAGCymIkVd1PrH5oNMcu8mwEAuqZ6tVU1b1++0TbUblY2DJ/Hf5L2GACcJ4/E1vwZE5xa/3Ce7wJ8m6kLpslR5QCg/VNu5xuOGTllFAAM1BmIRfPhE0cAgI6xLpZ5RYvKe1pCGgCY2ZpjuTmMcUitfxhTEk+hULD7SGa2ZjrGugBAoVDGuI8DgPTEdHx3tUHqNsOHAICeqb48Ux4Ayl6XtnMKNAZNWV1Z2CicaTH91x9337mWuHiDt8f3czr/6/h0Pvl8HUxK6/fX8L/PLpFKpcV5xQCAtV/SElL3bwh8mpFTL6iX3QYAhrrYaxtqFz4vfJqZg92Umbpg2gcc8cvSLVdbbaDa7O89Tgee+t/Wwyoayl0qgGK/pj4ErH3KZDdVr7CGnkQsxrdUUlVqthe3orru3c2sNbN/lM22RKb+ojJApdVDcyuqAYBGpzHkm5r8bOWmod01VVyWUmfH+lRXVAMAnUGnyDXvVqqtrgUAzr1MV82x+EpeLa+miqvY733+tVU12JcQvxot4WfR/im38w3H4IeQo8kBF5js99e/saFRLG7e5sWuUqsFq67ggsxFA4B+ymwAkP3Pwe7//jRpDBqvlicWS9o5BSKRGHg5aOvizS+yX5wOPHU68BRdnr7x0KbpXjNauSifV4/NVcSkdK2TDhMTfhurO4yYNKKmiusz5f94tTyvtYtcpo0ue1261mO17MYzvWcFrv8t7u/Y5Bt35ahyEzwmtpHrf19Xr/ZivyWX/gi7euafyXOn4CuJJCIANAgasI/V5VUfUyTsj1B2WUlVCf/T/XHPal1TPXyDAdoDZIrReh0Wi271gnoBX0Bn0AGgqqyyKak/u/MFw+K1gC9obGjEak/cSq6wUSivKM/spwgAJtYmy3/+QXYXGoMu+1HhXYMajxr8Oj6/ji9Hk8P7l0nvzqKdU+7wG/4BsLOTDWfYHxRbmY1dQNlfa2VZFbyLgO3m2d5vzcrROvzJPwXPCjLvZsRHxt26dHPr4s3Dxg1TG6T+kefykT7587yp5XIg87eHP4OFN8c6L+Puwx3LtwOAw9hhxlYmuY/zsL6kJf5Lh4wYUlna9EUXi5oqF9O8ZpAp5CvHL78ufO0ybXSzYQ3/Sd11tZVUlOaunC+RSKJCr+ErsVZSTkYO1iSMCo36mKK+LnyN9URVvC1/9OARABhYGDIUGNjtfxKZNGqKy6gpLkQiUdgobKcChbN0tML6W6LPX8fWXPvrKgCY2Zp36Vc/2MGSTCEDQHxkHADwefypRm5jNEalJ6ZZOVoBQFlJ2bBxjqOmuJgOMautrqXRaViIxMkz5Y2tjAEgITIeW7P6K98xGqOCW+s9b+eUO/yGfwCbEUMA4Ena47KSMgDg3MscozFqgva4BkGDw1gHAMhOz8bGzwobhdgdWIexw9rPs51TKM4rOrb9yOXjl3SMdKZ7zfgtbL+BuYFEInn7qvSDT6G7dKHeN4AhApDreDsZMh2OTZWF1PKmvrnO10QWu3iRyCR+Hb/ibQUAaBvp/By8HQAG6Q0iU8gioShgyVaWEutudJK2kU7hs4LA9b/9X8DygToD+6v2d5k6+tblm/AFNnh76mrjPNd4hR4+VyvzFM0wVycyhVxZWuE1coG2oXbe41wqjdpQ39DVYUPYrXpldeWV038YNm5YWkKasFGoNkh9jPtYAFi6adlaj9X7NwQ+4zwT8AQ3w24w2cwrj//uMFtFtuLSzd8d2Lh/+/c/3buVXFVWlXzzLplMXrWna3UlJRWlb3+Ye+q3k1sXbU6IjM9Oz66uqLZytHZ0dRKLxcZWxk8zn84b9o318CF3o+8U5xUv3uDdMjos/+mHlTN+CD18rqykTMATJEUnsfuz5yz/ptUjtnXK7X/Du3RSuJFTRg22H5x1P8tzxHz70fZYfJ+/aoE8U97R1Wn4hOFJ0UkLRy4YPnHE49THz7OeqWioeK1d2GG2bZ0CQ4ER8muwgCdIjXugOlC1OK8493Gu2iB17H9Dz+pCvW+7bfVx53L8x+7d+Il2/J7NBAAmWYKPPnvwbrDF6AGdfcj0deHr4rzi2upaXRO9pZu+O5tyTl1TAwBUB6j+dGL7QN1B8f/E5T3OPfD3oe+2fK+gqJAQGYffDMbuBCup9sfuAX9Beupq4xTZis2+9AN1Bu44vUvLQOs551npq7f7wgLlFRUAoKG+47LJamxoBAA9Uz2/gxsz7maUvnprOczqUORhCoUCABNmT/z1/D4Dc4Nrf11NuX3PZdroU0lnVDRav8fXjLffkp9ObNcz1bt16SbnXuawcY5/xgY7dL1X8cdf16za/aOSqtLVs5GVpRVzln9z+NrvRCKRQqEcvfnndK8ZZa/Lrhy/RCKTV+9du2KHb8scXKaNDgo/aG5nnhAZz0nOHD19zMk7p9tq5bV1yp35hncVmUz+/frRr5fNFvD4f5+KUGAx8VMgEAj7ww96+y2Ro8pFnvmn4k35lHlTz9w711+t43u+bZ1CfzXlP2ODR0xyvhuddDrwFOceZ7rXjOCEk9jt4J5FsD3h+MHTROBP1Mv63qT2e9NaAHhQLrc4UVl2TY2QMClavVZIGEAXX5/49uNK3jGxWLzM1ft+7P3FG7xX7lz1qQ/3kTqcr6OXX20E+YIsDPb+qL6O9ZZcE5awrWG3Q5UbsecKsD9FAIh9TcfGrE3X/uQDuzfMXfcs82nu41x2f/aC1V6f+nCfQW++2gjyxfnYft7p2nxjtnBxQv9aUSvN5+3v3iYCADVCwp4sFgAwyRJ8FO6n8/jBo5KiEnM7C7+DG/sp/0deY9drrzaCfHG6YYyLCUt4YWyZ7z2lp208Zo/ZnNYPq4bMM+AptjEMrRv98+xaxxt9gXrn1UaQL073jHEZyBAfdy4frVHPJEtava3+ik+KLaEBgDFLiDfKkA+DrjaCfLxuG9usSJEGDatsK3UgQ2yn3PiaR9rf9jZI56GrjSAf6fM913HCuWvvBUE+BrraCNI+NEclgiB9EYp9CIL0RSj2IQjSFxFsTzj2dBkQBEE+NzIApC6829PFQMAu2An9IhDk87ALdkJtXgRB+iIU+xAE6YtQ7EMQpC9CsQ9BkL6oO2NftVCqG11jE1NbLUQPzyMI0qt1OfaFlwgDcupbjW5x5aICviSDK16Yhl4YhyBIr9a12OfLEbjf423Lrg8pbOU15S7KZCsWCQDCS4ThJV2eighBEOSz6WzsqxZK3e/xgvIa8I8tt2FTCCG2TdPlrOIIOpPtvHnzCG04cuRIJ8v2YXx8fCwsLD7pIZD/EoFA4O/vr6enx2AwjI2N9+zZI5aZblgsFm/atIlIJO7fv7/nyoh0Qafe41LAl7jf42VwW5kZD0tyUSYHWtIBwJpF2mpCC8ipL+BLQgobvbQ7mGnMz8/Py8sLW/b09LSwsFi7di320dTUtPOngSCfmo+PT1RU1PHjx01MTFJSUhYtWsTj8QICAgCgpKTkm2++KS0tJbUxdzDSC3Uc+zK44tGJdW11X4QUNmZwxRlcsTaD6GtABQAvbbmAnHoACMpr6DD2mZubm5ubY8t0Ol1DQ2PcuHFdOwME+fQkEsn58+c3btw4adIkANDV1Y2Ojg4NDcVi39mzZ1VUVCIjI5WVO57SDOklOmjzhhQ2tt9vi0c3vDmswyB6askBQAZXXMDv8rSwsqZMmTJlyhT845kzZwgEQl1dHQCIRKItW7Zoa2tTqVRDQ8NDhw7hmyUmJo4cOZLNZjOZzBEjRiQkJGDrX79+7ebmRqfT1dXVt23bJnugsrKy+fPna2ho0Gg0IyOjAwcOAEBtba2CgsKOHTvwzcRisaqqqp+f38ecFPIlIhAIUqmUTH5fV6BSqfjExHPmzLl48aKCgkIPlQ75EM1jX0hhY79ILuFKNfazML2DHlsdBnGrCQ0AsEYuttJFuekrElcm6u4CN/nxxx/37dsXEBDw6NGj1atXr169+o8//gAAHo83ZcoUMzOz5OTklJQUKyurSZMmVVVVAcCCBQs4HE5kZGRMTExZWdnly5fx3Dw9PR88eHDhwgUOh+Pv77969erw8HAmkzl79uzTp0/jm8XHx5eVleGNdKTvIBAIS5YsOXr06JMnTwDg4cOHYWFh3t7eWOqgQYN6tHTIh2gR+4oauzo6D2vqAkBceVOks2Y33fX4yHpfW7hc7tGjR1evXu3l5WVoaPjdd98tWLBg7969AJCXl1dTUzN37lxTU1MzM7OgoKBr165RqdRXr17dvn17w4YNY8eONTMzO3jwIJX6fnbk4ODghIQEZ2dnIyMjT09PKyurGzduAIC3t3dOTk5qaiq2WVhYmKOjo7Fxz08pj3x++/bts7e3Nzc3J5PJQ4YMmTt37rp163q6UMiH64axzWwKARvagkc6a9anjX2ZmZmNjY1jxozB17i4uDx79qyiosLY2NjU1PTbb7/dtWtXeno6iUQaNWoUg8HIzs4GABsbG2x7IpFob2+P715eXu7p6clms7Eu5rS0tMrKSgBwcnIyMzPDqn4SieTKlSuo0tdnrV+/Pj4+PjQ0ND09PSQk5OzZs7t27erpQiEfrnue62BTCK2u/0Sxr6amBgAmTJhAe2fhwoUAUFpaSqVSExMT582bd/z4cVtbWx0dnXPnzgFAbW0tALBYLDwTfLm+vn7atGl8Pv/evXtCoVAqlQ4fPhzfbPHixefOnROJRElJSVwu18PD41OcEdLLFRUVBQYG7tu3z8PDw9LS0tPTc+vWrQEBAdj3CvkSfdrneduKiZ1EIPxrd4GgacwgFrbOnDmT8Q6Hw8nOztbT0wOA/v3779y58/nz50+fPh0/fvzcuXMzMzPl5eUBgMvl4rlVVFRgCxwO58WLF7t37zYxMcFuZr958wbfbMGCBVwuNzY29tKlS+7u7rLRE+k7cnNzJRKJ7LgrAwOD+vr64uLiHiwV8jG6J/bFl4tAJtLhdwzxxu+HYbPZWBUP8/DhQ2zBysqKSqWWlZWZvNO/f38VFRUqlZqfnx8REYFtZmRkdPToUTKZnJGRgd2kw3PA6nHYMvavm8lkYh+TkpLy8vLwLjxlZeUZM2acP3/+4sWLWO0S6YO0tbUBALtzgnn27BmBQNDS0uq5QiEfpfn4Ph0GMb6LWbTSvfuu0+Mj6312dnaXLl1KT0+3tLSMioqKiYnB1isqKi5dunTr1q3Kysr29vYFBQW+vr7a2toRERFFRUWzZs3avXs3NjjmwoULAODg4KCtre3o6Lhz504DAwMVFZWgoCAajYblZmVlxWAwgoKCtm3blpGRsX379smTJz99+vTt27dqamoA4O3tPXnyZHV1ddk7jEifoq+vP2HCBD8/PxaLZWpqyuFwdu3a5enpiY1rSU9Px/5JSySS3NzcuLg4ABg2bBj+HUN6I9sTjtJ/iy0T4j+jEmrhclXLn61PBPj22lFcuFzF+ruqqlGCrVmZycc2y+eJpZ2mr6/v6ekpu4bH482fP79fv34sFmv+/PmXLl0CgKqqKqlUKhQKN2/erKWlRaFQBg4cuHz58traWmyvM2fO2NjYyMvLKyoqOjo6Xrt2DVufn58/duxYKpWqqqq6ZcsWf39/IyMjLOnChQu6urp0On3UqFHZ2dnXr19ns9m2trZYqlgsZjKZmzZt6vy5fICWvwikV6mqqvL19dXV1aXRaIaGhv7+/jweD0tycHBo+ZeVn5/fo+VF2mN7wpFge8Kx/WkifDkCfNwybqsJbZspDQDiykWjE+tk12BvsqoWSrXpxIKJit0Vo3vQ9evXp06d+uLFC01NzU93FDRfB4J8NnbBTh0/07bfkm7NIrU1yNlFmYw9xYEFPgAIfy3E7vd1+EBb71dcXMzhcJYsWbJs2bJPGvgQBPnMOvUuAy9tOWs2ySWhltvaYxr4u1sAoFooXZUlAAAW+f2Y5y+Xr6/v9evXPTw8sIHTCIL8Z3Qq9gGANYuUMVZxxj1eZmtvc8F5pfGxSp+vAe0jOzp6A+wOI4Ig/z1dGOOiwyDGOStM16CwyDBjAKXlBgV8SUSJEACsWCS8CYwgCNILdbbeh2FTCOHD5NtK1WEQRymTC3iSdrZBEATpDboW+zoU54xe44MgyBcAzVGJIEhfhGIfgiB9EYp9CIL0RQTbE449XQYEQZDPjQwA6FGq3gA904Ygn41dsBNq8yII0heh2IcgSF+EYh+CIH0Rin0IgvRF3Rn7sDf3tT+XOYIgSG/Q5dgXXiIMyKlvNbrFlYsK+JIMrnhhWgczmiMIgvSsrsU+X47A/R5vW3Y9PkeHLBdlMjZRb3iJMLxE2D0FRBAE+QQ6G/uqhVL3ezz85fWt1vvYFAL+HtNVHEFnsrW3t3dxcZFdc+PGDQKBcOTIEdmVnp6e6urqnSwqxsLCwsfHp0u7fIDy8nICgRAWFvapD4T0OIFA4O/vr6enx2AwjI2N9+zZIxY3vcuSx+Nt2LBBV1cXS9q9e7dE8klmpka6UadiXwFfMjqxrtWqXAFfYhNTi0c6axZpqwkNW99q3bAZV1fX5ORkPv99GzkmJoZAIOBTsmFiY2NdXV07U1QE+UR8fHyCg4MPHz78+PHjgICAbdu2/fTTT1jSwoULg4ODN2/eHB0d7enpuXHjxp07d/ZsaZEOdRz7Mrhim5jajDZe1xxS2JjBFe/Pa9if21QlxKfpaDnDUUuurq6NjY137tzB19y+fXv8+PFxcXHSdzPkPn/+vLi4GMU+pAdJJJLz58/7+PhMmjRJV1d3zpw5Hh4eoaGhAFBZWXnjxo1ff/110aJFzs7OGzdunDlzJnrjd+/XQewLKWxsv9+2ZaTTYRCx2YsyuOICfgc1fycnJ3l5+du3b2MfuVzuw4cPly9fXlZWlpWVha2MjY0FgHHjxgFAaWnp/PnzlZWVaTSavb29bPUwKSnJ2tqaSqUaGxtfunSJQGh6Y/7vv/+uqqqanp7u4ODAYDB0dXWDg4PxvdLS0saOHYtNaDl9+vT8/HxsvVAoXLNmjZaWFo1G09TU/PHHHxsbm6qxR48e1dLSotPpw4cPf/z4MZ6VWCzevHmzvr4+jUYbNGjQ8uXLeTweAGzZsoXFYgkE728CHDhwgE6nV1dXt39xkN6DQCBIpVIy+f37LqlUKvbvWUlJqbq6esGCBXgSjUYjEtHosV6v2bSwwQUN7H+qW52Tt635ebc+EWArgwsa8EyarWnHpEmT8JlwIyIiGAxGQ0ODsbFxYGAgtnLOnDnm5uZSqVQkEtnY2Ojr69+6devJkyc+Pj5ycnJZWVlSqbS6ulpJScnFxSUjIyMlJWXs2LH9+/dfvny5VCr9448/qFTqpEmTcnJyGhsbN23aRKFQXr58KZVKCwoKmEzmxIkTHz58+ODBg5EjR+rp6QkEAqlU+vPPP6uqqkZHR+fl5V29enXgwIF+fn5SqTQhIQEAVq5cmZOTExkZaWtrCwAXL16USqW7d++m0WgXL158+vTpzZs3tbS0Vq5cKZVK8/PzCQRCaGgofsrOzs5z5sxpOWFopyYWRXrIypUr9fT0Hj9+LJVK09PT+/fvv3v3btkN+Hz+q1evjh07RqVSz54920PFRDrF9oRj89jX1mTk7cS+qkYJttIztWmq5ofVopabteW3334jEomVlZVSqdTX13fcuHFSqXTp0qVTp07FNlBTU/P19ZVKpdeuXQOA27dvY+vFYrGxsfHSpUulUunZs2cBAIuDUqk0NzeXQCDgsQ8AEhISsKTi4mIAuHr1qlQqXbduHZPJxCY7l0qlRUVFRCLxr7/+kkql7u7uY8aMwQuZnZ399OlTqVS6ZMkSVVVVkUiErT9x4gQe+6qrqwsLC/FdVq9ebWpqii27urpOnjwZWy4pKSESidHR0S1/GR1eK6QHiUSiOXPmAACJRAKAFStWNNtg1KhRAMBms8+cOdMjJUQ6z/aEYzfUzNkUAja0BW/hWrNI2EKHbV4AcHV1lUgkcXFxABAbG4t1+7q4uCQkJIjF4uzs7Ldv32I3+x48eEAmk0eOHIntSCQSnZ2dk5OTAeDJkycUCsXCwgJL0tfXV1FRkT2KtbV1U2nZbACoqqrCMhwyZAi2BgA0NTX19PSwDKdPnx4bG+vh4REWFlZVVWViYmJkZIQdyNLSEvv2A8CwYcPwQ0il0p9++klDQ4NEIhEIhH379lVWVmJJ3t7e0dHRpaWlAHDlypUBAwZgTXjkC7J+/fr4+PjQ0ND09PSQkJCzZ8/u2rVLdoODBw9evXp1yZIl3t7ehw8f7qlyIp3UPXcl2pqOsjOxz8LCQkNDIyYmprKyksPhjB49GgBcXFywe3+xsbEUCgX7j1pTUyMSiRQUFGjvBAcHv337FgBqa2sVFRVls2WxWLIf6XS67EepVIplmJiYSJORl5eHZejp6RkZGcnj8ebPn6+qqjpnzpyysjLsQLI5yy4vX748Kirq3LlzfD5fKpX6+/vjSTNmzGCz2dit8bCwsAULFqD7QV+WoqKiwMDAffv2eXh4WFpaenp6bt26NSAgoLa2Ft9m8ODBbm5ue/bsWbt27Zo1a+rq6nqwwEiHunmuomY6OUXvuHHj7t69m5SURKfThw4dCgAaGhpGRkZ37txJTk7G+kMAgMVi0Wi0hw8fyu6LVcHk5eVrampk11dUVHR4XBaLNWLEiKNHj8quZDKZ2IKbm5ubm5tAILh27dqKFSuWLVt2+fJleXl5Lpfb8ihSqTQiImLTpk34cMU3b97gm8nJyc2fP//8+fPffvttQkJCs9GLSO+Xm5srkUhMTU3xNQYGBvX19cXFxSwW6+bNm7NmzcK/OXZ2dliS7PZIb9M9tY/4chHIRDq8Xxhv/LbP1dWVw+HExsaOGDGCQmma+dfFxeXu3bspKSn46BZ7e/v6+nqJRGLyDp1OHzRoEAAYGxsLhcJHjx5hWz569Ahvb7bD3t4+Ly9PX18fz5BIJGpoaABAREREQUEBANDp9FmzZn333XdYzDU2NuZwOPigVqypDgAikUggEODffi6XGxERIZW+7x9fsmRJcnJyUFCQg4ODoaFhZy4L0ntoa2sDQHZ2Nr7m2bNnBAJBS0uroqJi4cKFkZGReFJGRgaBQMB2QXqt5rFPh9HlaIiPYXZRbqpFxpWLsIVO1vtcXV1FIlFISAjW4G3KzcXl1q1bhYWFeOwbN26cjY3NvHnzEhISCgoKzp07Z2Njg9WhpkyZwmQyfXx87t+/Hx8fv3TpUjU1tQ6P+91339XU1Hh5eXE4nOfPn2/fvt3MzCw9PR0A9u/f7+HhkZCQkJ+fHx8ff/78eWdnZwD45ptvSktLfX19ORzOxYsXQ0JCsKwoFIqtrW1ISEheXl5aWpq7u7u7u3tlZWVOTo5IJAIAU1NTR0fH3bt3e3l5deaaIL2Kvr7+hAkT/Pz8rl27lp+fHxERsWvXLk9PTwUFBUtLy4kTJ/7www/Hjh1LTEwMDAzcvXv3okWLGAxGT5caaVfL7sXYMiH+01a3r2wHrnYUFy5Xsf6uqmqUYGtWZvKxzfJ54k52u2DdFMnJyfia169fAwCbzcY7VaVS6du3b+fPn9+/f38qlWpiYoKPg5FKpbdu3TI3N6dQKIaGhmFhYSNGjMC6gLF+XqFQiG2G3aA5ffo09jE1NXXs2LEMBkNeXt7R0TEqKgo/0Lx589TV1eXk5AYNGvR///d/NTU1WFJgYOCAAQOoVKqjo2NGRgYAYF3DHA5n6NChNBrNzMwsIiLi5cuX+vr6ysrK+fn52I6//vor1mRu9Qqgft5erqqqytfXV1dXl0ajGRoa+vv783hNAxu4XO6aNWvwpM2bN2P3fJFey/aEI8H2hGP700T4cgQtn9DYakLbZkoDgLhy0ejEOtk12JusqoVSbTqxYKJiywz7JqlU6uTkZGlp2ez2Ig7N14Egn41dsFPHfR37LenWLNLC9NZfS+WiTMae4sACHwCEvxZi9/vwRz76OIFAkJube/jw4aysLKyrF0GQHtepfl4vbTlrNskloZYraiUVf3cLAFQLpauyBADAIoOvAbWbCvlle/LkyfDhw7W0tMLDw9H9bwTpJTo7xsWaRcoYqzjjHi+zjZcaYLzS+Filz9eA1smOjv88W1vb+vr6ni4FgiD/0oVeXR0GMc5ZYboGhUWGGQMoLTco4EsiSoQAYMUi4U1gBEGQXqhrY5vZFEL4MPm2UnUYxFHK5AKepJ1tEARBeoNufq4jzlmhezNEEAT5FNBTpQiC9EUo9iEI0heh2IcgSF9EsD3h2NNlQBAE+dzIAIAepeoN0DNtCPLZ2AU7oTYvgiB9EYp9CIL0RSj2IQjSF6HYhyBIX9SdsQ97c1/7c5kjCIL0Bl2OfeElwoCc+lajW1y5qIAvyeCKF6a1/rI/BEGQXqJrsc+XI3C/x9uWXY/P0SHLRZmMTdQbXiIMLxF2TwERBEE+gc7Gvmqh1P0eD395fav1PjaFgL/HdBVH0Jls582bR2jDkSNHcnNzCQTCrVu3OlnIj+Tj44PPbo4gzQgEAn9/fz09PQaDYWxsvGfPHny6Ptlt9PT0sLkDkV6uU+9xKeBL3O/xMlp7aymW5KJMDrSkA4A1i7TVhBaQU1/Al4QUNnb42no/Pz983jJPT08LC4u1a9diH01NTQWCTgVQBPkMfHx8oqKijh8/bmJikpKSsmjRIh6PFxAQILvNtm3biouLOzNHINLjOo59GVzx6MS6trovQgobM7jiDK5Ym0HEXlLvpS0XkFMPAEF5DR3GPnNzc3Nzc2yZTqdraGiMGzcOT83Nze3kabRFKBTiE/4iyAeTSCTnz5/fuHHjpEmTAEBXVzc6Ojo0NFQ29mVlZR08eNDLyysqKqrnSop0Vgdt3pDCxvb7bfHohjeHdRhEbPaiDK64gC/5+CIKBIK5c+cymUw1NbUVK1ZIJBIASE1NJRAIqamp+GYGBgZr1qwBgAMHDqirq0dGRqqpqWG1yMTExJEjR7LZbCaTOWLEiISEBGyX169fu7m50el0dXX1bdu2yR70wYMHrq6uSkpKCgoK9vb2WLu7trZWQUFhx44d+GZisVhVVdXPz+/jTxPpzQgEglQqJZPf1xWoVKpUZu55iUSydOlSHx8f/H850ss1j30hhY39IrmEK9XYT1vTs+F0GMStJjQAwBq52Mr3k5SXtTa5URdt2bLF0dExOTl51apVBw8evHTpUvvby8nJ8Xi8Q4cOnT59esWKFTweb8qUKWZmZsnJySkpKVZWVpMmTaqqqgKABQsWcDicyMjImJiYsrKyy5cvYznU19dPnDiRyWTevn37/v37zs7OM2bMePXqFZPJnD179unTp/FjxcfHl5WVoenG//MIBMKSJUuOHj365MkTAHj48GFYWJi3tze+wZEjR968edPsPyjSm7WIfUWNXR2dh8/HFlfeFOms2SRsoVvqfePHj8d6ITZs2KCjoyNb12sVmUyuq6tbsWLF+PHj9fT08vLyampq5s6da2pqamZmFhQUdO3aNSqV+urVq9u3b2/YsGHs2LFmZmYHDx6kUptOhEKhZGRknDp1ysbGxszMLCAggMfjJSUlAYC3t3dOTg5ehrCwMEdHR2Nj448/TaSX27dvn729vbm5OZlMHjJkyNy5c9etW4cllZSUbNy48fDhwwwGo/1MkN6jG8Y2sykEbGgLHumsWd0Z+4YPH44vKykpVVZWdmavoUOHYgvGxsampqbffvvtrl270tPTSSTSqFGjGAxGdnY2ANjY2GCbEYlEe3t7bJlEIqWlpY0ePZrBYBAIBCaTCQDYcZ2cnMzMzLCqn0QiuXLlCqr09RHr16+Pj48PDQ1NT08PCQk5e/bsrl27sCTsH62bm1vPlhDpku55rqOt6Si7JfbJ/i/Fbrt0Zq9+/fphC1QqNTExcd68ecePH7e1tdXR0Tl37hwA1NbWAgCLxcJ3wZcfP348e/ZsR0fHvLw8iUQiFP5rrOLixYvPnTsnEomSkpK4XK6Hh8fHnR/yBSgqKgoMDNy3b5+Hh4elpaWnp+fWrVsDAgJqa2uvXbt2+/btoKCgni4j0jWf9nneTzdFL4HQPOd2BsT0799/586dz58/f/r06fjx4+fOnZuZmSkvLw8AXC4X36yiogJbuHr1KpVK/e233zQ0NAgEwps3b2RzW7BgAZfLjY2NvXTpkru7u2z0RP6rcnNzJRKJqakpvsbAwKC+vr64uPjixYvV1dWamppkMplMJq9evfrVq1dkMvnAgQM9WGCkQ90T++LLRSAT6fA7hnjjt9ux2WwAqKmpwT6+efOmpKSk1S3z8/MjIiKwZSMjo6NHj5LJ5IyMDOwm3cOHD7EkrB6HLdfW1tJoNLxT7+TJkwCA1zeVlZVnzJhx/vz5ixcvLly48BOcHNLraGtrAwB2nwTz7NkzAoGgpaW1fft2DoeT8c7atWvV1NQyMjLmzp3bc+VFOtZ8fJ8OgxjfxSxa6d591+nx6ep9Wlpaqqqqp06dcnJyqqmpWbFihYqKSqtbFhUVzZo1a/fu3VOmTAGACxcuAICDg4O2trajo+POnTsNDAxUVFSCgoJotKb51B0dHbdv3378+PFJkyZduXIlKytLXV09MzOTy+VitTxvb+/Jkyerq6uPGTPmE50g0qvo6+tPmDDBz8+PxWKZmppyOJxdu3Z5enoqKCgoKCgMHDgQ31JdXZ1MJqMHhHq/Fv28toxYZwX8Z5Ryx4Oft2XXAwCL/H6sHz60ZcaATzWumEKhnDx58v79+0pKSqNGjVqwYIGBgYFI1MqQmlGjRp08efLs2bO2trb29vZRUVEREREmJiYA8Ndff5mams6YMcPNzU1XV3fevHnYrT03N7cNGzb4+fmZmZmlpKT88ccf33///ZkzZ7Zu3YrlOXbsWBqN5unpSSSil4D1FaGhoe7u7j4+PmZmZmvXrl28ePHhw4d7ulDIhyPYnnBsf5oIX44AH7eM22pC22ZKA4C4ctHoxDrZNdibrKqFUm06sWCi4icreU+6fv361KlTX7x4oamp2V15ovk6EOSzsQt26rhat9+Sbs0itTXI2UWZjD3FgQU+AAh/LcTu93X4QNuXqLi4mMPhLFmyZNmyZd0Y+BAE+cw69S4DL205azbJJaGW29pjGvi7WwCgWihdlSUAABb5/Zjn/xJfX9/r1697eHjs3bu3p8uCIMiH61TsAwBrFiljrOKMe7zM1t7mgvNK42OVPl8D2qfr6OhBHT5RhyDIF6ELt+p1GMQ4Z4XpGhQWufVOjAK+JKJECABWLBLeBEYQBOmFOlvvw7AphPBh8m2l6jCIo5TJBTxJO9sgCIL0Bl2LfR2Kc1bo3gwRBEE+BTQ8DUGQvgjFPgRB+iIU+xAE6YsIticce7oMCIIgnxsZANCjVL0BeqYNQT4bu2An1OZFEKQvQrEPQZC+CMU+BEH6IhT7EATpi7oz9mFv7mt/LnMEQZDeoMuxL7xEGJBT32p0iysXFfAlGVzxwrQOZjRHEATpWV2Lfb4cgfs93rbsenyODlkuymRsot7wEmF4ibDlBgiCIL1EZ2NftVDqfo+Hv7y+1Xofm0LA32O6itPmjJHNzJgxg9Ca3NzclhsrKytv37691XwsLCx8fHw6eVAE6SqBQODv76+np8dgMIyNjffs2SMWiztMQnqtTr3HpYAvcb/Hy2jtraVYkosyOdCSDgDWLNJWE1pATn0BXxJS2NjJ19br6+sfOXKk2UrZua9w+/btGzx4cGfyRJDu5ePjExUVdfz4cRMTk5SUlEWLFvF4vICAgPaTkF6r49iXwRWPTqxrq/sipLAxgyvO4Iq1GUTsJfVe2nIBOfUAEJTX0MnYp6CgMG7cuPa3EQqFFArF09OzMxkiSPeSSCTnz5/fuHHjpEmTAEBXVzc6Ojo0NDQgIKCdpJ4uNdKeDtq8IYWN7ffb4tENbw7rMIjY7EUZXHEBX/IxheNwOAQCISoqytzc3MHBAf7d5k1KSrK2tqZSqcbGxpcuXSIQ3r8i/+zZszY2NgoKCsrKytOmTcvLywOAmJgYAoFw9+7dZvlHR0d/TCGRvoBAIEilUny6egCgUqnYdPXtJCG9WYv5eQsb+0VyCVeqsZ+2pmfD6TCIW01oAIA1crGV7ycpL2ttcqNOk5OTA4CAgID169eHhITIJnG53GnTpvXr1+/+/funT5/+/fffS0pKsKSUlJR58+bNmDEjNTX1+vXrAoFg1qxZADB69Gh9ff3Tp0/jmYSFhQ0cONDV1fVjCon0BQQCYcmSJUePHn3y5AkAPHz4MCwszNvbu/0kpDdr3uYNKWrs6ug8XwMq1siNKxdh1UBrNglL6mS9TyKR1NXVya4hEAjy8vLY/9KRI0cuWLCg2S5Xr16trKw8ePCghYUFABw9etTQ0BBLsrKyysvL09HRwSYOX7ly5dSpU0tLS1VVVRctWrR3796goCAsqoaFhS1YsADNL450xr59+96+fWtubk4ikcRi8YoVK9atW9dhEtJrdcOfPZtCwIa24JHOmtW12JeVlcX8NzU1NTx16NChLXd58uQJhULBAh8A6Ovrq6ioYMtUKjU0NNTY2FhOTo5AIEydOhUAKisrAWDhwoU1NTVXr14FgOzs7OzsbC8vrw85Z6TvWb9+fXx8fGhoaHp6ekhIyNmzZ3ft2tVhEtJrdc98HW1NR9nJ2GdgYBAcHCy7hkQi4cv9+vVruUttba2ioqLsGhaLhS38+eefW7ZsOXbs2FdffaWoqHjr1i28VauhoeHm5nb69Gl3d/ewsDAnJycjI6POlBDp44qKigIDA8+cOePh4QEAlpaWNTU169atW758eVVVVVtJTCazpwuOtKmb5ypqppNT9MrLy48YMaJLOcvLy9fU1MiuqaiowBauXLkybty4RYsWYR/fvHkju5m3t7eHh0dtbe2lS5eWL1/epYMifVZubq5EIjE1NcXXGBgY1NfXFxcXv3nzpq0kMzOznigs0indc6srvlwEMpEOv2OIN367nbGxsVAofPToEfbx0aNHWKsWAGpra2X/3546dQoA8H63yZMnKykp7d2799mzZ9g/agTpkLa2NgBkZ2fja549e0YgELS0tNpJ+vzlRDqveb1Ph0GM72IWrXTvljd173ay3vcBpkyZwmQyfXx89uzZIxAI/Pz88FuEjo6Ox44dS05OVlNT+/XXXw0MDG7evJmamqqtrc1gMEgkkpeX186dO2fPnt2s1YwgbdHX158wYYKfnx+LxTI1NeVwOLt27fL09FRQUFBQUGgrqadLjbSnxRgXW0asswL+M0q540bxtux6AGCR34/1w4e2zBhA6dbSvte/f/8rV66Ul5ePGDFiyZIlq1evNjQ0FAqFALBx48YxY8aMHz/e2dl50KBBhw4dmjBhwvLlyyMjI7F93d3dhULhwoULP1HZkP+k0NBQd3d3Hx8fMzOztWvXLl68+PDhwx0mIb0WwfaEY/vTRPhyBPi4ZdxWE9o2UxoAxJWLRifWya7B3mRVLZRq04kFE3tjxWrDhg3h4eHZ2dmyw6F7HJqvA0E+G7tgp46rdfst6dYsUluDnF2UydhTHFjgA4Dw10Lsfl8nH2j7nLKzs2NjY/ft23fu3LleFfgQBPnMOtXP66UtZ80muSTUclt7TAN/dwsAVAulq7IEAMAiA/Z4b6/i7OxMIBB279791Vdf9XRZEATpSZ0d42LNImWMVZxxj5fZ2ttccF5pfKzS52tA+3QdHR+svLy8p4uAIEiv0IUxLjoMYpyzwnQNCovceidGAV8SUSIEACsWCW8CIwiC9EJdG9vMphDCh8m3larDII5SJhfwJO1sgyAI0ht083Mdcc5oTBOCIF8A9AoTBEH6IhT7EATpi1DsQxCkLyLYnnDs6TIgCIJ8bv8PlHUe2m93n1MAAAAASUVORK5CYII="
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<image>An ice cream shop kept track of how many ice cream cones it sold in the past 4 days. On which day did the shop sell the most ice cream cones?
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Friday
| 162 | null |
Friday
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"
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<image>A movie theater manager counted the number of tickets sold each month. How many tickets did the theater sell in all in January and February?
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2,582
| 163 | null |
2,582
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"
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<image>Ian went on a bird watching trip and jotted down the number of birds he saw each day. What is the median of the numbers?
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19
| 164 | null |
19
|
"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"
|
<image>Each table has 5 stools. How many stools are at 3 tables?
|
15
| 165 | null |
15
|
"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"
|
<image>A toy store employee counted the number of toys in each bin in the sale section. What is the largest number of toys?
|
90
| 166 | null |
90
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"
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<image>A bagel wholesaler examined the bagel sales of each of the retail stores that it served. How many more everything bagels than cinnamon-raisin bagels did Westside Bagels sell?
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5
| 167 | null |
5
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"
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<image>Colette counted all the beads in each necklace at the jewelry store where she works. How many necklaces had fewer than 70 beads?
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7
| 168 | null |
7
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"
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<image>Each laundry hamper has 2 blouses. How many blouses are in 6 laundry hampers?
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12
| 169 | null |
12
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"
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<image>Look at the following schedule. When does the Tigers versus Wolves game end?
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11:55 A.M.
| 170 | null |
11:55 A.M.
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"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
linear
| 171 | null |
linear
|
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3i5v/yf2H84rTqeoSeFz+mGxIDokM6aoGuxE5XIvK6sqdETu7RNoPjW27t124ckFXS3eW1yy6Yvdvih5zPIZkQMq/nY8OnUc7u4911+klZZP8jxfp6ia/UWB1pza/sf29eKOqufmNgpDK5pDXD9u5GgroA/H4lQUtTa2Us2/UzanMUwDQS6OX7C1I4EjyEVkiNH74yOdakMnkXw788qLmxTtK+74RiURCaeGPW/Go/BEALJ65OHRLKFuV/V7E6gxHkv8T4DBie0RyZPIoq1HdJc/7Roq6iarmSp7daHtDGyiQ52goAEB+o6CEK+vdMMJixJOKJwV3CtDhqfOn2Krs/gb9xctk52VPnDORNYRFH0AfPH5w6B+hhBLpNbQXyYB0Jf/Ksv8tUzNX0xmus/antSgS2zCPYYHfBwLAqq2rSAYkwkygUqiHEg4Z2hmyhrCmLpla9aIKPmzkdi08XTw5rzg/7f2pbdaWkC0kA5LXIi902Mri+C36N5IByXuRd3JGsrGDsdJAJa9FXnX1dZF/Rfax6aNuob5iywqBWBA+MomcfjHdwtWCPoBu6WaZnZdNZBXcKXCf584awlIaqDRxzsR7D++h9GlfTSMZkHZF7loYtJBpyvwnt50tUGOOx1hPsmYMYKgMUnGY7vD3+b9ROn0AHRnmQT8GkQxITyqetKp4/PRxEycT+gD6SK+R129fb5X7drcfADwoefD515/rDNdRGaQywnMEepTW1deRDEjoEWvlZjXMYxi0MabKnpbNXT1XZ7iOQn8FfVv9lcErX9W+Qlmff/05+h72/Lmn7+i+re7hp5VP/db69R3dlz6Arm+rv2rrqvqGdmIEyp/W6iaqmqt2nUO6VoP+5pVKmdcwUCC3HbE7Krfs2pVZK+uumnbD7OC1PVX+rPz67esOoxzEn10Xcy6iW8fSzNJ7vPfDRw9XBq9c/d1qlMugMwBgZfDKG4U3xo4e+6zy2U97foo5EQMAMz1n9vmsDwCMGTlm5fyVCrSW32Terbzlm5dr99Kuq687fvr4N999I6OocqO7roX/fH8ajRZ2MEyyd6Mt6CoUPixc/f3qkZYjm5qbEtMSZwfM/v637+2G2dW8qtkdtTvuZBxRvrqmel7gvIHGA3V76V6/fd3Tz7OpuQkAih8X2/vYp55LdXdyn+8zP/1i+tiZY9EvDVlAsSdjj6YeHTxgMOpRnO17t88OmF1wt8B9rLvdMLusf7Nc57ompiUCwPI5y9GdYD/CfuX8lSpKKuIVC4sKfZb63C++b2lmaaxv/MWKL8Rz3/r2a2hsGDtzbHxqvK217UzPmVcLrnr6ed4svKlAU1g5fyUKjzXTc+ZMz5mtTqTqRZXNFJuD8QfVVNW+mPyFQCAI/SPUxdeFz+cTPR5JPrIzYufY0WMFAsHx08dXf98iz9QlUw/EHRgyYMhS36V9dPuERIbMXT23U5fyPdFG3bzgdnalhr+WIvqQWddyQ1syW0I1yf5EdbJxIpFIyRnJ8NqSmugwUSQWlzLoxyAulzvLa9b5I+djd8dG/xoNAKFRoegngYJVqyirZMZlHtt7zGeSDwCgR0fAwgATQxMA8J7gHfK/EAWFFnVz5fqVvJS87BPZwauCASD1XGqnzloOdNe16KvXd77P/IbGhm9Dv+1U7+gq3Hlw56+wvw7tOjR7ymwASDyT+Hf037G7Y6dPmg4AaRfSiPKPyh7FhsbG7Y7LPpFNV6Q/r3p+7NQxANgZsfNV7atxduMOhx7eHbz7qy+/KntaFnk0EgCoVCoA3Cy8eeP0jZykHOsh1uIC1LyqCd4VDAB7tu2J3xN/6uCppbOXikSiDTs2AMDP639Gd8LkcZND/hfCUv1PkOI9h/YIBALzgeaX4i8d2nVo1YJV4rlvffvdK743wmLETM+ZR38/uu/7ffYj7Hk83smMkwoKCiH/C0EVAxcHBixsHQtwZ8TOx+WPjQ2Mr6VcO/jLwX8T/lVUVLySfwWNfVDF+yX3cxJzonZE/bz+Z6LHuvq6f3L/UVBQOLHvxC8bf8mMy9ywbMPY0WM7dSnfE12wzI9NIaE5V+KGtmR0+hbX0tQabjE8Oy+7+mU1UjfuTm+C7TU0NqCRNvEQmDJxCpVK5fP5l69dJopNnzQdPS5GWo4EgPJnkqLNuzm56ffWB4AJYyYAQNWLKh7vo58w7pJrAQCblm+iK9IPHDlQ8qSkszL01etrPtAcACzMLACgv2H/fvr9iEPxEVNv3d52w+0AQLuX9nCL4QBw+/5tAEAm0pABQ55UPHlS8WSwyWAAOPvPWaLihDET+ur1bdt1dl52Q2MDAHwxuWVs4uPuAwC37t2S6oq6WXgTtUyhUABgmts0Iutdbj9LM8v4PfGHdh0SCoVNzU29dXqDtDsTkfFPBgB4T/BGAxk9Hb3RQ0cDwIWcC0SZiQ4TkdJEPaJ7mMlg6vTS4XK5gycMDvg2IPVc6tqv1n715VdSe5QDXbOqmE1pP+5Jp27xSWMnCYXCjEsZGZcyLMws0LgX8ZLzEhlWmmqaKIVMJqux1ABA/DbSUGuJl8RkMAFAIJQUao7w/6sotwyqJZf/WOiSa6Gno/fVl19xudzNOzd3dgYHXRd4bfgQHll0KO670dLQalWruqYaAGpe1QDAzoidfWz69LHps2TDEgAoLSslCn+m/Vm7XVe/rAYABp2hxFRCKZrqLTfMS85LyWJXvqgUF16D/Sb21rvcflwud9XWVbrDdRX6KzAGMA4nHobXEdYlg86F6JE4Fwk9ok7JZPLxfccHGg+8X3x/Z8ROTz9PneE6UfFRUnuUA+/3namObv12cR/rDgChUaE1r2rEhzYAwFZlo9Fj1csWZxifz0c3kPj16BRSo0r3MDp1LQBg3dfrlJWU/zzxp/ijmEKmAEBjU8tc+zv615Fyafn8shpeKyD0S/ad4nsy4iTxt2vzrjdiUFoHVkaos9WReGiMAwCV1ZXoA/HL7Ah0IxFa6Xn1cyLrXW6/raFbQyJDGHRG0oGkyycuu9i7SC7f6lyIHolzkeWGtxlqczv9duHZwj92/DHVdWp9Q/2CNQvausblT9eom/O1fBC7oQmPAzGSl4Whg4fq6ehdunoJACY5TxLPUmIqoeEiMXF4NPUon89XVFS0HWYrtWWkWcSXrvVguuRaAEAvjV4r560UCoXizl00JMy/nc/lcgFAPOstKH1Seu3mNQB4VvkspyAHAJDdZDPUBgA4tZxJzpMmOU/S1dKtb6hXU1WT2qDNUBvCh4pSDicdBgDrIdZSp70HGg8EgL+z/kbjL/Ep6ne5/ZAV5uniOcl5krmpeeHDQgDgC1o8axLuTOfRzgCQeCaxubkZAEqflP5z7R8AcLZ1ltxjUWnRtt3bIo5EmBiZzJ02N35P/CCTQUKhsOxpmeSKcqB14BcDBfL5TjbRziTIaz9lZ5+obk5u+2P399Loha6uOD8G/Tjuy3HRx6KfVT1TZ6kf//s4AGxYuoEYLUtAT0cPAEKjQosfF38X+F2nROpGuvdaAMDqRat/i/4NmTYIF3sXGo32vOr5mOlj+hv0v3XvFl2R3tTc1NllTcg20eml4+nnOc52XNaVLC6X21u3t/cEbwDwn+//x9E/ks4kuc9z/0z7s6OpR2vrapMjk5H3RwJsVfamFZvWb1//1cav0i+mV76oPHPhDJVK3b5uu1SR/Gb4/R7ze8GdAvvP7Q16G1y7dQ2lo1N769tvgNGAjEsZsSdjmQzm6fOnDfsYPip7lHouNfpY9Oyps/V09EqflH696etxtuN+3fSreMVVC1ZFH4++9/DeCK8R1oOtT2We4nK54+zGISNAAspM5Z/Df65vqM/MztTT0SsqLbp171Zv3d5Svz050GZmSp95zkSZ+HNQkR6IaktFEwCwKG/WfRBzrl5sWqekmTR2EgC4Orqisas4Y0aOORd7bpzduEtXLx3/+/jAfgMjf47ctGKTLM2u9ltt1t+MU8s5d/lcZxeGdSPdey0AgK3KDlwcKJ5i0Nsg5tcYYwPjgjsFZU/L4vfEq6qoAgCawJadZm4zAAw0Hrg7ePc/1/4pe1Y2ympUckQyjUYDAKO+Rll/ZY0fMz7rSlbcyTgzY7OkA0mujq6ytLzu63WRP0cO7Dfw2Olj2XnZ4+zGnYs9J8u8jIWZRcT2iN66vfNu5T2ueHx873E0UEKW41vffsGrgj3He9Y31Ef+FTl53OTkiGSboTZPK58iT/BPQT9p99K+X3y/4G5Bq4q9NHpdPn75S+8vK55X/JnwJ4POWPf1upMRJ6U6AbR7aZ+LPefq6Pp31t87I3Zm52XPnTY366+sD2EVNSnFLULy/rj+TxrbrkndrEvfoksHgMw6vtO9OvEUtPVBjUCkr0AuGaz63iTvgUjdqxhfC8zHS+rXkdIfmCG9GZYMSkdrzByVqWjdKrq/ASChhof8BcQDFtNV4GuB+aiRKWjvXA0FSybF8V4tp72ZYuLNYwCoEYhWPWkEABblzZIzTBeCrwXm40XWmSlLBiV/oKoFU8rsxtzSBvQ49deiv4VvEiML+FpgPlI6MRFuoEDO7K/syaaxKO37HUu4wsQaHgBYMCnEeB7zPsDXAvMxIpMxRcCmkBKMlDrKNVAgO6hQS5qFEspgugp8LTAfHZ1TN1LJ7K/ctQ1i3hp8LTAfGjjwCwaDkRNY3WAwGDmB1Q0Gg5ETpBS3iO6WAYPBfBJQAcAtRdLCeYzcSHWPxNcC01NJdY/ExhQGg5ETWN1gMBg5gdUNBoORE1jdYDAYOdGV6qaGJzL8+5XV2doaXk8IWYnBYLqWTqubhApe8N2mdhVKZhW/pEGYzxHMy5USgA2DwXyCdE7d+Bc0emfXb7nTFFXaToh7R02qBYsCAAkVvISKjz5mEwaD6VpkVTc1PJF3dv2uombisG0ZNo0UZd2yvdOqgkYZW/by8iK9RklJyczMbNWqVU+edHOQips3b5JIpIsXL3avGJi3IywsjNQGU1NTlMvn8zdv3qynp6ekpDR69OhLly6h9GnTprWttWTJku47j56GTG+ElzQIvbPr89vbPw5lOWpSd5ozAMCSRdlsSg++21TSIIwq5c7Vl2nPyn79+h04cAAA6uvrr1+/Hh4eHhUVlZSUZG9v35lzwWBa8Pb2Hjx4sHhKQEAAoW6CgoL+/PPPkJCQvn377tq1y9XVtaioqFevXsHBwcuWLSOqNDQ0+Pj4DB06VK6i92ikq5t8jsDpQl1H3t+oUm4+R5DPEegzyf7GigAwV18h+G4TAOwqapZR3SgrKzs6OqLP7u7uy5cvnzBhwtSpUx88eKCq+rFu6M3j8VBcAYz80dPT09PTIw7T09MLCwuTkpIAoLy8fPfu3bGxsVOnTgWAoUOHRkZG8vl8ABg0aJB4Ixs3buzfv//ChQvlK3tPRooxFVXKlTzTRCgUws4yYJLn9FUAgHyOoKThbaKsqKioREREVFZWHjx4EKXk5uY6OzsrKSmpqqp6enoWFxcThS9fvmxra8tgMPT09AIDA1G4NQlVpk+f7uPjs2fPHj09PSaTOXny5JqamqCgIE1NTQ0NjRUrVohL8vz5cw8PDyUlJU1NzTVr1hBBYzpqPDQ0VEdHJzk5WVtbOzDwPyFTMN2FUCgMCAgICAjo3bs3AKSkpKDrjnIZDMbSpUt1dXVb1Xr8+PEvv/yyY8eOtjGIMG9NmzhTpVy1ZA7pRA36m3dNyhyTAZO82ZQOAMh6QomOmq9jqlXy306sgQMHmpiYZGVlAUBpaamTk5OCgsKlS5fOnj1bU1Mzbty4pqYmACguLnZxcTE2Nj537lxYWFhUVNTq1aslV6HRaJcvXy4qKiosLExPT09NTbWzs9PR0Xn06NGBAwd2796dlpZGiLF27drx48dfvHgxICBgx44de/fuldy4goJCfX19WFhYTExMK82F6S5iY2PLysoI7X/jxg1DQ8Njx44NGTKExWLZ2tpmZ2e3rbV161Y7OztnZykhKzGdI8UtQiSGQ1YtHH8p9W/z7UaiykuuECXOuVqPUvJq+G2LdYSnp6eFhUXbdBcXF1tbW5FItGbNGhUVlZcvX6L0R48ekcnkw4cPoyxdXV0+n4+yoqOj/fz8JFeZNWsWm81uampCWRYWFgMHDiQ61dDQ+PHHH0Ui0Y0bNwBg2bJlRJajo+Po0aMlN75//34ASElJkXrW7dLqWmC6hMGDB2/atIk4nDFjhpaWlq2tbXp6emZmppOTk6qq6vPnz8WrPHnyREFBISMjQ+7C9mRS3CK6YKDIppHQ/DdhOlmyWoIEvJ0xhWhqaqLT6QCQk5MzdOhQNpuN0vv06WNkZHT58mUAuHr1qpWVFRGg3tfXNzw8XHIVAOjXr5+iYksgFDabbWZm9uZc2Oyamhri0MHBgfhsZWV19+5dqY0DwPDhw9/6rDFdS2Zm5q1btxYsWECk8Hi8qqqq+Ph4Z2dnBweH+Ph4gUCwb98+8Vr79+/v06ePk5OT3OXt4XTNXsVsWvtxRd5a3YhEogcPHkyYMAEAXr16lZeXh1QPgsvlPnv2DAA4HI6aWjuR6iVUAQDx9LaHIrFw1xoaGsRnJSWl+vp6qY0DQLsiYbqFuLg4GxsbfX19IkVFRUVXV1dHRwcdqqurm5mZ3blzp1Wt6dOnSw2Pi+ksXbw1eis6UkNSycrKqqiocHNzAwAWi2VnZ9fq+aOiooL+V1dXt60uoUqn4HA4xOeamhplZeUubBwjB9LS0mbPni2eYmJiEhcXJxKJCG0iEAiI0S4APH78uLCw0MXFRa6Cfhp0jdf9fBUfxJQLMZNFWFWdorq6etmyZSYmJmj6YMSIEUVFRf369TN9DZlMRlMJw4YNy83NbWho8WfHxMQ4ODgIhUIJVTqFuBMxPz8fTZR2VeOY901paWlxcbG1tbV44sSJE5uamlJTU9FhZWXl7du3hwwZQhQ4e/YsAODlNu+D1urGgNlpBdTOhFRVy4SUjKOburq6zMzMzMzM06dPb9++3crK6unTp4cPH0bPnCVLlrx69Wru3LkFBQX379/ftm2bmZnZtWvXAGDx4sU8Hm/WrFmXL19OTExcs2bNoEGDyGSyhCoygkyqEydOxMXFFRcXh4WFXbp0ydfXV7I8mA8KtEDB2NhYPNHKysrLy2v+/PlHjx49e/bs1KlTVVRUxBfXFBcXa2lpfbwLvj5kWhtTUdZM8bV5W+40na+SMpm95U4TALCob9bgEPPfXp/JtM6tqKgIueWoVGqfPn08PDzWrFlD2Nv6+vrnzp0LCgqysbEhkUjm5ubJycnDhg0DAGNj47S0tKCgICcnJ3V19VmzZm3btk1yFRnh8XgAEBoaumvXrvnz5yspKa1btw55HN+9cYx8ePr0KQCwWKxW6TExMYGBgUuWLGloaBg1atSZM2fEbeGnT5+2rYLpEkgpbhGS98f1L2gklvARbDalbxlIB4DMKr7ThTrxFLQNRQ1PpM8gl0zEj4hOgPcqxvRgUt0jpbuKQ8wZlixKR+v9HDWpaA0x0jUAkFDOQ74bGd9gwGAwnwgyzUzN1VewZFMcs2o57dlVxFvgAFDDE6260QgALCqgV6gwGAwGIatj2JJFyXdWtZA20zQ3twENbfyN6W89C47BYHoknZiHMmCSM+2VPXVpLGr7PuCSBmFiBQ8ALFgUwrbCYDAYROeW+bFppIRRSh3lGjDJDprUknqhhDIYDOaTpYtXFWfaK3dtgxgMpseA9/LAYDByAqsbDAYjJ7C6wWAwcoKU4hbR3TJgMJhPAioA4IXzHwj4JQZMDybVPRIbUxgMRk5gdYPBYOQEVjcYDEZOYHWDwWDkRFeqG7TTjeQweBgM5pOl0+omoYIXfLepXYWSWcUvaRDmcwTzcqUEw8NgMJ8gnVM3/gWN3tn1W+40EfsTi+OoSUU7VCRU8BIqeF0jIAaD6SnIqm5qeCLv7HpiF9F2RzdsGonYamtVQWOn5Bg1ahSJRCKRSJaWlp2qiMG0JSwsjNQGU1NTlMvn8zdv3qynp6ekpDR69OhLly4RFW/fvu3h4aGhoaGpqenm5nbz5s1uOoOeiUzqpqRB6HShrt0BS0mD0OpsLaFcLFmUtiHDZWH37t1nzpyxt7eXvQoG0xHe3t7n/ouVlRURyyUoKGjv3r07duxIS0vr3bu3q6trZWUlAFRUVDg6OnI4nEOHDkVFRT179mzChAmvXr3q1lPpUUjfgCKfI3C6UNeR9zeqlJvPEeRzBPpMMtotdK6+QvDdJgDYVdQs+3bFKNDt3r17u/fq8ng8Gk2m6BGYDxk9PT09PT3iMD09vbCwMCkpCQDKy8t3794dGxs7depUABg6dGhkZCSfzweA6Ojo2trakydPokgMRkZGgwYNOn/+vIeHRzedR09DyugmqpQreaaJUCiEnWXAJKPN0vM5gneJEV5ZWenr66urq0un001MTEJDQ4ksbW3t3bt3r127VltbW1VVddKkSShm7tWrV0kk0tWrV4mSxsbGq1evRp9zcnJcXFzU1dWVlZVHjBiRnp6O0kNDQ3V0dJKTk7W1tQMDA8eMGTN+/HhxSaZMmWJjY/PWJ4LpXoRCYUBAQEBAQO/evQEgJSWFyWSiiIkAwGAwli5diqISLlq06Pr160TUlz59+gAAGvhguoTW6iaqlKuWzCGdqEF/HQVgIDBgkttaT2/i21VKiVElgTlz5uTk5Pz1118FBQUbNmz45ptvEhISUBaNRvvll1/09PSKi4vz8/OvXbu2detWya01NTVNnDhRRUUlIyPjypUr9vb2Xl5eZWVlAKCgoFBfXx8WFhYTE7NixYqFCxdmZGSUl5ejivX19adPn547d+5bnwime4mNjS0rKwsMDESHN27cMDQ0PHbs2JAhQ1gslq2tLRErVU1NzcTEhKiYmppKIpFsbW27QegeSht184jb2VUzRMQFInimJbtlB/V3Gd388ccfWVlZ9vb2JiYmc+bMsbCwSEtLI3L79eu3fPlyJpNpZGTk5uaWk5MjuTUajZafnx8dHW1lZWVmZhYcHFxfX498hFQqta6ubsWKFePHjzcyMvr8889VVFQOHz6MKqakpIhEohkzZrz1iWC6lx9//HHp0qVEVMzKysry8vKwsLCQkJCkpCRFRcUJEya0HcKUlpYuW7Zs/vz5AwYMkLvIPZYuWObHppHQ/DehXIjQ4O+ibqqqqubMmcNms9G0Qm5u7osXL4hc8QksNpv98uVLya1RKJTc3FwnJycmk0kikVDURPEGkfMIABgMxsyZM2NiYtDhsWPHvL29cVjFj5TMzMxbt26h8KcIHo9XVVUVHx/v7Ozs4OAQHx8vEAj27dsnXuvevXv29vbm5uZhYWFyF7kn0zWrijuK8fLW6qapqWny5MkNDQ3Z2dk8Hk8kErUa0zIYDPFDFNJbArdu3fLx8bGxsSkqKhIKhSgmrzhqamrEZz8/v4KCgoKCAhS7ft68eW93FphuJy4uzsbGhggADQAqKiq6uro6OjroUF1d3czM7M6dO0SB3NxcOzu7YcOGpaSk0Ok4oEhX8n7fmZIaaurx48f//vsvccjlcplMJgAUFBQ8fPjwp59+MjU1pVKp8Dres2RIpNbdNTa2zNCnpKQoKir++uuvurq6JBJJcmtWVlZWVlZHjhw5ffq0mpqas7Oz1K4xHyZpaWkuLi7iKSYmJtXV1eLPJ4FAoKjY4hAoLCwcP3785MmT4+Pjsa7pcrpG3Zyv4oOYciG8P5bSwuBt377d1dW1vr4eAEQi0e3bt42NjQGgtrYWAIhA8ZcuXSoqKpI6hGGz2QBATKU/ffq0oqICfa6traXT6UhzAcDBgwdB4pjIz8/v6NGjR44cmT17NpmMX2T9KCktLS0uLra2thZPnDhxIhq0osPKysrbt28PGTIEAHg8nqenp7Oz8/79+/FFfx+0/k4NmJ3+ltuZkHrtM5Y6uvHz86uvr/fx8Tlx4sSiRYuKioqWLFkCABYWFkwmc9euXeXl5ampqYGBge7u7oWFhWjCuyP69u2rpaUVHR3d1NT0/PnzFStW9OrVC2XZ2NhUVVVFRESUl5f/9ttvN27c0NHRuX79OofDabepmTNnlpWVHTt2DM9JfbwUFxcDAHqAEVhZWXl5ec2fP//o0aNnz56dOnWqiorKwoULAWDv3r1FRUWzZs06f/585mvu3bvXPdL3RFov84uyZoqvzdtyp+l8lZTJ7C13mgCARX2zBoeY/2432KY45ubmx48f37Bhw5dffmloaPjXX3+NHj0aADQ1NaOiooKCgv78888RI0ZERkaWlpbOmDHD3d1dfFlNK2g02sGDBwMCAtTV1fX19X/++eeysjK0gsvNzW3t2rXr1q375ptvJk+evH///p07d27fvp1Opw8ePLhtUywWy8nJicPhtLpZMR8RyGRu6+aPiYkJDAxcsmRJQ0PDqFGjzpw5g8bRGRkZfD7fy8tLvPDixYv37t0rL5F7OKQUtwjJ++P6FzQSS/gINpvSUVjezCq+04U68RS0DUUNT6TPIJdMVH1vkr9fKisrjYyMwsPDv/jiC7l1ivcqxvRgUt0jpb/EEGLOsGRROlrv56hJRWuIiaDgCeU85LuR/Q2GD4qqqqqHDx8GBAQYGRn5+Ph0tzgYTM9BJk/NXH2FvLEqrA5UU5Q1k3gRvIYnWnWjEQBY1DfL/z4uDh06ZG9vT6FQEhMTKRQprm4MBiM7sjqGLVmUfGdVC2kzTXNzG9DQxt+YLtVP/GGycuXK5ubm8+fPGxgYdLcsGEyPohPzUAZMcqa9sqcujUVt3wdc0iBMrOABgAWLQthWGAwGg5DuuxGHTSMljFLqKNeASXbQpJbUCyWUwWAwnyydUzdSybRX7toGMRhMjwEvncRgMHICqxsMBiMnsLrBYDBygpTiFtHdMmAwmE8CKgDghfMfCPglBkwPJtU9EhtTGAxGTmB1g8Fg5ARWNxgMRk5gdYPBYOREV6obtNON5DB4GAzmk6XT6iahghd8t6ldhZJZxS9pEOZzBPNypQTDw2AwnyCdUzf+BY3e2fVb7jQR+xOL46hJRTtUJFTwEipaR1bBYDCfOLKqmxqeyDu7nthFtN3RDZtGIvbZWlXQKGPLXl5epPZ48OCBhFo3b94kkUgXL16UsRfMJ0VYWFjbO8rU1BTl3r5928PDQ0NDQ1NT083N7ebNm0RFPp+/efNmPT09JSWl0aNHozirmK5CpjfCSxqE3tn1+RxBR1mOmtSd5gwAsGRRNpvSg+82oZDhMu4f2q9fv7a7T+vp6clSF4Npi7e3d6sd7wMCApC6qaiocHR0NDU1PXToEFIuEyZMuHPnDorqi3bjDwkJ6du3765du1xdXYuKioh4Hph3RLq6yecInC7UdeT9jSrl5nME+RyBPpOMdgudq68QfLcJAHYVNcuobpSVlceNG9cZsWWFx+PRaFKiQcinEYw80dPTE39cpaenFxYWJiUlAUB0dHRtbe3JkydRhAYjI6NBgwadP3/ew8OjvLx89+7dsbGxU6dOBYChQ4dGRkaiSB6YLkGKMRVVypU800QoFMLOMmCS0Wbp+RzBu8QIRzx//tzX11dTU5NOp48YMeLs2bOtcj08PJSUlDQ1NdesWSMUCgEgNDRUR0cnOTlZW1s7MDAQAJSVlXfs2EHUWrhw4bBhw9DnnJwcFxcXdXV1ZWXlESNGpKeno/SCggISiXTq1KlBgwaNHDlyzJgx48ePF+96ypQpNjY273h2GDkgFAoDAgICAgJ69+4NAIsWLbp+/ToRDaZPnz4AUFlZCQApKSlMJnPy5Mkoi8FgLF26VFdXt5sE74G0VjdRpVy1ZA7pRA366ygAA4EBk7zZlA4AyHpCiW/i21W+05NBIBBMnDjx8uXLR44cycvLGzlypKurq7ilvXbt2vHjx1+8eDEgIGDHjh3IIlNQUKivrw8LC4uJiVmxYoWE9puamiZOnKiiopKRkXHlyhV7e3svL6+ysjLUCAAEBwcHBQVFRUUtXLgwIyOjvLwcVayvrz99+jSOePdREBsbW1ZWhh48AKCmpmZiYkLkpqamkkgkFIH+xo0bhoaGx44dGzJkCIvFsrW1zc7O7h6heyht1M0jbmdXzRARF4jgmZbslh3UZRzdCIXCuv+CwvimpaXl5eWFh4c7OzsPHDhw165dhoaGu3fvJipOmDBh+fLlVlZW69evd3BwOHToEABQqdS6uroVK1aMHz/eyMhIQr80Gi0/Pz86OtrKysrMzCw4OLi+vh55B1F43zFjxsyePdvc3Pzzzz9XUVE5fPgwqpiSkiISiWbMmNGZ7wnTPfz4449Lly5FrplWlJaWLlu2bP78+QMGDACAysrK8vLysLCwkJCQpKQkRUXFCRMmoIEPpkvogmV+bBoJzX8TyoUIDS6jurlx44bKf9HW1gaAnJwcKpU6ZsyYFlnJZHt7+8uXLxMVHRwciM9WVlZ3794lDocPHy61XwqFkpub6+TkxGQySSQSCqX44sWLto0wGIyZM2fGxMSgw2PHjnl7e7cNz4j50MjMzLx169aCBQvaZt27d8/e3t7c3DwsLAyl8Hi8qqqq+Ph4Z2dnBweH+Ph4gUCwb98++Yrck+mavYo7ivEio7oxNjb+448/xFNQgKdXr17x+Xxl5Tf7H/P5fA0NDeJQ/LOSkhIaEyHU1NSk9nvr1i0fH58lS5YkJSXp6OgIBIJWLmHxRvz8/Pbs2VNQUGBiYpKamnr8+HFZTg3TvcTFxdnY2Ojr67dKz83NdXV1tbOzO3z4MJ3eEjVERUVFV1dXR0cHHaqrq5uZmd25c0euEvdounhr9FbIGGpKSUnJzs6ubTqLxaLT6Xl5eeKJ4qHmOBwO8bmmpkZcMYlDIv1HjMbGljVBKSkpioqKv/76KzKdUEjpjrCysrKysjpy5Mjw4cPV1NScnZ2lnBXmAyAtLW327NmtEgsLC8ePH+/t7R0eHk4mvxngm5iYxMXFiUQi4oYRCASKih9ldMYPk655Z+p8FR/ElAvh/bGUFgZPMiNGjGhqahIKhaavYTAYaH4BIe7Jy8/PHzRoULvtsNnsV69eiZdEH2pra+l0OtI1AHDw4EEAEIk6dF35+fkdPXr0yJEjs2fPFr9NMR8mpaWlxcXF1tbW4ok8Hs/T09PZ2Xn//v2tLuLEiRObmppSU1PRYWVl5e3bt4cMGSI/iXs6rX8zBsxO/4ramZB67TN+x0Ca48aNs7Ky+vLLL7OyskpKSmJjY62srND0E1IKJ06ciIuLKy4uDgsLu3Tpkq+vb7vtDBs27MSJE5WVlQ0NDd9++21tbS1Kt7GxqaqqioiIKC8v/+23327cuKGjo3P9+nXxQZM4M2fOLCsrO3bsGJ6T+igoLi4GAGNjY/HEvXv3FhUVzZo16/z585mvuXfvHgBYWVl5eXnNnz//6NGjZ8+enTp1qoqKysKFC7tH+h5JiluE6L+cq+QRfw5ZtXD8Zdu/zbcbifL6pzhw/CUr6eVLrhClrLzegIoV1wtE0vD09LSwsOgo99mzZ76+vhoaGoqKiqampjt37kTpubm5AHD69GlXV1cGg6Gpqbl+/XqhUCgSifbv3w8APB6PaOTBgwcODg5MJlNPT++7775bv3490ePatWt79erFYrF8fX1fvXoVHByspKS0cuXK+/fvA8CZM2dayePu7m5nZyf1pN6OttcC8y7ExsYCQFlZmXiip6dn21/B4sWLUW5tbe2SJUvU1dXpdLqjo2N+fn53CN4zSXGLIKW4RUjeH9e/oJFYwkew2ZSOwvJmVvGdLtSJp6BtKGp4In0GuWRiO7OPHy+VlZVGRkbh4eFffPHF+2gf71WM6cGkukdKdxWHmDMsWZSO1vs5alLRGmIiKHhCOQ/5bmR8g+GjoKqq6uHDhwEBAUZGRj4+Pt0tDgbzUSKTp2auvkLeWBVWB6opyppJvAhewxOtutEIACzqm+V/PYBDhw7Z29tTKJTExETxqTEMBiM7sjqGLVmUfGdVC2kzTXNzG9DQxt+Y/o5+4g+KlStXNjc3nz9/3sDAoLtlwWA+VjoxD2XAJGfaK3vq0lhU8PqsnTekSxqEiRU8ALBgUQjbCoPBYBCdW+bHppESRil1lGvAJDtoUkvqhRLKYDCYT5YuXlWcad/+ul4MBoPBS2MxGIycwOoGg8HICaxuMBiMnCCluEV0twwYDOaTgAoAeOH8BwJ+iQHTg0l1j8TGFAaDkRNY3WAwGDmB1Q0Gg5ETWN1gMBg50ZXqBu10IzkMHgaD+WTptLpJqOAF321qV6FkVvFLGoT5HMG8XCnB8DAYzCdI59SNf0Gjd3b9ljtNxP7E4jhqUtEOFQkVvIQKXtcIiMFgegqyqpsansg7u57YRbTd0Q2bRiL22VpV0Chjy15eXiQSSTyGN6KqqopGo5FIpK6KCX/gwIEubA3zIRMWFkZqg6mpKQBMmzatbdaSJUtQxby8PGdnZyaTqa6uvnDhQvEAHph3R6Y3wksahN7Z9fkcQUdZjprUneYMALBkUTab0oPvNqGQ4TLuH8pkMg8fPrx69WrxxKNHj9JoNKwdMG+Bt7f34MGDxVMCAgKQugkODl62bBmR3tDQ4OPjM3ToUACorq52dnY2NzdPSEh4/vz5ypUrq6urT5w4IWfhezDS1U0+R+B0oa4j729UKTefI8jnCPSZZLRb6Fx9heC7TQCwq6hZRnVjZ2eXlpZ29+5ddEMg4uLiRo0ade7cOZnOAwAARCKRQCAg4kZhPln09PT09PSIw/T09MLCwqSkJABoFYxs48aN/fv3R9FdwsLC+Hx+QkICm80GAEVFRR8fn1u3bnUUvwzTWaQYU1GlXMkzTYRCIewsAyYZbZaezxHIGLRXR0fHwsLi8OHDREpZWdmFCxdcXFyIFIFAsGnTpn79+tHp9N69ey9dupQI0TtlypQZM2YEBwcrKysnJycDwOXLl21tbRkMhp6eXmBgIJf7xtN07949Ozs7BoNhaGgYFRUli3iYjxqhUBgQEBAQECAeEBHx+PHjX375ZceOHSi+3c2bN62srJCuAQAvLy8ymZyeni5ngXswrdVNVClXLZlDOlGD/joKwEBgwCRvNqUDALKeUOKb+HaVMplCAoHAx8cHRQVCHDlyZPDgwf379ydS0G3x008/FRQUREVFJScnb9iwAWUpKCjcvHkzPz//9OnTdnZ2xcXFLi4uxsbG586dCwsLi4qKIsw0KpW6bNmywMDAK1eujBgxYtGiRWVlZbJIiPl4iY2NLSsrCwwMbJu1detWOzs7Iv4yl8sVDxJPo9HU1dWLiorkJOgnQGu7I+oRt7OrZvyNFZH1lFnFR4MdS3bLDuoyjm4AYObMmRs2bMjJyRk+fDgAxMXFtYrltHjx4hkzZvTt2xcATExMPv/8cyK4KpVKvX///oULF9TU1ADg559/VlVVjYyMRCET6urqLly4gEry+fzAwEBXV1cA2L59+19//VVQUCA+6sb0PH788celS5eqqrYOeVZWVhYdHX3q1CkipX///jExMVwuV0FBAQCePn364sULIuYq5t3pgmV+bBoJzX8TyoUIDS67ujEwMBg9ejSyp4qKiq5evTpjxgzxAiKRaOvWrbq6uhQKhUQi/fLLLy9evCByjY2Nka4BgKtXr1pZWRHhWXx9fcPDw4mStra26IO6ujoAiDeC6XlkZmbeunVrwYIFbbP279/fp08fJycnImXhwoVVVVX+/v41NTWPHz+ePXu2iooKdgV2IV2zqrijGC+yqxsAmDlz5pEjR4RCYVxc3MiRIw0NDcVzly5deurUqdjY2IaGBpFIRFhSCELXAACHw2EwGB31wmS2TNWTSCR4HWsc01OJi4uzsbHR19dvN2v69OnoNkCYmpru2bMnOjpaTU3NzMzMzc1NS0tLS0tLjvL2cN7vO1OdCjXl4+NTWVl58eLFtpaUSCRKTExcvny5o6OjoqIiADx9+rSjdlRUVKqrq99aZkxPIi0tTXzCgeDx48eFhYVtsxYtWlRZWXnv3r3nz58vXLjw0aNHQ4YMkYuknwRdo27OV/FBTLkQ3h9LaWHwxOnVq5eLi8u+fftu377dKjAun89vbGxUUVFBhxwOJzExsaOBybBhw3JzcxsaWpzcMTExDg4OQmEnxlmYnkFpaWlxcbG1tXXbrLNnzwIAWm5DcP/+/fDwcAaD0b9/fwaDERcXRyaTJ0yYICdxPwFaqxsDZqcVUDsTUlUtE1KdDaSJ7CknJycdHR3xdBqNZm1tHRUVVVRUlJub6+3t7e3t/eLFi7t377ZdB7h48WIejzdr1qzLly8nJiauWbNm0KBBaKYT80lRXFwMAMbGxu1maWlptfIfNzY2fv311ytWrMjJyYmJiQkMDAwKChK30zHvSJuZKWum+Nq8LXeazldJmczecqcJAFjUN2twiPnvdoNtSsDLy0tRUbGVkxgRERGxYMGCwYMHGxkZ/fDDD9bW1mfPnrW3t8/JyWlV0tjYOC0tLSgoyMnJSV1dfdasWdu2beuUGJieAbK4WSxWu1lt083NzePi4oKDg8PDw7W1tYOCgoKCguQh6CcDKcUtQvL+uP4FjcQSPoLNpnQUljeziu90oU48BW1DUcMT6TPIJRNbzz5iJID3Ksb0YFLdI6VP8oWYMyxZlI7W+zlqUtEaYiIoeEI5D/luZHyDAYPBfCLItKZgrr6CJZvimFXLac+uIt4CB4AanmjVjUYAYFEBvUKFwWAwCFkdqJYsSr6zqoW0maa5uQ1oaONvTO+snxiDwfRsOjFfY8AkZ9ore+rSWNT2fcAlDcLECh4AWLAohG2FwWAwiM4t0GbTSAmjlDrKNWCSHTSpJfVCCWUwGMwnSxe/D5Jpr9y1DWIwmB4DXvyGwWDkBFY3GAxGTmB1g8Fg5AQpxS2iu2XAYDCfBP8HMJuH/uzFb38AAAAASUVORK5CYII="
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<image>A charity recorded how many donations it received each month. In which month did the charity receive the fewest donations?
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February
| 172 | null |
February
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"
|
<image>Greenwood Flooring tracked the number of broken tiles in each shipment it received last year. How many shipments had at least 70 broken tiles?
|
6
| 173 | null |
6
|
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"
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<image>A toy store employee counted the number of toys in each bin in the sale section. How many bins had exactly 52 toys?
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2
| 174 | null |
2
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"
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<image>Belle has $1,178. How much money will Belle have left if she buys a night's stay at Hotel Marie and a night's stay at Grand Mountain Inn?
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468
| 175 | null |
468
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"
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<image>At a candy factory, butterscotch candies were packaged into bags of different sizes. How many bags had at least 11 butterscotch candies but fewer than 66 butterscotch candies?
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5
| 176 | null |
5
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"
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<image>A pottery factory kept track of the number of broken plates per shipment last week. How many shipments had at least 74 broken plates?
|
4
| 177 | null |
4
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"
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<image>Mr. Shen recorded the scores of his students on the most recent math quiz. Which score did the fewest people receive?
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6
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6
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"
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<image>The parks department compared how many soccer fields there are at each park. What is the mode of the numbers?
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1
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1
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"
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<image>Mr. Baxter paints houses. He wanted to know the most popular paint color for walls, so he used a frequency chart to track the colors his customers chose last year. Which shade of paint was the most popular?
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ivory
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"
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<image>How much money does Vicky need to buy a large wooden bead and a big black bead?
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0.74
| 181 | null |
0.74
|
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"
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<image>A juice shop tracked how many smoothies it sold in the past 4 days. On which day did the shop sell the fewest smoothies?
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Monday
| 182 | null |
Monday
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"
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<image>The city library monitored the number of books checked out each day. How many books in total were checked out on Thursday and Friday?
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513
| 183 | null |
513
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"
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<image>Some friends discussed the sizes of their coin collections. What is the range of the numbers?
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2
| 184 | null |
2
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9a8UXgs9WLbRODAKBC2idGAQCZ5ACEQg8QQpEIPAEKRCBwBOkQAQCT5ACEQg8QQpEIPAEKRCBwBOkQAQCTwjIvQyBwBEiAGxcFol3GJzF33vmojb5XlCj9YO/98xFo1AEAk+QAhEIPEEKRCDwBCkQgcATpEAEAk+QAhEIPEEKRCDwpFcFxlxMdBmzREPOQUHE2lhn8tIFgYUv3vzGwLpjpOUiSTGPu/4Axxi+CY3WvCMgYrjR9AGi1nJClgZqTovmbXlf+hOM01paWiUp5pIU81cv3/54bRxC3PUH2Emx/PehrOInHuvd249YtXW1Dd8u/RthrcAVPkHzPTYl33tCa2zmp/K9ff3h7MlY++HzHiXj5mE03HqI3ehhklKi2OZfC7epyYxi5F44Ey9JMc9/2tfl+n4RHq6rdwUee1NSZjBYy9hUr7qq7uKZ+IkOi2mN/6wm2i3s30/Z+09S/BZhBzjCUZCfn09JRQ77hy1JLCQswEghcrNbKPk/A4vVCq9dvht19BoArFgza/GKGRQK+eOHzysX70y4mbJ0QWDq07NEIg5rHO4NXcP43d7eEXftPnPu1Uv4O/u9fP76QVImAMQ/CNfRUwOAkqLSkWaz377+kHgr1dHFpmfYv58r0Xc4x4bNcqRxRv4F7Pc4m4UZqbnTPMb5b/PBNyr20Ol07p/6aGDRBx4NuwwApuYGqzZ4UihkAJCRlQg/tWWso6Wn9+TWljYAaG1t2/53uImuq5yQpZbCmLnT1hcVvv2y+yVJivmsKWsS4lJMdF2VxG08XFfTGpvOnLgxSH2ihpzD2hV76HQ6ALwoKJGkmKvLOrwufj/GymuAqLWd+dwXBSVPHj+zGuqhJGE71WlF5ecarFrGKDQhLkVOyLK2pqG+rlGSYr5uxR5Jivntm48AYKTZLDvzuVgz7d1x0kTXVV7YykjL5eCe08wt2FvWD1JX988i06Ji/yx/qKKmkJR2vLg8wdHFplvY/msOpDzIkqSYM3eJoy29JCnmxyNisM3Yq/dM9acqiFg7jPB8ltfdaiL26j0787kDRK21FMas8AlqbPhn9eu509ZLUsyPHLxwPDzGUMNZVdp+ttvaqspaALAzn7t57UEA2OC3X5JiTmts6ujo2L3tmJmBm6LYSB2lcXOnrX9d/P5nNcgPwuZK0RqbNq7ab6TlMkDU2lR/6qF9ZxmPlYZ62prlwfqqjgNErYcbTWc0JoO6ukYP19VKErYmuq6XL9xmpD/LK3J39lWVtlcSt5niuLz41T8rzUYejpakmM+auvZk5FV1WYd9O6MAICfrubuz70DFsYpiI0cMmR55OLrfp9ldgZ2dnVmPnwGAy1R75nQ+Pt5jZwO9FrnyUykAMNttbfD24w31NKdJNjJyEtdjksZYzy99Vw4AZDIvABS9eue/9oCRsU5LS9vNG8mL5gXs3Xly6DD9utrGiNDomIuJAEDm4wWAxoYmH88AZVV5Pgr5afaLFYuCfOYF6Oqrk0jEuwlpgf5h3SJUVJad4DwSAHh4SF6LXM2GD/Ja5Iqt/u8yxd55ih0ArF+5L9A/rL2tw2f5NAEh6uZ1h0L3n8N2Z5P1g6hrKPLx8QLABFvv0P3nnuW+6urqUlaVFxDk7xm2qYUB+9qKCt/Om76xpKhUV19dWVV+gYc/c+71mKTZbuteFJTMme9iPFQv6ui1hbP/xrKwVr0afedwyHkLq8F0emfs1fv+aw8AgPMUOzl5KQAwsxjktciVxEPaERAZtCWCl8zjMc/JzMLwekyS0yif1ta2n9IgPwibK+XjGXA45LyYuPA878mVn2v81xzARm2dnZ3uzr6Rhy/x8vI4TrL5XFHtt2TXvp0nmatd7r393buPgoL8b0rKFs3dgj1x3r75MMHOOzE+1c5hmNvMsQ/uZjqPXtJQTwMAXl5eAHj7psx/7QFFZVlRcaHKzzWTxy27f+exrcOwGXMcm5ta1yzfczTsUv9Os/t4sqGe1tLSBgAKCtKsygMA3LuTkRifysXFdT3xkJqGYnt7x6gR8/Kfvjq458z2PcuxdWMLX7xJSj+ho6dG4iGei4qLv5GclntOSUUOAGIuJt6783jS1FFYSTqdPnGy7byFk86filvstfVxev7+sHVTZ4w5EXll5eKd9xIzuh1dU1vZ03vStct3yXy8ATuXAsA4J+vIw5fodPqiv9x1DdQ/V9SciLgCAGEn/E3M9Od4ORtqOu/bedLTe1JNdUNvWT8+tBYRFdwWvNxv6a63bz5sWh0CAKJiQvZjzH2WTdPQUuoZdsqDLDa1HQ+/QqfTB+qp3bgbys3NHREavXbFHkbu7m3HAGD56lnLVnkAgJXJzFtxD/OfvtI1UOfiIgBASfH79LzzgkJUI2Mdv6W7EuNTAWDhkql3bqWWvf80ZsKI+T5TAABr3sBdfw0bbggAx8MHNzW11NfRJCT75D/x62BzEen0TiKRe5yT1brN81XVB5DJPLsCj924em/mXMc7t9LSH+Xy8JBi7x6WlBZLvvfEfaJveGi091/ujJrVNBSj9+yrr2s01plcU12flJiurCofFnK+oZ5mOdL48HF/rFjk4UtnTt6Y7zOFSOQGgGe5RcfObh3raAUAt28+qqttMB8xeH/YOgCYu8Dlwpmb8r3rhT3d+0CGlUxHR6+uXcn3ngCAgaGmmoYiAJBIxDHjLQEg7dFTRhl5BSlsLoT9r6Imj8kP26z49JVvo93oYQCgo/ePO+dIu6FMJb97Zf/szIKODjoXF5eMnOSHsooOOn2Akmx1VV1BXjGbrO89CkvcPcal55/fsGWh5UhjCj9fdVXduag4O/M5LwpKvr3z12C7WNuaYLOO8U5WjKzGBlpBfjEAqKorfCir+FBWoTdIAwCS7z9hlBlpN1RQiAoAg4cMBICqylrM8KwbA5RkAWCO+7qlCwIvnL7pMM7Ce6mbhKTI90b702FzpXh5ecKjthw9s1VZVb6lpVVKRhwAPn2sBIDUlBwAMDDUlJQWA4DhVkalNUn5JdeYTVfnzHcGAEEhqpGJDgCUf6wEgMdp+QCgraOCtaeWjgoAPLz37yNSVExozIR/fJEVFKUBIOVB1jibhbsCj30qr/JdO8d+jHn/zrT7g19AkJ8qQGlsaHr39mO3rPb2DuxMaqrrAEBU/N/F3sXEhQCgtrqekSIkIoD9wIxUhYS+2uykf+VZJSwswMgCAEFhKgCQeXkBgE7/bncrbD7W2dlppOXCnF5aWt5Ea+ktS99Q83sPxBI5eanFK6YvXjG9vb0j/kbyqr92VX6uPbj3TMiR9d9VT2VlLXxpGQAQEfu3tTEnIwCYN30D8y7v3/372UNE9J/yfJR/DLfpdHo3918ACNz1V0MD7V5ixtmTsWdPxhIIhFmeE7fvWY67pxebi6hvqHky8mro/nNvX5cx+glsHojdmYx7jyWM1+lUKgW+3GB1dQ0AcDjk/OGQf98SlzJ9RpKSFmO0idZAleCDq7duOpyRmpuRmrsjAGTlJKMuBmHPwe+l+yUhEAjDLAwTbqacOxU3b+EkRjqN1mw+yN3YVHdT4CJhEUEAqGZyaaz8XAtfaxJHsLuWSOQ+fm4bc7q+oUZezqvesn78uHk5hU8eP5OWFXcYOxwASCTi+InWhS/eBG2JeFNS1rM81rm1NLcyUqqqahm/xcSEAKD2y8crxhspABAS+sdBZdNWb3VNJUa6/IDvHghJSoudvxpc8an6cVruw/tZZ07cOHbk8tBh+s6udt9b1c+FzUW8f/ex7+IdvLw8u0L81LWU4m8kh+w+heViD3rmnqCivAq+vjNZPlyww012d3B0HslIZHi8wRfPPAbTZ493mznmafbLzPT8S+cSsp889/LYlPr0bD/OlMW7UC8fVwDIzX65cdV+7A1b+cfPc9zXfSireJyWLyYuMsJqCADk5hRis9i2tvbYq/cAAEv/DWCN2NrShr1ThX/8rYBGawKAQUbaRCJ3RwddRlbCfoz5SPuhdXWNXdAlKCTAJuvHo4q7ft9v6a4Vi4Ke5f7zWbKhnnbvTgYADFCU6Rk29jBua2vHymc/ec4sVExaSYkZWOEr0f9+buGnUgbqqgIAN5FoP8bcfow5FxdXe3u7MNtn/5eGIsAXM9OmppbQ/ecC/cMkpUTHOlptC17uNnMcAJSVfvrx1vhB2FypJxnPAEBdS9HdY5zxUF2s0bDO0GSYPgA8zX6JDUozM/J1VSYM1nJhfsyxZMhQXQBoqGvE2lNKWqypqYUxAOlG6sOcrZsOZ6TmDR4y0GuR65mYXQBQ1t+/u2Dx+mGE9ZCV6+bs3Hr0cMj5iNBoIWGB6qq6rq4uqgAl9NgmPj5eSxtja7uhSbfTJ9gtGmk/9GnWi4L8Yilpceb57i8FG/q3tra5O68cPX74rHkTZWQlSt+Vr/pr9wjrIX8HLZk+e8Lx8Bg3Z9+xEyyf5RVlpOYam+rZjzanUMi9Zf14VHMXTLoSfbf41Ttr01nYJ+a3rz80N7dS+Pm8l7r1DHvmHEc1jQFFhe9muq62tDG+l5ihNVD5RcFrzLxsxuzxx45cLsgrmmDrraAok5vzEjsKNtxatsrDc8bGgA2hBflFTbSW6zFJQsLU5MxT3wxSWlYcACJCL757+3HtJq+r0XeyMguyM5/rDdKor228dOE2kchtbTv0x1vjB5GQFOntSqlpDACA5/klm1aHvC5+X1fXSCAQXheXBfqH+a2fO3jIwKzMgnG2Cy0sByfcfAQA8xdPoQrwVzN1jD3x8nE9GxUXH/vQ3dlXWkb82uWkxoam05d26Oir9yxMa2zetzMq6ug1RxcbfipfespTALB1GNa/M2X9NzEr1809fzXYbvQwIWGBhnqavIKUu8e4hOQIM4tBAEAgEE6c37Z05QxeXlL02VsVn6omu426eT+MMcL+1SgqyXovdeOnUh6n5WFPuw0B3hJSoiVFpdgrim3By/zWz+Mj8546dq307cfZXs7nruzGHv9ssn4QcQmRa7cP/eU3U2ugclVlbfGrUlEx4cluo249CMcuZLewubi4wk/+bWSsU/m5JjM9f/eBVZraygCAvYvW0VffG7pGVk4y72lh2ftPx84GYp86sMe5o4tNeNTfmgOVL5+/nXwv02GsxY07hzGFs8d7qbumtnJ9HS3lflZnV+fpyzunzx5fVPjuyIELcdfvm5jpXYrbr2vA4rb7/fR2pcZPtPZe6iYsIhB17Bo/lXLi/LbZXs5EIvfl87eJROK5q7s95jo1NbVcOB0vKEj13+azbvP8bx5LSVnuWsJBK1uT1IdPYy7e0dRSiroYZDPKjGVhWwez8Ki/VVTlL1+4HRkaXV1dv3z1rJDw75vnMyD4bNVCy3t0Ay150g9Qo/UDtE4MAoEzSIEIBJ4gBSIQeIIUiEDgCVIgAoEnSIEIBJ4gBSIQeIIUiEDgCVIgAoEnyL0MgcATIgCErH2OdxicxeJAbdQm3wtqtH6wOFAbjUIRCDxBCkQg8AQpEIHAE6RABAJPkAIRCDxBCkQg8AQpEIHAExYKdHJyIrCiqKgoPz+fQCA8fPiQfaWTJk2ytbVlmaWrq+vj893WHOLi4gEBAd+7158OnU5fv349FxfX3r17mdNpNNrq1auVlZUpFIqmpmZQUFBn53evqvr/wIMHD6ysrISFhSUkJMaOHZuXl4d3RCxgvVS7qqrq4cOHuyXKycm1tLSEhoaqqan99DiePXs2duzYN2/esMzdvXu3np7eTz8oJ/Px40c3N7eKioqeTj2zZ8++f//+tm3b1NXVk5OT165d29HRsW7dOlzi5FiysrLs7e2dnZ03btzY1NS0efNmOzu7goICUdHftJ5YH2GtQCqVyrIT4+PjW7Bgwa+I48mTJyzT29vbSSSSh4fHrzgoJ3P69GkJCYkbN26Ii3+1Alp1dXVCQsL+/ftnzpwJAMOHD8/Ozr506RJSYDcuXryorKx86tQpzJ5EWVlZV1f34cOHEyZMwDu0r/i+eWC3UejZs2f19fV5eXmlpKQWL17c3Nzcc5eUlJRBgwbx8vJqampeunSJ5bqA/v7+Hh4eb9++JRAIe/fu3b9/v7S09I0bN6SkpFauXAlMo9Dg4GBRUdHExERdXV1eXl4VFZVTp769SOafyNSpUy9evEilUruli4qK1tbWYvLDIJPJ2E2GYGbbtm3Pnz9ntAyZTAYADmyo/hsGXbp0yd3dfdWqVRcvXiwpKfHy8qqurj59+is7vrq6ugkTJujr62dkZLS2tq5du/bjx+52FADg5+dXU1MTExOTlZVFpVKPHz9Oo9EOHDgQFRXVbcRLIpEaGhqCgoKuX78uLi7+999/e3h46Ovr6+vr9/tEOBN5eXn2BZqbm2tqamJjYy9evHj06NHfE9UfB51Ob2xsLC4u9vX11dfXt7e3//Y+vxfWj4TOzs7Gr6HRaN3K7Nixw8LCYvv27ZqamqNHj96+ffvZs2fLyr4ySIiNja2urg4JCTEwMDAxMQkLC6uuZuGFRKFQ+Pj4uLi4xMXFyWQykUhsbGxcsmSJvb29iooKc0kCgdDR0YG9hxAQEAgMDOTn5z937ucYAP5ZjB49Wk5Ozs/PLzIy0t39N61W/seRnJwsLCxsZGREJpPv3LnDw4OzK1tPWCswLy9P4GukpKSYC9Dp9KysLBsbG0aKlZVVV1dXeno6c7GCggISiaSrq4ttqqqqSkhI9DEyY2Pj3rJMTEywHyQSSUND48WLF32s879ESEhIbGysp6fnvHnzDh48iHc4HIqhoeG9e/eOHz9eXl5uZWVVVVX17X1+L6xHoWpqaseOHWNO6fZGrrm5uaOjY+vWrdu3b2dO//TpK9OPhoYGQUFB5hQhob76K4mI9Opixzw7olAoTU1Nfazzv4Senp6ent6YMWPIZLKvr6+Hh0fPSSNCSEjI0tLS0tLS0dFRUVFxz549nPZZi7UC+fn5LSws2OxGoVBIJNLSpUvnzp3LnN6tq+Tn56+v/8ox46c8hGpraxn6bGhokJSU/PE6/xTKyspu377t4uIiIPCPs8+QIUNaWlpKS0u1tbXxjY2jiI+PJ5PJVlZW2KawsLCqquqrV69wDYoF/Xw1xMXFZWRk9PbtW60vqKio8PDwdOu4NDU129vb8/Pzsc38/HyW80AMzBWoL6SmpmI/mpubCwsLdXR0+nUSfyRVVVWzZ8++ceMGIyUnJ4dAICgqKuIYFQdy5MgRb29vhr9dQ0NDcXGxsrIyvlH1pP/vQleuXDl58uSgoCBnZ2cajbZt27aHDx++fPmSeSw0btw4AQEBHx+fHTt2NDc3r1mzplsnyUBERKS8vPzBgwcKCgrfiJhI3L59O5VKlZGRCQwMbG1tdXNz6/dZcCxZWVnY8KGzs7OoqOjevXsAYGpqqq+v7+DgsHjx4oaGBm1t7czMzKCgoDlz5lAoFJwj5jCWL19ubW09depULy+vjo6O3bt3t7e3dxuycQQ+W7W6vsbR0dHAwKCLFdjf9SQnJ2ObZ86c0dfX5+HhERUVdXR0LCwsxNJdXFxsbGyw34mJiTo6OiQSSV1dPTo62sLCwsvLq2fNWHdKpVI3b94cHh4OAO3t7YxcMTGxLVu2dHV1hYSEEInElJQUQ0NDHh4eFRWVCxcusAz1R+jZJr+foUNZmPi9fv26q6urrq7O19dXWVmZTCarq6tv2LChqakJ73g5otG6kZiYOGLECGFhYTExMRsbm7S0NLwj6o7PVi0WCuRkQkJCuLm5f/VR/qw24RBQo/UDn61aHPcnAgjE/xVIgQgEnvxhCvTx8eno6MA7CgTip/GHKRCB+I+BFIhA4AlSIAKBJ0iBCASeIAUiEHiCFIhA4AlyL0Mg8AS5l7EAGXH1A9Ro/QC5lyEQOIMUiEDgCVIgAoEnSIEIBJ4gBSIQeIIUiEDgCVIgAoEnrBXY1dV16tQpKysrERERMpmsqKg4c+bMn2X+1D8DM5b00U3tD4Wlexl2yj0pLy/HL1JOJzQ0lEAgRERE4B0IC1ivlebh4XH69Gl3d/cFCxZQqdTCwsKwsDBTU9ObN2+OGDHiN4fYDWafMzk5uV/kpoY7vbmXKSsrJyUlMaecPHkyKSmJ00y5OIfy8vJ169b1NIHjEFgoMCIiIioqKjw8fN68eYxELy8vc3PzgICAhISEbuUxg7FfGyYTzD5nIiIiv8hNDXd6cy/j5+dnrEILAJ8/f75y5UpERAQHOiJwCEuXLnVwcIiLi8M7ENawGIXu27fPwMCg28qKVCo1JSWFIb+eBmOPHz+2s7MTFRWlUqkmJiaJiYmMfXszMNu1axfz4qLv378nEAiMtWhPnz5taGhIpVLFxcUnTJhQXFwMPXzOuo1CIyMjBw4cyMvLKy4uPm3aNMYS+lOmTHF1dT19+rS6ujofH5+RkVFGRsbPaL1fSG/uZd3w9/fX0dFxdnb+PVH9cdy8efPWrVu7d+/GO5Be6a7A2tra/Pz8CRMm9DT6Y74beHh4GAZjS5YsaWlpcXBwEBAQuHPnTkZGxvDhw52cnDAfJczATEREJCMjIyoqKjQ0lKWBWTfS09OnT5/u5OSUmZkZHx/f3Nzs4uICAH5+fkuWLFFQUPj8+XO33i8qKsrT09Pd3T03N/fChQuZmZnjxo3r6uoCABKJlJaWlpiYmJqaWl5eLi4uPnv27H411+/jm+5lAPDmzZvw8PBt27b9hnj+RJqamry9vQMDA2VkZPCOpVe6j0KxCb2SkhIjpaOjo6WlhbHJx8fHzc3NbDAGAHQ6PScnR0REBFPp5s2bg4ODU1JSXF1dGQZmmINSWFiYurr6N8MyMDAoLi5WUlLCLBeXLl06fvz4iooKSUlJhs9Zt12Cg4NtbW3Xr18PAJqamrt37x4/fnxqauqwYcMAoLa29sCBA/z8/AAwY8aMGTNmNDU1/enrTO/atcvU1JS9w8f/M/7+/lJSUhw+T+neB2IzOuZ5XUREBLONWXJyMiOLYTDGzc395MkTa2trCoVCIBAwUxHMIqJ/Bma8vLznzp3T1NTk4eEhEAjjx49nVMiS9vb23Nxc5nsRczjLycnBNtXV1TH5AYCwsDAA1NTUfDMMTqaxsfHEiROenp54B8Kh5ObmhoSEHDlyhAN9c5npHpyMjAwXFxc26cJwcnJKTk5OTk6+ePFit8IMn5Znz565urqamZkVFxd3dna2t7czyvTPwCwiImLjxo1r1qyprKzs6uq6ffs2+/I0Gq2zs5PZNwb7zXBu4uPj67ZLV5+NYjiTGzdutLW1TZw4Ee9AOJHOzk4vL6+//vqL882VuyuQQqFYWFhcvnyZcYNKS0tbWFhYWFgMGTKkt1piY2N5eXmDg4NlZGS6fZtiY2DWbarJbEMfExNja2s7Z84cTL3f/NjFz8/Pzc3N3K1hHWbf7Qr/OBISEszMzJBnIEtKS0vT09N37txJ/EJdXd38+fN7Tl5wh0UHvXz58ry8vJ7zezbvDxsaGjD3aWzzxIkT8KWTYWNgJiwsjDmBYpvZ2dnMFTL88QDg5MmTwNRr9ey+SCSSgYHBo0ePGCnYbzZGvH86SUlJRkZGeEfBocjKyubl5eUwISAgsGnTJuY5FIfA4nugo6Ojr6/vunXr0tLSJk+eLC4uXlZWdv369evXr7u5uZmamvbcxczMLCAgIDIycvTo0TExMXl5edLS0k+fPq2rq2NjYDZkyJDOzs7IyEhPT8+CgoIjR44wV3jkyJHU1FQpKamdO3eqqandvn07MzNTUVGxN58zX1/f6dOn79y5c9KkSa9fv/b19bW0tGTTb3M4vbmXkclkLLG0tPQ/+acIPwXmVw8YXFxcsrKynGhy2pvlzbVr1xwcHKSkpHh4eOTk5CZPnpyQkMDI7Wkwtnr1agkJCSEhoRkzZtTX12/evJmfn3/p0qVdbA3MgoKC5OTkKBTKiBEjsL96i4mJ6erqqqmpmThxIpVKlZWVDQgIoNPpo0aNEhAQOH/+PLPPWTc3tcjISC0tLRKJJCEhMW/evJqaGix92rRp5ubmjFCvX78OAKWlpWwcbb7D/+bXwMa9rKurC/uic/r0aVxj/ApOaDQ2CAkJhYeH4x1Fd3y2ahF8tmqh5T26gZY86Qeo0foBWicGgcAZpEAEAk+QAhEIPEEKRCDwBCkQgcATpEAEAk+QAhEIPEEKRCDwBCkQgcAT5F6GQOAJci9jAfoDq36AGq0foL9KQyBwBikQgcATpEAEAk+QAhEIPEEKRCDwBCkQgcATpEAEAk9YKNDJyYnZFktCQsLGxoYDF5n6z8PSvQxj3759ampqZDJZW1s7KioKj+g4lD/O8o21e5mqqirDbO3jx4/h4eFWVlaJiYnW1tbfVfvBgwcfP358/PjxH4zy/5De3MsAIDQ0dOXKlUFBQWZmZomJibNmzRIVFR07diwucXIUf6LlG2sFUqlUZossZ2dnNTW1ffv29V2BmKUZs9MY4rvozb0MALZt27Z48eJly5YBgKmpaX5+fkBAAFIg/JmWb32aB/Ly8urp6b179w7b7M2orJulmZWV1bFjx06cOEEgELy8vISEhJhXxd6/fz8fH19tbe3PPqP/CL25l718+bK0tBQz0sAYN25cenp6t4XJ/z/5Ey3f+vom5vXr15gFFBujsm6WZlevXjUyMpo6dernz59XrVrV0NBw7do1RoXR0dFOTk6YiQqiJ725l7169QoAVFVVGSkqKipdXV1FRUW/KTIO5k+0fOtVgR1fKCsrW7ly5YsXLzDPPRKJlJOTc/LkSUNDw4EDB27evJlGo6WkpAAAs6WZioqKkJAQkUjE/DRVVVVtbW0Z7wzKy8tTUlI438SPA6mrqwMAZjMc7DcaTfQRTrN8Y63Ap0+fkr4gLy8fGRkZFhY2adIkYGtUhtGbVcO8efNu3bpVUVEBADExMbKysra2tj//hBCI3uFAyzfWCtTQ0Hj8hZKSksrKSi8vLyyLjVEZBrOFGDPYmPPcuXMAEB0dPXPmTA43duNMsObFekIMrPfrrdkRzHCg5Rvrd6F8fHy9eZ4wjMowp6S+f1Hh4eGZMWPG+fPn3d3dHzx4cPjw4f5F/H+OpqYmABQWFg4YMABLKSws5Obm7oszMYIDLd++uxdiY1TGEuYsT0/P1NTUffv2DR06FN0x/UNVVVVNTe3KlSuMlEuXLo0YMYKj7iqOhQMt31j3gWxgY1TWs7CIiEh2dnZ2draCgoK4uLi2traZmVlQUNChQ4d+RvD/Zdi4l23cuHHOnDnKysoWFhZXr16Nj4+/e/cuzuFyBn+k5VtP0ylHR0cDAwM2lku9GZX1tDSLi4sTExMTExO7desWlrJz505+fv66urqfagL1k+EEIy727mWhoaEqKio8PDy6urqY4THucH6jcablW6/+gb+Czs5OU1NThnkgx8IJN9MfB2q0fuCzVeu7R6H9o7m5uaio6ODBg3l5edjrUAQCAf2YB/aPgoICc3PzAQMGXLlyRVFR8fccFIHgfH6TAo2MjFpaWn7PsRCIPwj0TRyBwBOkQAQCT5ACEQg8QQpEIPAEKRCBwBOkQAQCT5B7GQKBJ/8DFDZPOpk5+vsAAAAASUVORK5CYII="
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<image>Clarksville High School's student council recruited teachers and students to serve on each of its committees. How many more people are on the graduation committee than the field trip committee?
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5
| 185 | null |
5
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"
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<image>A printing shop kept a log of how many sheets of paper were used in the past 4 days. On which day did the printing shop use the most sheets of paper?
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Monday
| 186 | null |
Monday
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rKCgcOtR1IJWwcOe520VFRY6OjjY2NmQymUqlkslkFou1c+dOfNPwpA8fcevWLTU1ta1btxYUFAgJCS1atIjBYERHR7e0tHBuR0BAgJmZ2d27d7sn727C+iDGxsaioqLd449cLl++jLlOzCkoKimttLH568kTM3NzAIiNiQkJDS0uLk5ISMDJJDIycuWqVRs3bgQALS0teXl5KSkpAKDRaNevXw8PD8dy09DQsF66NDU11dPTMz09vba29uSpU+PHjwcAeXn5FcuXZ2dnz549e9DrPEppb29PTEx0dHTEnIKBgUFRUdHvv//e3Uc0NTVJSEgYGvYgUBwbGzt16tSgoCAA0NXVZTAYv/zyy+bNm8XExHBMg1+5gdDHWIPFYtXV1XF3tGxsbG7evMlxEHfv3r13797u3bu7p+3RhPmIsWPHfmnBhxk2NjYpqamcZpaVlQWAD3V12GXCiRMmJib4OVCp1FevXi1ZsoQTstTaeurUqQCQm5tLJBKNPr72RCLR0NAwJzsbAB7l5mpqaWEOAgBIJJKSkhJmQgwMAoHwxx9/uLi4cELk5eXfv3/fPWZTU5OIiEiPmWRlZXGPOywsLJhMZm5uLr5peNKHj7CysqqpqXF3dy8uLu5ubW5u3rNnj4+Pj4wMr45zbyY6nS4kJNTjwGREIy4urqKiwrl88OABAMycORO7lJOT6zOHkpISAGhlMp2cnExNTZcvW3bpUqdiPY1KlZGRERQU5ERWUlKi0WgAQKVSlRQ/OSdaSUmJSqN9WW3+1RAIBBUVFc74t729PTMzU09Pr3tMOp0+ZkwP4t10Or2mpkZZWZkTIi8vTyQSS0tLcUxfux5fjT7eVW1t7aNHjz59+tTHx+fZs2c+Pj45OV1yvuHh4VJSUnZ2dt0T9mZqamoiEol79uzR19fX0tJas2bNkydPuicf0VRVVh4IClq2bBm31+iTDx8+AEBoaOiqVauioqIMDA3JP/+clZUFAE1NTTxDMxERETqd3tHR0aOpsfEzxVkRvRMSEkKlUrdt29bd1NTU9OHDB0dHR21tbX19/S1btlRWVgIAdv95xg4iIiINDQ04psGrwhfS9+/5kiVLsrKyDhw4ICwsnJOTY2trGxwcDABFRUWJiYn79+/v3inAMbFYLAKBICgoGBkZGRkZyc/Pv27duhcvXnyt+gw5ZWVlGzdunDx5st9nzkK1t7UBwEZHxwULFmhqavr5+WlpaSWeODEopUT0j+Dg4BMnThw5ckRVVbXHCG/fvjU2No6Pj//pp5/y8vLs7Oyam3uR6h2x9EtfQ0BAYNq0aaqqqmfOnAkLCzt69OiKFSt27dq1cePGadOm8UTu6OjozQQA7u7u7u7unEsDAwMTE5Pk5OTAwM9RshyuPHv2bLOHx8yZM4MOHBASEuo7ARfYyFZdvUvYVkdHJz09HQDExcV5ugaNjY2ioqIEAqFHk7i4+MDrgACAj4/x5cuX//e///U2l8Q9A62np6eiorJs2bI7d+6Ym5sDAHfXgM1mNzU1jRs3DmuaHk2DVJEvB68fwWazKRRKVVVVV2wCwcPDg4+PLzs7Oy8vLzY2Vu0jjY2Nu3bt0tHRqaqq6s3U/SvGjBkzceLEioqKr1+zb05ZWZmbq6uZmdnBQ4c+10EAgPLEifBxxIHBYrGIRCIATFRRefPmDZPZJd9KpdFIJBJmon06+0Cj0VRJpAHXAoHx888/X7t2LSUlpc/JZg7Yj2JFRcXYsWPl5OS4pxjKy8vb29snTZqEY/q65f+K9DHWcHJyiov7RBOpvr6ezWarqqpevXo1nQsREZGtW7eePXtWRkamNxMAREVFhYaGcnJrbGwsKSnhnsIZobS1tW3fts3AwMD/558HNiM7Y8YMcXHx27e6pGifPHkyecoUADAwMOjo6Lh37x4W3tzc/CAzE9s3MdvIiEKhcDahUSiU6upqzIQYMOfPnz979mxiYqKGhkZvcdrb2729vX///XdOyNOnTwEAe5jnzJlz8+ZNNrtTMfjPP/8cO3asvr4+vml4gjfW4OPjc3Fx2bt3r4SEhKysbHNzc0ZGRkRExJQpU/T19bmn2QGAQCDIyspi7hBbsevRJCkpGRoa2traunDhwoaGhujoaBaLZW9vPwhV+6acO3u2vLx869at3FOwUlJSKioq9fX12J7L1xUVrPb2x48fA4CkpCSJRKJQKCHBwb47dmhoaAgICLi4uBw+fHi8pKSWltaf6elFRUU7/PwAQEFBwdraOiQ4mM1mS0lKnkhM5OfnX71mDQDMmz8/Pj7e28vL3cODyWSGHT6sr68/q6dJeEQ/aWlpOXjwoKWlJYPB4J6h19XVFRQUPH369NmzZ8+dOycgIIDtfaqvr9fQ0CgtLT106NDkyZMtLCwAwMXFZfHixb6+vra2tiUlJZGRka6urtgiCI5peNLHfMSGDRuEhISSkpLKysqYTKavr6+RkZGfnx+Pg+g/a9asAYDExMRTp06JiYnp6OhcunSptwmhEUTuo0csFmv79u3cgStXrvxp924KhbLZw4MTuMnJCQCWWlsHBgY2NTUVFhYyGAzMtM7OjtXR8dtvvx09ckRZWTk4JERbWxsz7dy1KzIy8kBQEIPB0NTUjImNlZCQAABBQcFjUVEhISHbt23jFxCYO3eut7f3N6rzKOXVq1fV1dVYF5g7PDc3V1paurKyMi8vD9vGeuDAATk5uePHj9fU1MjIyFhZWW3fvh17NVRVVbFpe1tbWwkJCVdXV4+PzwCOaXjS3/MsCwoKAgMDz5079w3KxMPoPs/S28vL2dl5yqc9r38DI/c8S3Nz8x53FY9KPuM8S1lZ2dWrVw9qaf6FvHv3rryiYtLkyUNdEER/uX379vfffz/Upfim9GvtE5CPGBwkJSVTU1OHuhSIz8DCwgKbcfj3MNr2RCMQiK8L8hEIBAIP5CMQCAQeyEcgEAg8kI9AIBB4IB+BQCDwQD4CgUDgwXfmyrWhLgMCgRi+CADAMN8SO7r3Yv9rGbl7sf9VfMZebAQC8e8E+QgEAoEH8hEIBAIP5CMQCAQeyEcgEAg8kI9AIBB4IB+BQCDw6NtH3Lhxw9raevr06SQSSV9ff+fOnZhmZ2FhIakbnAOaAeD58+eWlpZaWlrcufWZakRTXFy8fNkyU1NTnvDnz587b9pkaGAwx9Q0gEzuUUcr5bffdGbO5PlbvmwZZmUwGEFBQZYWFoYGBhscHCgUCidhRUWFp6en8ezZpiYmfjt2vHv3btDq9y/i2bNna9asUVdX19fX37t3b3t7e4/RUlJSFi5cqK6ubmRktGvXLm7pg/v371tbW2M5hISEcOeAYxqG9HEOVWFhoaurq6enp4ODQ0JCgru7u7+/PyaQTafTASAmJoZbPoTz+cyZM2QyWUlJiSdD/FQjmrS0tJDgYAUFBZ7wuro6502bpkydejgs7MP79yEhIfX19YfDwniizbWw4Dm07mBoKOmjUkYAmZyXl7fDz09aWjo1JcXdze3suXOysrItLS0uzs4ysrKHw8JYLFZkRMS2rVuTTp7EDmVFDIzXr1/b2tpaWlr6+vqWl5f//PPPgoKCvr6+PNFOnjz5888/b9u2zdDQsLy8PCgoiEajnTp1CgCKioocHR1tbGzIZDKVSiWTydgh2vim4UkfPuLWrVtqampbt24tKCgQEhJatGgRg8GIjo5uaWnBehPGxsY8epMY4eHhUVFRRUVF0dHR3OH4qUY0sTExIaGhxcXF3PJNAJCaktLR0REWFoapPBIFBXf4+paUlPDIrsjKymJq4xg5OTlUKjU8IgIAaDTa9evXw8PDzczNAUBDQ8N66dLU1FRPT8/09PTa2tqTp05h0uHy8vIrli/Pzs6e/VFkHDEAYmJiFBQUDh06xMfHN2vWLCkpqba2tu7RLl26tGrVKk9PTwDQ19en0+k///xzY2OjmJhYbGzs1KlTg4KCAEBXV5fBYPzyyy+bN2/GN33javaTPsYaLBarrq6OxWJxQmxsbG7evCksLIy97WPHju0x4fnz5zFFMx7wU41oEk6c6FHTqaSkZKq6OucJmDt3Lh8fX+7DhzhZdXR0HDp06If16zHB8dzcXCKRaPTxtScSiYaGhjnZ2QDwKDdXU0sLcxAAQCKRlJSUMBNiwFy/fv2///0vpy9mYmIyd+7c7tHOnTuHad9iYOJsWKqsrCxLS0uOycLCgslk5ubm4puGJ334CCsrq5qaGnd39+LiYh4TnU4XEhLqTZNKXl6+x3D8VCMa7H3uTlt7uwA/P+eSSCSOGzeuHFe+8Oqff75984YjTUSjUmVkZLg1TZSUlDAJPyqVqqSoyJ1WSUmJ+qm6H+KzqKure/v27fjx47du3aqjo2NgYLB///4e+xEYra2t79+/v3fvXmRk5Lp160RFRel0ek1NDbf6nLy8PJFILC0txTENbq2+gD7eVW1t7aNHjz59+tTHx+fZs2c+Pj4c5aKmpiYikbhnzx59fX0tLa01a9ZwS1T1xsBSjWiUJ0woKSlpbW3FLmtra+vr6xl0Ok6ShISENWvXcroeTU1NPEMzEREROp3e0dHRo6nHOVFEP3n//j0AhIeHz5gxIzEx0c3NLSkpKazb/BGHqKioWbNmbdiwYfHixXv37gUA7P7zjB1EREQaGhpwTINRl69C37/nS5YsycrKOnDggLCwcE5Ojq2tLda/YrFYBAJBUFAwMjIyMjKSn59/3bp1L168wM9tYKlGNMtXrPjw4UNoaGhjY2NVVdWe3btFREX5uXoWPDx+/LikpISzooH4xmBdBktLS2dnZy0tLQcHh40bN/7vf//rrSuxatWqkydP7tq1Ky0tDZubGGX0q88vICAwbdo0VVXVjIyMzZs3x8TEvHz50t3dPT8/f8+ePYaGhubm5vHx8aKiosnJyfhZDSzViIZEIu366acrly/PMTVdaWNjYmo6XkJC4uMMQneuXb2qra0tz7U+Ii4uztM1aGxsFBUVJRAIPZowAXvEwMD6ZTNmzOCEfP/990wmszd1e0VFRRMTE0dHx4iIiMuXL2dmZmL3n7trwGazm5qaxo0bh2MapOp8OXg+gs1mUyiUqqqqrtgEgoeHBx8fX1FREU/kMWPGTJw4sbf72BsDSzXiWLly5e07d9IuXbp1+/ayZcuqq6sn967NlZWVZWhkxB0yUUXlzZs3TCaTE0Kl0bBl0YkqKrRPZx9oNJrqxxVTxACQk5MTEhLCRhwY2Jw9j8Zta2vr77///urVK06IpqYmAJSVlY0dO1ZOTo57iqG8vLy9vX3SpEk4psGr0RfSRz/CyckpLi6OO6S+vp7NZktJSUVFRYWGhnLCGxsbS0pKuCdjemRgqUY0VCr13LlzwsLCEydOFBYWvnbtGh8fX29rk1WVlZWVldPU1bkDDQwMOjo67t27h102Nzc/yMw0NjYGgNlGRhQKhbMJjUKhVFdXYybEwODn5zc1Nb169SonJCcnR1xcnGcankgkksnkX3/9lRPy7NkzAJgwYQIAzJkz5+bNm2w2GzP9+eefY8eO1dfXxzcNT/D2R/Dx8bm4uOzdu1dCQkJWVra5uTkjIyMiImLKlCm6urpUKjU0NLS1tXXhwoUNDQ3R0dEsFgubiq+rq3v+/DkA0Gi09vZ2bJpTWlpaTU1NUlKyt1Qjmvr6+n/++QcAXldUsNrbHz9+DACSkpIkEonZ0hK0f//Lly+XLFlSVloaHha2YcMGrM9JoVBCgoN9d+zQ0NDA8nldWQkAEz51mgoKCtbW1iHBwWw2W0pS8kRiIj8//+o1awBg3vz58fHx3l5e7h4eTCYz7PBhfX39WXp637j6o4zNmzevXLnS19d39erVBQUFJ0+e3L59O7YYd/r06bNnz547d46fn3/Tpk2hoaFSUlLGxsZv3rw5ePDgpEmTjIyMAMDFxWXx4sW+vr62trYlJSWRkZGurq5jxozBNw1P+thDtWHDBiEhoaSkpLKyMiaT6evra2Rk5OfnJygouGbNGgBITEw8deqUmJiYjo7OpUuXVFVVASA/P9/BwYGTia2tLQDY2NgcPHgQJ9WIhkKhbOZSiN/k5AQAS62tAwMDp0ydeiA4+Hhs7IXz58dLSjps2LBhwwYsWlNTU2FhIYPB4CSsra2Fj0Nibnbu2hUZGXkgKIjBYGhqasbExkpISACAoKDgsaiokJCQ7du28QsIzJ0719vbe7ArO+rR1taOj48PDg5et27d+PHj3dzcnJ2dMVNlZWVeXh62CcLV1VVMTOzUqVNxcXHfffedkZGRr68vNiRRVVVNTEzcv3+/ra2thISEq6urx8fHA8c0POE7c+Vaf44VLCgoCAwMPHfu3DcoEw+j+zxLby8vZ2fnKVOnDnVBvjUj9zxLc3Pzu3fvDnUpvhGfcZ4l0g0fDN69e1deUTGp9/lLxHDj9u3b33///VCX4pvSx1iDA/IRg4GkpGRqaupQlwLxGVhYWFhYWAx1Kb4po3BPNAKB+IogH4FAIPBAPgKBQOCBfAQCgcAD+QgEAoEH8hEIBAIP5CMQCAQefGeuXBvqMiAQiOGLAAAM8y2xo3sv9r+WkbsX+1/FZ+zFRiAQ/06Qj0AgEHggH4FAIPBAPgKBQOCBfAQCgcAD+QgEAoEH8hEIBAKPvn3EjRs3rK2tp0+fTiKR9PX1d+7ciWl2FhYWkrrBOaD5yZMntra2Wlpaurq6GzduxI7A7TPVSKe4uHj5smWmpqbcgd5eXjozZ/L87du7t3vyqqqqnTt3zrOyMjE2Xv/DD3fv3OGYGAxGUFCQpYWFoYHBBgcHCoXCMVVUVHh6ehrPnm1qYuK3Y8e7d+8Gr4Kjm+fPn1taWmppafGE02g0R0fHGTNmaGpqbtmyBTtztEfq6uocHR1JJBJ2RjYHBoPh7++vp6enrq6+cuXK/Pz8AWQ+VPRxDlVhYaGrq6unp6eDg0NCQoK7u7u/vz+DwYiIiKDT6QAQExPDLR+CfX716tUPP/ywYsWKffv2MZnMQ4cO2dnZXbt2TUpKCifVSCctLS0kOFiBSzsHw9XNba2tLeeyubl5h6/v1E9PxweA1tZWD3f3cd99FxYeLiYmduXKlR9//DEmNhY7VT2ATM7Ly9vh5yctLZ2akuLu5nb23DlZWdmWlhYXZ2cZWdnDYWEsFisyImLb1q1JJ09y9GwR/eTMmTNkMllJSYknvKWlxc7OTk5O7vjx4ywWKzg42MnJ6eLFi93vcF5enoeHR4/y376+vo8fPw4ICJCVlU1MTLS3t7927ZqcnFz/Mx9C+vARt27dUlNT27p1a0FBgZCQ0KJFixgMRnR0dEtLC9abMDY27n6I8/Xr19lsdkBAgICAAAAEBASYmJhkZWVZW1vjpBrpxMbEhISGFhcXJyQkcIfzyKscPXpUWVl5xYoVPMlfvHhRWlqacOIEdo6+u7v7lcuXr1+7pq+vT6PRrl+/Hh4ebmZuDgAaGhrWS5empqZ6enqmp6fX1taePHUKkw6Xl5dfsXx5dnZ2b/odiN4IDw+PiooqKiqKjo7mDk9LS3v79m1aWpqkpCQAKCoqWllZ3b9/f86cOTw5HDt2bN26dUZGRjY2NtzhZWVlV65ciYuLs7KyAgBtbW0zM7OkpCRfX9/+Zz6E9DHWYLFYdXV1mE4Rho2Nzc2bN4WFhbG3fezYsT3nSyBwJC2x08Qx0RH8VCOahBMnTExM8ONUVVWdOnly+48/9qaczq0DKigoiN203NxcIpFo9PG1JxKJhoaGOdnZAPAoN1dTS2v8R2VAEomkpKSEmRCfxfnz583NzbuHZ2Vl6ejoYO8wAKipqSkrK9+/f797zMDAQEzFrnsORCKR89oTiURTU1Msh/5nPoT04SOsrKxqamrc3d2Li4t5THQ6XUhIqMdnfenSpfz8/BEREa2trc3NzUePHpWWlsZOCsVJNdKRk5PrM07c8eMzZ840MOjh309mzJgxderU48ePf/jwgcVipV+5Ul5evtTaGgBoVKqMjAy3lpySkhIm4UelUpUUFbnzUVJSon6q7ofoDzwyXBxKS0t5dOSUlZW5xfj6k4OcnBx383Fy6H/mQ0gf76q2tvbRo0efPn3q4+Pz7NkzHx8fTHQLAJqamohE4p49e/T19bW0tNasWfPkyRPMpKioGB8ff+LECXV19enTp9+4cSMxMREbp+GkGvW8efPm8uXLGx0de7QSCIQjR4++ffvWYu5c/e+/DwwMDPzll5kzZwJAU1MTz9BMRESETqd3dHT0aOJRCUZ8CY2NjTxTDKKiotyivgPLAWu+L8/8G9D37/mSJUuysrIOHDggLCyck5Nja2sbHBwMACwWi0AgCAoKRkZGRkZG8vPzr1u37sWLFwBQVlbm4eExf/78ixcvnj9/XldXd9OmTdjiBU6qUc/FixdlZWV7U2doa2vz9vISFhKKiY1NPn1648aNgQEBjx49+saFRCB46Je+hoCAwLRp01RVVc+cORMWFnb06NGVK1e6u7u7u7tz4hgYGJiYmCQnJwcGBkZHR48bNy44OBgbm2lqas6ePfvEiRM+Pj44qb563YYb165enb9gQW9T1tevXSsoKLh2/bqMjAwAqKurv3jx4tjRoycSE8XFxXm6Bo2NjaKiogQCoUcTJiaK+CqMGzeO54e9oaHhs1bieswBa74vz/wbgNePYLPZFAqlqqqqKzaBgM3KFBUV8UQeM2bMxIkTKyoqAKC0tFRVVZXzMhCJREVFxbKysu5fwZ1qdFNVVVVWVoYJxvYIlUYTFRPDHASGsrIyNukwUUXlzZs3TCaTOzKJRMJMtE9nH2g0miqJ9PUr8G9FVVWVZ4KgtLSUZ62qzxyqqqq4m4+Tw5dn/g3oY6zh5OQUFxfHHVJfX89ms6WkpKKiokJDQznhjY2NJSUl2ASMoqLiy5cvOerpbW1t5eXl2MozTqrRzeNHjwBgau+6nvLy8k2NjdzbyahUKrbbwsDAoKOj4969e1h4c3Pzg8xMY2NjAJhtZEShUDipKBRKdXU1ZkJ8FebMmZOfn//27VvsMj8/v6qqqscVkN4wMTHp6Oi4desWdtnc3Hz37l0shy/P/BuAN9bg4+NzcXHZu3evhISErKxsc3NzRkZGRETElClTdHV1qVRqaGhoa2vrwoULGxoaoqOjWSyWvb09ANjZ2V26dCkwMNDOzq6joyM+Pp5Op2NSgJKSkr2lGtHU19f/888/APC6ooLV3v748WMAkJSUJH38SX9dWTl+/HieCSoKhRISHOy7Y4eGhoaFhUXUsWO7du703Lp13LhxDzIz7969GxAQAAAKCgrW1tYhwcFsNltKUvJEYiI/P//qNWsAYN78+fHx8d5eXu4eHkwmM+zwYX19/Vl6et+6/iOcuro6bCswjUZrb2/HJualpaXV1NSWLFly7NgxV1dXLy8vJpO5b9++2bNnYytT+fn5ZDKZTCZra2t3dHTk5uYCAPYYFBQUNDQ0CAkJ6ejoKCoqrly5kkwms9lsaWnp2NhYfn7+9evXAwBO5sOHvnXDT58+nZSUVFZWxmQyZWRkjIyM/Pz8sHW+1NTUxMTE0tJSMTExHR0dHx8fTjfp3r17R44cKS4u5uPjmz59upeX16xZszATTqoeGRFn1T148GBzN4X4pdbWnHmWfXv35ubmXvr9d+4IOTk5bq6uscePY5spy8rKjkRGFhQU0Ol0ZWVlOzs7bO0TAJhMZmRk5J/p6QwGQ1NTc4efH+emVVVVhYSEPMzJ4RcQmDt3rre394iYjxhWZ9VlZGQ4ODjwBNrY2Bw8eBAAKisryWRyZmamgIDA/Pnz9+zZg00ZZGZmrl+/Pjk5efbs2UwmU73b3llFRcXMzEwAYDKZwcHBly5dotPpOjo6AQEBU6ZMweL0lvkw4Wz69b59BEZBQUFgYOC5c+e+QbF4GBE+YsB4e3k5OztP6X0MMloZVj5iwLi5uXl6ek6bNm2oCzJYfMZ5lkg3fDB49+5deUXFpMmTh7ogiIFQW1tLpVJx5phGB/1a+wTkIwYHSUnJ1NTUoS4FYoBISUmlp6cPdSkGnVG4JxqBQHxFkI9AIBB4IB+BQCDwQD4CgUDggXwEAoHAA/kIBAKBB/IRCAQCD74zV64NdRkQCMTwRQAAhvmW2NG9F/tfy+jYiz3q+Yy92AgE4t8J8hEIBAIP5CMQCAQeyEcgEAg8kI9AIBB4IB+BQCDwQD4CgUDg0bePuHHjhrW19fTp00kkkr6+/s6dOzHNTgBob28PCwszMDCYNm3aihUrsINeAaCwsJDUDezsZhzTKKC4uHj5smWmpqbcgc+ePdOZOZPnr0cJ+Q8fPvz0009mc+YYGhi4urhwqw0wGIygoCBLCwtDA4MNDg4UCoVjqqio8PT0NJ4929TExG/Hjnfv3g1a/UY5z58/t7S01NLS4gl/+PDh2rVrtbS0dHV1N2zYgJ2O2533799v37595syZ6urqP/zww6tXrzgmBoPh7++vp6enrq6+cuXK/Px8jolGozk6Os6YMUNTU3PLli09PhhDSx/nUBUWFrq6unp6ejo4OCQkJLi7u/v7+zMYjIiICAA4cOBAWlqav7+/goJCQkKCg4NDRkaGpKQknU4HgJiYGO7TO7HPOKaRTlpaWkhwMHbaPTcMBgMADh0+zH0UbY/H0np7e7+uqNj1008iIiLHjh51dXE5f+GCiIgIAASQyXl5eTv8/KSlpVNTUtzd3M6eOycrK9vS0uLi7CwjK3s4LIzFYkVGRGzbujXp5MlhJU4/Ijhz5gyZTMYUHrihUCj29vYLFizw9PRsbm6OiIhYv379jRs3vvvuO56Ybm5uNBpt7969oqKiBw8etLOzu3nzJtZ8vr6+jx8/DggIkJWVTUxMtLe3v3btmpycXEtLi52dnZyc3PHjx1ksVnBwsJOT08WLF4dV8/XhI27duqWmprZ169aCggIhIaFFixYxGIzo6OiWlpb6+vrExMTIyMhFixYBgIaGxpkzZzCFcayjYWxszCNFiW8a6cTGxISEhhYXFyckJHCH05uaAEBfXx+/yk8eP/7ryZOY2Fjs6PTJkyf/Z8mSy3/8sWbtWhqNdv369fDwcDNzcwDQ0NCwXro0NTXV09MzPT29trb25KlTmHS4vLz8iuXLs7OzZ38UGUf0k/Dw8KioqKKioujoaO7w9PT0CRMmhIeHY0LWEyZMWLBgwaNHj+bNm8cd7eHDh7m5uadOncLETdTV1U1NTc+fP29vb19WVnblypW4uDgrKysA0NbWNjMzS0pK8vX1TUtLe/v2bVpaGiYdrqioaGVldf/+fY7I+HCgj7EGi8Wqq6vD3nwMGxubmzdvCgsL3759e8yYMVi1AUBYWNje3h6TmcIcwdixY7tniGMa6SScOGFiYtI9HOs69VnlkpISAoHAURiQlZXV1NJ6+PAhAOTm5hKJRKOPrz2RSDQ0NMzJzgaAR7m5mlpamIMAABKJpKSkhJkQn8X58+d7FL/x9fW9efMmR+leSEgIALoL37948YJAIHCkMeTk5HR0dB48eAAAWVlZRCKR89oTiURTU9P79+9jJh0dHcxBAICampqysjJmGj704SOsrKxqamrc3d2Li4t5TC9evJgwYcLVq1cXLFigqalpY2Pz9OlTzESn04WEhLrfR3zTSAfTHOkOncHoT5Xb2tsJBAJ3NMnx48srKgCARqXKyMhwi9MrKSlhEn5UKlVJUZE7HyUlJeqn6n6I/iAvL49jZbFYjY2NFArFz88P6yPwRGhra+NpPikpKSqVCgClpaVycnLczaesrIxJ+JWWlvKI1HFMw4c+Hlxtbe2jR48+ffrUx8fn2bNnPj4+mIQRALx///7NmzeJiYn+/v6//vqroKCgvb09NmHW1NREJBL37Nmjr6+vpaW1Zs2aJ0+eYKlwTKMVOp1OJBL3798/z8rK1NTU0dExLy+vezTlCRPa29sxlSeM0tJSBp0OAE1NTTzjFBEREUycvkcTj0ow4st59OiRlpbW0qVLhYSEkpOTuV94DBUVlfb2du7pzJKSEqwL2djYyKPPJioqijVfjyYeleAhp+/f8yVLlmRlZR04cEBYWDgnJ8fW1jY4OBgA2tra3r9/Hx0dbWxsbGBggKnynT59GgBYLBaBQBAUFIyMjIyMjOTn51+3bt2LFy/wTaOVDhaLj49PkEgMOnAgKCiIn0BwcXbm9gUYRrNnyyso7N+37/Xr101NTWGHD795+5afn39IyozgYcaMGSkpKQcPHqypqVm7du2HDx94IsyZM0dRUXH37t3l5eVNTU379++vrq4eHc3Xrz6/gIDAtGnTVFVVMzIyNm/eHBMT8/LlS1FRURkZGWlpaSzOd999N3ny5JKSEgBwd3fPz8/fs2ePoaGhubl5fHy8qKhocnIyvmm0stHR8d79+94+Pnp6eiYmJhGRkSIiIt0Vz4hEYlBQ0Nuamv8sWWI2Z05dXZ25uTk20SAuLs7TNWhsbMTE6Xs0jQgtv5GFmJiYgYGBjY3Nb7/9VlVVFR8fzxOBSCRGRka+efNmzpw52traHz58mDdvHjbRMG7cOJ6uQUNDA9Z8PZqG2zIfno9gs9kUCqWqqqorNoHg4eHBx8dXVFREIpHq6uo44uAAwGKxuvfBAGDMmDETJ06sqKj4LNNoZcyYMRMmTKisrOxu0tbWvnLlyqXff79z925AYGBFefnkyZMBYKKKyps3b7jF6ak0GqY2PFFFhfbp7AONRlP9KESM+HIyMjI442sAEBcXV1ZW5t66wkFXV/f+/ft37tz566+/QkNDqVQqpgCqqqpaVVXF3XylpaWYXKuqqirP7APHNHzoox/h5OQUFxfHHVJfX89ms6WkpMzMzJhM5p07d7Dwd+/elZSUYDclKioqNDSUk6SxsbGkpASbm8ExjVb+Fx9/5MgRzmVjY+Or0tLu6/CNjY3nz5//8OGDsrKyuLg4lUrNy8sznzsXAAwMDDo6Ou7du4fFbG5ufpCZia2xzTYyolAonE1oFAqluroaMyG+CqdPn969ezdnaa+pqYlGo02YMIEnWkNDw2+//fb+/XsVFZVx48aVlpY+efJk/vz5AGBiYtLR0XHr1i0sZnNz8927d7E1lDlz5uTn5799+xYz5efnV1VV9bi8MoTg7Y/g4+NzcXHZu3evhISErKxsc3NzRkZGRETElClTdHV1BQUF58+f7+vrGxAQICEhER4eLiIismbNGgCQlJQMDQ1tbW1duHBhQ0MDNlVhb2+PbxrR1NfXY1MMrysqWO3t2JZTSUlJEokkMX78kSNH2lpbLSwtGxsbExISOlgs7EZRKJSQ4GDfHTs0NDSEhISOx8Zeu3rV1dW1hckMO3xYT08Pe9sVFBSsra1DgoPZbLaUpOSJxER+fv7Va9YAwLz58+Pj4729vNw9PJhMZtjhw/r6+rP09Ib0Zow86urqsOlGGo3W3t6OdRykpaXV1NScnJxsbW23bNlia2vLYrHi4uLa2towXcv8/HwymUwmk7W1tYWFhSMiIv74449t27a1tLTs27fP0NDQzMwMABQVFVeuXEkmk9lstrS0dGxsLD8///r16wFgyZIlx44dc3V19fLyYjKZ+/btmz17NmcBdZjQt2746dOnk5KSysrKmEymjIyMkZGRn58fts5Hp9ODgoIuX77c0tKio6Pj7+/PEVBOTU1NTEwsLS0VExPT0dHx8fHh9KBwTD0yIs6qe/DgwWYPD57ApdbWgYGBAHDx4sWUlBQalSoqKqqpqbl5yxZVVVUAyMnJcXN1jT1+XF9fHwCKX7wIDQ39+++/BQQELC0tf/Ty4kx6M5nMyMjIP9PTGQyGpqbmDj8/zk2rqqoKCQl5mJPDLyAwd+5cb2/vETEfMazOqsvIyHBwcOAJtLGxOXjwIAA8ePAgMjLy+fPnBAJh+vTpPj4+M2fOBIDMzMz169cnJydjO9aKiooCAwPz8/OJROLChQt3797N3XzBwcGXLl2i0+k6OjoBAQFTpkzBTJWVlWQyOTMzU0BAYP78+Xv27BlW8xFn06/37SMwCgoKAgMDu8+0fQNGhI8YMN5eXs7OzlNGu/Z0d4aVjxgwbm5unp6enJ/G0cdnnGeJdMMHg3fv3pVXVEyaPHmoC4IYCLW1tVQqdepo9+99/L8GB+QjBgNJScnU1NShLgVigEhJSaWnpw91KQadUbgnGoFAfEWQj0AgEHggH4FAIPBAPgKBQOCBfAQCgcAD+QgEAoEH8hEIBAIPvjNXrg11GRAIxPBFAACG+ZbY0b0X+1/L6NiLPer5jL3YCATi3wnyEQgEAg/kIxAIBB7IRyAQCDyQj0AgEHggH4FAIPBAPgKBQODRt4+4ceOGtbX19OnTSSSSvr7+zp07Mc1ONzc3Ujd++uknLNU///zj6Og4c+ZMHR0dBwcHjspOYWFh91ScY51HOsXFxcuXLesu9MbhzJkzOjNnXrhwoUcrg8EICgqytLAwNDDY4OBAoVD6Y6qoqPD09DSePdvUxMRvxw5MKg0xAJ4/f25paamlpcUdiP+cc0hMTOwezdLSErMyGAx/f389PT11dfWVK1fm5+dzEtJoNEdHxxkzZmhqam7ZsqW2tnawq/m59HEOVWFhoaurq6enp4ODQ0JCgru7u7+/P4PBiIiI2L59+//93/9xYjY3N3t4eMyYMQMA3r59u3btWjU1tYiIiPb29rCwMHt7+5s3b4qJiWHqZjExMdwHew6rQz4HTFpaWkhwsIKCQm8Ramtrjx45giP8GUAm5+Xl7fDzk5aWTk1JcXdzO3vunKysLI6ppaXFxdlZRlb2cFgYi8WKjIjYtnVr0smTw0qcfkRw5swZMpncXdMA5znnZsGCBTyH1v3yyy9qamrYZ19f38ePHwcEBMjKyiYmJtrb21+7dk1OTq6lpcXOzk5OTu748eMsFis4ONjJyenixYvDqvn68BG3bt1SU1PbunVrQUGBkJDQokWLGAxGdHR0S0sL52BfjIMHD5JIpLVr1wLAhQsX6HR6fHw8di6wsrLy/PnzHz58aGVlhfVBjI2NeVQqRwGxMTEhoaHFxcUJCQk9RggNCTE2Ns588KBHK41Gu379enh4uJm5OQBoaGhYL12amprq6emJY0pPT6+trT156hSm6CUvL79i+fLs7OzZH0XGEf0kPDw8KiqqqKgoOjqaOxznOedGTk6OWxQ6MzPz1atXv/76KwCUlZVduXIlLi7OysoKALS1tc3MzJKSknx9fdPS0t6+fZuWloYpeikqKlpZWd2/f58jMj4c6GOswWKx6urqOAIkAGBjY3Pz5k1hYWHuaJWVlb/++uuuXbuwH0lbW9v09HTOweGYIvP79+8BAPMRY8eO/aq1GBYknDhhYmLSmzUzMzMrO/tHL6/eIuTm5hKJRKOP7zaRSDQ0NMzJzsY3PcrN1dTSwhwEAJBIJCUlJcyE+CzOnz/fp/gNz3PeGx0dHXv37nVycsKe/KysLCKRyHntiUSiqanp/fv3MZOOjg7mIABATU1NWVkZMw0f+vARVlZWNTU17u7uxcXFONEiIyM5gjEAMG7cOEw/AuPu3bsAoKenBwB0Ol1ISAj/Fo9QuH9GeGhubg7av3/L5s0cedTu0KhUGRkZbjFEJSUlTKcPx0SlUpUUFbnzUVJSon6q7ofoD9j7jA/Pc94bv//+e3V1tbOzM3ZZWloqJyfH3XzKysqYhF9paSmPSB3HNHzo413V1tY+evTo06dPfXx8nj175uPjw619iFFdXX3hwgV3d/cec3j9+rW/v//q1asxr9HU1EQkEvfs2aOvr6+lpbVmzZonT558lZoMZ2JjYiQlJVeuWoUTp6mpiWf8JSIiginQf66JRyUY8VXAf865iY6Otre35/SjGxsbOZ8xREVFsebr0cSjEjzk9P17vmTJkqysrAMHDggLC+fk5Nja2gYHB3NHSElJkZeXNzIy6p721atXq1atUldXx+SqAIDFYhEIBEFBwcjIyMjISH5+/nXr1nFWPUYlxS9epKSk7N69e1T2nv494Dzn3OTk5BQXF2NajaODfj21AgIC06ZNU1VVzcjI2Lx5c0xMzMuXLznWP/744z//+U/3mdjCwsJVq1ZpamomJCQICQlhge7u7vn5+Xv27DE0NDQ3N4+PjxcVFU1OTv5a9RluYEPTdXZ2fSpxiYuL8/z+NzY2Ygr0n2saEVp+I47envPu0XR1dRW5BoDjxo3j6Ro0NDRgzdejabgt8+H5CDabTaFQqqqqumITCB4eHnx8fEVFRVhIZWXlq1evuu8IePXq1fr1662srKKjozkOojtjxoyZOHFiRUXFF1RhWPOmurqwsDDxxIlZurrYX1Nj495ffjE3M+OJOVFF5c2bN9wK9FQajUQi9WmifTr7QKPRVEmkQazSv5LenvPu3Lt3jyeaqqpqVVUVd/OVlpZicq2qqqo8sw8c0/Chj36Ek5NTXFwcd0h9fT2bzZaSksIus7OzAYBnubitrW3Tpk3GxsYHDhzg6WBHRUWFhoZyLhsbG0tKSnimbUYTUtLSZ86eTUlN5fyJiIi4uLj8r9v6qIGBQUdHx71797DL5ubmB5mZ2PQYjmm2kRGFQuFsQqNQKNXV1X1OqiE+lx6f8+68fv26oqJCQ0ODO9DExKSjo+PWrVvYZXNz8927d7E1lDlz5uTn5799+xYz5efnV1VV9bm88o3B2x/Bx8fn4uKyd+9eCQkJWVnZ5ubmjIyMiIiIKVOm6OrqYnHKy8slJSV55l2Sk5OpVKqfn9/Dhw85gTIyMqqqqpKSkqGhoa2trQsXLmxoaIiOjmaxWPb29oNRt29JfX39P//8AwCvKypY7e2PHz8GAElJSRKJNPlTOU8+AkFaRgabwaVQKCHBwb47dmhoaCgoKFhbW4cEB7PZbClJyROJifz8/KvXrAEAHNO8+fPj4+O9vbzcPTyYTGbY4cP6+vqz9PSG4BaMZOrq6p4/fw4ANBqtvb0dm5iXlpbmbILq8TnPz88nk8lkMllbW5sTDQBUVFS4oykqKq5cuZJMJrPZbGlp6djYWH5+/vXr1wPAkiVLjh075urq6uXlxWQy9+3bN3v2bAOD4XXqWh97qDZs2CAkJJSUlFRWVsZkMn19fY2MjPz8/DgLOTU1NTw3DgCysrJYLBZn7Qdj3bp1+/btw+ZyEhMTT506JSYmpqOjc+nSJe6F0hEKhULZ7OHBudzk5AQAS62tOZO1PdLU1FRYWMhgMLDLnbt2RUZGHggKYjAYmpqaMbGxEhIS+CZBQcFjUVEhISHbt23jFxCYO3eut7f3YFVy9JKfn+/g4MC5tLW1BQAbG5uDBw9iIT0+542NjXl5edjWYU40AOge85dffgkODvb396fT6To6OsnJydiWFkFBwaSkJDKZvGnTJgEBgfnz5+/Zs+frV+/L4Dtz5Vp/jhUsKCgIDAw8d+7cNygTD6P7PEtvLy9nZ+c+ZzRHH6PjPEs3NzdPT89p06YNdUEGi884zxLphg8G7969K6+omPTpYAQxUqitraVSqVNHu3/vY6zBAfmIwUBSUjI1NXWoS4EYIFJSUunp6UNdikEH7epBIBB4IB+BQCDwQD4CgUDggXwEAoHAA/kIBAKBB/IRCAQCD+QjEAgEHnxnrlwb6jIgEIjhy/8DtmyK1t64aUMAAAAASUVORK5CYII="
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<image>Look at the table. Then answer the question. At a price of $655, is there a shortage or a surplus?
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shortage
| 187 | null |
shortage
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"
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<image>The city library monitored the number of books checked out each day. On which day were the fewest books checked out?
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Sunday
| 188 | null |
Sunday
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"
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<image>Lester, a doctor's office receptionist, tracked the average waiting time at the office each month. According to the table, what was the rate of change between May and June?
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-4
| 189 | null |
-4
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"
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<image>Look at the following schedule. How long does it take to get from Lancaster to Springtown?
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1 hour and 30 minutes
| 190 | null |
1 hour and 30 minutes
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"
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<image>Some farmers compared how many tractors they own. Which farmer has the most tractors?
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Farmer Walt
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Farmer Walt
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"
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<image>Look at the table. Then answer the question. At a price of $220, is there a shortage or a surplus?
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shortage
| 192 | null |
shortage
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"
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<image>Mona has $101.26. How much money will Mona have left if she buys a pair of sandals and a gray sweatshirt?
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70.67
| 193 | null |
70.67
|
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"
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<image>A farm equipment company kept a record of the number of tractors made each month. What is the mode of the numbers?
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56
| 194 | null |
56
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"
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<image>At a candy factory, butterscotch candies were packaged into bags of different sizes. How many bags had fewer than 60 butterscotch candies?
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14
| 195 | null |
14
|
"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"
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<image>A crayon factory monitored the number of broken crayons per box during the past day. How many boxes had at least 60 broken crayons but fewer than 80 broken crayons?
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4
| 196 | null |
4
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"
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<image>A baker wrote down how many pies she made in the past 4 days. On which day did the baker make the fewest pies?
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Tuesday
| 197 | null |
Tuesday
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"
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<image>The parks department compared how many basketball hoops there are at each park. What is the range of the numbers?
|
7
| 198 | null |
7
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"
|
<image>Look at Tanisha's pay stub. Tanisha lives in a state without state income tax. How much did Tanisha make after taxes?
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2,770.85
| 199 | null |
2,770.85
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