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>Adriana wants to buy 3 pounds of silver confetti. How much will she spend?
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36
| 0 | null |
36
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"
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<image>Tristan went to the store. He bought 3 pounds of white rice, 2 pounds of Bhutanese red rice, and 1 pound of sticky rice. How much did he spend?
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35.13
| 1 | null |
35.13
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"
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<image>A pair of Butler High School hockey fans counted the number of games won by the school each year. According to the table, what was the rate of change between 2018 and 2019?
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-4
| 2 | null |
-4
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"
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<image>Susan, who has three different fruit trees growing in her yard, kept track of how many pieces of fruit she picked this year. What fraction of the pieces of fruit picked were plums? Simplify your answer.
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36/89
| 3 | null |
36/89
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"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"
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<image>Ezra counted the number of articles in several different magazines. How many magazines had exactly 28 articles?
|
4
| 4 | null |
4
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"
|
<image>Kurt has $1.31. Does he have enough to buy a whole sand dollar and a beautiful yellow shell?
|
no
| 5 | null |
no
|
"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"
|
<image>Look at this table. Is this relation a function?
|
yes
| 6 | null |
yes
|
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bhy37DgFAUf7dzLeX6cnff3WzMBwlL2qrq/rD8oWcxkYAOPHbXm0mxXGUJrn7ueN/aDMp4w3VB0qW4109AGD3prW9rkX3HsXsPLQYun61NpOyfPZ0ACgrvqfNpJipSj0uf+DjyDKSo0+xNSsrvpeffduDZTxaUSxoikt93d8Szba/ebNu6XwzVSlTFcnN3ywlr7NXL1+GLAm21FQ0kKF5WI5OvRKH6k8e3K/NpCz2mxJ+9HczVamDO7f1jDAv69Zcb+cxyhKGsiJuFoYnftuLenKut/PuTSEAkHY1XptJiT57ktyl9F4B76cQfyECnWZmWjKqsRqppM2kvHj2FPr4HLevXTXVzhwAEmOjtZmUlPjLAFBSyA6e5jZGWcJYgTHX27mi7H5fZ3Hy91+1mZRFM7xT4i9PMB5prMBYNN2r+fXryBNHbHVVzYdLv0vnvHtXAMBYNTltJoWdk7Vx5RIzVSlLTcXQ9avJQxTcyQme5jZOXX6UvKibheHJg71nQR6wWQ27iS7DVIcDQHbGdQAIO7Bv08olDfUvAxcuE2OKnzl84IevFwKA5/QAmohIZcXDe3l30I7JcZdQPaW3BM6fgQlunupa2vnZtxNjo99rRxEROgA0czjfLQgcoTGSLipaeDc35Kvgb+fP0h01WohKvX4tYdeGv91z/rp90/2iAjNLm9dNTWEH9h3/3x4A6OjomOPpdO74H6rqGkHLvqmuerZouid6FBQWEQGAykcPt69dpaqmISUj2y2GnMwbM13s0hOv6BmNdprsXfno4ZZvl21fuwoAnCZ7m4xlAYCKmnrgomWaOnrkXtr6hpLS0pUVDxvq6wEgKz1VSEiIQqFk30gDgOdPK2urXwzX0FRUVunrczS3tEWNq6prBC5apqquUfmowm+STdqVOPtJblMDvryZkjjLffzrpqZezwJ1XUVZ6Y61q4zNxr5pa0uMjf523qwDO7easqybGhrCDuyLjTzbf+e8e1cAgAidDgBbvlt2/17BONvxdTXVv+/eEX0mDADq62rneDrdTL5m7+zmO2dea2vLplVfnfz9156HGMg5w+HqmgBQ87wKAGpePJ/kOXXD7v+t3Lht/c79AHAt5kJXV5eElNQkz6kAkHAhAgBaW1pupiQCgNeMWQMVNkEQS7/fCAB7Nq97L1tK5BvU2dnpNnX6z4fC1mzdBQB3b2fOX7Hmp4PHV23cDgA3kq/y7qIwTPnstYwD4ZcCFy0DgDOHfwOAlPiYovy7TAmJo9HXvl6/ZdOeA1wuFw1TQoJCAFBSkL/jwLEL6bkz5i7oFkPo+u862ts9fGeeSkjbffTMT7+fAICw3/bWVr+Y/uV8u4muADBSV3/tjl8MTf4y8qRQKKbjrAHgXl4uANxOT9U1MlZV18i6kQYA7NwsALCwsoO+P0dHNw/UuI6+0dodv4zU1T/26+7XTU2WDhN2HTm9PnTfjKCF1VXPIsOO9HoWAgICAFBeWvzLiXM7D5/y8psFAEmx0UcuXNl99IzrVF+y6/rpnHfvCgBAR2SIMU/Gp+4/FeU6xQcAUq/EAgA7J6upoWHMOKvtvx1du+OXoxevLv5unbLqiJ6HGEh1dbS3A4AwjQYAKzds3Xcy0mmyd/ubN3IKigDwpq2t8dUrAPgiMAgA4i9GAMCN5Kttra1jxlmO0Bw5gJG7TvXVNRxVeq/gcsSZD9jd3tkdAHSN/rQysnFyBgBdQ2MAQB8t74HQEO3gMhkAnjwsb29vv3P7JgBo6ug1Nbx68ezpCE0tAMi8nkzuJSUt4zTZu+dxW1ta8rJuAYD7F36oZqLHFCEhIS6Xm5eV2X/M5la2AFBwN+dlbc2DkqLRFiyjMeZ52bfa37xh52QBgLm1HfT7OXbj7u2bAKBjYPTi2dMXz55q6xsCwK1+z2KY6nBdw1FkX6lpag3X0CR7sq76BQD8Y+e8V1eQ/T/KbCwA1LyoAgDlEWoAcDs9dYaT9f7tm2qrny9Z84ODSy//TjFg6iII4klFOQAoqqgCQHbGdd8JlqPkRQ1lRVzM9P/cBggAGGtjrzZS68nD8uKC/LQrcTCgAxeCQqEsC9kMAHu3/iAo8N5WKRKSUvD2/gcAxCUkAYAmIgJv7X9IZGTleXchCKLxVT2noQEA8rJu2eqq2uqqerCMAaCZwyEvYjlFpV5vm5saXqHBVvrtHaOAgIC4pBQANLyq77k9L0g89+7m3k5PBQBzK1szS5v2N2/yc27/OXZZ20G/n2P3YBobAODo/t3oLNYvWwAAVU/+8pXseRYoVLKvmJKSfy7SRODt5Mc/ds57dYWk9J+2T3RRUfIQWnoGW/YfkpKRzb2VsffHH/wm2ToYqBXl92JQOGAuDYmXL6LvaVsnl8ZXr+Z94d7M4QQt/2a8q0fN86rlgb68G38xK+jn9d8lx13KSL4qTKO5TvHto9XPh6Obh7H52Pzs21cuRfHWCwgIdHV1tbW2osVXL+s+5igN9S95CwICApLSMuJSUgCgN2r08pDNvBujKwD69kZiSkii8OrfRsXlcpsaXgFAzye0bugbmzCYzMK7OXKKSgBgYW2HJmBup6cW5uUqDx+hPHzEP36OvKDvC68ZAS7ePmSlqNhfVkwf5vDUT+dwmv7ybfqYrgAAn8Cgqf5z7t3NvZuVeencqYLc7K/nTL9yp7TbZgMzdt25dXPjisUAwLJ31DMyLiu518zhAMDCVWvNWNb1tTVoM9LwZor/bCqVGnni8LMnjx1dPcTffmkNLF+v2wIAl8+d5q2UVVCEt48iza9fozv1D4Z8pZscHwMA6lo6VCrVxIIFALUvnls6THBwcdcfPaapsYFGp6N77H4QZTCMzccCQNz5cFSTcCGCy+UK02hjxln1v6+goOCYsZbPnjxOT0zQ1NGTkZMfqasvJSMbc+5UM4eDRrb+P0c0EDU3v0aVoy1YAMBpbHRwcXdwcZdTVGppaSZHpw/mHTvnY7oiO+P6zg3f37mVMcrMInDRskNRcQBQVdndABE+89gV4GovKCTU8vp1XU01AKhraW//7SgAqKppUKnUjo6OkK+CJaSkbyRdUdfSrii7//P675Z+v1FlhJqMnLyDy+Srl87DILgtJLF0mDDWxh7dKZHYT3Q9d/yPXRu/v3+v4G5WpqKKam31C3j/lwfovqWkMD9w8gQJSakr0VEAELDgKwBwcJmsa2RcUpD/xfhxpuOs0pOuPHlYPn/Fakt7x39sdtXG7bMnT7h4+sTLmmoJKWnUpQu/WSv9Dl/Y5la26YlXHpc/8AtaCAAUCsXM0gbpH01p9P85otfT2TfSvgkOmBrw5exFy8+fPJoUdyl4mpuC4rD4ixHNHM7BiMt6bx9HP4x375wP7orm168P7tx27ujvrlN9RRliOZnpAGA/ya3nlp917Hr25PGTh+VNjQ0a2rqLvg2JSL6tpKIKAApKw7b+74iKmnpyfExZ8b3fwi8t/m69mLh4asJlNFgDgIOzOwDIyMmjOYBBwtfru9ttrdy43dlrmqCQUNq1+Kn+c6b6zwGAN23vbYfT/uYNAKwP3S8rr5CemCApLbNg1fdoDpBKpR67dG2K/+ya51URJw4LCQqt/jF0xYat79KsuZXtidgUS4cJd25lXL10XlNHb9v/jiz+bt277Wv3Z8H6z4LF3wv9f47O3l9YjXcSEBS8kXS1tblZVV3jVMJ1a8eJORnXY6POjtTVPxB+yW6iy3v2U3fevXM+uCvsJ7n+cjx8xEitmIjTYQf3NdS/XPRtyI6Dx3tuSXEOiRn82SM6OzvneDjdup4yf8XqlRt7mV3lBzivBuZjWLrj8hDwnlw5d2ZJQX5Z8T0paZk5S1cOdDgYzLsyBP4DpeBO9uOHD4zGmB2MuPwujwcYzCBhCIxdV+/eH+gQMJgPYQiMXRjMEAWrC4PhF1hdGAy/wOrCYPgFVhcGwy+wujAYfkFxDokZ6BgwmH8nQgAQvxn/3qcXXNZdxj2D+WBc1mGHIQyGb2B1YTD8AqsLg+EXWF0YDL/A6sJg+AVWFwbDL7C6MBh+0Yu6vLy8KBRKaGhot/q6ujoqlUqhULhvUzV9PJGRkRQKpa7uo9KSYT4DBQUFurq6kj2ycRUVFU2ePFlGRkZWVtbV1bWwsHAgohuk9D52iYqKnj59ultlREQElUrlf0iYQceRI0dYLJaQUPf/tX3+/Lm9vX1jY+OpU6eOHTtWXV09adKkpqamAQlyENK7uqytre/evVtSUsJbefbs2XHjxn2WqDCDiw0bNkRERPj7+3erP3HiBIfDiYmJcXZ2dnd3DwsLq6qqSktLG5AgByG9q0tRUdHY2Jh3+Hr27Fl6erqTkxPvZocPH9bX16fRaLKysjNnzqyurkb1vr6+Pj4+p06d0tLSotPppqamWVlZaBWXy12yZImUlJS4uLifn19j41/pUWtrawMCApSUlERERLS1tffu3YvqbW1tJ06cyHvcKVOmsFisjz53zLty8+ZNF5decqHNmzcvPz9fQkICLaqqqgJAbW1tzy3/m/Surs7OTh8fnzNn/rIgCA8PNzQ01NLSImvCwsKCg4P9/PzYbPa5c+dycnLc3d2R/RGVSr1161ZiYmJmZuaLFy9kZWXnzJmD9tq+ffvvv/8eGhqam5trbW29efNf6YgDAwOzs7PPnTvHZrPXrl27cuXKixcvAkBQUFBSUlJVVRXarLm5OSEhYfbs2Z+2IzD9oKKi0mu9lJSUtrY2uRgXF0ehUKys/iGX7X8I55AY4u94enrOnDmzoqICALKyslClubn51q1bIyIiAKCjo4MgiNGjRzs5OZF7xcTEAEBGRgZBEDNnzmQyma9fv0arwsLCAKC5uZkgCC0tralTp5J7zZo1CwBqa2sJgnjx4kV1dTW5ytTUdOHChQRBtLS0SEhI/Pzzz6g+PDxcRESkoaGB4DM9e+Y/zrZt2yQkJPpa++jRI1lZ2blz537GiAY1ziExfc7Iq6mpWVpaopvD8vLynJyc6dOnk2s7OjrYbLa1tTVZY2FhAQB5eXloUUtLi8FgoDKaaHr16lV7e/uDBw9MTEzIvXgf5Orq6gIDAyUlJSkUCoVCyc3Nra+vBwA6ne7n54ckCgBRUVHe3t7k3QhmMHD//n0bG5tRo0bt39+7C+N/k/7ed/n5+YWHh3d1dZ09e3bs2LHq6urkqubm5q6uLimpv3LqozI5X0Sn07u1RhAEGr54hUGW29raPDw8Wlpabt26hcZG3huM4OBgNpvNZrPb2tri4uLI+0zMYADd5JuZmcXGxoq8tU3CQP/q8vHxqa2tvXHjxtmzZ2fMmMG7isFgCAoKvuLxRELjTP9DiqioKADwzmS8fPmngw6bzX748OGOHTt0dXXRzO+LF3/5xJmYmJiYmISHhyckJEhJSTk6/rMdAebzUFpaOnHiRA8Pj8jISCytbvSnLjk5OScnp4MHDxYVFfn4+PCuolKpxsbGN2/eJGtQ2dzcvJ8GaTSampra3bt/+YilpqaiAofDAQAmk4kWMzIyysvLCR7rkODg4IiIiPDw8FmzZiHXTcyA09HR4enp6ejoeOjQIfyh9OQfcvH6+fnNnj3bwcFBUVGx26pVq1b5+/v//PPP06ZNq6ioWLVqlZ2dnZmZWf8NzpgxIzQ09ODBg5aWlnFxceRzmrGxsaio6J49ezZs2JCXl7dlyxY3N7fS0tLq6moFBQUUyapVqx49elRUVPSB54r5IOrr69lsNgA8fPiQy+WiL0RFRUVdXd0DBw6Ul5fv2LGD9x3XsGHDeCcS/9P0NWeIyhwOR1RU9NChQ2iRd86QIIjDhw/r6upSqVQ5ObmgoKBXr16h+pkzZ1pZWZENounEyspKgiDa2tqCgoLExcXFxMR8fX2joqIAoKqqiiCIc+fOqaur0+l0Ozu74uLihIQESUlJU1NTsh03Nzdra+tPPbXTJ3jOEBEfH9/zsgkMDCQIwtPTs+eq+fPnD3TIgwLnkJhe1DU4qampERMTO3369Gc74lDpGczgpL8Z+cFDXV1dVlaWt7e3hoZGt8c/DGYwMwTUderUKRsbG0FBwejoaMEPcqrGYAaEIaCuZcuWvXnzJi0tTU1NbaBjwWDegyGgLgxmiILVhcHwC6wuDIZfYHVhMPwCqwuD4RdYXRgMv8AOQxgMv8AOQ32CHYYwHwN2GMJg+AhWFwbDL7C6MBh+gdWFwfALrC4Mhl9gdWEw/AKrC4PhF93V5e/vT+mDAwcO8DWUJUuWGBoa8vUQmA+jHxshLpf7ww8/KCsrMxgMS0vLjIyMAYxzsNE9J9SaNWvIFO2BgYGGhobffPMNWtTT0/uckWEGCchGSFdX99SpU0hLkyZNKi4uFhcXB4Dvvvvu5MmTv/zyy/Dhw/fs2ePi4lJeXi4nJzfQUQ8KuqvLwMDAwMAAlel0upKS0oQJEz57VJhBBGkjhFLBamhoGBgYpKWlTZ48uaqqat++fWfOnJk6dSoAjBkz5siRI5/QPHGo837PXe7u7u7uf/046OTJkxQK5fXr1wDA5XLXr18/YsQIGo2mpaXFm088PT3d1tZWUlKSyWRaW1tfv34d1VdVVbm6utLpdEVFxQ0bNvAeqFe3IQ6HIyYmtnXrVnKzzs5OeXn5NWvWvPd5Y96ZfmyEYmNjRUVFPTw80Co6nb548WIlJaWBCnWw8clmNVasWLFz586NGzcWFhauXLly5cqVhw4dAoDm5mZ3d3d9ff3MzMzbt28bGxu7uLigFNmzZs1is9mXL19OTk6ura09f/482VqvbkNMJtPHx4e0awCAtLS02tpa7DbEV/qxESooKFBXV4+KijIyMpKQkLCysrp169bARTr46Cdrn6amJkoKSeLm5ubm5kYuogudw+E0NDQICwuvW7eOXBUUFKStrU0QRH5+PgBcv34d1Xd0dKSmpjY3Nz99+hQA9u3bh+o7OzvV1NQMDAzQYl9uQ+ihOTs7G9UvXLiQxWJ9eMq5fsH5DHvSzUZo+vTp8vLyVlZWiYmJqampDg4O4uLiNTU1AxvkIOGT5TPMz89vb28fP348WWNvb3///v2XL1/q6Ojo6en5+flt3779zp07goKCdnZ2oqKixcXFAEC6DQkICCCPIkRfbkOWlpb6+vpI1V1dXRcuXMAD12ejp41QR0dHXV1dZGSko6OjnZ1dZGRkZ2fnwYMHBzbOwcOnURcyFpo0aZLIW5AJUE1NDY1GS09P9/f3P3z4sKmpqZqaGrK0RLYMH+A2NHfu3DNnznC53IyMjMbGRl9f309yCpj+6dVGiMlkKikpkR4D0tLS+vr66HsTA++rLgqFwrvY2tqKCkgYJ0+ezHsLm80uLi7W0NAAABkZmW3btpWVlSE3mpkzZ+bn5yPvvA9wG5o1a1ZjY2NKSgq2yfts9GUjpK2t/fLlS4LHqqazs5NGow1EjIOR91OXpKQk6X8HAKRXkLGxMY1Gq62t1X2LjIyMnJwcjUarqKiIjo5Gm2lrax88eFBISCgvL09HR4e3BTQWoXL/bkOysrJeXl7h4eERERHYJu8z0I+NkLOzM/IrRIu1tbVFRUVGRkYDEeag5L1mNX755Rc6nZ6bm9vR0XHp0iWkEA6HQxDEV199JSsrGx4eXlFRkZKSYmxs7OHhQRBEamqqoKBgaGhoSUlJSUnJpk2bqFRqcXExQRAsFmvYsGHx8fE5OTkBAQEjRoxAsxq1tbWioqLBwcHPnj2LjY1lsVhubm7GxsYvXrxAYVy9epVKpaqqqnZ2dvLniZQg8KzGW/bu3SskJHTx4sUUHkpLS9FaLy8veXn5c+fOJSUl2djYyMnJNTU1DWzAg4R/8EDpqa7m5uaAgAApKSkJCYmAgADkD4SMhTo6OtatWzd8+HAqlaqsrLx48WKkOoIgTp48aWJiwmAwxMXFWSxWXFwcqq+oqHB0dKTRaPLy8uvXr1+7di2aZiT+yW2os7OTyWSGhIR84v74O1hdiP5thDgczoIFC6SlpUVEROzt7fPy8gY22sHDUHIY4iU+Pl5ISOjJkyd8PcpQ7BnM4ME5JOYfvCcHG5WVlWw2Ozg4eP78+ehHAxjMoGWI/QfK8uXLfXx8nJ2dQ0NDBzoWDOYfGGJjF3rSw2CGBENs7MJghhBYXRgMv8DqwmD4BVYXBsMvsLowGH6B1YXB8AvsMITB8AvsMNQn2GEI8zFghyEMho9gdWEw/AKrC4PhF1hdGAy/wOrCYPgFVhcGwy+wujAYftFdXRYWFvb29rw1V69e7WkvFBgYSGaxe0cMDQ2XLFnyQUG+B3V1dRQKJTIykt8H+q9RUFCgq6srKSnJWzlt2rSeTlQLFiwYoBgHHd3V5eTklJmZ2dLSQtYkJydTKJTk5GTezVJSUpycnD5HgJhBwJEjR1gsFsotycvGjRt5E0XFxsYyGIwxY8YMSJCDkF7U1d7efuPGDbImKSlp4sSJqampxNuMgmVlZZWVlVhd/x02bNgQERHh7+/frd7AwMCeh5s3b2ppaQUFBQ1IkIOQ7uqytLRkMBhJSUlosbGx8e7du4sXL66trS0oKECVKSkpAIB8vWpqagICAmRlZUVERCwsLHiHuIyMjNGjR9NoNB0dnaioKDKP72+//SYvL3/nzp2xY8eKioqqq6sfPXqU3Cs3N9fR0RGlZ/P09KyoqED1HR0dq1atGj58uIiIiKqq6ooVK9rb29GqgwcPDh8+nE6nW1lZ3bt3j2yqs7Nz3bp1mpqaIiIiKioqixcvbm5uBoD169dLSEiQiYQBYO/evXQ6vaGh4aP789/JzZs3XVxc+t+msrJy586doaGh3TKK/qfpmVfMxcWFzBwYHR0tKir65s0bHR2d3bt3o8rp06ejtJ5cLtfExERTUzMxMbGoqGjJkiXCwsIFBQUEQTQ0NEhLS6MEd7dv33Z0dJSRkVm8eDFBEIcOHaLRaC4uLiUlJe3t7SEhIVQq9enTpwRBPHr0iMlkOjs73717Nzs729bWVkNDo7W1lSCIzZs3y8vLX7lypby8PDY2VllZec2aNQRBIDewZcuWlZSUXL582dTUFAAiIiIIgtixY4eIiEhERERpaem1a9eGDx++bNkygiAqKiooFMrZs2fJU7axsZk+fXrPjFmfNgXXUGfbtm0SEhJ9rQ0KCpowYcJnDGew03s+w127dgkICNTX1xMEsXz5ctRl8+bNmzx5MtpAQUFh+fLlBEGgFMdJSUmovrOzU0dHZ968eQRBnDp1CgCQ0giCePDgAYVCIdUFPJ5DlZWVABAbG0sQxLfffstkMlH6UYIgnjx5IiAgcPr0aYIgvL29x48fTwZZXFyM0sEGBwfLy8tzuVxUf+TIEVJdDQ0Njx8/JndZuXKlnp4eKjs5OZFWSc+fPxcQELhy5UrP3nnfDv1304+6nj59KiwsTF4JGKIvhyEnJ6eurq7U1FQASElJQVOI9vb2169f7+zsLC4urq6uRg9d2dnZQkJCtra2aEcBAQEbG5vMzEwAKCoqolKppMu4pqZmNy/d0aNHowKahkJ+ednZ2WPGjCEnplRVVTU0NFCDnp6eKSkpvr6+kZGRr1690tXVRZZtRUVFo0aNEhQURLuMGzeOPARBEJs2bVJSUhIUFKRQKDt37kQ2RQAQFBR05cqVmpoaALhw4cKwYcOwge3HcOjQIVVVVQcHh4EOZHDRi7oMDQ2VlJSSk5Pr6+vZbDbqMnt7e/QMlpKSQqVS7ezsAKCpqYnL5YqJiZHGQkePHq2urgYADoeDXKtJupmV0Ol03kWCIFCD6enpIjyUl5ejBgMDAy9fvoxSbcvLy0+fPh2Zi3I4nF5tigBg8eLF8fHxZ86caWlpIQhi7dq15CovLy9JScmzZ88CQGRk5KxZs/DTwsdw9uxZX1/fbhY5mN7zGU6YMOHmzZsZGRl0Ot3c3BwAlJSUtLW1b9y4kZmZiWY+AEBCQkJERIT0MUGgYYTBYPC6pQCPgVA/SEhIWFtbd7NXI81QXF1dXV1dW1tb4+Lili5dOn/+/PPnzzMYjF5tigiCiI6ODgkJIV/f8doUCQsLBwQEhIeH+/n5Xb9+vdvbPMx7UVlZWVpaiueQe9L7F7aTkxObzU5JSbG2tqZSqagSTbnevn2b7EcLC4u2trauri7SWIhOp6uoqACAjo5OR0dHYWEh2rKwsJC8K+sHCwuL8vJyTU1NskEBAQHkch0dHf3o0SMAoNPpU6dOXbBgAVK1jo4Om83u7OxELaAbWgDgcrmtra2kMhsbG6Ojowkep6ng4ODMzMw9e/aMHTtWS0vrPfoM83fQRDF+zdWTPtXF5XKPHTvGeydtb2+fmJj4+PFjUl0TJkwwMTHx9/e/fv36o0ePzpw5Y2JigsYBd3d3JpO5ZMmSrKystLS0efPmKSgo/GM0CxYsaGpqmj17NpvNLisr27Jli76+/p07dwDgl19+8fX1vX79ekVFRVpaWnh4uI2NDQDMmDGjpqZm+fLlbDY7IiLi2LFjqCkqlWpqanrs2LHy8vLc3Fxvb29vb+/6+vqSkhIulwsAenp6LBZrx44d2Bu2f+rr61NTU1NTUx8+fMjlclG5pKSE3KCiokJeXr7bgwAGoG//LjQhkZmZSdZUVVUBgKSkJDlBRxBEdXV1QECAjIwMjUbT1dUlZ+0JgkhMTDQwMKBSqVpaWpGRkdbW1mg6Ec0ZIstWgiCQF15YWBhazMnJcXR0FBUVZTAYLBYrPj6ePJC/v7+ioqKwsLCKisqiRYtIn6jdu3cPGzaMRqOxWKy8vDwAQNOMbDbb3NxcREREX18/Ojr66dOnmpqasrKyFRUVaMeff/4Z3Vj2Nefz7hNE/2Li4+N7Xja81lPz58/X0tIauAAHKc4hMRTnkJj/ZvYIgiAsLS1HjRrVl4s2zquB+Rhc1l0eYi4Nn4TW1tYHDx78+uuvBQUFaNoQg+EH/0V1FRUVWVlZDR8+/OLFiyNGjBjocDD/Wv6L6jI1NW1raxvoKDD/fvArVAyGX2B1YTD8AqsLg+EXWF0YDL/A6sJg+AVWFwbDL7DDEAbDL7DDUJ/gX0JhPgbsMITB8BGsLgyGX2B1YTD8AqsLg+EXWF0YDL/A6sJg+AVWFwbDL7qry9/fv6dnDOLAgQMopW5iYuLnCW7JkiVkvlHMwNKrwxAAPHz4cPLkyUwmU0JCYvr06Sj5JAbR/b8n16xZQ+ZICgwMNDQ0/Oabb9Cinp4er7MB5r/DkSNHli5dqqam1q2+tbXV0dFRRUXl4sWLXC539erVHh4et27dwmlDEd3VZWBgYGBggMp0Ol1JSYk3BfSDBw8+8ngdHR1kgkTMUAE5DOXn52/fvp23/tSpU8+fP8/KykJpzEeMGKGnp3f16tVJkyYNUKSDiw957mptbZ05cyaTyVRQUFi6dGlXVxcA5OTkUCiUnJwccrORI0euWrUKAPbu3auoqHj58mUFBQU0Eqanp9va2kpKSjKZTGtra+RjAgBVVVWurq50Ol1RUXHDhg28B83OznZycpKWlhYTE7OwsEB3pxwOR0xMbOvWreRmnZ2d8vLya9as+YDzwvRFXw5DSUlJ48aNIx0CdHV1NTU1r1279nmjG7x8iLrWr1/PYrEyMzO//vrrffv2RUVF9b+9sLBwc3Pz/v37w8LCli5d2tzc7O7urq+vn5mZefv2bWNjYxcXF+TSMGvWLDabffny5eTk5Nra2vPnz6MW2tranJ2dmUxmUlJSVlaWjY2Nl5fXs2fPmEymj49PWFgYeay0tLTa2lqcAPTTgvIr96SsrExTU5O3RkND4/79+58lqCHAh6hr4sSJaL5h9erVampqvONVrwgJCb1+/Xrp0qUTJ07U0NAoLy9vamqaOXOmnp6evr7+nj174uLiaDTas2fPkpKSVq9e7ejoqK+vv2/fPhqNhlqgUql5eXknTpwwMTHR19ffuHFjc3NzRkYGAAQFBZWUlJAxREZGslgsHR2dDzgvzPvS2NjYLQWvuLg4Nhkk+RB1WVlZkWVpael3SRAPAMjtAQB0dHT09PT8/Py2b99+584dQUFBOzs7UVHR4uJiADAxMfkzMgEBCwsLVBYUFMzNzXVwcBAVFaVQKCg7PDqupaWlvr4+Gr66urouXLiABy7MIOFD1CUqKkqWKRQKwWN90A9SUlKoQKPR0tPT/f39Dx8+bGpqqqamdubMGQBAKa97tQu6d++ej48Pi8UqLy/v6urq6OjgbXnu3LlnzpzhcrkZGRmNjY2+vr4fcFKYD0BKSorXgAYAGhoayA8a88neJvechO1n+l5GRmbbtm1lZWWlpaUTJ06cOXNmfn4+ci3q1S4oNjaWRqPt2rVLSUmJQqHwegUBwKxZsxobG1NSUqKiory9vbsZhWH4h46OTrenrPv37+vp6Q1UPIONT6Yu9J6R9Ox68eLF8+fPe92yoqIiOjoalbW1tQ8ePCgkJJSXl4celkg3MDQWoTKHwxERERES+vP9wfHjx+GtoR4AyMrKenl5hYeHR0REzJkz51OdEeYfmTRpUlZWFvlBZ2dnV1ZWurq6DmxUg4dPpq7hw4fLy8ufOHGira2tpqZm6dKl3axcSZ48eTJ16tSdO3eWlpaWlpb++OOPADB27NgRI0awWKxt27YlJCTk5uZ++eWXIiIiaBcWi1VXV3f48OGqqiqU/11RUTE/P58c6IKCgk6cOCEoKDh+/PhPdUYYRD8OQz4+PpqamlOnTk1KSoqNjQ0ICHB0dCSdfjF9OgwRBKGpqclrJEMQRFlZGQBcu3aNrDE1NZ07dy4qx8fH6+np0el0XV3dmJgYS0vLZcuWET0shQiCOHnypImJCYPBEBcXZ7FYcXFxqL6iosLR0ZFGo8nLy69fv37t2rXa2tpo1erVq+Xk5CQkJAICApqamjZu3MhgMFD7BEF0dnYymcyQkJCP8oT5O9hhCNG/w9CTJ088PT0ZDIaEhERgYCAys8cQBOEcEtOfuoYQ8fHxQkJCT548+YRt/jt6BjNQOIfEDHmXhsrKSjabHRwcPH/+fFVV1YEOB4P5iyH/HyjLly/38fFxdnYODQ0d6FgwmL8x5Meuf/wdFgYzUAz5sQuDGbRgdWEw/AKrC4PhF1hdGAy/wOrCYPgFVhcGwy+wwxAGwy+ww1CfYIchzMeAHYYwGD6C1YXB8AusLgyGX2B1YTD8AqsLg+EXWF0YDL/A6sJg+EUv6vLy8urVYahXiwZZWdktW7b02rShoeGSJUs+cbyYAaIvh6Hr16/b29tLSkrKycm5ubkVFBQMRHSDlN7/e1JTU/PAgQPdKpWVlXtuuXPnTiMjo08fF2Yw0ZfD0J07dyZOnDhlypT169e3tLRs3LjRycmpqKhIWlp6IMIcdPSuLjExMV5joV5BXkGBgYF8iAozuOjLYSgiIkJdXf3kyZMCAgIAoK6ubmhoeOPGDQ8PjwGKdHDxfs9dbDabQqHEx8cbGBiMHTsW/n5nmJGRMXr0aBqNpqOjExUVxZud99SpUyYmJmJiYrKysh4eHuXl5QCQnJxMoVBu3rzZrf0rV658gjPDfDr6chjatm1bcXExkhYAoPyT5CLm/TpCWFgYADZu3Pjdd98dO3aMd1VjY6OHh4eUlFRWVlZYWNhvv/1Gpmi9ffu2v7+/l5dXTk5OQkJCa2vr1KlTAcDBwUFTU5PXHygyMlJZWdnJyekjzwrzaenLYQjR2dnZ2Nh4586d4ODgUaNGTZw48bMFNsjp/c6wq6vr9evXvDUUCoXBYKBc07a2trNmzeq2S2xsbH19/b59+5DT8cGDB7W0tNAqY2Pj8vJyNTU19K22bNmyyZMn19TUyMvLf/nll6GhoXv27EG6jYyMnDVrFv7yG1qkp6c7ODgAgIuLS1JSEvooMdDX2FVQUMD8OwoKCuRa0iuIl6KiIiqVSpqIa2pqkpmuaTTa2bNndXR0hIWFKRTK5MmT4a0/0Jw5c5qammJjYwGguLi4uLgY+wMNOUxMTFJTU48dO/bixQt7e3vSWwPTu7pGjhyZ/nd47Tp7tZDhcDjdjNJIL5I//vhj/fr1a9asqaurIwiCtyklJSVXV1d0cxgZGWlpaamtrf3xZ4X5nEhISNjZ2QUGBiYnJ1dWVu7evXugIxos9H5nyGAwrK2t36shBoNBGqAgyO+wCxcuTJgw4csvv0SL3fyBgoKCfH19ORxOVFTU4sWL3+ugmIElISFBRETE3t4eLUpKSmpqaiKzAQx8wt9q6OjodHR0FBYWosXCwkLSk5LD4SC3SMSJEyeAxx/Izc1NWlo6NDT0/v372NhuaPH7778vWrSos7MTLXI4nPLycnV19YGNavDwydTl7u7OZDKXLFmSlZWVlpY2b9488lGNxWJdu3YtMzPz4cOHCxcuHDlyJADk5OS0tLQAgKCg4OzZs7dt2zZlypRu95aYwUA/DkMrVqwoKyubPn36tWvX4uPjvb29Ozo65s6dO9AhDxp6On14enoaGxv3auvQ02FIRkZm8+bNqJyYmGhgYEClUrW0tCIjI62trefNm0cQxKtXr7y9vcXExIYNG7Zly5bOzs5JkyYxmczw8HC0Y3Z2NgAkJiZ+YheKjwN7oCD6dxhKTEy0tbWVlJSUkZFxdHS8devWgAY7iHAOiaE4h8QMePaI1atXX7x4sbi4uKc97ACC82pgPgaXdZcH2KWhuLg4JSVl586dZ86cGVTSwmA+ngFWl42NDYVC2bFjx7Rp0wY2EgzmkzPA6qqrqxvYADAY/oF/c4TB8AusLgyGX2B1YTD8AqsLg+EXWF0YDL/A6sJg+AV2GMJg+AV2GOoT/EsozMeAHYYwGD6C1YXB8AusLgyGX2B1YTD8AqsLg+EXWF0YDL/A6sJg+EXv6kpLS3Nzc1NRUaHRaMOGDfP29s7JyflsMUVGRlIoFPyvX4OKvhyGioqKJk+eLCMjIysr6+rqSiYFw0Cv6kpISBg/frykpOSRI0cyMzP379///Plze3t7lAaof+Tl5R89evTpw8QMKEeOHGGxWCjPOS/owmhsbDx16tSxY8eqq6snTZrULa3lf5le/jf58OHD+vr6p06dQotjxoxxcnJisVhpaWm6urr9tPXkyZPa2tr3OjyXyxUUFMQZNQY5fTkMnThxgsPhxMTEoLzLGhoaBgYGaWlpKJk5ppexC13xvDVMJrOwsHD+/PloMTs728nJSVpaWkxMzMLCIjExEQBSU1NHjBgBAOrq6l5eXgAgJiYWGhpKNhIUFGRmZobK0tLSe/fudXd3p9PpjY2NXC53yZIlUlJS4uLifn5+jY2N5F6dnZ3r1q3T1NQUERFRUVFZvHhxc3MzANja2nbz2pgyZQqLxfoEXYLpQV8OQ/PmzcvPzydTmquqqgLA+37D/ovpRV3u7u75+flTpkzJzMwk06yStLW1OTs7M5nMpKSkrKwsGxsbLy+vZ8+eWVlZhYeHA8CdO3d4TYN6RVhY+I8//hg9evT169fFxMS2b9/++++/h4aG5ubmWltbb968mdxy586doaGhO3bsYLPZx44du3z58tq1awEgKCgoKSmpqqoKbdbc3JyQkIAdHvhEXw5DUlJSvHn/4+LiKBSKlZXV54pr0NNrTswNGzYwGAwAEBcXd3V1PXjwYHNzM1rF5XKfPHnC4XDQIofDAQCU9xOllayoqECrGAzGzz//TLY5d+5cU1NTVFZWVjY3NydXaWlpTZ06lVxE9kW1tbUEQTQ0NDx+/JhctXLlSj09PYIgWlpaJCQkyPbDw8NFREQaGho+LsHj38DZQruxbds2CQmJvtY+evRIVlZ27ty5nzGiQY1zSEzvc4Y//PBDdXX1xYsXAwMDHz58OH/+fB0dnaKiIgAQFBTMzc11cHAQFRWlUCgoQTyZMv7dIW2K2tvbHzx4YGJiQq4aN24cWSYIYtOmTUpKSujxbOfOnehYdDrdz8+PHCSjoqK8vb3JWxTMZ+b+/fs2NjajRo3av3//QMcyiOjzfReDwfD09Ny7d29xcXFycnJzc/OqVasA4N69ez4+PiwWq7y8vKurq6Oj48MOTNoUoVGRVxi85cWLF8fHx585c6alpYUgCHRbiAgODmaz2Ww2u62tLS4ubs6cOR8WCeYjQffzZmZmsbGxyNwVg+hFXVVVVeh+j8TBwWHKlCl5eXkAEBsbS6PRdu3apaSkRKFQutkF8dJtJrC1tbXXzURFRQGAdyaDtCYiCCI6Ovqrr76yt7en0Wjwd3ciExMTExOT8PDwhIQEKSkpR0fHfzhXDB8oLS2dOHGih4dHZGQkllY3uqururp6xIgRW7du7VZfVlamqKgIABwOR0REhHz1cfz4ceCxC+ItS0pK8r76QOLsCY1GU1NTu3v3LlmTmpqKClwut7W1lXQnamxsjI6O5j1WcHBwREREeHg49oMdEDo6Ojw9PR0dHQ8dOoT7vyfd33cpKCh8/fXX27dvr6mp8fLykpGRefHixfHjx9PT09GUIIvF2rJly+HDh11cXC5cuFBQUKCoqJifn9/Y2Ihu9mJjY+3t7Q0NDc3MzC5cuPDVV18xGIydO3dyOBw6nd5rEDNmzAgNDT148KClpWVcXBypQyqVampqeuzYMWdn54aGhm+++cbb2/vo0aMlJSUjR44UEhLy8/NbtWrVo0eP0DMhhh/U19ez2WwAIB2GAEBRUVFXV/fAgQPl5eU7duxIS0sjtx82bBg2EP2TXmfGTpw4YWtrKy8vT6PRRowY4e3tfePGDXLt6tWr5eTkJCQkAgICmpqaNm7cyGAwli1bxuVyXVxc6HS6s7MzQRAPHjyws7MTFRVVVlb+8ccfv//+e9K4SFlZee3atWSDbW1tQUFB4uLiYmJivr6+UVFRAFBVVUUQBJvNNjc3FxER0dfXj46Ofvr0qaampqysLDkz6ebmZm1t/cknfAg8Z/iWfhyGPD09e66aP3/+QIc8KHAOieldXUOFmpoaMTGx06dP86PxId0zmAGnzxn5wU9dXV1WVpa3t7eGhoaPj89Ah4PB9MJQVdepU6dsbGwEBQWjo6O7/W4LgxkkDFV1LVu27M2bN2lpaWpqagMdCwbTO0NVXRjM4AerC4PhF1hdGAy/wOrCYPgFVhcGwy+wujAYfoEdhjAYfvF/ZV3m6KFerPkAAAAASUVORK5CYII="
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<image>A farmer recalled how many watermelons were harvested in the past 6 days. What is the mean of the numbers?
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15
| 7 | null |
15
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/f7/+Kj0mRqbH956kP81YqLLQZK0JInT/YP+rN66eCz5XmFEUFhR26+4tnyMHAKD6Y/VSwyV0dHTJD1Oe3Hva2dmhvUKrv7//Zz8aFOW58zk5OFevt3zy/PHU/s0cnB2dHW3tXy0IXTy3LdNcpqulN0n+opIiYQEhb7/9AjL8MwTYzWzM6hu++jd3/5J/Mwy1D0++sLGySUtKUza9PPfjcLiuuu7GiiYsFntwny+ly9XZlUgkfm7sux11GwCSH6ZQuhTlFZdqLBtqH85LyweAlwlJaU9e4fH48JDzSMCDmw8AoCC9ENnMTs5ZabSqurjmS8tAZWFVx8dOpL3jYycAXLt4fah9eIWBsYaaJmUXRZnFJa9Lh9qH3be5MzExtVS1Iu2VhVU0NDRXw6OmPFJ0mbjkpeXLy8gjUtHXNog4e6W/+ctQ+3BrVRsNDc0xvyBKpON6RwCoKPgw1D58/8Z9Mon8sbR2qH3YUM9otenq7ybn4uTi4uSys7JLe/IqJjKGl4dXZZ4K0kUgEFYarVJSUCISiYL8gh4uHl113VNWO625WW2BGmV9jqz84OBgRWVFQVH+0NCQ6nxVSpeSwrze3t7yD+W5ebm0tLTzleaP6VLKL8yjbNbU1pisMXbd7Lpu7Vcnz+y8HAKBICn+1eBQXkb+xuUb3LO4aWlpc/NzlhouYZrFiGWhZZ5NBgBkAjDUM3yZ8sLSziL2Xkx7R7u4qLiosCgAvM7NVpBVYCYzI6lm88wW5BfMeP3thRUo00daUjo7OSc7OYeenr6xqcFmo7WW0bIvX76QyWQzEzP/E0dT01MHBgau3boWGxcLAFha7OfPn7e4b/H1OjSTa+bkyQcHB9lY2c4Gn1Oeq7zCwPjMiTPpWemp6alf/Zs/lG9zdEmMfbhpvWNoeOjGbQ5TVjstNbOxfvMtJhKIAND7uberuwsAWMgslC4WZmYA6Oru6uruIpPIY61xWJhZkHgE5x2bm1ua6xvrKS1dXZ3jfJoRikuLLdZZzFea/y73/WDbUH/zF0qXtaV13PW43t7PNptsZopwrV5v2dzSDADd3V0p6SlELgJlqaisoLxjBeUXkJeRx2KxqY/T4q7Hpb9Oj4iOAIAgv+PCgsKL9dQJnPiwC6e3ObrQ0NCwsbIdOOI9a+asjes2TpmWiZFJTvqbf7Pq/IUAUPaujIaGpqWqNTs5x2KVxQLlBa7Orvs8vK7FXGtpbZk84bSeaXR2dVLWOzo7AICRyNhPIgNAe2c7pautvR0AyCQymUTu7OocHR2lFNrW0UYmkSmRq1etXrJ4iam1qb62vpH+CgBgZGTq6OwYGRkZZw+V8DiBnp4+8NAxxAGtofFPZsy6Wnq6Wnp9fX2JTxJcPF0ctzvGRMaQSOSF8xeePh42NnKsBy7KNKmqqers6pST/ubfrKetryivmF+UBwAcMziSEpNr62oxGAz3LG4v330iQiIMDAyx92JramvwHF8d6RHD3Bu3b2S9fD02FQCICIs2jxEoEvldZ2FZKRmkHna2v+zfnJmdSVnPL8ynp6cXEhCSlZbDYrHpmd/O4OlZr8gksoiQiOIcxeHh4bGj0jPT585RomxarLI0Xm5iu8Z247aNyIX/XHnF4eHhtMw0JKCkrERZY15JWUlPTzcDPQPFzO/K9SvwhxlzXMK9qpoqAMDj8SaGKx3WbcwreAMA8xSUKqoqhASExEXFkYWGhmbKsx7KRPYe3GO/ef14/+aOds4ZnABwI/ZG9ptsHm4e7lncg4OD0beijfSNACAhNjE35U1Oci6yLF6koaeln5OcKyYsNi6/9hLt1PQU5IwKAElpLwFAWlL6Xfk7Mxuz4tJv/s0Z2Zk0NDT8vPxTVDzllTUrC+tMrpn7d3m/zX0XfyuejZWNclG/wXYDCzNLTGRMeX7FhdCLeDzea6fXUPtwX1O/lISUvIx86uO00uwyDxcPDAbz5N6ToTF3gUPtw+01HQJ8AtpLdQbbhvqa+iXEJMRFxRNjE18mJKnOV5WWlP7SMnD/xn0AOHcyvKbk48mAEDMTMy5OLod1Dq1VbeoLF89TnPc8/sX7vPJnD55LSUitNV871D5cUfCBiYnJcpVlbuqb0uyyA3t8aGlpM55n/u13VP+65dXTdDo6OstVls8ePMfj8c/uP7NZbUMgEMpy3g61D680WsXLw3sn+k7Ko1QTw5WcHJyf3tVPTDLuLtDOys7ZwRlZb6/pmM0ze77S/Md3HyO3SdpLdYbahz839gnyC4qJiN24fCP5Ycph7yN4PN7exn7KgqdWMxMTk//BgM0bNrOysCJ3mpTHBZ8b+3Zs3TFr5iwsFivAJ+DrdWiwbQjpqi6uMTU2JZPIdHR0CnIKt6NuI+1j1TzUPvwyIYmGhubE0eCh9uHKwirj5SZMTEzMZGbj5SaVhVVIzE6XnTPYZ5BJ5LXma9trOvbv8iYSiVs3bf30rn6N2RouTi46Ojoebh7H9Y7tNR3IkMwXWZrqSwgEApFIVJmnEn8r/m9Xxr90eXb/mfrCxcgtNQszi4aaZurjNKSrparVcpUlooqlGssKM4q+m2GcmpXnKmuqL6FsluW81VmmSyAQyCTyGrM1jRVNSHtFwYfVpqs5OTjxeLy0pPQxvyDkWcrkC2aoffivnIxQ/iOQeUitVW2ofzMKNeDpuutf4N+Mzs0oVMM//duGgjJ9UDWjUA+omlGoB1TNKNQDqmYU6gFVMwr1gKoZhXpA1YxCPWCHOkamjkJB+TeAzs0o1AOqZhTqAVUzCvWAqhmFekDVjEI9oGpGoR5QNaNQD6iaUaiHv6RmbgWuwyF+k8es226jaar+V/by23HZv1VBW/7vruLfQfHbohV2htwKXAwCOC65GYa2Bu8+fPVv7uvv2x+4T1xNlEWCJKMpdexsIOLCiNDW0WZiv4JBAJdfkjdJ/pa2lnXbbThl2bnkZphvMv3U+GlcQF9/n7iaqJAK/3Sq/UtqPrLHX0dD55eHl7wrFlsoPGXY6s0WkTERv7wXlF+mp7fH0NYAz4CPCb9DwBNunovt6Gw3tF2OeLG67N925VZEsM/JN4/z92338j3h43fSFxmYlZc130Cppq5m8vzDw8Mr7Ja/r3wXFXotMiTqQ/UHi02m42J8T/jU1n+cZsF/6U9wrVZa/5XhuUW50worzNXV0P0rO0L5NXILc+oa6kJ8Q9lZ2TEYzALFBZEhUeomi/JL8hVlFWMe3PRw8tRerAMA/LMFniQ/uXn/5r7t+wHAP/TIessN6iqLF69cNEn+uw/v5Jfkv0/7wDWDCwB4uXkzc7/6NyMBRWWFpyNCrVbaPE56OJ2Cp56beZW4T0eE7j26m1eJe4YMq/F6I4qn29grjfPR4aILhZjFmbQsl76tKGMQwN2Iu450YWmxcY/vyWhKsUiQVJYrv857DQC+J3zs3eyq66oZBHAhF08CwKXrFxS05VkkSNwKXBaOZrX1tQDAIICr+li5wd2eU5YdkLcTHNsvoS5GFmMUUuHf5rWl93PvlHV+avxktG45szgTnxKP7wmf6XwuKPCHf3NTyzcLPz4e/qqsj0ryShgMZnR0dKwhAT0d3Sh8dcU94XNy52ZPim/bj7j/JE5TdQkiZQAQExK3NrWlSHlkZGTzbkdHaydJUclpFjy1mnFYXHD48Vlc3GXJ77Pis/OK3viF+I6LSc5Ict7jZKS9Iishe5OVo802a2Qg0vuxvvbc1bNn/cMfRj/p/9Lv4GEPAK4bd2y2dZ49a3ZtTv2GNQ6pWalOux2d1znnPHxz52JcW3vrWmdLAKhIrwKA497BpcnvAODE+ePHw4MO7fTLTswND7iQ+Dxhf+C+Ketc77auqKzwzoV7D6MfN7c133t4d5qfzn+ceXOUOdk5125Z8zTlyTj/ZgwGY2ex/nx0eOn7EgDIK35zJ/H2OnM7pJdnJs908he9LRLiE/IJ8hZRFZwpz2HpZF7f9M1oMzzqXENz414Xr+kXPK0rDQE+QSebzQAgwCuoraGbU5A9LiD6bvQszllH9wTQ0NCICop9qPmQV/yG0tvQVJ969xUbCxsAuG5027Bj/ee+zwQ8Ac+Ap8HQsLOyA0B+SR49Hf1aE2s6OjpBPqHIkGjkqgsZxUgksjKzAoC95QZTAzNebl4AEBEUNdFb+fDFt3PQd+usa6h7kfb8uHewhqomABz3Dh47BGUSiARiwtWHdq7rDKz1AMBs06pV+qZmy82RKfnonoCmlqY5WnK0tLTDw8ObbZ3dNu74qfwtrc23E2J1NPWiQq/XN35yP+hm6Wj2MjYFAOqb6r0C9kYERxLwhOknnNZdoJzkN2tHZhK5vbNjXMDb8lI5KXmKe4jO4j/dGooJiSOiBABWMiv82VkUQWOBBg6HW2K2+MK18OraKs4ZnErySjCBURj1CznEP282QYieQQB3Ivx4e0fb5HW+LS8DADkp+a8HTEOjJPedzCjfRUpMOjP+dWb8a3o6+sbmBjtXW901Wl++fAGAPUd3pWQmR4ZEZdzPCg+8cP3etYAw/59KPjg0yMrCFnb4zDz5eUbaK0L9wjJyM9JepwGA24HtSxct0/nJ+6VpqXmcs/K4kw4A9PT2MpOYKZvsbDPG9hLw34Yj11ITM0iKSiXFpoiLSHoF7BNbJKJmrDp2dqfg4rX18cuHV05ebS/p6q8c9HTeNWWd3b3dAEBmIlHaSUxkQPkZ5CTlsVhsUmzqnQv3Mt5kRMZeqamrOXkh+Mgef1MDMxkJWauV1nu27TsUfLC7p3v6aRmJTHKS3/ybF8xVBYC3FaUPXyS+SHseuD/oZ+v8Pb+e4BkYxh5GW3vrLySRFJUKDzj/MfvT81tJWCzWyHb54ODg2IDR0dH7T+IcbTarzVdHXH4bpuExjtind47xQm/r+JXy/oNU11YVlOaPbdHV1FOQVsgvyftQXTEyMiIuLE7pEuIT6v/SP/2naQAgIiDS3NpM2USsdeno6GMTYju6OoQXCBCFGYjCDDsPudc11BGFGUIvn5o84e9Rs7CASGFZIWXz0ctH0xxIuQvOysvKyM0AABoamgVzF/i4H2psaaQ8S0dm2aGhob7+PibiV1/xzq7OB0/iKBl+hIiAKADkF+chm0NDQ+nZr6ZZ3n8cr4B9Du4bxvs3d3ZwsnMity5l5WWUrveV7zEYzOxZvNPPr6WunfY6lSLo5IwkAJAWk/Z2O5CdmJsVn40srg5unOycWfHZFkaWkyf8PZaPJnoro+9E+QR5W5va5Jfk3314ezqjmMksDc0NKZkps2fxPE56dDYy7OTBU/JS8l09XaGXQ/i4+Xi5eTEYDJ4Bn5KZIiMhKy0moyCjEBkboaWu1dHVseuwp6HWiisxl99WlAnx/fBXGD4evvkK8wPCjgrxC7GzsodeOsVAz/BbjprqcV63dYn5YjtXWztL+5GRkVfZaZGxkbX1Hy1XrBbkE1qmpuXlv5fMRBYXFi8sKwwM81+70pqRyDgyMpKalQIApe9LASC3IKezq5OenkF5jjIAbPLcSGDAB3mfAIB15nYhF4NXbTD2dvNp72x3P+impa4tLzUHALi5uCllcM7gwmKxUmLSUxb8e9RssHT5gR0HQy+HnDh/fPECjZO+p5T1laYUjdly88iYK8brDbc7uO1y3j08NLT7yK5PDXUkJtJ8BZW4iAfIFdUOR4+gs4HP057lPMo7c+TcJk8HBW15AV7Bgx6+c6QVXqa/WGKmkXZvspf0RARHbvLcaOqwkkwib1jtMJt7dmx87G85cOpGSV7pQUSCb/BBM4eVff195ptM5aTkE6MeC/ELA0BkSNSh4IMu+7c1NNXzzJpta77Ow8kTAAYGB7Qsv73x0nHXJgDg4+Z7m1oOACVvi4h/vAiQiZHpYdRj1wPbV24wxmFx+ksNAvYd+ysFY/orB6eOmorR0dHGlkbKY/C012lLzBbnPsqTFJX668lR/gmwSTE35rf8J/ybU7NS+efN9gs5VF75/lX2Kw9ft3ny8yREpvsTDso/Hw8nz3+Bf/NvmZsBIOr21aBzxyqqylmZWdXmq/vtOjKLc9ZvyYyCMk1+m5pRUP52/unnDhSU6YOqGYV6QNWMQj2gakahHlA1o1APqJpRqAdUzSjUAxbLjAoahUpApYxCPaBqRqEeUDWjUA+omlGoB1TNKNQDqmYU6gFVMwr1gKoZhXr4B6n5yfPHgjICjDOJOXk5Y9tDw0Pp2el+447MbMy0VmhNHlNUUoRloU1NT/0rO2ppbcGy0Mbei/krSf5eikqKlpsv5xTiwLLQsvOz6Zvqv33/1b95eHj4wGFvARl+AideYeGchEfxlFEtrS02G605BGcwzWLUNtamDPkusfdiWPlYTNaYjG3s7e3dfWCXsJwQ0yxGSSUJ/xP+Y40QfsT/RM2nz5+2c1r3s6OOHD/Kzsae8ihVXER86miU/z09PT36pnp4Bvyd6LsEAiE26nZHR7uBqT7i33zwqI9/sP82R5fE2EQpCSmTtSbZb74aFJpZmyalJYUeO30r4lZ7e5u2sVZPT8/E/AMDA9s8tjpsdRhrlIWw3tnuctTlPe57E2ITrSyt9x7cc+T4kSkL/p+oOffPk+s0aW1rUZ6rPEd2DpFI/O0lofwCOXnZdZ/qTgedXqC8AIPBqCqrRl2I7uvvyyvM6+/vP3bq2I4tO1ycXNQXLr5yLlJMRCwgOAAAktKSkl8lXwy9aGpsqrNM90703camxivXr0zMX1BckJSWlPkiS1xMYmx7W3vbk+dPjvr4r1u7bpHKol2uu4yXm9yJm9qkZWo1p6SnaOgtZuNjZZ5NVtdVS36VjLQPDQ15++0XlBEgcOLFFcVCw0OR9iUGmpejLl+5dgXLQptXmDcuW21draWdxQwBdgInXl5VLvpWNJIKy0JbVFIUdiEMy0Kb8TpjfJU0NBmvM+YtViJyEUTkhaNuRiHtx0KOkXlIY5NjWWjjHz0AgDMXzswU4crNz12wVIVpFqOwnNDlqMsTj66hsUFQRsBqw9qJ1ngA0NzSZGRhROJm4hTi8Ny/k3Kyy8nLWWa0jMTNxMLLbLzauLK6kjLk3KVzAjL8jDOJajqLisuKKe2Dg4Me+9wFZPiJXAR+ab4de9yQGe6fDOLf3Nj0zR6Nn5e/tqxunuK8isqKvr4+DTUNpB2DwRgbGD97+RQAikuLaWlp1VS/vh6Eexb3/Lnzn718NjG/kIBQ2uNXwoLjnX1YWVhbq9usLKwoLQz09NP5i/EpInp7e40sDCXEJVIfp716ki4rJWtgqt/e0Q4AO/a4BYUG7d/lnf+qYPtmV/e9O85HnAeA21F3FOUVzVeaN5Q3ykjKjM02MDCgY6Jd+rY05mrsm9S8FforrB2sHjy8j8ViG8obxUXF7azsGsob586ZO64MDAbjsnPbHvc9SYnJSopK6xxti0qKJq8ch8N1dXd5HfK6FHa5rbp9jdkax+2b6j7VjY3p6+szWWMsKCB0IfTid62zdx/YvUxzWVJissvm7cdCjp29dBYAqj9WLzVcQkdHl/ww5cm9p52dHdortPr7+wEgJT3FydXR2MA4JznXc7unx153Sir/YP+rN66eCz5XmFEUFhR26+4tnyMHJj+Evx3lufM5OThXr7d88vzxuG/7wOAAAGD/sOgGAA4Ozo7Ojrb2toGBARoamrHi4+Dg/FBZMTE/CzPL5Ofhvr6+T/Wfzkecj7kX4+K0fcqCp1BzRVVFV1eXpelqCTEJSXHJ40dO3L/5gJ6OvrOz89zlc66bXW1W24gIiWy022hlYRV06hgAkMlkLBZLT0fPzsZOS0s7NtvDp4ll78pOB4Wpq6qLiYh57z6gKK946lwoACDBDPQM7GzsEy1IBgYGPFw8jPRXzJ0z98KpiwwMDDdir095bF++fNm5faeYiBgOh9tg6zA4OFhQ9M0jcHR01GaTzee+z7GRsXR037/L1NLUcnZwniM7Z5frLjVV9Wu3ogHgzIUwAIg6HyUvIz93ztyIs1eqaqruPrgLAFE3rnLM4AjwDRQTEdPT1ne0d6KkepP/RkpCepmmliC/oK6W3qM7j61X20x5CH8vRCLx0Z3HOCxOd6Xu58+fV65dGXUzamhoCAAE+QRpaGjG3q+XlpUAQHdPt4iQ8ODgYEFxAaWr7F3pT3mHUjAw1eeVnO25f2d4yHlL0ylM6GBKNYsJi0mISVhtWHv0+NHc/FxaWlp1VXUCgZBfnD8wMEA50QCA+sLF78rftbZNZr+Zm5dLS0s7X2k+pUVJQSl/wtXId6GcufB4vJiwWNmkt8kU5KXlkRVmMjMAjHWe3n1g16vMtAc348nkHxrgqqmqUdbnyMqXvSsDgNe52QqyCkhCAJjNM1uQXzDjdToAlL4tlZGSpXyHlecqU4Yb6hm+THlhaWcRey+mvaNdXFRcVFh0Oofw9yItKZ2dnJOdnENPT9/Y1GCz0VrLaNmXL1/IZLKZiZn/iaOp6akDAwPXbl2LjYsFACwtVktTm28235YdzpXVld3d3Tu9PGrran/NJOnE0eD7N+7b29g7bN1w+vzpKeOnUDM9Pf3LhKQ1pmsuXb04b7GSkKzg9ZjrANDd3QUAuit1iVwEZFm/2Q4AmpqbJsnW1d1FJpHHnoNYmFm6xnjRTgIrCytlnUggUl53Mjl4/Pedp1/nZgWdCurq7vrc93mS4WysbBN32t3dlZKeQjlwIhehorICecdKd3c3mfTtuzF23drSOu56XG/vZ5tNNjNFuFavt2xuaYZ/CfIy8lgsNvVxWtz1uPTX6RHREQAQ5HdcWFB4sZ46gRMfduH0NkcXGhoaNlY2HA539XxU3ac6EXlhdgG2ltYWQz1Djhkcv7BfGSkZXS29IweO7tiyw2Of+3cfjIxl6m8MGyvbof1+h/b7vSt/dywk0MphrYS4BIlEBoArZ69I//nKWIBPYJJUZBK5s6tzdHSUcpHa1tE29p98Erq6uyjTYUdXBwcHJ/zhbU6hr79vOqkAgIGe4Wncs82uTtYOVimPUilvjhlHZ1cnZb2js4ORyAgAJBJ54fyFp4+HjY1kYmQCACKROHbIuDOVrpaerpZeX19f4pMEF08Xx+2OMZH/6EfRVTVVnV2dctLf3ligp62vKK+YX5QHABwzOJISk2vrajEYDPcsbi/ffSJCIgwMDACgMk+lPL/iQ9UHNlY2FmYWdV01acmpHT4p1H2qe/ryqclyEyamr+7GinMU+/v7P9Z9lPjz049xTDE3V1ZXxiXcQ9ZFhUXDjp/BYrH5hflyUnL09PTNrS3iouLIwsbKNoN9BmISDt9zz0dqGh4ezszOpLSkZ6bPnTOt9zZk/vGgo6enp6KyQkpcEgCYycx9fX3IlRwA5BXkTScVAMhIySrKK0acvVJcVjzJ3djYUvML86XEpQBgnoJSRVWFkIAQ5dhpaGhmcs0EAFFh0cLiAspLIJPSkijD4xLuVdVUAQAejzcxXOmwbmNewXdeHvCPYu/BPfab14/3b+5o55zBCQA3Ym9kv8nm4ebhnsU9ODgYfSvaSN8IADo6O85HnG9uaRYWFGZhZnlf8f5V5isjPaPp77e1vXX9Zrv4MT/H5BXmYzAYvtl8kw+cQs01tTWm1qZBp4Levn/79v1bv2N+ADBPcR6JRNpgs+HAYe9bd25V1VQlpb7UMda2d7ZHRjEzs+QV5L0peNPS2jI2m/YSHSkJKWe3zRmvM95XvN99YFdhSeH2zS6T14C8yetI0JGU9JTyD+Xbd7kMDAyYr7QAAMU5iiMjIxcjL46MjBSVFIVHhE+eahxiImJHDhz1D/af+Jsf8m28++DujdgbldWVoeGhaZlpa8zXAoCD3cau7i47p3UFxQXvK94fCjwkM186Nz8XACxWWjQ1N7nu2l5QXBBz99aV6G8v7QwOO7nazjL5VXJldWVSWtKtOzcXqiz8qWr//9m6aVtxWbHNRuuktKSRkZG0jFR75/Uf6z6uNlsDALfv3zazNr2fGJeelb7Gfk1ffx/y2IGAJxz091m7YW1KesqT549NrVepL1ysvfTrq3Actm5w2bkNWf9Q9SEp9WVS6sv29rbWthZkvaGxQVZKVnupzradW8Mvh6ekp5w4fSIg2H/d2nUEwlRv9BlqH558uXIuEvlFg0QiqcxTeXDzAdLe3/xlr/teXh5eHA7HPYvbyd6p42Mn0vXg5gM2VjY2VrbE2MRx2aqLa0yNTckkMh0dnYKcwu2o25QuKQkpJ3uniQUE+AaysrAmJSbLy8jT0dEJ8gtev3Sd0nvY+wj3LG4CgaC2QC0vLR8AYq/GDrUPnw0+BwD9zV+QsI6PnQAQcfbKUPuwieFKTfUlSPtg25DWEm1+Xv626vaxO816+RoAEmISdJbp4vF4djb2Xa67BtuGkN7MF1ma6ksIBAKRSFSZpxJ/K54y8Jhf0KyZs+jp6VXmqeSk5ALA1fCoofbhT+/q15it4eLkoqOj4+HmcVzv2F7TMeWH/7cvz+4/U1+4GLnGY2Fm0VDTTH2chnS1VLVarrJkZWElEAhLNZYVZhRRRuWmvlFfuJhIJLIws9hZ2bVWtVG6lOcqUz58DxePiYK8EHpxqH24rbrdbYubAJ8AAwODiJDIXve93Z96pqwWM9Q+PDEjCso4yDyk1qq2/4R/MwrV4+m661/g34zOzShUwz/924aCMn1QNaNQD6iaUagHVM0o1AOqZhTqAVUzCvWAqhmFekDVjEI9YIc6pv7DbhSUfwXo3IxCPaBqRqEeUDWjUA+omlGoB1TNKNQDqmYU6gFVMwr1gKoZhXr4dTULqfB7H/P6jaX8AoFnArjkZvAozpw8rKWthUEAdzsh9v+nKmqi+G3RCjtDbgUuBgEcl9wMQ1uDdx/Gu0z19feJq4kKqfBPHF5UVsgogl+3/YceZc9SnqoazWcWZxJQ5vUK2Esxk+j93Lv36G6xRSIsEiQZTanAMwF/m3/zL7B6s0VkTMTUcWMYGhryPua1QtfkYdTj/1FV/3F6ensMbQ3wDPiY8DsEPOHmudiOznZD2+Xj3E19T/jU1n+cOHx0dNR5j9PEdgoFpfnG9kZyknMeRj855Hk4POqcV8BepMvB3f5KTMTuLbvvRySsXWnlFbDX//TRKQv+p6g5tzD3Z4d0dncODQ0tW7RMWlxm6ujvMTg4+GsDf4qhoaHveuX888ktzKlrqAvxDVVRVMFgMAsUF0SGRPX39+WXfDOnLCorPB0RarXyO7NveNS5+qYGTdUlP8p//FyQtJj06cNh8xXmrzZe4+PuezoitLOrs62j7WnKE79dR2zM1i2ct3DnZs8VOsZ3H96ZsuCp1Tw4OLjLb6eAMi+rJFljlVp6Tjqli5aG1i/kEJ8SzwwZVuP1RogXGwAMDQ35BHmLLhQiiRGlNCTCIr754V26fkFBW55FgsStwGXhaFZbXwsADAK4qo+VG9ztOWXZJxZQW1+71nn1THkOkhhRUWfOtbvRAPA89Rm3AhcArHG2JIsxThx1PjpcRFWQWZxJY5VayfsSSnvo5VN8SjwJz+J5lbh3Hd4JANn52XpWOjPlOdikmBeuUHme+gwZzizORJmEnPc4MQjgyspLKck5ZNmQ0+KNuOtzdRVIYkReJe7t+7dR3MNmynOEXj5lvN6IWYKps7tzcHDQ089DRFWQLMYovEDAw3fHv8W/uanlm38zHw9/VdZHJfmv9lQjIyObdzs6WjtJikqOG9vQ3LDPf0+wz0l6Ovof5X+R9lxPU5+yqaup1/+lP+11Kisza2NBy1qTsf7NDDQ037EkHsfUanbz2R4Ze8V/X+DTG8+F+UUMbfWra6uQrpj4mOaWpruX4i4dj0jOSPIL8UXaPXx3nDh/fJ+LV+7DPBf77Tv93C9ePw8AqVmpTrsdndc55zx8c+diXFt761pnSwCoSK8CgOPewaXJ78btfWBgQN9Kt7S89MbZmOzEXCMto3XbbeKfPlikrFb4rBgAzvmHf8ioHjcqNSvVeY+TkfaKrIRsDydPz0PffJTpcHS9fb1hV05fDLq82da5/0u/oa0+E5EpMepR6t1XqkoLTTeurGuo01TV7P/S/6b4q7lWSmbK7Fmz016n/pE/RX3+YiwWeyfxts02K53FOtmJueEBF+4/iXP03EjZ0aUbF+Uk5Z7eeMFIYAw8ExB9JyrsyNm8JwWnDp2OjY/xDfaZ8sP/e5k3R5mTnXPtljVPU5589/QSHnWuoblxr8t3bp/cvLcvXbRMR0P3R8l7ensamhsEeAUpLTwzeejo6N5Xvqe09PX3fWr8dPH6+dj4mK3rXaYseAqzj86uzss3LwXsPWZqYAYAoX5hPZ97yivL+Xj4AYDEyHT8QDAAzJFWMNFblVuQgww5fy18x0Z3q1U2ACAsIJJbmHv83HE7C/v8kjx6Ovq1JtZ0dHSCfEKRIdE1dTUAwMbCBgCMRCIrM+u4Ah4lPXxbUfYiJllFUQUAvFy9H75MPB0Rqr/UgIWZFQAYiUzI8LFE34niYOc4uieAlpZWVFCsubXJwWPD1wOmpe3p7dls67x00TIAGB4ezozPZiGzII6J+1z2B58/kZ7zapW+KR8P/6vXacpzlJtamj7UVOx08kx7nbbecgMApL1OddvoDgBBZwNVlVR9d/oBgKig2EGPQ3autoc8D3NzcWOxWAZ6em+3r5LNK34jKSqF7FSAVzDh6kMazD/lMu9HEAnEhKsP7VzXGVjrAYDZplWr9E3NlpsjHjH1TfVeAXsjgiMJ+PGGWg9fJD5NeZL3tHCS5J3dnQBAYiKNbWQiMnV2dVA2jWwNkjOTmUnMZ46eszD6y/7NhWWFAwMDirJfze7p6Oiunb6xZNFSZFNl7gJKJCszS1tnOwAUlBYMDAwsXvDN2lltvtr7ynet7a0aCzRwONwSs8UXroVX11ZxzuCknLN+xJvCXFpaWuU534yQ58opFZTmTzIEAMrKS6TFZSg+yvPGDEegHBEtLe2bolzt1UtZJEgMAjh2aRYAQF4eoKGqmZ7zCgCSM5PkJOUWL9BMy0oFgOraqo+fPi5ZuGR4ePhN8RuNBZpjjlR9dHT0dV7WuL0AgMGy5UnpL9c6r76dENve2S4mJC4i+C/wb5YSk86Mf50Z/5qejr6xucHO1VZ3jdaXL18AwO3A92ffz32ft3lt9XH3nckxxbOmKQnyPnH3YpydxXpHz41nroRNGT+Fmru6OwEAz8Dw3d6xX0oMBoOcjLp7ugDAwEaPLMaILA4e9gDQ3NokKSqVFJsiLiLpFbBPbJGImrFqXvEUPpldPV1kpj9bPpOntnzu7ukhM30z0iUxjTfVZSGzICsl74rXOFsqz5lfkvS278NAz/tvnrmaf6g5JTNZVWmhkpxSfXP9x08fU7JSeLl5RQRF+/r7hoaGjoQephyppLoYADS1NI3bCwBYrbS+c+Feb1+vnavt7LmzrLasaW791/g3y0nKY7HYpNjUOxfuZbzJiIy98vBF4ou054H7gyYGHzx+YBbnzA1rHCbPibyHCpmhEUZHR7t6upjHfGjS4jI6Grp+u464Orh5+nn09P41/2ZGRiYAaO1omzxsLIh0LgVFSIv/ybKXn0cAACRFpcIDzo+MjGTkZuw9usvIdnn5q8rvJwIAADITubP7py2fiQTC2I+prf2Hjv+JLxLp6ej99wYiZ8+G5gZK12IVjZa2lvcf3qVkphzY4UNPT68grfAqOy01K1Vz4VIAIOAJOBzO2XaLrfmfXifHwc753X3paOjqaOj29fc9fJHodmC78x6nG2duTX4gfy/VtVWd3Z2yEt/8m3U19RSkFfJL8jLfZHZ0dQgv+GrXPTo6OjIyQhRm8N8beDvx9sdPNUyiX2c65Dnxzfs30u9njk1FJBB5ZvKUj7lKrvpYOTg4KC4sXtdQ9zz16QodE8QVGwAUZBX7v/TX1n8UF/4L/s2yErI4HC41K4VS2TJzzajbVycfQk9H39LWIiYkjiyszGzsrDPo6emz8rIycjMAgIaGZsHcBT7uhxpbGj81fqJ8IhOzKcgoDg8PZ/1x7gaAjJyMsWfw7yIiKFZUVkjxUU7OTP5RZE9PNwM9A8Us8GpsJKUSDnYOaTGZuCdxZeWlC+aqAsCCuaqvstPSslKXLFyCHIWCtEJNXQ3lSAVmC9Lh6MZOyRTuP4lD7p7xDHhjXRP7NQ55xXmTH8XfjlfAPgf3DeP9mzs7ONk5vd0OZCfmZsVnI4urgxsnO2dWfLaFkeWDiPjXCTmULnWVxbqaelnx2aKCYuPyL1XTevD0AeXf/c7DO4xExoXzFrW1t25wt094/s2/Ob8kH4PB8HJP4d88xdzMTGJea2IddDZw9qzZUqJS56PPvyl+c1ZRZZIhJCbSekv7gycOsLGyKckpVddW7/Bx4+XmjQm//Tjp0dnIsJMHT8lLyXf1dIVeDuHj5uPl5sVgMHgGfEpmioyErLSYzFiney11bUlRqa17nU/6nmJjZr1881LR28KAfYGTl21uaB4ZE7HDx9XOYv27D+8iY77zsjoEZYX5h0/5Xb5xUWuxTtyje8Vvi7hmcBWU5nd2dZJJZA1VjbORYeLCEsiN5gIlVbcDrh8/1VCulbc7uK3ebBF4JmCF9orevt6A0/6vstMKnhUj95RjCbl4sq/vs9+uo7Nn8dR8+hjz4NZCpX+6f7Pzuq1LzBfbudraWdqPjIy8yk6LjI2srf9ouWI1Nxc3Nxc3JZJzBhcWi5USk4Y/7ukpMBGZGImMSBcAbPLcSGDAB3mfAABXB1dlfaWNOx3sLNa/LS/1O+nrttGdgCfISMhqqWu7erv09HaLCUnkFuYcOxNgY7Zu4u3mOKY2MD1xIJiJkXHvkd1dPV1yknL3Lj0Q5BOafIj/3kBmEvPuw571TfUcbBzLtQx9PfwAYJfz7uGhod1Hdn1qqCMxkeYrqMRFPEAuIXY4egSdDXye9iznUR4zjpmSCofD3Y+I3+nrbmij3/elT0pU+ubZmLG3mN9l6aJlAfuOHT937OL1C3Ok55z1PzdPb+7g0Hd+K9HR0HV39NgXsHfnIQ+DpctPHz5z8mJw0NlABnqGQK8gTdUlJy8EO6z9+tBNRXFBTV21nKQ8O+vX5+IrdIwvHY8IDAvwOe7NSGBUVVr4+NrTiVIGgKsh0Z5+HlZbVrd1tnGwcegvNUA+k38ySvJKDyISfIMPmjms7OvvM99kKiclnxj1WIh//Bv+pk/J2yLiH5+PqKBY3OX4XYc9tC2XsrOyu21037nZE+m6GhJ9OORQQFhAQ1M9z6zZLvbb3Z12Tpkc01/5//F7GMq/HTYp5sb8FtS/GYUa8HDy/Bf4N6NzMwrV8E//tqGgTB9UzSjUA6pmFOoBVTMK9YCqGYV6QNWMQj3QAO3fXQIKym+BFmiGW0dQQaP866GF4daR/wMoyuUj/WSTVwAAAABJRU5ErkJggg=="
|
<image>How much money does Eduardo need to buy a kitchen table, a bookcase, and a chest of drawers?
|
238.33
| 8 | null |
238.33
|
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"
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<image>The Campbell Chamber of Commerce researched the number of employees working at local companies. How many companies have exactly 12 employees?
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1
| 9 | null |
1
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"
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<image>How much money does Nora need to buy a plum and an apricot?
|
0.86
| 10 | null |
0.86
|
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"
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<image>A grocery store chain tracked the number of trips people made to its stores last week. How many people are there in all?
|
50
| 11 | null |
50
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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 2013 and 2014?
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4
| 12 | null |
4
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"
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<image>Look at the table. Then answer the question. At a price of $1,375, is there a shortage or a surplus?
|
surplus
| 13 | null |
surplus
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"
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<image>The train conductor made sure to count the number of passengers on each train. How many trains had fewer than 49 passengers?
|
22
| 14 | null |
22
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"
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<image>A city recorded how many people rode the subway each month. How many people in total rode the subway in September and November?
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7,690
| 15 | null |
7,690
|
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"
|
<image>Edna counted the number of words per page in her new book. How many pages have at least 60 words but fewer than 100 words?
|
6
| 16 | null |
6
|
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y79HYWlu5P6//SVSUfOLvy0VF5Z1viPkkcrncqdPHB/+9+f92LQGA1IdZK1d7HT66ceu2BQBw53YafxNlFfm4W3+du7B7waIZAHDi78sAEBeTzMp4KSlFu3j1t01b/H77Yw2Hw/19XygAiIgIAwCHwx1pbpySHrr/0DqBGP7688Lbt+WaWmrx944fPrrxZnwwhSL6KD0n+tq9MWOHz184HQBERcm79iybOm28QFuSkBAAWFkP++Pgz5u2+K1aM7szIXUwIn5NqqvqQsJ2rFwzO/JSEJ0uXlFRc+1KgmDkhy7U1zeOtRl+7OTWPftWzPV1KS6uCAuNbuc6d/4j6Rqtra0AICpKBoAtAf6nz+xwcrZ+9+69goIMALS0vK+tYQOA909OAHDl0l0AuHs7rbn5nfkoY02trpvGdJIBA5V85ji/e/d+z66TXWg+0d4CAIwHf/DbGG9rjh+Wl/3Hzs512jjsPmA/yQIA8l8XvX/fmvowCwD09NRra9lFReVa2moAkJTwmL+h95z/+JzhJMY/AgCnyVZUKgUAVFTkR5obA0DK/c5++8IEO3MsMdpyaGdC6syIA9WV9fQ1AEBCgmoyVA8AXrz4V2BcbAhDI82iovKionIDw0EAkPjfs8bo2TeGeTxe/utiAFBVUwCA+/eebtsanMl61dz8jr8OAFhamWppq+Xlvs3KzL35TwoAuPfwxImz+ufZYaHRZ8/EYvPNVyEtTQcACkUUO5SSogEAZiwq4JkoL8/gb8Lj8Wpq6rFld1rqM2O9aXhNNrsJ+43FUFZq/8sMqqvrAUBGVhrPkZWVAoCamvpOBs9gfPieBsx47IshdWZEBuN/Xn90SQkAqK4SdDbFhvjr0IW/Dl3AMwsLBA1WoafVGX0tqaysCgBs7UbV1rBnzljHZjctWzHLfpJlaWnlXO+t/JVn+0wO2Hw4NvrendtpFIro1GnjejQ2HEVFWT//qft/P/v73lAKRRRz+AYAISGhtrY2/Bep6pOr/FVUV9d9TNRjncvISGFKHTxEZ+NmX/7KVHFKff2H51yf+7YDTAfVVbV4TmVlLQDI8qmnYyoqarAEdmpfDKkzI/LvBbGacvKC8WBDuM+a6Dr1fx+xBI36aYQ9eGd/+CBz7arfAGDMWDPjwdo5OflsdhMArFrrzbQYUvnx0nA+bhU9vBzIZJHQkOjCglKHSaOlpAUdN3uO5Ss9JSUlLkbdwaUJAIqKMgDw+FEOADQ0NP0T9wXT7o65/vFpfFxMMgDo6A4gk0VGjDQCgLLSqjE2ZhMdLIYM1a2rY4tRRfHJuAOsx5oBQEz0vXfv3gNAYUEpdsccM1bQLvlzYOsoAMD+UvDFkDozYlFROZZZUlL5+NFzADAw1BQYFxuivr5xooPFRAcLRSXZxqZm6fY+7u6fO50clomICDc2NJeXVwOAts6AQ0c2AIDGIBUyWaS1lbNiyR6GjOTtW6naOgNyXxUGbD6yYePcgerK8vIM+0mjsUX0TI/vdFvHYMhILlrivnvnCS6XKyz8wa3OduKokFPXtwcczX72Ou1hlqqaQllZVReecPHa2gAgKzPXxWmFNIN+9XICAPj5TwcA+0mjjQdrZ2Xm2tosMB81+M7t1PzXRStWe40Z+1kDOpxFi93Dz97IfVU4fsz8oaZ6t/55+P5961ib4Xb2nbVCefH8jfOk5dIMOnbN/RfO6DikzoyooCDj47nJZvzI+8lPW1s5amoKTpOtBcZduNjt7JmY2Oh77tN+VlKWvXwpvoHddD4yEF++43T/3FlYUJr/uqiurkFXT33NOp9bd4PV1BQBQFlZ7tDh9eoaynGxyTk5+Wcv7Pp5/U+SkhI34u7XfvxrJ7bJkJdnjLcd2e2BdczCJW4ysv/xy9y6bcEU17EiIsK3/nngMXuSh9ckAGh59/5re8a+7mPvvpXyCjK3bz6UkZVctXb2XN8pAEAmi1y6+ruHl0NpSeWZkGgREeHtOxdvCZjfmW7l5KVv3DnsNtOurLTqwvl/xKiiK9d4nYvY3flncBu3+MnLM+7cSpWVk1q1dvZPc507DqkzIyopywUGrUh9mFlSXDlipNG5iEAyWXAG1BikEn3j0LjxI+8nP70YeVtfX+PshV22dqM+jZC0LkCXIO/ccLlc18mrkhIfr1jttXWb/5cbdBr0XpEAQwxnFBaUnjm303GyVXf1efZMzOIFu4wHayeldOXpx6fsDppHFJcvv7m/PsvMzcnJl5GVWrLU/csNED8ARPkPuiePc16/LjIdpn8+IlBWTrq3w0EQAqLMnelPz/V2CD8QrOyv+5blzuDh9WFp3o0QZe5EID4FqRNBXJA6EcQFqRNBXJA6EcQFqRNBXJBDIoK4iADA7q2d+lLyvsv6bXr9/hz7H+u36aE7O4K4IHUiiAtSJ4K4IHUiiAtSJ4K4IHUiiAtSJ4K4CKrTy8uL9BmOHDmSm5tLIpFu3br1fYJbsmSJsbHx9xmrrxAZGSklJeXi4sKfyeVyN23aJCQk9Mcff/ROWD2D4H8fb9iw4aeffsLSPj4+xsbGa9d+8JcyMDBobm7+nsEh+Hn//v3q1atDQ0OlpaX580tKSmbNmlVeXo6/TdpvEFSnkZGRkZERlqZSqcrKyhMmTMBLc3Nzv3G81tZWMpn8jZ38mLBYrPj4+PT09CVLlvDnh4WFycvLX79+XU6ufdeQvktX1p3Nzc2enp50Ol1RUXHZsmVtbW0AkJ6eTiKR0tPT8Wra2tpr1qwBgAMHDigpKV2/fl1RURGbiZOSkqytraWlpel0uqWlZWJiItakuLh40qRJVCpVSUkpICCAf9C0tDRbW1sZGRkajTZy5EhsdcFms2k02s6dO/FqXC5XQUFhw4YNXTgvgqOlpfXgwQNtbcGXvmfOnBkREUGj0Xolqh6lK+rcsmULk8lMSUlZuXLlwYMHo6KiOq4vKira2Nh46NCh0NDQZcuWNTY2Ojk5GRoapqSkPHz40MTExMHBoaamBgC8vb1ZLNb169fv3LlTUVFx8eJFrIeWlhZ7e3s6nX779u3U1FQrKysXF5eioiI6ne7m5hYa+j9/w4SEhIqKCnxx0p9gMBgSEhKf5qup9bgXWm/RFXXa2dlh+5X169draGjwz5ftIiIi0tDQsGzZMjs7O01Nzby8vPr6ek9PTwMDA0NDw/3798fExFAolKKiotu3b69fv378+PGGhoYHDx6kUChYD2Qy+enTpyEhIaampoaGhtu2bWtsbExOTgYAX1/f58+f4zFERkYymUw9Pb0unBeCaHRFnaNHj8bTMjIy1dXVHVTGGTFiBJbQ09MzMDDw8PDYvXv348ePhYWFx4wZIy4unpOTAwCmpqYfIhMSGjnygyOIsLDwo0ePbGxsxMXFSSQSnU4HAGxcCwsLQ0NDbPpsa2u7dOlSv5w4f0y6ok5xcXE8TSKROmktxGB8sAikUChJSUleXl7Hjx83MzPT0NA4d+4cALDZbACQkvqfXQyefvbsmZubG5PJzMvLa2trwzxBcebNm3fu3DkOh5OcnFxXV+fujswa+gnd9jT+U/ueDh4/ycrK7tq169WrVy9evLCzs/P09MzIyMAWVXV1/zMirKqqwhLR0dEUCuW3335TVlYmkUilpf/xevT29q6rq7t7925UVJSrqyu/vhF9mm5TJ/YQrr7+g9FoaWlpSUlJuzXz8/OvXLmCpXV1dYODg0VERJ4+fYotFp88eYIVYXMhlmaz2WJiYiIiH55/nT59Gj7a0gKAnJyci4tLeHh4RETEnDlzuuuMEL1Ot3mBDBw4UEFBISQkxMLCor6+ftmyZfLy8u3WLCgomDZtWmBgoJOTEwBcuHABAMzNzdXV1ZlM5q5du7S1teXl5ffv3y8mJoY1YTKZO3bsOH78uIODw6VLlzIzM5WUlDIyMurq6rCZ0tfX19HRUUlJady47+RJ+/15/fp1QUEBAFRXV4uKisbHxwOAvr5+cXExNim0tbXl5uZi+aNGjcKvXh9mXYAu7zNoaWn5+Pjw57x69QoAbt68ieeYmZnNmzcPS8fGxhoYGFCpVH19/WvXrllYWCxfvpzH4x07dgwAWltb8VZnzpwxNTWVkJCQlJRkMpkxMTFYfn5+/vjx4ykUioKCwpYtWzZu3Kir+yG89evXy8vLS0lJzZ49u76+ftu2bRISElj/PB6Py+XS6fRNmza1eyIdnGMfYt06wS82AICTJ0+am5t/mp+fn9/b8X4r6wJ0O1JnHyI2NlZERKSgoKDd0v5xjj8a6wJ0ieLy1WUKCwtZLJafn5+/v/+AAQN6OxxEd9Ln/4NuxYoVbm5u9vb2QUFBvR0Lopvp83PnF/+Oiui79Pm5E9GPQepEEBekTgRxQepEEBekTgRxQepEEBfkkIggLsghEUFQkEMigtAgdSKIC1IngrggdSKIC1IngrggdSKIC1Ingri0o04XF5d2HRLbtfiSk5PbsWNHu10bGxsL+FEhvp0f2iERQ0tL68iRIwKZqqqqn9bct2/f4MGDuz8uxCcgh8QP0Gg0fmPEdsG8Dn18fHogKkQ7IIfEL8BisUgkUmxsrJGREfaiKv+dPTk5eejQoRQKRU9PLyoqit8dJCwszNTUlEajycnJOTs75+XlAcCdO3dIJNL9+/cF+r9x40Y3nFm/AzkkfgFRUVEA2LZt27p1606dOsVfVFdX5+zszGAwUlNTQ0NDDx8+jHuBPHz40MvLy8XFJT09PS4urrm5edq0aQBgY2OjpaXF728YGRmpqqpqa2v7jWfVL/kBHRLbv7O3tbU1NDTw55BIJAkJCcwrxtra2tvbW6BJdHR0dXX1wYMHMaf34OBgHR0drMjExCQvL09DQ0NISAgAli9fPnny5PLycgUFhblz5wYFBe3fvx/TfWRkpLe3N1YNgWhfB5mZmfT/oqioiJfiXof8ZGdnk8lk/EsItLS0cKcaCoVy/vx5PT09UVFREok0efJk+OhvOGfOnPr6+ujoaADIycnJyclB/oYInPbnTm1t7ZMnT/Ln8O8Hca9DfthstqSkJH8O7gX3999/b9my5ejRo9OnT5eUlLx16xZ+71ZWVp40aVJoaKirq2tkZKSFhYWuLvp/U8QH2lenhISEpaXlV3UkISGBG9Bh4P6Gly5dmjBhwty5c7FDAX9DX19fd3d3NpsdFRW1ePHirxoU0b/pthWenp5ea2trVlYWdpiVlYV7IrPZbMytGCMkJAT4/A0dHR1lZGSCgoJevnyJjGER/HSbF4iTkxOdTl+yZMmePXuam5s3bNiAL1WZTObRo0dTUlIUFRX37t2rra198+bN9PR0dXV1cXFxYWHhn376adeuXW5ubgJrAwQ/yCGRx+PxpkyZYmJi0q4t2KcOibKystu3b8fSt27dMjIyIpPJOjo6kZGRlpaW8+fP5/F4NTU1rq6uNBpNRUVlx44dXC534sSJdDo9PDwca5iWlgYAt27d6m4bsw/0Dw865JDYS3GsW6enp9fW1tZT/RPgHBFfS+87JObk5Ny9e3ffvn3nzp371Hke8YPTy+q0srIikUiBgYHTp0/v3UgQBKSX1VlZWdm7ASCIDPqbIYK4IHUiiAtSJ4K4IHUiiAtSJ4K4IHUiiAtySEQQF+SQiCAoyCERQWiQOhHEBakTQVyQOhHEBakTQVyQOhHEBakTQVzaV2dCQoKjo6OamhqFQlFRUXF1dU1PT/9uMUVGRpJIJPSvn5+SmZmpr68v4EE3ffr0T+0sFyxY0EsxdiftqDMuLm7cuHHS0tInTpxISUk5dOhQSUnJ2LFjnz9//sXuFBQU3rx50/1hIgBOnDjBZDIxsyB+tm3bdpeP6OhoCQmJYcOG9UqQ3Us7/xt//PhxQ0PDsLAw7HDYsGG2trZMJjMhIUFfX7+DvgoKCioqKr5qeA6HIywsjN4o6gwBAQEREREZGRm7d+/mzzcyMuI/3LRpk46Ojq+v7/eNrkdoZ+7EFMOfQ6fTs7Ky/P39scO0tDRbW1sZGRkajTZy5Mhbt24BQHx8vLq6OgAMGjQIc+al0WhBQUF4J76+vsOHD8fSMjIyBw4ccHJyolKpdXV1HA5nyZIlDAZDUlLSw8Ojrq4Ob8Xlcjdv3qylpSUmJqamprZ48eLGxkYAsLa2trOz4w9y6tSpTCazGy4JUbl//76Dg0PHdQoLC/ft2xcUFNQ/nNLaOQcnJ6eMjIypU6empKRwuVyB0paWFnt7ezqdfvv27dTUVCsrKxcXl6KiotGjR4eHhwPA48eP+U0P20VUVPTvv/8eOnRoYmIijUbbvXv30aNHg4KCHj16ZGlpuX37drwmdq0DAwNZLNapU6euX7++ceNGAPD19b19+3ZxcTFWrbGxMS4urn87hHXGCfHXX3+1tLQcP378d4jne9Duu94BAQGYVaSkpOSkSZOCg4MbGxuxIg6HU1BQwGazsUM2mw0AmG9CbGws8L3nLyEhsXfvXrzPefPmmZmZYWlVVdURI0bgRTo6OtOmTcMPMfvFiooKHo9XW1v777//4kWrV682MDDg8XhNTU1SUlJ4/+Hh4WJiYrW1tZ97M/or3qMmNrt27ZKSkmq36O3bt6Kiordv3/6+EfUU6wJ025//t27dWlZWdvnyZR8fn9evX/v7++vp6WVnZwOAsLDwo0ePbGxsxMXFSSQSZpCEWyZ1Htxm8f3797m5uaampnjRqFGj8DSPx/v111+VlZWx5em+ffuwsahUqoeHBz5JR0VFubq64q53PybHjh0bMGCAjY1NbwfSbXx2dSIhITFlypQDBw7k5OTcuXOnsbFxzZo1APDs2TM3Nzcmk5mXl9fW1tba2tq1gXGbRWxW5hcWf3rx4sWxsbHnzp1ramri8XjYbR3Dz8+PxWKxWKyWlpaYmJg5c+Z0LZJ+w/nz593d3fvTFrMddRYXF2P3axwbG5upU6c+ffoUAKKjoykUym+//aasrEwikQTsDvkRuEzNzc3tVhMXFwcA/p0Qbq3I4/GuXLmydOnSsWPHUigU+K+7oqmpqampaXh4eFxcHIPB6D+LrS5RWFj44sWLfmZqLqjOsrIydXX1nTt3CuS/evVKSUkJANhstpiYGP7U7fTp08Bnd8iflpaW5nf0xMT9KRQKRUND48mTJ3gO5qIGABwOp7m5GXdXrKuru3LlCv9Yfn5+ERER4eHhyM/7zp07ANA/HnPiCH6iioqKK1eu3L1797x5865du3b//v2LFy9OmTIlKSlpw4YNAMBkMisrK48fP15cXPznn39mZmYqKSllZGTU1dVhN+vo6GjMxXP48OGXLl2qqKhoamravn27wHzMz6xZs65evRocHJyZmRkYGIjrmEwmm5mZnTp1Ki8v79GjR66urq6urtXV1c+fP+dwOADg4eFRVFQUFRXVv3frAFBdXR0fHx8fH//69WsOh4Ol+f8+kp+fr6Cg0N8sJtvdz4aEhFhbWysoKFAoFHV1dVdX13v37uGl69evl5eXl5KSmj17dn19/bZt2yQkJJYvX87hcBwcHKhUqr29PY/Hy83NHTNmjLi4uKqq6v/93//98ssvuPGiqqrqxo0b8Q5bWlp8fX0lJSVpNJq7u3tUVBQAFBcX83g8Fos1YsQIMTExQ0PDK1euvH37VktLS05ODn8y4OjoaGlp+cXdX5d2jQQCex4igI+PD17B399fR0en9wLsfojikNhlysvLaTTa2bNnO67Wp8/xh+WzT5SIT2VlZWpqqqurq6amppubW2+Hg+gR+qo6w8LCrKyshIWFr1y50v++HxKB0VfVuXz58nfv3iUkJGhoaPR2LIieoq+qE/EjgNSJIC5InQjigtSJIC5InQjigtSJIC7IIRFBXJBDIoKgIIdEBKFB6kQQF6ROBHFB6kQQF6ROBHFB6kQQF6ROBHHpHYfEyspKEokUGRnZjX3+CCCHxG9ySET0HMghEeAbHBIRPQpySAT4kkNieno6iUTiv9Fra2tjJjaHDx9WUFB4/Pixubm5uLj4oEGDTp48iVcLDg4eOHAglUodPXr0s2fP8PzPeSBu2bJFSkqK30HkwIEDVCq1tra2u06+b4EcEgG+5JDYAWQyub6+ftOmTSEhIXV1dV5eXv7+/kVFRQCQlJS0YMECzO7ml19+Wb16Nd7qcx6Ic+fOZbPZV69exWtGRka6uLgIrLp+HJBD4gc6cEhMS0sDgLS0NLyylpbW6tWreTzesWPHACAxMRHLLywsBIDo6Ggej+fn56egoMDhcLCiEydOAEBERATv8x6IPB7P1tbW0dERS5eUlAgJCd24caNrb0Z3oRUxQQ6JHTkkfpGhQ4diCWySq6mpAYDs7OwhQ4bgC4bOeCACgK+v740bN8rLywHg0qVLKioqEyZM+Npfvx8H5JD4ZahUKv8hj8cDADab3QUPROw+fv78eQCIjIxEVl4dgxwSBX0P4fPWh/xISEh0wQNRVFR09uzZ4eHhlZWViYmJ/d7K61tADolK8PF+jVsflpaWlpSUfHEYPT09FouF77G+ygMxJSVl//795ubmOjo6X3dyPxL90iFR8Hkn7pBYXl7u4uIiKytbWlp6+vTppKQk7EsLBg4cqKCgEBISYmFhUV9fv2zZMnl5+S8OM2vWrFOnTq1YscLPz+/FixenTp3C8nEPRHt7+9ra2rVr17q6up48efL58+fa2toiIiIGBgZMJjMwMPCvv/7q7nPvS1RXV7NYLADAHRIBQElJCX8CjRwSPxAbG2tgYEClUvX19a9du2ZhYbF8+XLexz17a2srVg1bHoSGhmKHv//+u4qKCoVCYTKZ2CIB8477ogfi3r17sYXBt+z+utyWICCHRCLS1tY2atSo+fPnf0snBD9HRLusC9Bt5y+ZBKG5uTk3NxezV8a27YgfDeKqMzs7e/To0QMHDrx8+TL2LXKIHw3iqtPMzKylpaW3o0D0JujhNoK4IHUiiAtSJ4K4IHUiiAtSJ4K4IHUiiAtySEQQF+SQiCAoyCERQWiQOhHEBakTQVyQOhHEBakTQVyQOhHEBakTQVzaUaeLiwuJRAoKChLIr6ysJJPJJBKJw+F01/CRkZEkEqmysrK7OuzfIIdEAABxcfGzZ88KZEZERJDJ5J4PCdE+P6BDYvvqtLS0fPLkiYBh5/nz5/kdZhDfGcwh0cvLSyDfyMhoLB/379/vzw6JAKCkpGRiYsI/fRYVFSUlJQlYTWBOnxQKRU5OztPTs6ysDMt3d3d3c3MLCwvT0dGhUqlmZmapqalYEYfDWbJkCYPBkJSU9PDw4DcIqaiomD17trKyspiYmK6u7oEDB7B8a2trOzs7/nGnTp3KZDK/+dz7GMgh8QNcLtfNze3cuXN4Tnh4uLGxMb8bR2hoqJ+fn4eHB4vFunDhQnp6upOTE4/HAwAymfzgwYNbt26lpKSUlpbKycnNmTMHa7V79+6jR48GBQU9evTI0tJy+/bteIc+Pj5paWkXLlxgsVgbN25cvXr15cuXAcDX1/f27dvFxcVYtcbGxri4uB/QtQY5JPJ4PN6UKVM8PT3z8/MBIDU1FcscMWLEzp07IyIi4KOfwtChQ21tbfFW165dA4Dk5GQej+fp6Umn0xsaGrCi0NBQAMA8FnV0dKZNm4a38vb2BoCKigoej1daWlpWVoYXmZmZLVy4kMfjNTU1SUlJ7d27F8sPDw8XExOrra39qjejO1+Z4CCHRAAADQ0NCwsL7Oael5eXnp4+c+ZMvLS1tZXFYllaWuI5I0eOBADM5AMAdHR0MAdQ4LNKfP/+fW5urqmpKd6KfyFbWVnp4+MjLS2N7TofPXqEWSVSqVQPDw9M4gAQFRXl6urK72KHwPiBHBIBwMPDIzw8vK2t7fz58+bm5oMGDcKLGhsb29raGAwGnoOlcfcvAZ9EAODxeNj02a5VYktLi7Ozc1NT04MHD7C5efTo0Xg1Pz8/FovFYrFaWlpiYmLwdQKCnx/CIRHHzc2toqLi3r1758+fnzVrFn+RhISEsLAw5hyLgc1zHU9p4uLiANCuVSKLxXr9+nVgYKC+vj720ITfKtHU1NTU1DQ8PDwuLo7BYPSfdVX38UM4JPIjLy9va2sbHBycnZ3t5ubGX0Qmk01MTO7fv4/nYOkRI0Z00CGFQtHQ0Hjy5Ameg1slYpZguFVicnJyXl4e779WiREREeHh4chjtl36pUPiFz5m7OZuY2ODmXfys2bNmps3b+7duzc/P//OnTtr1qwZM2bM8OHDO+5w1qxZV69eDQ4OzszMDAwMxNepJiYm4uLi+/fvLy4ujomJWbt2raOj44sXL/CnVB4eHkVFRVFRUT/gbh0Aqqur4+Pj4+PjcYfE+Ph4/gfSP4pDIrZnx9JsNltcXPzYsWPYIf+encfjHT9+XF9fn0wmy8vL+/r61tTUYPmenp6jR4/GO8S284WFhTwer6WlxdfXV1JSkkajubu7R0VFAUBxcTGPx7tw4cKgQYOoVOqYMWNycnLi4uKkpaXNzMzwfhwdHS0tLbu2++tCK0KBHBIJTXl5OY1Gwyw/v5a+co4Ifjp6okQcKisrU1NTXV1dNTU1BZa/iP5NH1BnWFiYlZWVsLDwlStXBL6EDtG/6QPqXL58+bt37xISEjQ0NHo7FsR3pQ+oE/HDgtSJIC5InQjigtSJIC5InQjigtSJIC7IIRFBXJBDIoKgIIdEBKFB6kQQF6ROBHFB6kQQF6ROBHFB6kQQF6ROBHERVKeXl9endnsYR44c6dFQlixZYmxs3KND9Gmys7MnT54sKysrJyc3adKkrKyszhT1aQTt9jZs2IC/9Ojj42NsbLx27Vrs0MDA4HtGhuCnpKRk7Nix+vr6YWFhHA5n69atEydOzMnJkZSU7KCot6P+VgTVaWRkZGRkhKWpVKqysvKECRO+e1QIQUJCQths9rVr1zA/C01NTSMjo4SEhMmTJ3dQ1NtRfytft+50cnJycnLCD8+cOUMikRoaGgCAw+Fs2bJFXV2dQqHo6OgcOnQIr5aUlGRtbS0tLU2n0y0tLRMTE7H84uLiSZMmUalUJSWlgIAA/oHadUtks9k0Gm3nzp14NS6Xq6CgsGHDhq8+777G/PnzMzIycKuVAQMGAEBFRUXHRX2dbtsVrVq1at++fdu2bcvKylq9evXq1auPHTsGAI2NjU5OToaGhikpKQ8fPjQxMXFwcMAsbry9vVks1vXr1+/cuVNRUXHx4kW8t3bdEul0upubG273BQAJCQkVFRU/gv8Cg8HQ1f3f/+vExMSQSCTMaqqDoj5PB+96a2lp8b/Pz+PxHB0dHR0d8UNMKGw2u7a2VlRUdPPmzXiRr6+vrq4uj8fLyMgAgMTERCy/tbU1Pj6+sbHx7du3AHDw4EEsn8vlamhoGBkZYYefc0tMTk4GgLS0NCx/4cKFTCazM29Gf7FOH+LNmzdycnLz5s37qqI+R7e9z56RkfH+/ftx48bhOWPHjn358mVVVZWenp6BgYGHh8fu3bsfP34sLCw8ZswYcXHxnJwcAMDdEoWEhDCPRYzPuSVaWFgYGhpivxVtbW2XLl36ESZOfl6+fGllZTVkyBD+tdMXi/oo3aNOzBhx4sSJYh/BTAzLy8spFEpSUpKXl9fx48fNzMw0NDQwS2XM1qsLbonz5s07d+4ch8NJTk6uq6tzd3fvllPoE2CG0cOHD4+OjhYTE+tkUd/l69Qp4A3Z3NyMJTBhnTlz5ulHWCxWTk6OpqYmAMjKyu7atevVq1cvXryws7Pz9PTMyMjAvGe74Jbo7e1dV1d39+7dH81mFrt6zs7OkZGRAvrroKhP83XqlJaWxv1jAQD3OjQxMaFQKBUVFfofkZWVlZeXp1Ao+fn5V65cwarp6uoGBweLiIg8ffpUT0+PvwdsLsTSHbslysnJubi4hIeHR0RE/Dg2s62trVOmTBk/fvyxY8cEDCI7KOrrCD7v7Jjhw4dHRUU9fvx4yJAhsbGxmGckAEhKSs6fP3/r1q1ycnIjR4588+bNihUr1NXVr1y5UlBQMG3atMDAQOxR1IULFwDA3NxcXV2dyWTu2rVLW1tbXl5+//79+C897pYYEBDw9OnTHTt24G6JioqKAODr6+vo6KikpMS/0u3fHDlyJC8vLzAwMCEhAc9UUVHR1dXtoKg3Iu1WvmrP3tjYOHv2bAaDISUlNXv2bMzfEDNGbG1t3bx588CBA8lksqqq6uLFi9lsNtbqzJkzpqamEhISkpKSTCYzJiYGy8/Pzx8/fjyFQlFQUNiyZcvGjRuxbT7vS26JXC6XTqdv2rSp87u/zm4UicqUKVM+/ez8/f07LurT9CWHRH5iY2NFREQKCgo6Wb8vniNiXYDu193Ze53CwkIWi+Xn5+fv74/9UQTRj+lji+gVK1a4ubnZ29t/+iWziP5HH5s7sZUu4gehj82diB8KpE4EcUHqRBAXpE4EcUHqRBAXpE4EcUEOiQji8v8hRf0c8QMrDgAAAABJRU5ErkJggg=="
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<image>A reporter looked through her notebook to remember how many people she had interviewed in the past 6 days. What is the mode of the numbers?
|
17
| 17 | null |
17
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"
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<image>A parent volunteer counted the number of boxes sold by each student participating in the cookie fundraiser. How many students sold at least 4 boxes of cookies?
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38
| 18 | null |
38
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"
|
<image>How much more does a ticket for an Alaskan cruise cost than a ticket for a Caribbean cruise?
|
2,514
| 19 | null |
2,514
|
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pkXHmbU5OzrJly/z8/Ly8vBITE318fIKDg/l8flRUFAAcPnw4JCREV1e39Y1btmxJTU0NDg7W1tZOTEz08vJKT09XUVHh8XgAEBcXp6T0VsFB8vfeS2pq6tbwcG1tban02traJYsXGw0btj0y8lVNzdatW+vq6rZHRkplGzd+/JChQyVTtkVEcDivdWhCQ0IePHiwNjBQTU3t0MGDPsuXHzl6VENDo6mpaemSJeoaGtsjIzEMi46K+nbVquTffqO8j6gMAtrvzE1NTfPmzdPU1NyzZw+GYeHh4d7e3n/88Ud7nzCO4+vXr5dKDAgIuHPnTmhoqIaGRlJSkqen59mzZzU1Nd+38G5BRoy4ePGioaHhqlWrsrOzWSzWlClT+Hx+bGxsU1MTm83esWPHrl278vLyYmNjJe96+fJlUlJSdHT0lClTAMDU1PTw4cMYhgEAMQZxdHRUUFD4aJXqHnbHxW2NiMjPz09MTJRMP3TwoEgkioyMVFRUBAAGk7k2IKCgoGDIkCGS2TQ0NDQ03krFZGZmFhcX74iKAoCSkpJz587t2LHDZexYADA1NXWbNu3QoUN+fn5paWlVVVW/7d8/cOBAANDS0poxffrNmzcdHD5I3uIzpL3OnJqaWlFRkZqaqqKiAgA6Ojqurq7Xrl0bM2ZMm+WkpKRUVlY6OTmJU4qKik6dOhUfH+/q6goAFhYWLi4uycnJAQEB71t4tyBjroFhWG1tLfF4E7i7u1+4cIHNZgPAsWPHxo4d2/quS5cuycnJEZ8IALDZbE9PT3V1dXgTI+Tl25Eh680k7tsn2TPEFBQUDDM2JgIEAIwbN45Cody+dYukKJFI9L///W/+ggWampoAcPv2bQaDYf/msWcwGHZ2dpk3bwLA37dvm5mbEwECADgcjq6uLmFCvBftdeaMjAwrKyviGQYAQ0PDQYMGXbt2rXVOAKisrNy6dWtYWBiTyZQsgcFgiB97BoPh7OxMlPBehXcXMmKEq6trZWWlj49Pfr60MjIAaGm1Ld/8+PFjPT29M2fOTJ482czMzN3d/f79+4SJx+OxWCwqtQ+ulRLPc2tahEI67a3mDYPBUFJSelZKdqTymdOnK16+9PT0JC5LiovV1dUlu52urm5JSQkAFBcX6+roSN6rq6tbXFLS6Vp8trTXmQsLCwcNGiSZMmjQoMLCthUVQ0JCnJ2dx40bJ1WCpqamZPOJS3ivwrsLGc+qhYVFTEzM/fv3/f39Hz586O/vn5mZKbPQmpoaYroRHBy8d+9eJpPp6elJrKU1NDQwGIygoCAbGxtzc/NZs2bdvXu3a6rSUxmkp1dQUNDc/FqDr6qqqq6ujs/jkdySmJg4a/Zs8dCjoaFBamrWr18/Ho8nEonaNLW5JoroHFwuV9wQBAoKCvX1bWh8Xr58+dq1az/++GNHSiCar+OFdyOyv8+nTp2akZGxZcsWNpudmZk5Z86c8PBw8ltaWlpqampiY2MdHR1tbW1jY2MxDDtw4AAAYBhGpVKZTGZ0dHR0dDSNRps7d+7jx4+7pjY9kukzZrx69SoiIoLL5ZaXlwf98EM/BQUarV01vTt37hQUFIjfaCB6BY2NjcHBwf7+/sScui/RoTE/nU43MTExMDBIT09fsWJFXFzckydPSPIrKCioq6urqakRlwMGDBg6dGhBQQEA+Pj4ZGVlBQUF2dnZjR07NiEhQUFBISUl5cNr0mPhcDjrN2w49ddfY5ydPdzdnZydByorKw9sV6/57JkzFhYWWhLvR/r37y81NOByuQoKClQqtU1T//79AdFFKCkpSX2x19fXt34TFxkZqa6uPm/evA6WQDRfBwvvXshiBI7jubm55eXlb3NTqb6+vhQKJS8vj+RGDodTW1uL42+lEDEMk5yPiZGTk9PX1y8lnZz3ATw8PC5dvpx64sTFS5e+/PLLFy9eDH33NackGRkZdvb2kin6gwe/fPlSIHh72kJxSQnxWlR/8OCSd1cfSkpKDN68MUV8OAYGBlILBIWFhVLvpADg9OnT9+/fHzp0qKGhoaGh4fnz50+cOGFoaJiXl2dgYFBeXi7ZfOISOlh49yJjHOHt7R0fHy+ZUldXh+O4qqoqyV0uLi4CgeDy5deSytXV1QUFBcbGxgCwa9euiIgIcU4ul1tQUCC1bNPHKC4uPnr0KJvN1tfXZ7PZZ8+epVAo7b2bLC8rKysrMzE2lky0tbUViURXr14lLhsbG29cv+7o6AgADvb2ubm54k1oubm5L168IEyILmHMmDFZWVkVFa9POcrKyiovL2/9BiQpKen06dNpb7C3tx8/fnxaWpqBgYGTk5NIJLp48SKRs7Gx8cqVK0QJHSy8eyHbH0GhUJYuXbpx40ZlZWUNDY3Gxsb09PSoqCgjIyNra+va2tpHjx4BQElJiVAoJNYy1dTUDA0NR4wYMWnSpICAgNDQUGVl5R07dvTr12/WrFkAoKKiEhER0dzc/MUXX9TX1xNLFeIF/N5LXV3dv//+CwDPS0sxoZDYV6qiosLhcARNTZt//vnJkydTp04tKizcERm5cOFCYjqQm5u7NTw8YO1aU9PXilXPy8oAQO/doKmtre3m5rY1PBzHcVUVlX1JSTQa7atZswBg4qRJCQkJa1av9vH1FQgEkdu329jYjBw16hNXv7dD0pmnTp26c+fOZcuWrV69WiAQbNq0ycHBwdbWFgCysrJCQkJCQkIsLCwMDAwkC1RQUJCXlx82bBgA6OjoeHh4hISE4Diupqa2e/duGo22YMECACApvOcgYw/VwoULWSxWcnJyUVGRQCAICAiwt7cPDAxkMpk3b9708vIS55wzZw4AuLu7b9u2DQC2b9++efPmDRs2NDU1WVlZ7d+/n1h+JyJFUlLS/v37FRUVraysTpw4IfX59kZyc3NX+PqKLxd7ewPANDe3sLAwo2HDtoSH79m9+/ixYwNVVLwWLly4cCGRraGhIScnh8/ni28ktuK23mC2bv366OjoLZs38/l8MzOzuN27lZWVAYDJZO7ctWvr1q3fffstjU4fN27cmjVrPnZl+x5ZWVntdWYmk5mcnBwSErJ48WI6nT5p0qSgoCAiG5fLffDgAY/0FRXBTz/9FB4eHhwczOPxrKysUlJSiC0tJIX3HCiHT53tyHmW2dnZYWFhR48e/QQ+SXEk7dxEx54VWbuQNatXL1myxGjYsO525FNz/satHn6QakdYvny5n5+fiYlJdzvysXiP8yw1NDS++uqrj+rNZ0h1dfWz0tIh7a9fInoyVVVVxcXFw/p6fJcx1xCDYsTHQEVF5dChQ93tBaKTqKqqpqWldbcXH50+uCcagUB0IShGIBAIMlCMQCAQZKAYgUAgyEAxAoFAkIFiBAKBIAPFCAQCQQbl8Kmz3e0DAoHoudABoIdvie3be7E/W/rGXuw+z3vsxUYgEJ8nKEYgEAgyUIxAIBBkoBiBQCDIQDECgUCQgWIEAoEgA8UIBAJBhuwYcf78eTc3t+HDh3M4HBsbm3Xr1hGanQRtyrEvX76c04oNGzYAQE5OTmuT+Fjn3k5+fv70L790dnaWTHz48KGVpaXUT3sS8nV1dX5+flaWllK6RHw+f/PmzRPGj7eztV3o5ZWbmys2lZaW+vn5OTo4ODs5Ba5dS+ihIToBhmHbtm3jcDi//vqrZHptbe2iRYs4HM7Dhw9Jbj969OiUKVNMTEwcHBw2bNhQU1MjNiUmJrq4uAwbNszV1fX48eOSd5GYeggyzqHKyclZtmyZn5+fl5dXYmKij49PcHAwn8+PioqC9uXYv/vuu6+//lp82djY6OvrO2LECAAgDgiNi4uTFBrpaaIjnSM1NXVreLi2hHYOAXGk7f+2b5eUxmlTJicnJycgIKBNRfXQkJAHDx6sDQxUU1M7dPCgz/LlR44e1dDQaGpqWrpkibqGxvbISAzDoqOivl21Kvm333qUOH2voKKiws/Pr6qqSkpC7cGDB76+vlKKe605fvx4QEDAxo0bnZycysvL169fv3z5cuKQsf379//888+BgYHW1tbXr19fs2bNgAEDxo8fT27qOciIERcvXjQ0NFy1alV2djaLxZoyZQqfz4+NjW1qamKz2e3JsRsZGUleErF59uzZ8EY33NHRsc0noVezOy5ua0REfn5+YmKiZDqvoQEAbGxsZFY5ISHBw9191OjRXhIRFgBKSkrOnTu3Y8cOl7FjAcDU1NRt2rRDhw75+fmlpaVVVVX9tn8/cc6ylpbWjOnTb9682Z5+B6I9UlNTBw4cmJCQYG1tLZm+c+fOuXPn2tvbu7u7k9z+559/Ojo6zp07FwAGDRrk4+OzZs2aiooKdXX1Xbt2ff3114sWLQIAKyur/Pz8mJgYIhCQmHoOMuYaGIbV1tZiGCZOcXd3v3DhApvNhvbl2CUpKyvbu3fv+vXrCa1wIkbIy8t/oN89kMR9+5ycnFqnE0OnjlQ5MDBwkbd36yHA7du3GQyG/ZvHnsFg2NnZZd68CQB/375tZm4+8I0yIIfD0dXVJUyI92LatGm7du3q16+fVHpYWBihTSezBMkBCKFKh+P406dPy8vLXV1dxabx48ffv3+fy+WSmD60Ml2KjBjh6upaWVnp4+OTn5/f2tqeHLsk0dHRo0aNEitH8Xg8FotFxIs+hqamZpvpPD6/g1Vur4SS4mJ1dXVJMURdXV1Cwq+4uFhXR0cys66ubvG76n6IjtBeZ+5IJweAOXPmZGRkXLp0SSQSVVRUJCUlubi4aGhoEFJ9kkp0xO/FxcUkpg+oR9cjo+NaWFjExMTcv3/f39//4cOH/v7+hIRRB3nx4sXx48d9fHzEKQ0NDQwGIygoyMbGxtzcfNasWXfv3u2k770EHo/HYDB+/vnnia6uzs7OixYtevDgwXuV0NDQIDVP6devHyFO36app30RfQ5Mnjx5/fr1ixcvNjIysrW1pdFo0dHRAEC0heRyBtFe9fX1JKZP7Dw5sr/cpk6dmpGRsWXLFjabnZmZOWfOnPDw8A6WfvDgQS0tLXsJhVsMw6hUKpPJjI6Ojo6OptFoc+fOlVrD72OIMIxCoTAZjM1btmzevJlGpS5dsoQQ/kP0Gc6dO7dly5bAwMCTJ08mJiY2NDT4+flJymL3Xjqkr0Gn001MTAwMDA4fPhwZGRkTE+Ph4WFoaCjzxpMnT/73v/+VnMv5+PhIDitsbW2dnJxSUlLCwsI64X2v4JtFi75ZtEh8OXLkyKn/+c/Ro0fXrVvXwRL69+8vNTTgcrmEOH2bpjZfmiA+Kps2bZoxY8bixYsBwMTERFNTc8qUKdevXyfe2dXX14vHC8QwQUlJiVASb9PULVVoD7JxBI7jubm55eXlb3NTqcT6TV5ensyiy8rKnj59KrVZQAo5OTl9ff3S0tKOe9zbkZOT09PTKysr6/gt+oMHv3z5UlKcvrikhMPhEKaSd1cfSkpKDDicrvIW0REwDCspKRkyZIg4ZfDgwQBQVFREaNkSSw8EhYWFVCp18ODBJKZP5XiHkDHX8Pb2jo+Pl0ypq6vDcVxVVVVm0Tdv3gQAYluEmF27dkVERIgvuVxuQUHBoHdlsvsYvyYk/PLLL+JLLpf7tLCw9aYSEmxtbUUi0dWrV4nLxsbGG9evE8vADvb2ubm54k1oubm5L168EK8QIz4NNBpNU1OzoKBAnEI8+bq6uvr6+vr6+ufOnRObTp8+bWNj069fPxLTp3ReJmRzDQqFsnTp0o0bNyorK2toaDQ2Nqanp0dFRRkZGVlbW5PIsRO3P3v2TEVFRWrziYqKSkRERHNz8xdffFFfXx8bG4thmKen50er4Ceirq6OWGJ4XlqKCYV37twBABUVFQ6Hozxw4C+//NLS3Dx+wgQul5uYmCjCMEI/PTc3d2t4eMDataampiKR6N69ewDw9MkTAPjnn3+4XC6TyTQ3N9fW1nZzc9saHo7juKqKyr6kJBqN9tWsWQAwcdKkhISENatX+/j6CgSCyO3bbWxsRo4a1Z2fRe8kNzeXeDEvEomKioqI/mxhYZGVlQUARONmZ2fX19ezWCwrKysAWL9+PQD8/PPPALBgwYKoqChTU1NHR8fq6uqNGzcaGhoSu1T8/PwCAgL09PRGjx597ty59PT033//nfijJKaeg2zd8AMHDiQnJxcVFQkEAnV1dXt7+8DAQE1NzfT0dEk5dgJCjp34fcOGDRkZGZcvX5bKc+jQoaSkpMLCQkVFRSsrK39/f8lBWmt6xVl1N27cWOHrK5U4zc2NWGf5448/Dh48WFJcrKCgYGZmtmLlSmKcmZmZuXzZst179tjY2AgEAjtb6WpqaWsTipICgSA6Ovp0WhqfzzczM1sbGCj+0MrLy7du3XorM5NGp48bN27NmjW9Yj2ip51VN3369Nbvmy5cuCC5f4FAR0fn+vXrAODh4UGlUg8fPgwAGIb99ttvv//+e0lJiZKSkp2dXUBAgHjTbUpKyu7du1+8eMHhcL7//vvJkyeLSyMx9QSOpJ2THSMIsrOzw8LCjh49+gnckqJXxIhOs2b16iVLlhj1de3p1vS0GNEJHj9+vH379t27d3e3Ix+R9zjPEumGfwyqq6uflZYOGTq0ux1BdIZjx45NmtS7w1xH6NC7T0Ax4uOgoqJC/NsPojdCrEf0efrgnmgEAtGFoBiBQCDIQDECgUCQgWIEAoEgA8UIBAJBBooRCASCDBQjEAgEGZTDp852tw8IBKLnQgeAHr4ltm/vxf5s6QN7sT8H3mMvNgKB+DxBMQKBQJCBYgQCgSADxQgEAkEGihEIBIIMFCMQCAQZKEYgEAgyZMeI8+fPu7m5DR8+nMPh2NjYrFu3jjgalODRo0cTJkwwNzeXuuvu3btz5swxNze3trb+5ptviNNxASAnJ4fTCvGxzr2d/Pz86V9+2VouoLS01M/Pz9HBwdnJKXDt2urq6jZvd3RwsLK0lPw5c+YMYeLz+Zs3b54wfrydre1CL6/c3Nz3LRwhk/Y6861bt2bPnk105oULF4o7sxS1tbU//PCDvb39iBEj3Nzczp8/Lzbx+fzg4OBRo0YZGxt7eHgQ5+gSlJSULFq0aMSIEWZmZitXrqyqqvoYVfsQZMSInJycZcuWTZgwYePGjaampqGhoRcuXNiwYQNhPXz48IwZM6S02AHg6dOn8+fPNzAwSE1NTUlJoVKp8+bNIypPCOTGxcX9LkFPEx3pHKmpqV5ff93602hqalq6ZAmXy90eGRm+dWtRUdG3q1a1VnDCcZzP5y9ZujR+717xz+jRowlraEjIlcuX1wYGxsbFaWho+Cxf/vLly44XjpBJe505NzfX09NTXV09Li4uIiKiurp6wYIFtbW1UtlEItGSJUsuXbq0du3avXv3cjicpUuXig/RDQgIOHfuXGho6P79+7W0tDw9PV+8eAEATU1N8+bNq6+v37Nnz86dO58+fert7d3Tmk/GWXUXL140NDRctWpVdnY2i8WaMmUKn8+PjY1tampis9k7duzYtWtXXl5ebGys5F3nzp3DcTw0NJROpwNAaGiok5NTRkaGm5sbMQZxdHSUUqnsA+yOi9saEZGfn5+YmCiZnpaWVlVV9dv+/YS6t5aW1ozp02/evOnwRgecgIiew01MRrU6+b6kpOTcuXM7duxwGTsWAExNTd2mTTt06JCfn18HC0fIpL3OnJaWpqent2PHDkLVWU9Pb/LkyX///ffEiRMls2VnZ//9999JSUljxowBgNGjR9+8efOvv/6ytLQsKio6depUfHw8ccS2hYWFi4tLcnJyQEBAampqRUVFamqqiooKAOjo6Li6ul67do0opIcgYxyBYVhtbS2GYeIUd3f3CxcusNlsADh27NjYsWPbLpdKFYdksc46ABAxQl5evgt872Ek7tvn5OTUOv3v27fNzM2JZxgAOByOrq5u5s2bUtmIGCHflv7K7du3GQyG/ZvHnsFg2NnZESV0sHCETNrrzAEBARcuXBDLvrNYLABorQJvbGx87tw5sbQtnU5XV1evqakBgIyMDAaDIX7sGQyGs7PztWvXCJOVlRURIADA0NBw0KBBhKnnICNGuLq6VlZW+vj45Ofnt7a2J7s+bdo0Go0WFRXV3Nzc2NgYExOjpqY2fvx4AODxeCwWq/VH3AfQ1NRsM724uFhXR0cyRVdXt/hdAT4A4PP5AEAEXylKiovV1dWJUCsugZDw62DhCJm015kJMAzjcrm5ubmBgYHGxsatl5zYbPbQoUMZDAZxWVZWlp+fTwwJCwsLNTU1JZtv0KBBhJBXYWGhlEid2NRzkPGsWlhYxMTE3L9/39/f/+HDh/7+/oR+ETk6OjoJCQn79u0zNjYePnz4+fPnk5KSCMGuhoYGBoMRFBRkY2Njbm4+a9asu3fvdk1VeioNDQ1SE6t+/fpJCfnCm3HEyZMn3aZNs7ezmzlz5okTJ0hK4PF4IpGog4UjPpC///7b3Nx82rRpLBYrJSVF8oFvTXNz86pVq/T19T08PACAy+VKqdUpKCgQzdemiVAG7jnI/j6fOnVqRkbGli1b2Gx2ZmbmnDlzwsPDyW8pKiry9fWdNGnSH3/8cezYMWtr68WLFxMvLzAMo1KpTCYzOjo6OjqaRqPNnTv38ePHXVOb3kyzQKCgqFhRUeEfEBATE2NtbR3y44/Hjh3rbr8QAAAjRow4ePDgtm3bKisrZ8+e/erVq/Zy8ni8hQsXlpaWJiQkkIeS3kKH9DXodLqJiYmBgcHhw4cjIyNjYmI8PDzEup6tiY2NVVJSCg8Pp1AoAGBmZubg4LBv3z5/f38fHx8fHx9xTltbWycnp5SUFELzrk/Sv39/qS92LpfbWm7PeuRIyYnoyFGjyp4///3AAXd39zZLUFBQoFKpHSwc8YEoKira2tra2tpOnDjR0dExISFhzZo1rbPV1NQsXLiQx+MdPXpU580cUElJSWpoUF9fTzRfm6ae9pqPbByB43hubm55efnb3FSqr68vhULJy8sjubGwsNDAwIAIEADAYDB0dHSKiopa55STk9PX1y8tLe2M770E/cGDS95dICgpKTHgcGTeONTIqKysjCjh5cuXAoFAbCouKeFwOB9SOKKDpKenS86v+/fvP2jQoDY7c2Nj48KFC3EcP3LkiI7EIpGBgUF5eblk8xUWFhJyrQYGBlKrD2JTz0HGXMPb2zs+Pl4ypa6uDsdxVVVVkrt0dHSePHkifs3b0tLy7NkzXV1dANi1a1dERIQ4J5fLLSgokFq26WM42Nvn5uaK94nl5ua+ePHC0dFRKtuVy5cD165tbm4Wp+RkZ+vo6gKAra2tSCS6evUqkd7Y2Hjj+nWihA4Wjug0Bw4c+OGHH8Sv9hoaGkpKSvT09FrnDA4O5nK5ycnJysrKkulOTk4ikejixYvEZWNj45UrV4h3KGPGjMnKyqqoqCBMWVlZ5eXl7b0r7C7I5hoUCmXp0qUbN25UVlbW0NBobGxMT0+PiooyMjKytraura0lNpyVlJQIhUIi1qqpqRkaGs6bN+/EiRNhYWHz5s0TiUQJCQk8Ho+QAlRRUYmIiGhubv7iiy/q6+tjY2MxDPP09Pw0tf141NXVEfLzz0tLMaHwzp07AKCiosLhcCZOmpSQkLBm9WofX1+BQBC5fbuNjc3IUaMAIDc3d2t4eMDataampjq6uleuXFn9/ffz5s+n0+mn09Lu3Lmz6eefAUBbW9vNzW1reDiO46oqKvuSkmg02lezZgEASeGIjkPSmb29vefMmbNy5co5c+ZgGBYfH9/S0kJ05qysrJCQkJCQEAsLi7y8vGPHjq1evVpyFyabzba0tNTR0fHw8AgJCcFxXE1Nbffu3TQabcGCBQAwderUnTt3Llu2bPXq1QKBYNOmTQ4ODrat5OO7F9m64QcOHEhOTi4qKhIIBOrq6vb29oGBgZqamunp6V5eXlKZ3d3dt23bBgBXr1795Zdf8vPzKRTK8OHDV69ePXLkSCLPoUOHkpKSCgsLFRUVrays/P39yQdXveKsuhs3bqzw9ZVKnObmRqyzlJeXb9269VZmJo1OHzdu3Jo1a4glg8zMzOXLlu3es8fGxgYA7t29GxcXR3QyAwODRd7e4ndsAoEgOjr6dFoan883MzNbGxgo/tDaK7yH06POqiPvzDdu3IiOjn706BGVSh0+fLi/v7+lpSUAXL9+fcGCBSkpKQ4ODr/++utPP/0kVYKBgQExfBAIBOHh4SdOnODxeFZWVqGhoUZGRkSesrKykJCQ69ev0+n0SZMmBQUF9aj1iCNp52THCILs7OywsLCjR49+Arek6BUxotOsWb16yZIlRsOGdbcjn5oeFSM6zfLly/38/ExMTLrbkY/Fe5xniXTDPwbV1dXPSkuHDB3a3Y4gOkNVVVVxcfGwvh7fO/TuE1CM+DioqKgcOnSou71AdBJVVdW0tLTu9uKj0wf3RCMQiC4ExQgEAkEGihEIBIIMFCMQCAQZKEYgEAgyUIxAIBBkoBiBQCDIoBw+dba7fUAgED0XOgD08C2xfXsv9mdL39iL3ed5j73YCATi8wTFCAQCQQaKEQgEggwUIxAIBBkoRiAQCDJQjEAgEGSgGIFAIMiQHSPOnz/v5uY2fPhwDodjY2Ozbt06QrOToD059n/++Wfu3LnGxsYWFhZr164Va0Dk5ORwWiE+1rnP4OfnZ2VpKfmzaePGNnOePXt2poeHzejRU774QkpM+ObNm/PmzrWztZ3o6hodHS0UCjtiQnSa9jqzmP3793M4nIMHD7aX4eTJkxMnTjQ2Nh4/frzk6UF8Pj84OHjUqFHGxsYeHh5ZWVliU0lJyaJFi0aMGGFmZrZy5cqqqqquqk5XIeMcqpycnGXLlvn5+Xl5eSUmJvr4+AQHB/P5/KioKAA4fPhwSEgIcSi+JK9evZo7d66JicmePXuqq6tDQ0Nra2t3794NbxTr4uLiJA/27FGHfHYJfD7fZezY+fPni1PaVBu4detW4Nq1HjNnBgYG3rt375foaBaTOXfePADIf/x4lZ/ftGnTAtauLX32LDw8XIRh3373HbkJ0Wna68xiKisrIyIiSKRqL1y48N13361evdrOzu7atWvE0dAuLi4AEBAQcOfOndDQUA0NjaSkJE9Pz7Nnz2pqajY1Nc2bN09TU3PPnj0YhoWHh3t7e//xxx9ibZqegIwYcfHiRUNDw1WrVmVnZ7NYrClTpvD5/NjY2KamJjab3Z4ce3JyMoZhe/bsIQ5oZjKZK1asyM/PNzIyIsYgjo6OUiqVfQxeQ4OJsfEoWWfY742Pt7Sy2rBhAwCMHDWqsqoqISFh9pw5VCp1X1LSkCFDgoKDAcDCwoLf2Pi/bdsWeXsrKiqSmD5B1foq7XVmMaGhoS4uLleuXGmvhPDw8Hnz5i1fvhwArKysdHR01NTUAKCoqOjUqVPx8fGurq4AYGFh4eLikpycHBAQkJqaWlFRkZqaSkiH6+jouLq6Xrt2TSwy3hOQMdfAMKy2tlYsQAIA7u7uFy5cIOSt25Njf/z48YgRI8QnuE+aNIlCody4cQMAiBghLy/fRf73UHg8nny/fjKzFRQUEKfmE7i6utbU1BT8+y8A/H379hgXF7HJ2dlZIBDcv3eP3IToNO11ZoIrV65cvXr1hx9+aC9DYWFhQUHB9OnTxSnu7u7Dhw8HgIyMDAaDIX7sGQyGs7MzoduYkZFhZWVFBAgAMDQ0HDRokKSkY09ARoxwdXWtrKz08fHJz89vbW1Pjr2lpYVOfztCYTAYAwYMKC4uBgAej8disUgGbH0DPp9PhFFyhEIhnUYTXw4cOBAAnpWW8ni8qqoqXQk9OE1NTQaDUVxSQmLq0hp8drTXmQGgsbExKCjI399fXV29vTyErrVAIJg9e7a5ufmECROOHDlCmAoLCzU1NSX1gQcNGkRI+BUWFkqJ1IlNPQcZz6qFhUVMTMz9+/f9/f0fPnzo7+8vqX3YHoMHD378+LFYlq6ysrK2tpZYiWhoaGAwGEFBQTY2Nubm5rNmzbp79+6HV6OnwePxHv7zz/x58xzs7f87dWp0VFRjY2PrbHp6eg8llFOfPn0KAHwejxhtSU3H5OXluVwuieljVAQBADt27FBVVZ03bx5JnpqaGgAICwubP39+cnKyk5NTQEAAIb/I5XKlpoEKCgo8Hk8kErVpklIJ7nZkf59PnTo1IyNjy5YtbDY7MzNzzpw54eHh5LfMnj27pqYmLCysvr6+rKzs+++/V1BQoNFoAIBhGJVKZTKZ0dHR0dHRNBpt7ty5RAzuM4hEIgaD8ezZs3nz5++Kjf1q1qyDBw+2KYw+w909/cqV1NTUpqamnJycvXv3AgBNYmSB6Hby8vKSkpJ+/vln8sFvS0sLAPj4+Pz3v/+1tLQMDQ21srIi1ul7Ox0a89PpdBMTEwMDg/T09BUrVsTFxT158oQkv6Gh4caNG48fP25hYTFx4sRx48apqKgQky4fH5+srKygoCA7O7uxY8cmJCQoKCikpKR0TW16BlQq9eq1awcPHZoyZYqlpaWnp+eSpUvPnD796tUrqZzTp0+fPn16WGiovZ1dgL+/19dfA4DywIHEd4vk0ADHcR6P179/fxLTp6jbZ4ZIJFq/fv0333wjU4mLGNmNGDFCnDJ69OiCggIAUFJSkhoa1NfXKygoUKnUNk097TUfWYzAcTw3N7e8vPxtbirV19eXQqHkSYyQ22Tu3Ln37t27dOnS3bt3Z82aVVZWZmxs3DqbnJycvr5+aWlp57zvLRDijmVlZVLpNBotKDj48pUrJ//6669TpwaqqADAkCFD5OXlNTQ0JJcYnj9/LhQKORwOiemTVOXzory8/MGDB7t37zZ8A5fLXb9+vZWVlVRO4vMnZhwEGIYRaxAGBgbl5eUCgUBsKiwsJORaDQwMpFYfxKaeg4xxhLe3d3x8vGRKXV0djuNtvu0XU1hYeODAATabzeFw2Gz2yZMnKRQKsa67a9euiIgIcU4ul1tQUCC1bNPbKSoqWrN6NfEdQpCTnU2hULS1taVy3r1z58rly0pKSrq6ujQa7c8//zQzMyNemNnb26enp+M4TuS8cOGCvLy8tbU1uQnRtairq585cyZNgn79+q1atUq8HinG3NxcSUnpzJkz4pRbt24R34tOTk4ikYgQBwaAxsbGK1euEO9QxowZk5WVVVFRQZiysrLKy8tJXq90C2T7IygUytKlSzdu3KisrKyhodHY2Jienh4VFWVkZGRtbU0ix97U1BQUFJSfnz99+vQnT55s3rx5+fLlxAhKRUUlIiKiubn5iy++qK+vj42NxTDM09Pz09T206Ctrf3o0SP/NWt8fH3V1NTu37+fmJg4ffp0ZWVlADh69OifJ04k7ttHo9EKCgr+97//rfH3NzU1vXr16tkzZ2Lj4ohCvvbymj1rVsiPP85wdy8sLIzfs8fLy0tOTo7chOgcJJ1ZSs6TSqVqaGgQX/VZWVkhISEhISEWFhZ0On3VqlWbNm1SVVW1trZOTU3Nzc0NDQ0FAB0dHQ8Pj5CQEBzH1dTUdu/eTaPRFixYAABTp07duXPnsmXLVq9eLRAINm3a5ODgYGvbs05dk60bfuDAgeTk5KKiIoFAoK6ubm9vT2wgI5djT0tLi4qKKioqUlVVnT9//rJly8Rbxw4dOpSUlFRYWKioqGhlZeXv708+uOqNZ9WVl5X9EhNz+9athoYGPT29L6dPnzVrFvE+OCYmJmHv3rv37lGpVBzHd+/enfrHHzU1NYM5HJ/ly8eOGycu5O6dO5GRkf/++++AAQM8PDwWeXuLl81ITL2FHnVWHXlnlsTc3Hz9+vWzZ88GgOvXry9YsCAlJcXBwYGw7t27d9++fS9fvhw8ePC33347depUIl0gEISHh584cYLH41lZWYWGhhLTTwAoKysLCQm5fv06nU6fNGlSUFBQj1qPOJJ2TnaMIMjOzg4LCzt69OgncEuK3hgjyHGbNu3Pkye724tupkfFiE6zfPlyPz8/mSuavZf3OM8S6YZ3FVevXm294oXojVRVVRUXF0tNRvoeMv5fQwyKEV3FmDFjetRufESnUVVVTUtL624vPjq9bBKLQCA+MShGIBAIMlCMQCAQZKAYgUAgyEAxAoFAkIFiBAKBIAPFCAQCQQbl8Kmz3e0DAoHoudABoIdvie17e7ER0Ff2Yvd53mMvNgKB+DxBMQKBQJCBYgQCgSADxQgEAkEGihEIBIIMFCMQCAQZKEYgEAgyZMeI8+fPu7m5DR8+nMPh2NjYrFu3jpCKAoB///130aJFlpaWVlZWXl5eklI67Smm5+TkcFpRWVn5MerWvWAYFhMTY2VpSa4ecvz48ZkzZ9rZ2n4xefLGn36qra0Vm27evDlv7lw7W9uJrq7R0dFCobAjJkSnefTo0YQJE8zNzaXShUJhZGSkra2tiYnJjBkz7ty50+btfD4/ODh41KhRxsbGHh4eWVlZHTG196T0HGTEiJycnGXLlk2YMGHjxo2mpqahoaEXLlwgdK4rKipmz57N5XKjoqK2bdtWVVXl6elJaMMQiun19fV79uzZuXPn06dPvb29ibPeCUW/uLi43yXoUYd8dgmVlZVLly69dPEiuejW4UOHNv7000RX1127dvn6+l6+fDlw7VrClP/48So/P2Nj49179nz77bdHjxyJ+eUXmSZEpzl8+PCMGTPabK8tW7akpKRs2LDht99+09LS8vLyqq6ubp0tICDg3LlzoaGh+/fv19LS8vT0fPHiBbmJ5EnpOcg4q+7ixYuGhoarVq3Kzs5msVhTpkzh8/mxsbFNTU3Hjx/n8XgJCQmEctSgQYMmTZp069YtV1dXEsV0Ygzi6OgopVjZx0hLS1MeMCAqKmq8xDnXrTl9+vT//d//LVm6FACsR47k8/lbtmwhNCD3JSUNGTIkKDgYACwsLPiNjf/btm2Rtze56dPUrk+yY8eOXbt25eXlxcbGSqa/fPkyKSkpOjp6ypQpAGBqanr48GEMw6RuLyoqOnXqVHx8vKurKwBYWFi4uLgkJycHBASQmEielE9U7Q4gYxyBYVhtba3kJ+Lu7n7hwgU2mz1nzpy0tDRxvyRklwmdIhLFdCJGyMvLf4S69CAmT54csW1bv379yLMl7tv3Y0iI+JLJYgEAITLw9+3bY1xcxCZnZ2eBQHD/3j1yE6LTHDt2rE3xm0uXLsnJyRGPNwCw2WxPT8/WAuIZGRkMBkP8bDMYDGdnZ6LPk5vae1J6DjJihKura2VlpY+PT35+vpRJSUnJwMBAfHnlyhUAGDVqFJAqpvN4PBaL1evEIN4XTU3Njmdubm5+9epVRkbGnj17PDw8CFHpqqoqXR0dyQIZDEZxSQmJqSsr8PlBfMm15vHjx3p6emfOnJk8ebKZmZm7u/v9+/dbZyssLNTU1CTE+wjEfZ7c1N6T0nOQ8axaWFjExMTcv3/f39//4cOH/v7+hISRFM+fPw8ODv7qq6+IqEGimN7Q0MBgMIKCgmxsbMzNzWfNmnX37t2uq06v5Ndffx0/btzKFSsmurqu37AB3oy2pKZj8vLyXC6XxPQJXf6MqKmpIaYbwcHBe/fuZTKZnp6erdcj2uzzPB5PJBK9r0lKJbjbkf19PnXq1IyMjC1btrDZ7MzMzDlz5oSHh0tmePr06cyZM42NjcPCwmSWhmEYlUplMpnR0dHR0dE0Gm3u3LmSL0Q+Q9zc3GLj4r77/vu0tLR1gYHd7Q7iHVpaWmpqamJjYx0dHW1tbQn1yQMHDnS3X5+ODo356XS6iYmJgYFBenr6ihUr4uLinjx5QphycnJmzpxpZmaWmJjIYrGIRBLFdB8fn6ysrKCgIDs7u7FjxyYkJCgoKJC/HezzaGtr29nZzZ8//+fNm8+ePZuZmUl8t0gODXAc5/F4/fv3JzF9es8/BxQUFNTV1QmhZgAYMGDA0KFDJQWfCdrs8woKClQq9X1NPe01H1mMwHE8Nze3vLz8bW4q1dfXl0Kh5OXlAcDTp08XLFjg6uoaGxsrDhDwPorpcnJy+vr6paWlH1qPXkhzc/Pp06eLiorEKYQkXElJiby8vIaGhuQSw/Pnz4VCIYfDITF9Qt8/IzgcTm1treT7SAzDJBcXCAwMDMrLywUCgThF3OfJTR18UroRGeMIb2/v+Ph4yZS6ujocx1VVVVtaWhYvXuzo6LhlyxapNUgSxfRdu3ZFRESIc3K53IKCAqllm88EBoOxNTx8/2+/iVPyHz8GAB0dHQCwt7dPT08Xd80LFy7Iy8tbW1uTmxBdjouLi0AguHz5MnFZXV1dUFBgbGwslc3JyUkkEl28eJG4bGxsvHLlCtHnSUwkT0rPgWx/BIVCWbp06caNG5WVlTU0NBobG9PT06OiooyMjKytrVNSUoqLiwMDA2/duiW+RV1d3cDAgEQxXUVFJSIiorm5+Ysvvqivrydmd56enh+9op+WvLw8YreYSCQqKSkhduaZmZmxWKyjR4/+eeJE4r59NBptgadnzC+/DFRRsbWxqais3BkTY2BgMHr0aAD42str9qxZIT/+OMPdvbCwMH7PHi8vLzk5OXITonPU1tY+evQIAEpKSoRCIbEwr6amZmhoOGLEiEmTJgUEBISGhiorK+/YsaNfv36zZs0CgKysrJCQkJCQEAsLCx0dHQ8Pj5CQEBzH1dTUdu/eTaPRFixYAAAkJpInpecgWzf8wIEDycnJRUVFAoFAXV3d3t4+MDBQU1NzyZIl58+fl8o8d+7cTZs2Aali+qFDh5KSkgoLCxUVFa2srPz9/ckHV73xrDrPBQtycnKkEk+lpWlra8fExCTs3Xv33j0qlYrj+JEjR44cOVL67JmSktKo0aNXrlypoaFB5L97505kZOS///47YMAADw+PRd7e4vEaiam30KPOqktPT/fy8pJKdHd337ZtGwDweLzNmzf/9ddfTU1NVlZWwcHBxKzw+vXrCxYsSElJcXBwAACBQBAeHn7ixAkej2dlZRUaGmpkZEQURWIieVJ6AkfSzsmOEQTZ2dlhYWFHjx79BG5J0RtjBDlu06b9efJkd3vRzfSoGNFpli9f7ufnR4SMPsl7nGeJdMO7iqtXr1pZWXW3F4guoKqqqri4eNiwYd3tyMdFxv9riEExoqsYM2ZMj9qNj+g0qqqqaWlp3e3FR6eXTWIRCMQnBsUIBAJBBooRCASCDBQjEAgEGShGIBAIMlCMQCAQZKAYgUAgyKAcPnW2u31AIBA9l/8HGjkNvsq9aYwAAAAASUVORK5CYII="
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<image>Look at the table. Then answer the question. At a price of $185, is there a shortage or a surplus?
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surplus
| 20 | null |
surplus
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"
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<image>The Bluepoint Chamber of Commerce compared the local dealerships' vehicle sales. What fraction of the vehicles were sold by Thompson Auto Warehouse? Simplify your answer.
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62/213
| 21 | null |
62/213
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"
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<image>Each cage has 2 chimpanzees. How many chimpanzees are in 3 cages?
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6
| 22 | null |
6
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dEZQxISEyLtIv2CPIpzC3gNDdIykr5XPAk4ub29TKnFKmsa4h4LAvBoMZUYFMJvd09zgccNKZPYOSKC0vCwBdnV3mBqt4eHm9wo5zcnGlJp23NbU6n5E2bYbOrz6uf4S/5RUFb/MYF6KCTCaTSCQs9od3SiQSMRgM01+LK/6z/LRVfzSZ12+vMFu1wmxVY31DR3uHtYPNx5KyF1nZ1F7huffgnEXzHmTcG1Ghu6ubTCYrq0/Vma1Lk/Uy63lDXcPZ9IuTRUUAQGumztMHjzOupf/jXjEwMIAbq/gVr54+X7toxdRJssoTpNYsWPYyKxsAzBYbX0xKvnTmgiS7YHFeIQBcTb60dPpCpfGSGiIKW1ZZVpZXINVtTa0cLLeFePkrjZe8n55JI04kEoOO+M2U05TnFZ2vPD0pOp6SpTZZPiEyztrEXIFPvLO9g0QiBXoem6uoLT9OTFdazW3X/p7uHqRkTfUXe/Mt08SVpvCJ66nPPn/yNEXkWsrlJVrz5HlFp4krHd59oJdAGNGqgYEBbxePmbIa8uPEZsioH93n3t//b175gkQiNTV8E9TLO9w/KD6C8vVhxr3Hdx8e8Dn8PYWuzk4AYOcYYf3S+UsWFjd/QlwCADAYDA6LG3Hpf5WJ0jGBES7bnVSF5BQFJGzWbmpt/hpV43sN431BsSS74MOMe4s1ZhvPMaB/mIODg0ec3TREFGjE6cPYK3q6ezabWMjIy156cCPt0S15ZYVNK9a1t7bFpCQoq001Wr3i9eciOaUpua/eOFptX7RU/2pWxqmr53p7e+3WfV3BF8eCKyl+/y6/KOHqec3pWjT6Xvvc40Kidh3cm/76ofVOG+/9h5Pjz1AqXkg4q6CilJx5hZ2TIy4kOjY4at/Rg+kv7x8/EXI//W7AYR+kpPO2XQ219ScvnU5/9WCDnbW7o8uTuw8B4PaVG7s22s5bvODWy/vHY0Iyr9/eb+c0olUxAeGXz6f6RAbcefP4aJjfrUvXQrz8R3MG/1D0jPTTL1/3P+zTWN84PJfQ0+O2a/9eD5cJk767oHB3ZxcAsNNdtrW7q7vi4ycPJ9fOzk7TTSMsMIfF4WKDI1XUVV98yk+5ey3v9VvXHc5I1vcaBrI2bqh3wLbd9sdjGIzeUxLPEwcGTl09dyw6OPvx00M799Ev/9UqhiU+l1d0dnQuNzVGhoxu/kcNTZax4FnY2NkxWAwLHs8nwA8AU5QVHha9EBYTQW4Jm+y2bF5l0dTQJDBBAIPFVpR9upB5lWccL414R3vH+ZOntznZr7JYCwAS0pKFb/NjQ6KQfhyLweLxeCf3/UhhM2uLpauXTxYRBgAJGSkDY6OHf3XuRbkFVvZbVTTUAEBcSkJxqrKwqAgAxARGaOpqOx85CACSstLOR1x3W9vv9zokKDSJxqqi3AI5BflZC+cCgKiE2OmbKaMMa/KHYrVjW0d7R1xIdC+BMGmy0EB//9pN5hLSXyMohHj5C0wYv27zBjoK3V1dAHDpzAXHTXb1tXWikuJW9ttWW5pSl1GeIAUAkrLSZ26mSspKDxdhYmKSlJU2s7YAAEVV5Q12mwM9fHu6e4hE4vcaBrJYsNZMHeP1axgeJhc3p0eQDwCoqKt+/FAa6RdC6OlhY2ewADPjCy8hKyUtL7tro12Uf1jh23wMBqM9S3e4LgsefyP1ysKpM+R4RCTZBTevsgCA9tavQZ/EpMSHuwQAvC8o6u/vnz5nJiVFZ5bup9KPlJ5ORUN1qDSZHOYTqC2pIs0pJMkuGBcS1faX/iIj/cjjoV77Dz998KS/v191mrrAxPEkEqkot2DGvKEwPNqzdclkcu6rN8OtWrh0cfajpzsstqZfvt7e2iYlJyMhI8Xw5Py5MDMz73bb97KiwNTKHM+KTz511kBr/p3r6QDwvqA4MSreO9yf/n2hr7ePi4e77kvtoeNH4i+f1Zqhs89mF6WfR7hw92rk+ZOyCvIWS9e8efF6RJ2pmkMxkGSnyBGJxM/lFT/WML6P1szplG1FVeWBgYHK8kqGtRj3FXg8/kLmldiQqNTEc8fdvIREhJ2PuC5bs5Km2IVTZ4OO+HmH++uvXMrFzfX0/mOLpUOuzMPLO6J4V0cXAGxcZkoTpqC5sWkcPx8AUPuSm6PLi8fPQhKi1bQ18Hh8gIfvhYSvM4Y+EQGKU5WvJl+KD4vh5OLcYLfZ4YBTX28fkUiMOBYc5R9GvdOmhsbhVpmYr+UT4D8Tm7DbegeJSNRfYege4MU/foTlzf9NcHJxSkhL8o8XsHHaYbfO2m3n/oWGiw/Y79lkv0VeWYF+3WkzdPJqSyhftWfpVld+ToiMpX5en6arDQD6yw1N9Vb6HvBMuXdtRBso20iICQKBQKdhIOvPf69F0YC0IgTkVk7o6WFYa1QTL+P4+Zw9XZ09XT+VfjwRHOm4yU5GXnaKyjeLHN+5nj5j/uzVG8yQr4319OLZUeDi4QKAwPhwOcVvlv4XFhelKUkmk+/euL19nyNlxoN6FxgMZoOt9QZb65am5svnUv0OefEJ8FvaWOFwuI3bt6z5yyoEgQkjx+aZp79wnv7CXgLhYcY9D6eDB3c4RyXHj1jyT6evry8n+5WmrhYLy9eF7zk4Oax3bNu43KzobUHuqzcFb/Jig76+viCRSK479vq5eeVUFdOXlVNSePEkGwCK8wo/lpQZrV5ByVJSU7l64dKItdpb2yjbyKiMnYMDiQEwYsOoraaNpEGHzvYOqu12+M70AA2MR1BVFZ8pr2AkZKS8wo5jsdji/K+rrlPiS3R1dnFwDjl92rlUYBR9AgDklRVZ8PiWpmYpORnkw8s3jk+AH4/H05QkEom9hF7KfaWjvePujQxEv6O942rypYGBAQDgE+C3drCZNkO7OK+AmZlZSU3ly+cqiriIhBiOhWXEsVzmjdvVlVUAwMrGpr9i6brNlkV5BQxPzh9Kzedqc4NVD7+dcm1tacXhcFJTZNJfPbzx/B7lw8nF6XDA6ULmFRqRzBu3HSy3Uc/U5b16IyIhBgAvnz533GRX+2Wo+b7LLxQRo73TIVCPrIrzClnweDFJsdE3DPq8fTkUzLY4vwgRZ1iLsVfUVFXbmVnHhUSVl5SVl5RFHAsGANVp6gDAM463KK+gKLegpalZXVsj6/6jNy9ef/5Uechhn5ikBAAUvMmj32FxcXOZWZkHH/W/eeladWXV88fPLI3W7rNxHF4Sh8MpqalcPH2hsryi4E2erekmvWVL2lvaPn4oHSSR3BxdXO33FOcVVpZX3Eq7lvf67TRdHQDY4mh3+8rN6IDwT2XlxXmFTtb2axcu7+4aYaH5U+EndlhsfZmVXVXx+cWTZzcvXf1TXjn9BBIyUnpGSw46OKcmJddW1zTU1V9NvuR7wNPEYi07O7ucojz1h4mZeeIkQWSu5e3LHOM5Bu8LigFAVEI880aGremmp/cfP3/87ID9nuxHT22cdgDAsjUrJwhO3GxicfvqzeePnx3efSD70VNLG6sRjamvqQs+erzi46eHGfcSo04uWbmUlY1t9A2DDmQyuabqS6h3QGV5xaM798/GJiLiDCsyHkFpz9L1jw2NC40OPnocg8HITJGLSUmQkpMBgA221k6bd1garQ0+FWm3d2flx4oNRms5ubjMt2603etQVVHp7ujCwsi5XY95cPPy+BzwbKyr5x8vsMhIH5kyGo5vVNB+W0d9zbmiEqJ7PV2V1FSyH2atXbTiypPbp29c8D/su95gVS+hV1hMZNfBvchYTn+5YWB8RHRAWPARP3ZOjmm62ucy0jg4R+hDQ5NOeLsc3mG5rb2ljX+8wAJDve+Z8e8gMD4izCcg3DcQGZC8fJK9eoOZ3V4H+rU62tpzX73p7OwEADlF+aTrySFe/tvNtwCAjLzsybQz8/QXAgCfAP+5jLSAwz7uji7dnV0SMlIBcWErzFaNqGlqZd7e2mY8x6Cvt3fu4oUegd5I+ugbxvcgDgzY7XWorqxaOXsJjTh9mMzyjnnJ0JuAQ/l3Exsc2dHeQZn+/j+jIaKwafsW+/0/1gn8UlxLE/9bP3NAGY66zrS+3r6xtuL3AvWK/zoaOtPG2oTfDtQrUMYShrO9Y8K/+UcNKCg/B+oVKCi0oF6BgkIL6hUoKLSgXoGCQgvqFSgotKBegYJCCxYAPhHqxtoMFJTfCLSvQEGhBfUKFBRaUK9AQaEF9QoUFFpQr0BBoQX1ChQUWlCvQEGhBfUKFBRaRuUV9dW1tgvW6QtppcWcvRKXvGiCxq82C+VXMzg4mByasEFr2WJBTb2JmuYaS1PCE4cXuxafsoBf9dbpNPpq5cWlehM1vW0OUFKWiuku4Fel/jxI+3+EsKBunytl5p4JiP0JkVH9Fy/j3NXPpZ/8LkWLSIk9uka7qDjKn8jlE+fPBcY5+LmU5r/r7SEIS4ufcA/i4OY0tDShlGmpb4r3Cmf+TvwKCmQyOWj3UZqU3m6Cxd5tqjOH/v4qJif5zx7Cr2NUXtHe3DZReJLKdPVfbQ0NZDJ5kETC/HhkCRKRyPwr4138nFW/FU9vPVi4xnDhGsOWhqau9s7VdhZVpZ/ynuVQe0XEAb9pC2a8yMyiL3X9VGpLfaP6HG1KCqGrh0wmy6kqqM7U/FUHAAAAxIEB7JjEr9hpsPFKXHLlh/IF/Krng79ZYbK/rz/GPchUefFiQU2zqUtOHg0jEYkAsEZx0Wn/E0iZlvqmBfyqR6ydKbXWKC66EJYAACW5xXtWbjUU0TESm3HIfFdt5RekgLvl7iOb9yX5RS8VnZ6d8WS4SfcvpW+etVp/0jQT+flh+3z7CL1I+gqp2Wknzrma7VgyWae7o4tEIp3yjjDXWKovpLVWSS/E2ZvQ/TV4RcOXOk+rvSby85dM1raabnwj8RJDcRqriAMD0W6BZir6+kJapsqLow76D/QPjOaM/yYMkkitjd8Ec9gd5HYgemi5pJd3s17dz7bx3E1fp6W+Ke5ImIOfCwuehZLY09UNAGx0F/FHMBKbkRyaELDLc7nkLEMRHTcLx/aWNiSLRCQm+ESaTV2iP2ma5bRlV+KSkfTyopIF/Kov72ZZ6Rpv17NgcJiDg5Gux1fKzKURpw9jr/BKDltivlJURiKt5IHxtnXUWaF7vW8mpW3zcIx/lmbtan859vwJjxAAUJutVfQiFymT9yxnwmTBgudvka/VHyub6xo15k6vr6pxWr4Fi8OF3Er0v3Kiq71zr/G2/t4+AMCy4CrelZUVfPBJiVTWUaWx5/H1u15bXbQXzYx9nLov3PPprQcBuzyQLCwL7tbpy1JKckE3TrJxsKVGnE6JSNrivjP2capzhOfzjCfxXuFIyeP27s11jV7nQuOepK7cahbq7PP6QTZDcWqrkkMTMlNuOIW4xz9Lcww8+PDKnaRj0aM5478JMwzmPb6WefJoWEtD8/Dc3h5CyF5v64P2/IIjr8lLIdzlmOY8He1Fs6gTezq7AYCVYxSr9OGwKeGJcmqKqe/uBd9MeP+mMPivwVjUwYDUyKSN+23jsi6utrOIPhRwM+kSACCdQ5JfjKnDpn3hnvT1089cIQ4QfVMi9oR65Ga9DtnjxdAkGM0IipObiwXPwoxh5uEfR53e3tJ258KNDftt5hnrA8BkSdGywg/XE1I3H3JQn6Mdsd9vcHCQmZk5/1nOgtUGl2PP13yqEpIQyc9+wyswTkpJNtYzBAAOxvpy8nABgEu013pVg6yb9+ebLMFgMV/KPwffPMXFyz3cnguhCco6alvcdgKAiIz4ZredvrauWw87CkyagMFgWPAsVq72SMmlG03mGS+eKDwJAESkxeYsX/Tyr8FAaf47E1tzeXUlxHJpFXlBESEG4t9aVZr3TmKKtOa86QAgJC58PC2G6Y+Kd2Fia97V3pkaebqP0DteaCJxYMDAwlhY6usarEl+0ePG8xttWk1f5EXmk9cPnp/Kpn0WR/qKjORr3tsONNc1TBIXWWVrrr9u+QgSTEyiMuJLN5gAgIyKvPHWdfHeEYRuAolEvJF40dRh02KzZQAgLCVWkvcuJSLJ0NIEg8UAgIquup6pEcPD5ODicPBzAQA5NcWq0k9nA+N6ewjIyud0+PkLWV5YQiISlbWHgg/Iqyv1dhO+fPqsPlu7u7PrU3EpAORlvVbWUZuioYx0FwXZb9Xn6DAxMX14WyQzdQriEgAwYbLgJHHh4lf5yFchCZERXYJEIpXmv1ebPTSEVZ2pSSaT3+V8XSlZTp1qpXQynD5+YrXCwkXj1Rfwq6ZGJHW0tSM5MwzmnQs6GXUo4M2jFwP9A1M0lMdN4GcoTm2VrsHc3Cevjlg7P7qW2dnWISorISLNeFnf3wdmZuZNB7ZffHfP0NKYhRV/Mylty+w1WTcfAEB5Ucnl2OTdQYfox6/o7SGEOvuM2J/09/VzcHM11TRs997rnRyuMl39+A535E4/HDl1Jcq2mLwUiUisragqLywZ6B9QnTUUGWvqDM3qskrKEEhOTRFGgYru0HyptLI8cYBYU1HNsNbPPzJ2d3YDACdV2+Xi5QKAns5ucTkpERnxwue5/ILjqz5WKmqpvsspLMh+s9hsWUF2jvmerUixsvz3+kJDh03sH2htbP5LagSXAIB+Qh+JSDwbGHc+5JsnnNa/hgFcPEMVQ529c7Neu57wVZimwoJnifcKv3XmMpK1O9hNWkX+XuqtS1Fn2Dk5Vm41s3Te1t/bz0CcyqrFpst4+cddi0/xtT1IIpJmGS3Y4buPV4AP/ijYuTiEpcR4BfjMdlod3ugU6uytu2ROoOMRE5v1koqy9OsmHovmFxw/Yn+iMl392qehB8KpMzTrPn9JizlH/Sg/ZAPVsr+sbKwA0EvoRVrX/tW2NPEr2ppakLienN9pITRw8/EOibOzAUBvD4FhrZ/3Ck5uTgDoahuKD9DR2gEAHNycAKA2W6vwZS7vBD5JBWlOHi4lbdWw/b5NtQ21lV+QyQoObk4lHTXHgG/W02XnYhBbAM/OisVhjbetX7J+BXX6uAn8NCXJZPLT9Ifmu7dQpkGoB9AYDGblFrOVW8zam1vvXLgR5xnCIzBuxWbTUYojaC+apb1oVh+h98XdrPD9x4J2H/VICqRv/29Cf19/0YtcJR01JMYcALBxsq+ys9i/2q4s7/27nIIPucUXwr6+vhgkkYJ2H431DL1c+pBa5PG1zIbqusWCX+dekVb7IC0j+v45KSU5mj1KKsrmPcuBkeikakKUx3TiABEAXKK9JKbIUBcWFJvc+OUH/iTX3dFF2e7q6ITRzQH8vFdIKslisNiil3mUTqroZR4HN5ewpCgAaMzRiThwnIuXW1lHHQAUNFVqPlU/vpYpKiMxYbIgAMirK2VeuCEkIUyZWasqq+SbyCC2EDMzs+xUhfqqGlFZCSRloH+gsaZ+eN9CIhL7CX2U+1BXR+ez9IdMzEzI9vOMJ3NXLMLicDz841bbWbzIfFKW/3704gDw9NYDKSU5QVEhPBvrbKOFlR/Kb5+98qPncKyor6rds3KrR1LQTMN5lMSOljYsDisqJxGXdZG6sIP+htX2lnOWL6IR8U2NQmKvIEQc8MOzsW4+5DBZQuTprQf3027vjzxK8bp3OQWTxIRHNKb41VB86o+FH3B4FiFxYSKRiMOztDW1Uq5FW1MLEzMz9UzXaHj3On9IvOCrOMNaP/9cwT2OZ8n65RfCErJu3q/7XJNx/tqt02kmNuuRiXzVmdOaahuybz9S1lUHAHYuDklFmbSYcxpzvwaFMNq4qqez28/erbyopPpj5ZmAWCtd49K8dwz3u2bHhifX7yWHnKr+WFlW8MHX1nWX4SZCF22UDCwOJzN1SkbytZpPVSW5xe6Wu2cazuts7fhc8mmQRAp19gl0PFJW8KHmU9Wjq3fevylUnq4+enEAuBRz9oi1c/6znNrKL3lPXz+8nKH8f3+f89OISIvNMJgXvOfo7XNXG77Ut9Q33U29FeMetNhsGSs7m8QUaeoPEzOzgOB4MVlJACh+nW+vZ1FeVIKIUBdj5+Tg4OaUmCLNwooXkhB5lv7Q3dIx59Hz3KzXgY6euU9eme3cNKIxTbUNCb5RX8o/v7ybdfnE+dnLFuLZWDm4OJdamiQei3545U7d55rcrNfOJrb+Dod/7DjJ5IYvdUnHY2o+Vb289/TaqVREnGG9v/Uqyt53Pwc3Z6izT1tT64TJE82dtpjt+hq5g5OHS0ZF/sPbIhWdr21FWVvtcux5yrueiSJCAVdjYz1CduhbAhOTpIKs1/nQ0TxCzVq6wCXa63zIqQTfSDYOduXp6oHX4tg4R+gW94Qe9nc4bD1z1SSxyZsPOciqKrx98mrXUqvIu2f9LkXFe4XvWbGlr7dPUERowz5bZNQ0evFDcX7RbgFHNu/rbG3nFeCbvmTOlkM7f+osjg0u0d6n/WPO+J9o+FIPAHnPcpasX7HO0Zp+ra72znc5Bcignw4SU6SPXYxK8ov23LQXAMTkJL2Tw2hmbykYWpp0tnXY61n09/VpLZzlcMwFSbc96sTJwxXjHtRS38grwDfDYB4yNzh6iAPEdY7WdZ9rti8ypxGnD5NZ3rHNwot/aGco/yZSwhO72jsp09n/Z1bKzDWxWW/utGVM9j4icdUZf/bPFlD+PopaU/t7+xmX+y+BesV/HUUt1bE24bcD9QqUsYRmtvc34U/6kQIKyv8H1CtQUGhBvQIFhRbUK1BQaEG9AgWFFtQrUFBoQb0CBYUWLABIsAmOtRkoKL8RaF+BgkIL6hUoKLSgXoGCQgvqFSgotKBegYJCC+oVKCi0oF6BgkIL6hUoKLSMyit0pdUCPHx/tSko/08GBwdjAiPmq+jK8YjIcgvPVdSODY6k5L7MyjZbbDx1kqymqKK18fr3hSOsvZIUHS/JLkjzWag6k37WryYpOl6GazKyrSGiEO4b9BMiv8V/8U7HnMrPyT1+ImSsDfkPkRAZF+kX7BHkU5hbQOjukZSV8jngycXNbWplXvg239LIVH+5wQ6X3b09hBDvAEujNXdyHvPyfbPQsN6yJbIK8tQpXvvdpWSl6Wf9EYyxVwwMDOBwuIK3eYyLMhL5p0yigUgkYn5ZKIwxJPP67RVmq1aYrWqsb+ho77B2sPlYUvYiK9vUyvzW5esi4qKB8RHIOrPC4qL6mnNeZ79caPjNWjCCQpMEhSZRvj69/7i8pOxEaiL9rH+WX3TpR/tcgcFgwnwCtSSUVSZKW5uYN9U3IulEIjHoiN9MOU15XtH5ytOToodWaM3PeWuxdI3aZHml8ZIrZuk/vf8YSX9fUCzJLvgw495ijdnGcwzMFhtfTEq+dOaCJLtgcV4hzX6/p08jAgAkEinQ89hcRW35cWK60mpuu/b3dH9d3ezV0+drF62YOklWeYLUmgXLXmZlMzRebbJ8QmSctYm5Ap94Z3tHTfUXe/Mt08SVpvCJ66nPPn/y9A+d5d8QEonU1NBEneId7h8UHwEAzp6umW+fUJZexrPiAYCZiV5TGRwcPLrf3drBZtJkodFnAYDKROmYwAiX7U6qQnKKAhI2aze1Nn+NqjH6S0/fsCPObhoiCjTi9BmtV9y8dK25sSk+7WxgfMSLx89CfQKQdK997nEhUbsO7k1//dB6p433/sPJ8WcAoK+3d+PydZycnGdupl5+nD5ths62tRvramoBAFllMdQ7YNtu++MxITEpCcpqU41Wr3j9uUhOaQrNfr+nTyMCAHEh0bHBUfuOHkx/ef/4iZD76XcDDvsAQE93z2YTCxl52UsPbqQ9uiWvrLBpxbr21jY64oj+hYSzCipKyZlX2Dk5nLftaqitP3npdPqrBxvsrN0dXZ7cfTjKU/d7omekn375uv9hn8a/bnA0kEikjvaOwrf5B7Y7ySsrzFw4h47a9ZTL9TV1W3bZ/VAWAGBxuNjgSBV11Ref8lPuXst7/dZ1x9cAQKO/9HRISTxPHBg4dfXcsejg7MdPD+3cR7/8V6tGUwgAOLk4Dwd6A4CSmoqBsVHBmzwA6GjvOH/y9DYn+1UWawFAQlqy8G1+bEiUqZU5Foe78fwuDy8vBycHAOw6uPdkaHRO9itDk2XIkptaM3WM169BxDFYDAsezydAu8gxHf3hImbWFktXL58sIgwAEjJSBsZGDzPuAcDn8orOjs7lpsbS8rIA4OZ/1NBkGQuehY44AGAxWDwe7+S+HxEvyi2wst+qoqEGAOJSEopTlYVFRUZ56n5PrHZs62jviAuJ7iUQJk0WGujvX7vJXEJ6KHTdq6cv1ukbA8DcxQvO3ExlYaG3wGt0QJjFtk1c3Fw/lAUATExMkrLSZtYWAKCoqrzBbnOgh29Pdw+RSBz9pacDFzenR5APAKioq378UBrpF0Lo6WFjZ7AA82j7Co3pQ0vq84wbh9xr3xcU9ff3T58zNLegM0v3U+nH1uYWDAZT+DZ/nb6JAr+EJLug8gQpAGhrbaWUVNFQZbhTOvojiJDJYT6B2pIq0pxCkuyCcSFRyO4kZKWk5WV3bbSL8g8rfJuPwWC0Z+mysbP/kPgiI/3I46Fe+w8/ffCkv79fdZq6wEQGQYB+c5iZmXe77XtZUWBqZY5nxSefOmugNf/O9XRKAYWpSucz0o6fCGmsb1inb0xn7PH88bOS4g9rNpj9UBaFqZpDIVBkp8gRicTP5RU/dum/j9bM6ZRtRVXlgYGByvJKhrVG21ewUYWHYWJiIpPJANDV0QUAG5eZ0gQZaG5saqxv3GG+dd1my9jUxPGCE0gkkiz3N2tB8/DyMtwpHX1kJXNqETdHlxePn4UkRKtpa+Dx+AAP3wsJZwEAj8dfyLwSGxKVmnjuuJuXkIiw8xHXZWtW0hEfx88HADzjhsR9IgIUpypfTb4UHxbDycW5wW6zwwEn7B8eMBIAOLk4JaQl+ccL2DjtsFtn7bZzv57REiSLm4dbe5au9ixYtFR/lrxmfPgJSs9Jw43UK+rampNH6jzpZFHbQNlGQkwQCIQfuvR0QC4lAtJFEHpGWEubhr91Xbl4uAAgMD5cTvGb5wFhcdGEiDgWPIvrMQ+k6TTWN/yz+rXVNdQpZDL57o3b2/c56szWRVKo9ziOn8/Z09XZ0/VT6ccTwZGOm+xk5GXpiA+3BIPBbLC13mBr3dLUfPlcqt8hLz4B/o12m3/ioH4H+vr6crJfaepqUcZFHJwc1ju2bVxu1lTfWJRXgGdlpZxJbl4eUUnxirLy76k9uffwe4MZOlkUkHEHQndXFwCwc3AgMQBGc+np09neQbXdjogzrPW3vEJeWZEFj29papaS+xp6o7mxiZmZGY/Hd3d14VlZKXfTtDMpAID0MCMyYhYdfZqSRCKxl9BLuet0tHfcvZGBRKuoqvj8vrB40VJ9AJCQkfIKO552JqU4v1BvmcEoxTvaOx6kZxqYLMPhcHwC/NYONg9u3y3OK/iBM/WbUfO52txgVfSFU5SeAQBaW1pxOBwPH29y/JmPJWXprx5gMBgA6Ors+lxeMWvByE/bXz5XVVV8VlJT+aEsat68eE3ZLs4rZMHjxSTFBgYmj/Lq0Ofty6FQMsX5RYg4w1p/6xcfXNxcZlbmwUf9b166Vl1Z9fzxM0ujtftsHAFATUujpak5JeFcfW3d6ZhTH4rejRec8D6/uIPKdynwjOMtyisoyi1oaWoepT4NOBxOSU3l4ukLleUVBW/ybE036S1b0t7S9vFDaVVFpZ2ZdVxIVHlJWXlJWcSxYABQnaY+enEmJiY3RxdX+z3FeYWV5RW30q7lvX47TVfn75y6sUVCRkrPaMlBB+fUpOTa6pqGuvqryZd8D3iaWKzF4XBWDtsqysodLG2y7j16mHHPxnTTwABx9YZ1APD2ZY7xHIP3BcUUqaqKKgAQkxQfvhc6WdTU19QFHz1e8fHTw4x7iVEnl6xcysrGNvqrQwcymVxT9SXUO6CyvOLRnftnYxMRcYYV/+7I2PWYBzcvj88Bz8a6ev7xAouM9J2PHASAefoLbfbsOO7u5eVyeKHhYu+IgPiwmBNBEXhWvIWNFY3IBltrp807LI3WBp+KnLVw7mj0h+MbFbTf1lFfc66ohOheT1clNZXsh1lrF6248uS2f2xoXGh08NHjGAxGZopcTEoCcgcapTgXN9fpGxf8D/uuN1jVS+gVFhPZdXDvarpPkL8/gfERYT4B4b6ByIDk5ZPs1RvM7PY6AMA0Xe1TV8+H+QTaW2zFYDBTVBTP3b6ETE91tLXnvnrT2dlJ0UFGqtThCEeTRY2plXl7a5vxHIO+3t65ixd6BH6N+T36S/89iAMDdnsdqiurVs5eQiNOHyazvGNeMht+aGco/yZigyM72ju+9yT9q9EQUdi0fYv9/h/rBH4prqWJf/wsCsrfRF1nWl9v31hb8XuBesV/HQ2daWNtwm8H6hUoY0lOVTHjQv930H8doaDQgnoFCgotqFegoNCCegUKCi2oV6Cg0MI8Gc//b/vzJQrKz8IEMBnPz5Te+KqDSNDikf3uD/dQUP4bMAG8bC/hwrAxkcnk9MbX91vyvvQ1M66HgvLvZTKefz7f1CXjNf8Hujj8+k+bq8EAAAAASUVORK5CYII="
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<image>How much would it cost to buy 4 pounds of star erasers and 4 pounds of animal erasers ?
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39.80
| 23 | null |
39.80
|
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"
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<image>Abigail went on a camping trip and logged the number of miles she hiked each day. What is the mode of the numbers?
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7
| 24 | null |
7
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"
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<image>Look at the following schedule. Which class begins at 9.40 A.M.?
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Spreadsheets class
| 25 | null |
Spreadsheets class
|
"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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 at least 40 toys?
|
9
| 26 | null |
9
|
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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. Which shop sold the most bagels?
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Jimmy's Bagels
| 27 | null |
Jimmy's Bagels
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"
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<image>Rick recalled how many minutes he had spent at band rehearsal in the past 4 days. On which day did Rick rehearse the most?
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Monday
| 28 | null |
Monday
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"
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<image>Kathleen went to the store and bought 1/2 of a pound of Greek yogurt. How much did she spend?
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2.50
| 29 | null |
2.50
|
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"
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<image>The financial aid office at Tyler University produced an internal report on the number of students receiving scholarships. According to the table, what was the rate of change between 2019 and 2020?
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7
| 30 | null |
7
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"
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<image>A game show program recorded the scores of its contestants. How many contestants scored less than 6?
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17
| 31 | null |
17
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"
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<image>How much money does Pamela need to buy a blue ballpoint pen and a box of paper clips?
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1.75
| 32 | null |
1.75
|
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"
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<image>Look at the following schedule. How long does it take to get from the shopping district to the famous bridge?
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1 hour and 45 minutes
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1 hour and 45 minutes
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"
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<image>Arianna kept a driving log to see how many miles she drove each day. What is the mean of the numbers?
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8
| 34 | null |
8
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"
|
<image>Each bag has 5 plastic beads. How many plastic beads are in 6 bags?
|
30
| 35 | null |
30
|
"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"
|
<image>Look at this table. Is this relation a function?
|
no
| 36 | null |
no
|
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"
|
<image>Rachel has $565. Does she have enough to buy a night's stay at Grand Mountain Inn and a night's stay at Daybreak Motel?
|
yes
| 37 | null |
yes
|
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7O+fl5cFroUtnz541Nzen0+krVqxgMplhYWEMBsPQ0HDnzp3dVotwm7YnywAAPB6fm5vr6Oioqak5YcKEn3/+uV+VDAC4cOGCg4MDnU5nMBirV6+ure1GHoDP50dFRVlbW2tqao4bN2779u0cTi/qYtB/Ho9Ho9FKS0vPnj1Lo9Fyc3N5PN7+/fstLS01NDQmTZqUmPhRe/yvv/6C9WlmZnb8+PHIyEj0ydPW1j5x4gSaMjAwcMaMGeKLVlxcTKPR7t69O3ny5NmzZwMA6urq3N3d6XS6qanpwYMHxfv/D8Hn8wEA8LmFjBkz5vHjx4aGhgAAFoslLS3dFzsEwkcxdhKJBABAEESMhfLy8traWnt7e/SIra1tbm4ufHR7ovfYRhCkowvQlY6ODjc3N2lp6fPnz//yyy+mpqaenp5//fUX9JjD4Zw5c2b//v3u7u4AACKRGB8fP2LEiN9///3atWsFBQWHDh0SyYtIJObm5j548CA9Pf3JkyeKioobN26Ep2JiYpKSkjZt2nT16tWxY8fCbgKRSAQAbNy4sa6u7uTJk9evX1+2bNmOHTvu3bsnbNbc3Pz27dsAgH379j169Ai6l5ycrK2tffHiRSkpqfLy8sWLFw8bNiw9Pf3ixYsyMjKurq6wIEQi8fnz55WVlXfu3Dl37lxmZub8+fOHDRuWnZ0dHh6emJgoklfXu9KTZQAADocLCgpat25dSkqKoaHhhg0bXrx4IWJBTCU/fvx48+bNy5Ytu3HjRkJCQnNzs7e3d1cf4uLi4uLiNm3a9Ouvv0ZGRt65cycyMrLX+w7L/uzZMzU1NScnp2fPnunp6YWEhMTFxfn5+d24cWPlypV79uxJSvogVObn51dcXBwfH5+UlPT8+fOrV6/CuyMG8c8PAODQoUOrV6+G3q5fv76kpOTkyZPnz59vbGy8fv16X4rweWEwGEOHDvXx8bl37x7SRW2KzWZTKL2rODk7O2dnZ9+5c0cgENTX1ycmJk6cOHHEiBFiLFRUVAAAlJWV0SNwu7KyUlxOFzNuID2zcuVKanfk5eUhCMLj8d6+fctisWBiFotFpVKvXLmCIEhSUhKVSr1z5w5qytzc3NnZGd0NCAiYOXMmgiAlJSVUKvXx48cIgvj6+uro6LDZbJgmPT2dSqVyOBwEQaytrdeuXYte7ubmRqVSGxsbEQTR19c/dOgQeio3N7ehoUGkII2NjVQqNSMjA3UG5g4JDg7W09Nra2uDu+/fv1dXVz9y5Ah0SV9fH/6cIQgybdo0Ozs79EJDQ8PY2Niu9WZoaBgdHS3e8unTp6lU6rVr1+CptrY2Op2+b98+EVNiKvnUqVOampqobw0NDbm5uV2dYTKZ1dXV6G5ISIhwEVBOnz6tqqoq4j+CIJMnT96+fTu0o66uHhUVhV4SGBhoY2ODIEhNTQ2VSj137hw8zuFwDA0NJ0+eDHe1tLSOHz+OXhUQEODo6Ci+aBUVFVQqde/evfBUbW0tlUo9ffo03OXz+VZWVqj9z4v4iCgpKZk+fTqMAg8Pj/T0dC6XC0/R6XQvL6+ZM2dqaWlNmDAhLCwMPrpdSUhIUFVVVVNTo1KpTk5OLS0t8Li7u/vMmTM9PDz09fVNTU19fHzevn2LIMjPP/9MpVKZTKawG1Qq9cGDB2JK0Xt/m0ql7t+/X+Tg999/DwAgEAgFBQVHjhwpLS3t6Pgg+9rS0oIm09fXF75KW1sb3ZaTkxNOKZydlJQUmgYaJBAIb968Ee6WT5o0KSsrC247ODjExMQwmUwbGxtTU1PYQOoVYd/y8/N1dHTQcQsFBQVlZeWiog/itcrKyvA1Al0aMuSj7K6cnByTKSo0LYx4ywAAc3NzuEEmk1VVVcvKykQsiKlkS0tLIpHo5OTk5ORkbW09ZsyYbsc4EQSJjo7OzMx89+4dgiBgoEOhRUVFXC7XwsICPTJu3Ljk5OT379+/evUKAKCr+0FEiUKhmJubowPIPdH35wfaR/v8eDzewMCgtLR3yeTPjqamZkZGRlFR0Zw5cxoaGtavX3/hwoWffvqJSCSSSKTKyspVq1aNHj36+fPnBw4cqKmp6do4vXnzZlhY2KZNm6ysrOrq6iIiItatW5eQkAAHferr62fNmuXl5fX27dvIyEhXV9dr164NzNXeY5tCoTAYonp0kNLSUm9vb1dX1/j4+GHDhvH5fHV1deEE8vLywrvoIw5BurRquqaBydra2sD/Qx2ipKSEboeFheno6Pzyyy8nT56UkZFxd3f39fXttUEo7BuLxRJu8MCzLBYLbktKSgqfEtntthR9tAwAUFBQQLelpKRgSYURU8kaGhrp6elxcXERERFbt241NDQMCQnpOui1ffv2R48eRUdHGxkZkUikyMhIOCrbX6DbS5cuRYceBQIBAKCxsRF24EVuUK+x3ffnh81mAwBkZT/qnwlvf3m0tbUJBEJ6evq9e/dWrVqVmprq4uIiPJJibGwsEAjCwsKCgoIUFRWFr92zZ8/cuXNXrlwJANDS0ho5cuS0adPu378/YcKEhIQENJmJiQmVSp09e3ZmZiasByaTiZYavlFE4kuET9IDu3PnDolE2rZtGwykhobetKkHCgx4eIMh799/1H8mEAju7u7u7u5NTU3p6enh4eGKior9muuSlZUVaUS0tLR89913n+x475ZZLBYaEkwms+sbVXwla2hoRERECASC58+fh4WFubu7Z2dnC48qIwhy69attWvXoqOvA75N8ME6cOCAyFzD2LFj3759C3q+QSLTEO3t7X0pmjCwFyo8dCRs/4tRXV3d2tqqpaWFHrG1tdXT0xNuiKHAZNXV1cKxzefz37x54+bmhh6Bs7+vX7+eMGFCTxamTJkCAKioqBg9ejQ8VVFRgcfjxc8cf9I4OZvNlpSURN+QaWlpoLf32MCQlJQcOXJkSUkJeuTu3btwo7W19dKlS1wuFwCgqKi4YsUKU1PTbutaDHp6eoWFhWiz8N27d69fvxbpUAyMXi3n5n6Qd2ez2ZWVlRoaGiIWxFTyH3/88fz5cwAAHo83MTEJCAh49+4dnDtA4fF47e3t6Ohra2vrrVu3BnaPtLS0SCRSU1OT2v9RUFBQVFQkkUjwIUNvUHt7e05ODnqhnJyccFMFvTt9f37gRzWFhYVooZ49ezaAInwi+/bt8/f3h60VCIIgLS0tQ4cOLS8v9/LyEu4m5Obm4nC4MWPGCFsgEAgjR46EXQwIHCcbM2YMj8fz9/e/fPmysAUAgLKysoqKioqKys2bN9FTv/76q5mZmfhh+d7f2ywWC+3ZouBwOGtrayMjoyNHjiQnJ0+aNOnGjRsvXrwYNmxYcXGx+KH5gTF9+vRz587BTC9dulRdXY2e2rFjx4MHD5YtWyYtLV1QUJCXlwdnTfrOkiVLzp49GxgY6OPj09nZuW/fPjk5uc8yRy3GMoIgBALh6NGjFApl+PDhMTExXC535syZIhbEVHJWVtaZM2dgO5zFYiUkJIwePXrUqL9pSktISOjp6aWmpk6cOJHJZO7du3fKlCkpKSllZWUqKiq99lyEkZWVdXZ2PnDgwJAhQwwNDaurq4ODg0ePHh0XF6eioqKjoxMdHa2ioqKkpBQRESH8stLX179x44abm5uUlFRcXBybzYYNsb4/P6NHj2YwGDExMVQqVVFRMSEhQaRn9GXw8PBwcnLy8/NzcXERCARPnz5NS0urqamZPXv2qFGjCgsLvby8NmzYMGLEiCdPnsTGxi5cuBDWw5YtWwAAe/fuBQAsWbLk0KFDurq6lpaWjY2NISEhampqFhYWRCKRz+dv3ry5paVFV1e3oqIiKipKXV0dTiWuW7cuICBg7NixpqamN2/ezMrKQmcoeqL3W1tVVQUnsYTB4/FlZWU2NjZeXl779u3bs2ePvb19aGjoyZMnjx8/Likp2fX984ls2LChsbExMDCQRCLNnTt39erVGzZsIJFIMjIyP/30U2RkpLOzc0dHx5gxY/z8/JycnPplXEVF5dy5c+Hh4Y6OjgQCwdTU9MKFC8Jd+gEjxjKPx5ORkQkICAgKCnr58uXIkSOjo6O7foUqppK3bt3K4/FCQ0Pr6upkZGSMjY0TExO7focTHh4eGBg4ZcqUsWPHBgQE6OnpZWdnL1iw4PLlyyJvlV7Ztm2bnJxcaGhofX29kpKSg4NDYGAgPBUdHR0YGOji4jJixIg1a9YoKiqi/c8tW7YEBgZaWVnJy8svWbJkzpw5mZmZ4ou2dOlSkayhfU9PT1lZWVdX11GjRg14kGnAGBoanjlz5tChQ56enh0dHatWrdLR0Tl//jxstiQlJUVERAQFBbW2tqqoqAQEBKClKC0txeM/tJFXrVolJSWVmJi4e/dueXn5cePGBQQEwJ+qsLCwkSNHnjhxoqGhYfjw4fb29n5+fnAcd+7cuW1tbcePH4+IiKDRaLGxsegobI+IH/H/99DZ2QmHeSHR0dEMBuMr+iMefX19ONH17cDhcNC5HARBXFxcvLy8vqI/A6aPEaGlpYXOfvVKSUmJp6fnJzjVby5m3PjP/B9YbGystbV1RkZGZWUl/FRjwYIFX9upbmhubs7MzGQymd1+SzyIWb58+bx58548eVJeXn7y5EnYNPjaTv2DeHt7o6/iXklLS/sK/9nyX3lvc7nc8PBwCwsLDQ0Na2vriIiI9vb2r+1UN6Slpamrq8+fP1/4S4NvgYaGhrVr1zIYDDqdPnXq1PT09K/t0QD5r0SEeC5m3MBdzLgxCFZsxcD4XGBrGGNgYPyrwWIbA2NwgsU2BsbgBIttDIzBCRbbGBiDEyy2MTAGJ7iLGZhGLwbGIATT6MXA+BvY/DYGBsa/Giy2MTAGJ1hsY2AMTrDYxsAYnGCxjYExOMFiGwNjcILFNgbG4KSX2I6MjPxP61F+RZqammg02qes6fXjjz/Onz//M7r0tRCWfPPy8voC0o5fmFu3bs2cOVNbW5tGo5mZmW3evBld17WwsNDFxYVOpxsYGAQGBgov8/js2TNnZ2d9fX0jIyMPDw90lVgvL6+uqtg9yf2KYfC8t8+cOePv7/+1vfhU1qxZk5qa+rW9+AqUlpZ+olzs1yI/P3/16tV2dnYhISG6urq7du367bffYCi+f/8eroh64sSJnTt33rhxA31EoVCcqqrqpUuXzp07h8fjXV1doYqgn59fkhCnTp2iUCgD0FH9JO2BfxX/KuX3AZOfny9eeLXv/EPyw93y6TK6/93bd/v2bTU1NV9f3z///FNSUnLatGkcDic2Nra9vf3MmTN8Pv/EiRNQXoJEIvn4+JSWlmpoaNy8eRNBkF27dsFlpHft2mVlZZWdnT1z5kyRNYIjIyNpNNqiRYv661g/3ttnz541NjYuKCiYPXs2nU6fMGFCSkoKejYlJcXW1lZTU9POzk74eHJysr29vYaGBoPB8PX1RfVN+659m5+f7+LioqWlpauru3Llyqqqqq6+LVq0KDU1NS0tjUajFRUV9aRKW1lZqaWlhSrLtra2mpiYBAUFdTXYk3as+Eo4f/68hYUFnU6fN2/ey5cve6rJ2tpaHx8fAwMDDQ2NKVOmXLp0CR6n0WjV1dUbN25ExQmIROLNmzdtbW1FFIvFaOV2lR9GKSgooNFot27dcnV1pdPpRkZGoaGh6Er63RY5OzubRqMJL/QP1XPv3bvXVYa5s7Nz796948ePV1dXt7S0jIiI4PF4PVWCMAcPHvT393/79i2NRjt16pSY+t+yZYulpSWqrBQTE6OjowNVTd69e+fn58dgMDQ1NWfNmpWdnQ3TcLncPXv2WFhYaGpqjh8/fvfu3Z2dnX3xqo/w+fzm5mYo3wuZN2/eb7/9RiaTX7x4oaOjg+rGODg44HC4Bw8ewF08Ho+K9Qor9QpTU1MTHx+/ZcuWvq+7+BHxK79FRERoaGjA7aSkJA0NDTc3t7Kyss7OzsjIyO+//762thZBkCtXrqiqqsbGxv7555/x8fGoPGVaWhqVSo2Oji4rK3vw4IGNjc2MGTMEAgGCIL6+vuPGjQsJCWGxWE+fPlVVVZ08eXJ8fDyHw7l+/TqVSs3KykIQpLq6WkdHx83NrbCwMC8vz8nJacKECV1XQWQymY6OjmvXrm1sbOTxeLGxsVCTrays7Pfff7ewsNi1axdMGR8fr6enB4U+g4KCrKysUNlQlPb2dgMDA09Pz4KCgtLS0t27d2tpacGSiqmEnJwcKpW6a9eusrKy27dvOzo6CiuHonR0dNjZ2Tk4ODx69KisrCwqKopKpUKtD1St8v3797CKJkyYsGTJkidPnjx//tze3t7e3h4aCQoKotPpKSkp5eXlZ8+eVVdXP3/+PDxlYmIyZcqUiIiIZ8+eiSyyW1xcTKVSJ02a9Pjx446ODnjXoDhmT0UWCATW1tZbt25FjURFRZmbm/P5/LNnz2pray9dujQrK6uyshJBkI0bN+rp6V2+fLmioiI9PV1bW3v37t3I36VaV69e7eLiIlInHA5n586d48ePb2xsbG9vF1P/TCZz3Lhx4eHhCIK8fftWS0vrzJkzCILweLzp06dbW1vfv3//5cuXO3bsUFdXLykpQRAkOjra2NgYOnnnzh1zc3N4eU/0dy3EP/74g0qlenp6pqSkzJs3T/jUihUrRArLYDCCgoIQBKmurtbV1T1w4EBHRweHw9mxY4epqWnX9TMDAwNdXV375Q9aiv7FNpVKzcnJgbtQlhWq8M6aNWvNmjXoVaGhoadOnUIQZPr06YsXL0aP//bbb1Qq9enTp0iftW9DQ0N1dHTQha/hT/svv/zS1dXZs2dv2LABbotRpeXz+XPmzFm/fn1RUZGamlq3Kqe9ag93WwmbNm0yNjbm8XgfKvfixW5j++bNm2glQBwdHWEttbe3U6nUlJQUeNzX11dTU7OpqQnupqamQsViMVq5SBf5YWFgjEVGRqJH3Nzc5syZI77IR44cEb5TdnZ2MDZEZJihlpDwquwhISFaWlodHR29xjaCIGFhYZaWlr3WP4Igd+7cUVdXLysr8/LyWrhwIXxVZGZmCmvW8vl8W1vbzZs3Iwji6ekpLA796tWrsrKybusHMoB1Tq9evWpqakqlUrW0tPz9/R8+fIjWgLGxMVp19fX1NBrN398f7ubk5BgYGNBoNCqVOn78+KKiIhGztbW16urqYoR4xZei3y96VGcXFdAVCAQFBQXCGlebNm1atmwZl8stLi42MTFBjxsYGAAhOSgR7VthDUdU+zYvL09XVxdt1YwaNUpZWRmKYIkBQZDo6GgzMzNVVVUajRYfH48K7uHx+PDw8IyMjDVr1ixcuFBYcRYFasc6OzvT6XQajQalZ4Ul+7pWAgDg5cuXdDodbWX1JH6an5+Px+OFzxoYGPQkYKampoZKAkPRxpaWlm61cisqKlD5O/FKZvAuQGCQiC/yggULWCwWVAKBgSE8eo/mVVxczOfzRW53W1tbL/rv3SG+/m1sbH744YcVK1ZkZmaGh4fDAYW8vDwCgWBmZgbT4PF4U1NT+Jw4ODg8fPjQx8fn2rVrLS0tampqqqqq/XVJPD/88EN2dnZYWBiZTH706JGzs3N4eDgAYNGiRU1NTcHBwUwms6amZv369TIyMvAJef36tbe3t4ODw88//5yWlmZkZLRy5UoRtcMLFy58991348ePH5hX/Y7trjq7bW1tfD6/q7YuFJQXlhGF2/3SvmWxWI8fP9YUorKyEu2098T27dvv3r0bHR1dUlJSUVHh7e0tfFZdXd3Y2Pj169c9SQtB7VgjI6N79+6Vl5d37Tl3KzbMZrP7IiLLYrFkZWWFu08iqr3CQP1KCHyIEQRBtXLROtm4cSMAoLGxETXYrTWIjIyMsH2oqimmyMOHD7exsUlPTwcAXLt2zcjISDg20LygV2Jud9/ptf5dXFwqKirGjRunoqKC5s7n83V0dNA6SUlJgc/JvHnzTp06xeFw1q9fb2xsDDtu/XWpV4hEopaWlqqqalZWlo+Pz7Fjx8rKytTU1EJCQtLT0w0MDCZPnmxjY6OkpAQVo2JjY+Xl5cPDww0MDIyMjGDj/PTp08I2r1y54ujoOODR0M8wTk4mkwkEQnNzs8hxCoWCx+OFX3dwu1/KybKysqamplAkDUW8fCHSmyptZmbm06dPLSwsgoODU1JSuo5SDEx7mEKh9EVEVlZWtrW1FUEQ9J61tLT0t05AD1q5fblc+I6w2WwpKSnQW5EXLly4du1aFot1/fr1JUuWiPGq29stPM7UF8Q7IxAIQkNDrays7t+/f+/ePWtra5iLpKRkRkaGcEr0ztrY2NjY2LS3t2dmZu7cuXPLli3Hjx/vl0s9gSBIYWGhkpISqruMx+O9vb2PHj1aXFyspqbm4uIyd+7c2tra7777js/nh4eHw7tWUVGhqqqKPgMSEhKjR49+/fo1armmpqa8vLyrcG/f+Qzz2wQCQVtbW1iTNTg4ODg4WEJCQktLS7j9DIdb+6V9a2hoWFlZqaysjOrC4nC4nuR44PtTvCoti8XaunXrmjVrDh48+PLlS+ERZpSBaQ+rqamVlJSgz/GjR4+6TaanpycQCNARbwDAs2fPhOuk14zEaOWKvxAifEeKiorgjIv4Itva2srLy8fFxZWXlzs6OvbkFYFAELndsrKy4jWihUGzE+9MQkJCRUVFdHT0ihUr0K9EDA0NOzo6BAIBWidkMhnG261bt6DqK5lMnjZtmqura38lnMWzYsWKuLg44SNweGjo0KEVFRXnz58nk8k0Go1MJl+5cgUK4AIARo8eDbv98BIul1tVVSUsvfjw4UMAwACmtVE+z7crHh4eDx8+jIqKys/PP336dGJiopGREQDA09Pz999/P378eFVVVXZ29p49e8zNzfsV266uriwWy9/fv7i4uKKi4vDhw5MnTy4oKOiaUl5evrCwsLCwsLW1FarSVlZW5ufne3p6Tpkypbm5uaysjMfjwU6Rl5fXsGHDNm7cuG/fvjdv3oiYMjIyev/+fXJycl1d3ZkzZ/qoPTxjxozGxsbg4ODi4uKMjIyePkGZOHGiurr6tm3bcnNzKyoqwsPDS0pKVqxYAQCQlJSUlJTMyckpKCiAiuLdgmrlXr16tbq6+tGjR0uWLAkICOi9NgEAANy6devy5ctVVVUJCQmPHj2aM2dOr0UmEAjz58+PiYmZOnVqT00MBQUFJyenY8eO3bhxo7q6OjU1NSkpycPDo48ywPLy8g0NDTk5OVVVVWKcqaqqioyM3LJly5AhQ9atW4fH48PCwgAAlpaW2traP/74Y05OTnV19eXLl6GoMwDg1KlTPj4+0HJOTg4c9+pjXfUKDodbtWpVYmLi4cOHS0pK2trasrKyvLy8NDQ0jIyM2tvbt2/fvnPnzry8vPT09NDQUC8vL9hVcXV1raioCA4OfvXqVWlp6bZt29hstnAnsaqqSklJqV8NOlH6O06OTqvA0UtU9uncuXOTJk1SV1e3sbFJSkpCLSQnJ9vZ2X3//fdGRkaBgYHoiLevr6/whMHChQt9fX3RXWtr67CwMLj9559/wq/2tLS05syZc/fu3W5dzczMNDQ0NDQ0zMrKKi4unjlzpqampr29/c2bN2tra62trRkMxpUrV6hU6v379+ElfD5/1qxZixYtgmOtwoSHhxsZGenp6fn5+bW2th48eFBLS2vXrl3iK+HkyZNmZmYaGhpz5swpKiqiUqndDunX1tZ6e3vr6empq6v/8MMP8DMGCMzI3Ny8paVFpIrgLENNTQ2CIFwuNyoqysLC4vvvvzc3N9++fTs6qmxubh4REdFtFcHx6qtXry5btoxOpzMYjH379qFl76nI8GxeXp5w1SFdngcEQTo6Ovbu3WtmZqampmZlZXX06FFovC/j5NXV1XZ2dtra2gcPHhTjjIuLy4IFC1Cfb9++TaVSs7OzEQRpaGjw8/MzNDTU0NCws7M7efIkTNPQ0PDjjz+ampqqq6uPGzdu27ZtsE/UEwMYJz937tyUKVM0NTWpVKqZmZmvry+csUMQJCMjw8HBQUNDw8LCIiYmRvhJy8rKmj9/vr6+voGBgbOzs/DUCYIgW7ZsmTRpUn89ES7Ff0brD+PTEY6x/hIWFmZra9v1R3DwMeCIyMvLE5nf/opczLgxeL45xfiHePXq1cOHD+Pi4qKjo7/MF6z/UUaMGNHTzMtXAYttjF5YsGABDofbtGnT9OnTv7Yv/2qw2Mb4amhqalZUVPT3qtzc3H/CGYx/msHzP54YGBjCYLGNgTE4wWIbA2NwgsU2BsbgBIttDIzBCRbbGBiDE0yjFwNjcPI/THgqEnkQ6i8AAAAASUVORK5CYII="
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<image>Dustin worked as a lifeguard at a pool last summer. Here are Dustin's finances for the summer. What was Dustin's net income last summer?
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4,863
| 38 | null |
4,863
|
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"
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<image>Wyatt kept a driving log to see how many miles he drove each day. What is the mode of the numbers?
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5
| 39 | null |
5
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"
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<image>Sophie went to the store and bought 4 kilograms of sage. How much did she spend?
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11
| 40 | null |
11
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"
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<image>Brad's P.E. class participated in a push-up competition, and Brad wrote down how many push-ups each person could do. What is the smallest number of push-ups done?
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"
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<image>Look at the following schedule. When does Softball class begin?
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8:45 A.M.
| 42 | null |
8:45 A.M.
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nZJJIvfR1Ii7HcmEw0WHB6ipKZsuXnfY70j8wgEAguDCcAAAcNzeGTkB0LJCGjs5C9S0b18vKSAMAAs6GaWmonfTxIoiLGRvonTzieT3l5vsPH8e2JZPJB1wdV5kaKyvIXz5/BoVCXk+5CQA4HRapv0jHy92VIC62RFcr6PiRotKy/BdFk5sgqFSqpZ1Tb1/fzfjLbGxsYzuFAQBwcLBn3U5GIBCGZht6e/vMLKzjE1PG1V+nB8r12GuJ4goaHHOEZTUXX45PGFuN2NUFAODCYOgLMZycncSusSZou5NOznZcpvVsCt2VIOZLEQYHB+sbm+grFJWWK8jK0J5CLDesg6ZZfwoVBXlo4/v37yXlr/R0R5a/WaSlSaVSC4tKxm2oq6UBbaDRaIK42NvaOgqFUlFZpaUxom4HHULZq8pJTLSSA0eOPS94cS/lGnYqmWMGR0ZasjQ3qzQ3C4lEtn36bLnDUW/FuoGBgUma9PcPYLFc7z58POt/9G7yVR1N9W0OLhdi4n9BtNN6NsVwjozKkHhk74+zZyKxGyfE/TdDwXEPe+jr6x8cHDx+6szJ4BD6Cp8+j6+sy4PD0bY52NlJpF4SqXdoaIjmEACA48YCALq6eyYxQbsvikuzc/OQSLbeCZ4QYEYhLyvDysqSn5V+/1G2mYV1zLVEO+stE1XW1lTvbKmh7epqaTY2t5yNuGC7dTN9NW4sFvwxukNQqdSu7m4cNxb6vohdXbSRqJNIBH98j5MwrVzv6OykbUP3oFHPFhgMB+2BdRJGTXz7+vrHrcbOjkYgELt32W63/EFYlG/mzHHrd3V1c/9xnJ1EIt+smRwc7CwsLPRhf+voBABguTCTmKBdFBL55E7qTtf9FjYOeQ/vwC+FJqKpuZXY1SW3YETy28RQX0letqzi9Z/yIztfOud5/qhCDg72eXP5a+oaaCWNTS0UCkWKIC4uKgIAqKlrEBQYVrKuqWtgYWGByidhWnMY+rls2atKJBJJ/2QAAFBWkC8uq+jtHZ7ExyUk6y4zoylz0x5cuLFY+sXK6KcNP8TEzKwkL9vc0iopIQ59RPBCbAg2HN0yG/QUFBVDGz09pPrG5vmSBAQCIbdgfl7hSNh5hS8BACqK8pOYoF1ZGWklBbn4C6Gv31YfOfGnZ2KMg4evn7WDy2j99U4i36zxhySI2xmZG6ztoHfwEIXFJSJ4obE1DfUWpd27P6K/npbOycmho6kuKowXExG+lXGPVjM1LV1nofrYdz6jmFauv//YdtgvsK6h8d7DR+ciLq1daYpG/7COmZ21JYUyaGHrkP+i6HZG5r5DR+dLEpiZmaGpQsaDLOjdiLKC3M30u5+/fOnt7T0acLqbbnWXUbg726emZfgHh9bWN5RVVFrucNQ2Xtkzpj6VSmVlZfULOpebV1DX0Lj7gBeZTN64dhUAwM1p18MnOYFnwxqbWh7nPHPz8tHV0lRWkJ/cRIMgLhbg6+1/JvRZfuF0ThED4mK/4/WbassdjjnP8oaGqM/yX2xzcGl9/36z+RoAQElZRXZuXnZu3tDQUF1DI7Td398vKoy/ffe+mYV11pOn2bl5O3a7PXn6/ICrE+TTxmmP8z5PaNvd2b6uoWm7o2v+i6LouOu+Aaf3uziys7MDAA7t3xN5OS4oJLywqMTDxy8z68nh/eO/pvsBKrFt8s8MHp7DB9ycd9rw4HDs7Oi1q5Z3NFfTTEe99kPbT+/d0lBVRiKRc2bz7XXa1fepiUpsG/z23thAD41GG+kvoRLb6soKdLU02dnRc/nnHD900GPvbrkF86nEttrSfADAw1tJ9P1euxQuKyPNxsbGg8OtNDGqKckbG1vQ8SM8ONyz+2nysjJsbGwieKGkmCia9VJosKSEOAKBmMk7w8bKghb2JKY1K031FmlD20OdHw31FuOFBIittVOeJcb8PEm/sUhbE5pA4ri5l+hq5WdlQCY1ZcWxydZY8RJKlSW6WtzcWG5urKaaSkZyPM2hmrIi7fxTiW05d2+qKMojkci5/HOOeu3/3vGBZgoP9hfBC7GxsclIS96Ij55OtExUYtvkFwOvsLSLva2Xu+v0r3gYRoOTX6SzpQbWX4f57+Oxd/fvr7/+W1+IMP8WPPbu/qdDmJqp5zAwMP8Nfvf7DgzMzwLOdRhGAc51GEYBznUYRgHOdRhGAc51GEYBznUYRoEVdMHv12EYAnhch2EU4FyHYRTgXIdhFOBch2EU4FyHYRTgXIdhFOBch2EU4FyHYRSmzvV5Kku9AsZXY+SVXXTs3IWfHdJ0CY1JYMUr/USHa+3c9Dfa/USH/3kq39aZWDnyyi5iEpDHyWgbWzpU1zfRrN+/f/cKCGUWVDhz8Sp9q9YPbRZOB+co6XNJLVRbvvn2/ScT+X/4NF/FxAItpsavbODhH/KD/vqlq2Jay1FiqlKLzeJS06cT7d/TX/fes2zxOMrZ9MySX9zU+uHv9ALze9JD6jWytEejUGnRZ9jRqFsXgzuIXcZbHMhkCgDg46fPehvsbmQ+HqW/TiZTDDfbt3xoS4s+U3z3mqGu5uodex8/fzHWf3lVtam1s4IM4XFiVICHS0Rcsof/sA5c+JUk9+PBDlbm2UkXLcyWbd1zKONR7pQB/61ct1q3QnGB1CQVWt5//Py140/5pFAofyckmF9GUUXV+7b2iBOemsryTExMC5XlE8L8+/oHyqqqAQBXb92dOQP34k48C8sPOVZWVf2mtsH/4G4VORlxYSFfN3vBubMT79wf6z8wInaBpHiU/yENJbnNq0389juFXE4gdnUDAE6ERTtt3ehqu1ldUdbL2XadqcF05hfTynUWFpajZ6NmK+pxSS003er06fPw8gG0OQyFQnE7elpQzQglpiqgarjH9xSZTMnOLxJSNwYACGsuW7XdFQAwMEB2PxYsoGrIJqIspG7sGTB8V6p4U8MkIH/vybP5eqvVVlgeOnUeK63V1z+igHcu+hpaTK2TOFpgm5mZqaCkQmnZRpSYqshCk/gbGTTT85dlOmu2sYurcxI0lpjbviwf0Ri7lHBTeslqpKgKr+wiC6eDtMOhp639i5C6sYXTQVh8fSKG9dc/j2gb4gX4PxZnqcrLAAA2rDBKjgjknEB7ml5dA8nGNu5JfvT8hameDm3XVF+nf2Ag90VpdX1T64e25Qa6IyY9ncLSV/SScuMyrVxPSn/Q/uXb3djQ+LPHs/OLfM9EjqrgHx4TdyP9YsDhqkc3Ik96Jd15cCQ4YqGyXOL5AABAyb2EuLPHAAD2nn4Xrt8I9HStenzj+D7Hc9HX9/udBQCwIRAAAJ/gyP27rGNO+24zX9XdQ0p7kEPzn5KRtcpwMTcWM6pfJiYmJ29/7907nqVeVpWXsXL1rnxbBwCoaWjW32g3e9aMvFuxT1OiMZwcehvs3re1AwDiUtNt9/luWmVc8SA5KTygqKLKdKvzaPH1/v6V211EheZdDvKFxdcnQl1Rlm/mDHOHfQ9y8sfRX5/DN24rZVlpBRlJ3zORX751fP/+/erNu/XN77auWzGqWg+pt639i6jQPHqHbGyImobm2sYWAAC9SURwLpVKrWuaYqmiaeU6FydHyNEDigukVixdtM7UoKiialSFkldvZAhiS3U1RITmLVuinXU9cuu6FQgEggvDAQDAYbkwnBxfOzqvpKbv22m1YaWRGF5w82oTO4u1kVdTyGQKKysLAEBHTXHL2uWyUhJ4AX59bbW4G8MPHG3tX54XlVmvXzk2MDKZcsDBepXhYmW5+ZeDfFBItutp9wAA4XFJSCRbbPBR+fkExQVSl4N8Bsjk2OQ0AMDpC3H62mpezrYEUfyShapB3nuLKl7nF5fTfFKpVMvdXr19/TcvnIYWQYAZFw52dNa1SAQrq+HmXb19/Wa2e+JvZEypv87MzJwRE/LuY/tMucVIUVUbd5/YYF9NZflR1YjdPQAArh8lGjEcHJ1d3WNNXJycAIDOv7+uBgBgocpIKDxY7LfO0aLuK5cuepL30tx+X0rGw47OLkkxYQmR0WqU5VU1g4ODWqojUu6q8jKk3r66phZoV0VuRPHVZsPq+zn57V++AQBuZj7m55upr602bmy66sOvYtAoFEEU/7auCQBQXPFGUUYSjUINx8yNFRUSKKuqplAoFW9qtVR+iAEAAE0xIQ6cOPu8qOxeXBhNuRdmImQkxUozE0szE5FItrb2r5a7PfU22A0MkCdpQqFQ1ti5oVHIrOuRL9Ovejhtt3H3fZL38hdEO61cZ/8jaQAATExMY29YVutWpMecI/X2We72mqWwZIPD/s9fR0tUd/WQAAA4OvV+HBZDKx9lWmW4mJsLk5CWCQBIuZu1Za3pRLJSPHSq2xzsaFJvH+QT9+MyATgspqubROrtHxoaGieG7uEYXpRVBkXFdXX39E6glw0zFvn5BFYWlvzbsekxIfkl5THJaZNUTrzzIL+4PDXylJ6WmoKMpPfuHcaLF3oFjn6pzc2FAX+M7hBUKrWrpweH5YK+MnoTNKLjploY4qf9lrRsiXZ6TMi3ypyEsJO5hSV2B46NqoDFcAIAOugW+oDuD9jxlpdhY0NYrjFJvHP/y7eOp4UlY+dzNGhpCgDoJHZDD0NYDGfHjyuKfOvswnJxcrCjWFhYJokBhWQrTIuTFhe1cPKA3whNTlPrh3K6+yEAwERPW2mBdNmPhaOoaWjGcmH4Z8+ilYjhBaApOD0c7Oh5c/hqGpppJY0t7ymUQSlxYYIIHvIz4rOxmYWFRVxYcPKAf06u377/BHqJjkah1izT32m5rvT1W5oVug/ISUuwsrLmFY3MjPOKy7FcmIlCtN24Or+44uyla2oKMuLC4+hzQxSUVkAbPaTe+uZ38yVEAQDKstIllW/7+4cXM2n/8q2uqVVFbj4CgZCTlhgVA6CbPslKSSjJSsefO/66pv5IcMRfORcMg4d/iPXew6P114ldfLwzJmklNG8Osav746eRJVJqGprx88ZZSMxQVzPtYc6I/vq9LE4Odh01RVG8gBhe8BbdL1Cpd7N01BQneudD4+fk+plLV83t9z0tLG5seZ9TUJR45762qiL447aS8Ti38m0dDzd2m/nKgPCYm5mPm1o/xCSlXbh2w2W7xUTirlLiIhpKsv7hlyca1IfF10Mu5RaW1DW17D4cQKZQNq40AgDYb1lPJlNs9vm8qW0oe11t5erNzYWxWrscAOBmt+VhbkFgRExjy/vHz1+4HTutq66sTPeoAAAgiOIDPF38z8c8e1H6U87PfxIXG4vXNfWWuz1zCoqGhqjPXpZtczvc+qFt8+plAICSV2+y84uy84uGhobqmlqg7f7+ATOjJbNn8Vo4e7woq6xragm5fD3tYY6D1fBCuTbuPs6H/KFt951WdU2t292O5BeXRyfe8j0Ttd/eGlrC6JDLjsirqUFRVwpLX3n4h2Rm5x12nfoH75+jXZp4PmDv0SBz+/3fOomzZvCsMNA9eXA3AEBZVtp4sda+42d01ZXuxYWF+B7AYjgdvU60f+0Q4Ofz3m17wGHbJG7NjJaUV9WsN106rpVCGeTi5DhxwNnR+0RVbcO8OXzXQ09IigkDAETxAlnXIw6cOKdovJGVlUVLRSE76eLMGTwAgI0rjfv6BwIjYj0DQrm5MCuXLg70HEdu28HKPD3rqaWLZ/n9JK5JF/FjWFTlZe7Hh/sER6yyce3r719tu0dBRvJRQpQYXhAAYO/pV1j6CqoZFpsYFpsIAGjMu4sX4M9OuujhH7Jyu0t3D0lcWDD61BGrP4azyuo62vBMEMVnxoe5HT292NyWF8e9397aw3E7ZLJcY0rq7QuMjPXwD5EQFkqJPKWrrjxlwEzU1rKffRJ+DlQqVXOVlayUeORJ7386Fpgp4CRodL7O/c3113/H4Pr6++uaWsNiE1+9rU0IO/lPhwMzNR6O239//fXfcVwvrqhauHqrIP/s88c99LXV/+lwYP4j/I65DgPz/+B3v+/AwPws4FyHYRTgXIdhFOBch2EU4FyHYRTgXIdhFOBch2EUWAHX7H86BhiYXwE8rsMwCnCuwzAKcK7DMApwrsMwCnCuwzAKcK7DMApwrsMwCnCuwzAKvzTXK6veMmFnP8svBACs3WKjv3IdVM4rLH0sMPhXRjJNQqOiWXnmTr/8L0N/Nv5FVFa9NVlnwSsszYSdjRMiGK/ZVF1bB5m+f/8eFBJOUFrIPluYoLQw4EwYpHUKAGhqbt24beds8QWYuaKqi41uZ2RO5P/hkxyVRUZoPjw/Qc7Dx+8H/fXwC2Ly6qhZQlIq2nEJydOJ9rcY14OOH15moPdPRwHz5+jpIRmt2YhGo9MSYtnZ0beuXu7o7DReu4lMJgMADvsFeh49aWtlkZl6bcvGdQd9jgeHRQIAurt79Fasra1vjDwTmHb9CkFcbPXmbbl5BWP9l796bbreUkFO5vGdlABf74joKx6+fpAp/FKMu7evg611dsYNi/Wrt+7anXE/a8qAf4v/rbbaZP5PhzAaKpVKG4dgxqWotPz9h48Rwf68M2YwMTEtVFdNiI7UMDApe/VaUW5BSNSlPQ52bs72AACdhRrlr15fT73l5mz/NK/g46f2x3dShAQFAAA6C9Wzsp/eTL+nrTn6H4sDz51fIC0VdfYUAEBDVbmHRHI9eNhzrwsWy3XidIiT3XZXBzsAgLqKUmXV22OBwSaG+pMHPPW4nptXoGO8iltQAjNXVMtwxdPn+VA51zyxgDNhts57cUIEjjnCZhbWX78NazgODg4eOh4gJKOMnCkorqARGhU9eRe0OUz4pZhZovNLyirUlhizzxYWllW5HJ8A1aFQKE7uHjPwUlzzxLY5uNzOyGTCzv7Y9oneT3VtHRN2Nm2QSEi9xYSdHX4pht76sqQUAHDpyjVpVR3kTEFeYWkLG/tP7cMyVKs3b9tgbedz8hQnv0h65kN659+/fzdZZzFfTaezkwgAYGZmLnhZrKS7FDVLSERONT4xhVbzecELHeNV7LOFOflFlixfA/UIMVG/9LR9aheSUbawsf/Npd+H9dfbv9BK8EICH2sqVJUUmJmZi3MeuDvb00wC8+Z+/vIVAGBiqN/b1gglOgCAhYUFgUCMq0HwKCfX1MiAtmtqaNDf35+bX1hdW9f67v1yoxHVIFMjg8Kikq6/qdNLIvWamltKEyTyH6YXProrJyNtvHZTR0cnAADBigg8d15FQb6tpuJZZtqL4lI7l31Qqz0eh4NCw30OulcWZO912rnX88iFmPjJO4JAsCK6unu8jvlfiQwhttZsXr/WzsX9/YePAAC/oLNRMfH+Pl4lTx8KCwm6efkAABCIH+5LBHExgXlznxcOi77mPMsXmDc3N68Q2n36vADHza0kLxeXkGzrvHfTOrOKvMdJMVFFpeWm6y2hxGJDICrfvC179Toz9bqWhiq9c5cD3qUVlfdSrnFzYwEk/e7u6e3u+uz+bVVFBaudzpVVbwEANXX1+ivXz541M+/Bnad3b2E4OfVWrIMOYZJ+afT19a3caCUqLHT5/JnfXPpdXUWJb9ZMc+sdDx5njzoKZmZmMRFhHI4b2h0cHHz4JEdL/Yfz2dNDqmtodN7n2dXdbWtlMcp5Tw+p7VO7KJ224by5/GxsbDV19bX1jQAAepMIXohKpdY1NE4e8BS5Xt/Y1NXVbbF+tRRBQlqScNb/2N3kq0gkGwCAiYlJUkJsh7UlEolUkFvgbGdzOyOTROolErsiL8ftddy11cJcXFRk5zarLRvXnQoJn7wjGgMDAwf3OBHExRAIhJ21JYVCKa98DQCIS0hZvXyZjZWFmIiw9749YiLC4zbX09WCnn0BADnP8+2sLXP/2H2aV6C3SJuZmfl0WKT+Ih0vd1eCuNgSXa2g40eKSsvyXxQBAFhZWWvrG6NDg7U11XlnjOgSnou4GHs96W7yVUGBYYl7Mpl8wNVxlamxsoL85fNnUCjk9ZSbAIDwS7FIJFtsxDl5WRlFednL588MDJBjrycBACbpF4JKpVraOfX29d2Mv8zGxjbNM/ZPwcHBnnU7GYFAGJpt6O3tM7Owjk9MGVd//aCPX31j0+EDe+kLMXNFxRU0HjzOeXQ7mSAuNqoJsasLAMCF+UEWHMPJ2UnsGmuCtjt/VKsdyxS5ThAXlSJIbLKxPxkcUlJWwcLCoqulyc4+rEKmqjQiZD5fijA4OFjf2FRe+ZpMJi/RGVkzbJGWZk1dPW2GMyXyC2SgDW4sFgDQ0Ukkk8kNTc1K8rK0OsuWjv8sq6ernVdYRKVS2z9/qa1v2Llty9dvHU3NrQCA3PxCg0U6FAqlorKKfsyGjqLs1fAiM2IieNqABJFxP8vNyyc17pK8rAx9ua6WBrSBRqMJ4mJva+sAAMVlFYpyC9BoNGTiweFEhfFlFZVT9gsAOHDk2POCF/dSrmGnklf+TZCRlizNzSrNzUIikW2fPlvucNRbsW5gYIC+zoHDx85FXEyIjhyV0LmZt1PjLslIS+qvWk9/wf//mCLXkUhkbuatzevXXLpyTUl3KX6BCjR6QWA4R4QOIVHJ3r4+aNkaw9UbULOEoI+1vQsAoP3zl9HeJwCNRtHvUqlUEqmXSqVCqQ8xcwIxWP1FOh2dnVVva3Ke5cnKSM/g4VFRlM/NL2h99765pdVgsS6J1Ds0NITj5qY1wXFjAQC01XboTQCAoaGhTTa7BgcHx86teXA42jYHOzuJ1AsA6OruHuUBx43t6u6Zst8XxaVBIRFd3d29fX0TnprfEnlZGVZWlvys9PSk+PwXRTHXEqHyoaEhW+e95y/FZCTFLzceLcqppaG2eoVJypWLsvOl3b19R1mh7xoawiGoVGpXdzeOGwudN3pTJ5EI/jifkzD1s+kMHp4TRzxrS/Ori58vXaJrYWNf/uo1ZOro7KRV6+7pAQBwcnBAy1HER4WWPcuCPhV5j9+8zBXBT6grPSVQ9kNdQHz9Nv7yerP5ZklLSjwveJHzPF9HUx0AsFBN5Vn+i5zn+aLCeGG8IAcHOwsLC33k3zo6AQATraJBpVIjggOcd9o4uns0t/ywIg/9w1AnkcjJyQEAwHJx0TuH/GO5MFP2i0IiCx/dlSYQLGwc/hXS703NrbRMgDAx1FeSly2rGC50cve4eededvoN/cUjS3yVVVQmpN6ib6UkL1tb3zDKOQcH+7y5/DV1I+WNTS0UCkWKIA7dH+hNNXUNLCws4qIikwc8Ra43NrXQXvVLiIlGnglkZWWl3Xbpbz1lryqRSKSosJCczHwkEvn561dJCXHoM4MHN5N3BhKJnLyvSUChUPPm8le8Hlmn6d7DRxNV1l+k87zwZfazPG0NNQCAlobqs4LC3LxCg8W6AAAEAiG3YH5e4UjkeYUvAQAqivLjemNhYdm41uzkEc+5c2Zb2jnRy40XFBVDGz09pPrG5vmSBACAsoJcSfmr/j8W8Wv//KWuoVFFUX7KfmVlpJUU5OIvhL5+W33kxKnpn5x/Cg9fP2sHl9H6651EvlkzAQBXridFxydk3rimSDfzBAA8zSuwsLF/935kyduyV5XCQuNo8BvqLUq7d39Efz0tnZOTQ0dTXVQYLyYifCvjHq1malq6zkJ1zh8XVxrLFLne8u7dGsvtQSHh1bV11bV1x0+dAQCoKStC1vcf2w77BdY1NN57+OhcxKW1K03RaDQXF2bH1s2H/U4l3Uxram7Nzs0zWGW+zWEc3ec/xbpVyxNvpCWk3mpuafULOtvUMuGiZ3q62o+fPntTXautqQYA0FRVqa6tv/842+CP0cXNadfDJzmBZ8Mam1oe5zxz8/LR1dJUVpCfpHcUChUfFVbwstj/TCigSb8HncvNK6hraNx9wItMJm9cuwoAYG+zlUym2DjtfVNdU1ZRabXTmRuLtdq0fpr9EsTFAny9/c+E0p6wf1tc7He8flNtucMx51ne0BD1Wf6LbQ4ure/fbzZf09fX53n05HIjg56e3uzcPNqHTCZvWmc2ZzafqbnljbSM7Nw8J3ePJ0+fO+4Ylia3cdrjvM8T2nZ3tq9raNru6Jr/oig67rpvwOn9Lo7Qs+Kh/XsiL8cFhYQXFpV4+PhlZj05vH/vhIHSoBLbJv/EXwhTkFvAwcHOxYXRUFW+m3IVKp/Bw3P4gJvzThseHI6dHb121fKO5mrIRPn6znvfHkGBeQgEYi7/HAdb6+739VRi26v8bABAbuZtKrFtzUpTvUXaNFdHvfZTiW0XzgUBAChf30Hl3e/rAQBxUaFUYlvPhwaL9Ws4ONh5cLjdu2yvRIYAALre1Y0NmNhay8rKKkWQoJUsmC/FzMz8rektreRSaLCkhDgCgZjJO8PGyoIWucX6NQvVVWnVQgL9WFhYaLt+hz0QCERR9v2g40d4cLhn99PkZWXY2NhE8EJJMVG0as8f3NHWVEehUJycHEb6SyoLcqbsl/5sDHV+NNRbjBcSILbWTvnt/LOfJ+k3FmlrQi9hcdzcS3S18rMyqMS20tzxf8X8WFNBJbbVluavN1sxm28WBwe7gtyCK5EhNIdqyoq080AltuXcvamiKI9EIufyzznqtf97xweaKTzYXwQvxMbGJiMteSM+ejrRMlGJbX/tsuYVlnaxt/Vy/7sD9jShUCidROJMXl5o91hg8Nnwi58bXk/eCubXwMkv0tlS85vrr/8Wfw8zHU4Gh4jIqSXfTKtvbLp55+7Z8IvWm3+7vyxgWDz27v799dd/6wuRnoN7nPv6+t28fT+1f57HP8fO2tLL3eWfDgpmGI+9u//pEKbmr89hYGD+Xfzu9x0YmJ8FnOswjAKc6zCMApzrMIwCnOswjAKc6zCMApzrMIwCK+iC36/DMATwuA7DKMC5DsMowLkOwyjAuQ7DKMC5DsMowLkOwyjAuQ7DKMC5DsMo/F9ynVd20bFzF/5Uk8q3dUwC8s9elE5ddRqExiSw4pV+iiuItXZu+hvtfqLD/waVb+tMrBx5ZRcxCcjjZLSNLR2q65to1u/fv3sFhDILKpy5eJW+1bdOor2Hn4CqIUZSU8XEIu1B9kT+Hz7NVzGxQIup8SsbePiH/KC/fumqmNZylJiq1GKzuNT06UT7u4zrc2fPCvfzFMML/NOBwEyXHlKvkaU9GoVKiz7DjkbduhjcQewy3uJAJlMAAB8/fdbbYHcj8zELCwt9q6GhoVXbXdMfPT15cHda9FkJEUEz2z2Fpa/G+i+vqja1dlaQITxOjArwcImIS/bwD4FM4VeS3I8HO1iZZyddtDBbtnXPoYxHuVMG/M//vymkdI7j5tpp+e9bWIKRKaqoet/WHnHCk5cHx8TEtFBZPiHMX2PVlrKqalV5mau37s6cgUuPOccrt4i+1cvy17kvSu7Hhy/V1QAAaKsqPMkvSrrzQE1hwSj/gRGxCyTFo/wPAQA0lOR6SL2uPqc8nWywXJgTYdFOWze62m4GAKgrylZW1x07d8FET3vygKce1ykUivuxYH5lAw4J9YVmVnlFZVD5wADZ/ViwgKohm4iykLqxZ0DIuBqtz1+W6azZxi6uzknQWGJu+7J8WDNste2eDQ77fYIjOAka6Y9y6ecw5vb71u9yv3rzrrj2CrSYmtKyjS/KKmnBOHmfnLFAl0tq4ba9h2/ff8IkIP/x0zgq5szMTAUlFUrLNqLEVEUWmsTfyJgyJADApYSb0ktWI0VVeGUXWTgd/PT561jPbe1fhNSNLZwO/ub66P9vhvXXP49I0uIF+D8WZ6nKywAANqwwSo4I5ORgH9VKVkr89aPUxZrK0C4rK+ucWbyfx1MsfPT8haneiDieqb5O/8BA7ovS6vqm1g9tyw10R0x6OoWlr2jKmBMxda7vPhwYk5wWfMjtaUq0uLCQkaVDU+sHAIC9p9+F6zcCPV2rHt84vs/xXPT1/X5nR7WtaWjW32g3e9aMvFuxT1OiMZwcehvs3re1AwDY2BCV1XVlr6sz485rqcjTt0KwshaUvMp6VpB/O7atJIsXx2299xBk8gu9FHUt1d9jd8m968KCc92OBYMxKuwQTExMTt7+3rt3PEu9rCovY+XqXfm2bvKQ4lLTbff5blplXPEgOSk8oKiiynSr82h99P7+ldtdRIXmXQ7y/c310f/fqCvK8s2cYe6w70FO/tjLft4cvnFboVEoaQlRBAIB7bZ+aKusrtNSURhVrYfU29b+RVRoHr1DNjZETUNzbWMLAIDeJCI4l0ql1jVNKAUHMUWuE7u6LyXe9Nm703yFoZKsdNRJ76U6GrWNzV87Oq+kpu/babVhpZEYXnDzahM7i7WRV1OguRqN8LgkJJItNvio/HyC4gKpy0E+A2RybHIaAICVhaW2sSX6lI+2miIvD25Uv51d3aFHD/Ly4LBcGMs1plU1DZB6bVxqxmojPZuNq8Xwgt67d0wyvyeTKQccrFcZLlaWm385yAeFZLuedm/ykE5fiNPXVvNytiWI4pcsVA3y3ltU8Tq/uJzmk0qlWu726u3rv3nhNBsbYvJT95+Hgx2ddS0SwcpquHlXb1+/me2e+BsZ497bJ2JggLzJ6aAYXsBq7fJRJmJ3DwCA60eJRgwHR2dX91gTFycnAKDzb66rUfGmlkymqMjNh3bZ2BApkacMdDTKq2oGBwe1VEcuR1V5GVJvX11TC33z4oo3ijKSaNSwxjQPN1ZUSKCsqhraFcML4LjHFxoXFxbkYB+WMOfmwgAAOojdZDKloeWdkqwUrdqyJVrjNofQVR9+FYNGoQii+Ld1TZOERKFQKt7U0g8w0L2YFi0A4MCJs8+Lyu7FhU0k6stoyEiKlWYmlmYmIpFsbe1fLXd76m2wGxggT6dtD6nXZKtTU+uHO9HnoNUr/t9MNa539wAA0EjUqPKuHhIAAEcniY/DYmjl9NVwP8rm47CYrm7SH9sTKuqjUaNFfalUKqm3j0qlctPl2cwxNwR6eOgEuTnY0aTevklCIvX2Dw0NjXNEf0T7oqwyKCquq7unt69/kk4ZEPn5BFYWlvzbsekxIfkl5THJaVM2+fKtY4m57fu29mc3LovQzUZoQN8ykW4KTqVSu3p6cFgu6HuhN0Ej+iTpBDFFrmM42QEAX38UFAcAYDGcAIAOulU7vnV20crpq3X8uLLHt84uLNcPdaYPdAF09/TSSr52EiepT0tTAEAnsRt6TpooJA52FAsLyyRHhEKyFabFSYuLWjh5/Cv00f/fNLV+KKe76QEATPS0lRZIl/1YOJbevr5lWxypVPDsxmWhefzj1uFgR8+bw1fT0EwraWx5T6EMSokLE0TwAAB6U01jMwsLi7jwOMLW9EyR63JSBASC9WlhCbQ7NDSku3Z7XGq6nLQEKytrXtHIXDavuBzLhRnVn7KsdEnl2/7+4UVF2r98q2tqpc2I/iwoFHLeHL6KtzW0kntPnk1Sv6C0AtroIfXWN7+bLyE6SUgIBEJOWmLUEQEAaNHKSkkoyUrHnzv+uqb+SHDEXzuE/xIe/iHWew+P1l8ndvFNsOQJDUevk8TunvtXz8/4ca2eURjqaqY9zBnRX7+XxcnBrqOmKIoXEMML3rr/hFYz9W6Wjpri2Hc+o5ji/To3FmO1dkVAeIwg/2wZgljk1ZSSyjeaSkd4uLHbzFcGhMcQRPEK8yWz84suXLuxb9fWUUqt9lvWh8cl2+zz8XSyGSBTDp48x82FGfsgMn3WmRpExKUY6mhqKMlevXm36d2HcasN66OHXOJAo+fw8Z4IjSZTKBtXGk0ekpvdls3OnoERMWuXGTS2vnc7dlpXXVn5xyuTIIoP8HRxORJovEiL/nGFAXGxsdBeY22523OHxZqhIeqzl2WxKWmtH9o2r14GACh59Qaa0A4NDdU1tWTnFwEA1BUWVDc0xabcOepmX/GmluaKHY2Cno5s3H3Y0ahzvvsBAO47rRSMNmx3O2K7afWbukbfM1H77a2hpYoOuezY5nZEWHCulorC7QfZmdl5jxOjpgx46t+SQo8ewHCy7z9xtqubJD+fcO9KmCheAAAQ4nsAi+F09DrR/rVDgJ/Pe7ftAYdto9qK4gWyrkccOHFO0XgjKyuLlopCdtLFmTN4pn0+R3PUzaH9yzebfT5INjbLNab7d1lvcfFCjlkyjkIZ5OLkOHHA2dH7RFVtw7w5fNdDT0iKCU8e0saVxn39A4ERsZ4BodxcmJVLFwd6jqO47WBlnp711NLFs/x+EhfmL87H/gOoysvcjw/3CY5YZePa19+/2naPgozko4QoMbwgAMDe04/2a2hYbGJYbCIAoDHv7pO8oqGhIc+AUHpXBFH82+xbAIDK6jra8EwQxWfGh7kdPb3Y3JYXx73f3trDcTtkslxjSurtC4yM9fAPkRAWSok8pauuPGXATNTWsp918L8ACoXS2dVNu1qOnbtw9tK1z+VPJm8F8/+Gk6DR+ToX1l//mZw8f1lkoWly+oP6ptabmY/PXrpmvX7FPx0UDPBw3P7766//y8b1wcHBQ0HhV2/e/fTl67zZfBtWGHo526LGvKCEgRnLvyzXYWD+Mr/7fQcG5mcB5zoMowDnOgyjAOc6DKMA5zoMo8AMmH/r9/8wMD8HZlZmQPwApzvMfxxmVkD88D+Cz2ax2ClrhAAAAABJRU5ErkJggg=="
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<image>How much money does Maggie need to buy a math book and a coloring book?
|
37
| 43 | null |
37
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"
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<image>Some friends went bowling and kept track of their scores. What is the mean of the numbers?
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79
| 44 | null |
79
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"
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<image>A biologist recorded the number of birds at lakes in Seaside. Are there fewer ducks in Round Lake or Long Lake?
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Long Lake
| 45 | null |
Long Lake
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
nonlinear
| 46 | null |
nonlinear
|
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"
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<image>Look at the following schedule. Devon got on the train at the grocery store at 12.45 P.M. What time will she get to the soccer field?
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1:15 P.M.
| 47 | null |
1:15 P.M.
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"
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<image>How much money does Regan need to buy 2 tickets for an Alaskan cruise?
|
7,110
| 48 | null |
7,110
|
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"
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<image>Troy buys 2+1/2 kilograms of romaine lettuce. What is the total cost?
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5
| 49 | null |
5
|
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"
|
<image>Each drawer in the dresser has 10 sweatshirts. How many sweatshirts are in 3 drawers?
|
30
| 50 | null |
30
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"
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<image>Look at the following schedule. Which class begins at 9.15 A.M.?
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Spreadsheets class
| 51 | null |
Spreadsheets class
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"
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<image>Some students in a biology class compared how many times they went to the park last week to work on their plant research projects. How many students are there in all?
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72
| 52 | null |
72
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"
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<image>A gymnast jotted down the number of cartwheels she did each day. What is the median of the numbers?
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51
| 53 | null |
51
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"
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<image>While writing a paper on making decisions in groups, Michael researched the size of a number of committees. How many committees have at least 50 members but fewer than 83 members?
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5
| 54 | null |
5
|
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"
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<image>Hugo has two dogs, Sprinkles and Champ. He is concerned because Sprinkles keeps eating Champ's food. Hugo asks their vet how much each dog's weight has changed since their last visit. Which dog's weight has changed the most?
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Champ
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Champ
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"
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<image>How much money does Mabel need to buy 7 super desktops?
|
39,256
| 56 | null |
39,256
|
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G5gQAyEzPJ9YSHys6d77p27vOy73f2dkNAE6LrfApDk6zAOBBWdXLlva3lx/UylVOACAiKjRt+iQAqH/eDACLXWzCzv4UsNmzp6eXRALxsWIAgH/M4UzN9ahUCg8Pj+YkFXyUj4+Pl5dXXXPCgKP+kPODnwE1umJrK7O2tlFlotyAMwAAHt/MwwcEBKjjxo3t6ek10vfYtuXIjWt31m9wW+Ht+Pahca0YMAx78rgOAGTlxgHA7Vv3ZluulpW0lBk7y2CaG7EMABib6KpMlK96XFtSXHHj+h0AWMK9ywKORCL9sMMbAPb/fJKXl3dI64qJCeMD+C2NqCg77ZRC5Ye30o4lJNk526JiwgDwsqUNANraXgHA8aMRk+lOk+lOG9YfBAD8TgM3btzYQe8hW1raAYBGowgKsiP1xf++j2r94Bem48aJ4wNCQgLw9zN6TXWD57JtynK20uIW4yUs62ob4Z8JrcRRU/551NS3jvpDzg9+BvJy7uNnwGTmcgBgMjtbX3J0lCEtgQ/w8PCcPv8zXV2psqL6+NGIZS5bNFQWnD+b8Pahce02Kf5qRkPDCwCwspnZ+rJ96eJNTGbnd36utnbG9fXNKzz+0cuOu+fcXTuOJ8bfSk3OoVD4HRfO4lKr37C1N542XTMvt/RqbBoxEc+R7+56TUx58aLt7XU/3MuWNmFhAfi7DPDawH9cXJbOxj/XcYJCAm+awTv4Z9yYMSIA0NX1urOzW0CACgAvmlvxWeLiIh/YpEHLzHvFrrvZxZbWM77zc6XRqEsXb2r5bwf+fvgZmKyt+sMOL87pNAEq/uwE/zwJ02doZeedrXj0LOduyfWk21cup637dr+ZxTRZWSnO1blzZci5U7xpwy8AYGY+TWvyxAdlT5jMTgDw3+gx01C7qeklvhjr71cHS93syGS+s6fjqp/Vz7EzEv37w4O7ftjpDQBRF9+8UZEaJw4APT29JcUVAFCQX1b1uPa/7CLuagYA9Pf337x+FwDwO6Lp+loA0N7eMdvWaLat0TjpsZ2d3WIfcE6m60+i0SgAEBPNfkyPirwBAFN06f/llGIYVpBXBgDfrHQwNdMTEqLhlTDUF7sfDj8DDfUvzCymzbY10p5Cb2t7RaVR8MvOAFWPa4MOnDpzKm6iqoKrm13Y2Z/UNZT7+/uf1zUNWHJErwzzbL/j4+PteNXV2NgCABNV5Y/+vhUAFJXHk8l8vb2s9WsPjBEXSbmZM1FVvuJRdeCO41u2rVRQlJGUHDPHzuhqbDoALHHl8j0SwdxiurGJ7q3MQmKK8gRZVTWFRw+fLXPZYj5rempyjrqG8oOyqqG+Be7vZ982/BkaU5hfVl3dUHSvnIeHZ6W3IwCs9l18/mx8Yvwtl4UbpWUkYmNSXzE7w6P+h99Vv4eomHDA5uV7doUE+AWnp+a9aG5NTcnl4+Pd9dO3Qzz0fyCRSBNU5MofPPnl4Ok72YyY6OSZhtp3bjNOhsYQ9yrDa46dkdbkiSXFFTYWPjNmTk5Jzql6XOvn72ZmPu3thQWFaEd+O9/Z0Z2VWSgzXuJJVd2DsqrxslJvn64RvTJUP6uvelzb1vZKja4YsNnzRuoJ/IFBRkbiyPGtikrjryVmPSirOn9x/8Yt3wiLCF5Luk3cy9rMMQQASckxltYzRrLN77f9x1Wcozw8PCdP7Z42XbO56WXu3ZJDRzapaygDQPfrniFtFu9olJeX92z4vpqahqLCcuUJsqF//YhfGZSUZeOuHZtlqZ+ddS8m6iZdXen8xf1WNjM/ZMvfB7gfOb5Vja54NTY9L/e+ucW0KwlHTM30htS8tx0P3a47Vb30fuX1pNs/718X/GuAnPy4wvyyh+VP/+OWB0Um8126csjVza7+efPZ0/F8fLx79vru2OUz6MJSUuJXEg5b2cxIuXn3+NGLuTn3Xd3s4q8dpVIH9h1MCgikf/7f9O3r63Oa931mRoGfv9vOwNUjs1P0HehRZW/wyi+g555VKwJLiiselFWJjxX1/W4Jt5uDfLW+gD/hLix4UPW4Vneq+oXI/42VEON2c5Cv1hdwZci9d4HbTUBGhS/gyoAgIwMVA4KwoWJAEDZUDAjChooBQdhQMSAIG4qkRxA2PgA4uPMBt5vxOdq4Wx2dmdFj4251dJuEIGyoGBCEDRUDgrChYkAQNlQMCMKGigFB2FAxIAjbwGJwc3MjvcPvv/9eUVFBIpFu3hxyctbHWbt2rZaW1sjsC8nIyDA3NxcTE5OUlLS3ty8uLuZ2i0bawC/3bN26dfny5fiwp6enlpbWxo0b8VENDY2urkHiWpGvQEFBgY2NjZOT086dOzs7OwMDA62trUtLS8XFxbndtJEzsBgmTZo0adIkfJhGo8nIyFhZWRFzKyoq/uP+ent7yWTyf9wIMuwiIyOVlZXPnj2LB54qKytraWndunVr/vz53G7ayPmYZ4aurq5ly5YJCwuPGzdu3bp1eMhPXl4eiUTKy3vTa8HEiRMDAgIA4PDhw9LS0nFxcePGjcOvM5mZmaampmJiYsLCwsbGxhkZGfgqdXV1dnZ2NBpNWlp6165dnDvNzc21trYWFxcXEhLS19fHb9WYTKaQkNDevW8Slfv6+qSkpLZu3foRxzWa7du3r6ysDK8EAKBSqfB3UvLo8TFHu3PnTgMDg+zs7O+///7IkSPR0dHvX56fn7+jo+Po0aNnzpxZt25dR0fH3LlzNTU1s7Oz7969q6OjY2tr+/LlSwDw8PBgMBhxcXEpKSlNTU2XLl3Ct9Dd3T1nzhxhYeHk5OScnBwTExMHB4fa2lphYWFnZ+czZ84Q+0pPT29qaiLu9JAh6evra2trKygo8Pb21tbWtrGx+fd1viYBgXTsHVRUVDw9PTmnPHr0CAA2bdpETFFSUsJHc3NzASA3N5dzdX9/fwzDQkNDASA+Ph6fXlRUBAAZGRn4aG9vb1paWkdHR01NDQAcOXIEn97X16ekpDRp0iQMw1gs1rNnz5hMJj6LyWQCQEREBIZhWVlZnPtds2aNgYHBu45oSN5zZr5Wqamp+E+Fra1tU1MTt5szogIC6R9zZTAyetMpgbi4eEtLy3sWJkyfPh0foNPpGhoarq6u+/fvLygo4OXlNTMzExAQKCsrAwBdXV18MR4eHn19fXyYl5c3Pz/fwsJCQECARCIJCwsDAL5fQ0NDTU1N/OLQ398fExODLgsfTVdXNy0tLSwsrL6+3tzc/MWLF9xu0Yj6mGIQEHgT+EwikbAPCxIdM4adrk6hUDIzM93c3E6ePKmnp6ekpHThwgUAwD/vRUXfdDZDDN+/f9/Z2dnAwKCysrK/v7+3t5dzyytXrrxw4QKLxcrKympra3NxcfmIg0IAQFRU1MzMzNPTMyUlpbq6+tChQ9xu0Ygatiekt5PK3/MeduzYsfv27Xv06FF5ebmNjc2yZcuKiooEBQUBoK3tTZQ58ckUHx9PoVB++eUXGRkZEolUX1/PuTUPD4+2trbU1NTo6GhHR0fOckI+UFJSUlpaGjEqJiamoqKC3xWPHsNWDGJiYgDQ3s7uLaK+vv758+eDLllVVRUbG4sPq6mphYSE8PHx3bt3j06nA0BhITvUGv+kx4eZTCaVSuXjY78IPnXqFHD0hSEhIeHg4BAREREZGfnNN98M1xGNKidOnPj222+JEHkmk1lZWamsrMzdVo2wYSsGBQUFKSmp06dPd3d3NzY2rlu3TlJy8I6Enz17tnDhwuDg4PLy8vLy8p9//hkAZsyYoaioaGBgsG/fvqSkpPz8/BUrVuAv+ADAwMCgubn55MmTdXV1x44dKy4ulpaWLioqIi4jXl5ep0+f5uXlnTWL+/2YfIk2bNjw6NGjJUuW3LhxIzEx0dHRsbe3d+XKldxu14gatmIgk8mnTp3KyckRFxc3MzPz8PCYOHHioL3wmpmZnTp16ty5c3p6evr6+omJibGxserq6gBw/vx5DQ0NBwcHOzs7ZWVlNzc3/PHAzs5uy5YtW7du1dTUvHv3bmho6Jo1a86ePfvjjz/i27S0tKRSqZ6enqPt1fhwMTY2TkpKamxsdHZ2dnd3B4DU1FRVVVVut2tkfR0vEBMTE/n4+J49ezaM2/w6zgzygQIC6V9A8PD7VVdXMxgMb29vHx8feXl5bjcH+YJ98TcVfn5+zs7Oc+bMCQoK4nZbkC/bF39l+Nc/BkGQD/TFXxkQZLigYkAQNlQMCMKGigFB2FAxIAgbKgYEYUOR9AjChiLp3wlF0o8qKJIeQd5AxYAgbKgYEIQNFQOCsKFiQBA2VAwIwoaKAUHYBikGBweHQSPpB00dlpCQ+OmnnwbdtJaW1tq1a4e5vcgngyLpB/9yj4qKyu+//z5goqys7NtLBgcHT548efjbhYwsFEkP7yoGISEhziT6QeHh8p6enp+gVchIQ5H0MNRnBgaDQSKREhMTJ02aNGPGDPjnbVJWVtaUKVMoFAqdTo+OjubM2Dt37pyurq6QkJCEhMT8+fMrKysBICUlhUQi3b59e8D2r127NgxHhgwFiqSHoRYDPz8/AAQGBm7evDksLIxzVltb2/z588eMGZOTk3PmzJnjx48TiXp37951c3NzcHDIy8tLSkrq6upauHAhAFhYWKioqHAGykdFRcnKylpbW//Ho0I+ziiPpB/8Nqm/v//Vq1ecU0gkkqCgIB7waGpq6uHhMWCV+Pj4lpaWI0eO4L2whYSEEBFUOjo6lZWVSkpK+CfN+vXr582b19jYKCUltWLFiqCgoN9++w0vs6ioKA8Pj9H2gfT5yMzMtLCwAABbW9vk5GT8P2X0GPzHrri4WPifxo0bR8wlwuU5lZaWkslkoj9CFRUVIl6SQqGEh4fT6XR+fn4SiTRv3jz4O1D+m2++aW9vj4+PB4CysrKysjIUKM9FKJJ+EBMnTsz8pxs3bhBziXB5TkwmU0REhHMKkYb9xx9/7Ny5c+vWrc3NzRiGcW5KRkbGzs4Ov1OKiooyNDRUU1P770eFfJxRHkk/+G2SoKCgsbHxkDYkKChIRHDjiM+VmJgYKyurFStW4KMDAuW9vLxcXFyYTGZ0dLSvr++QdooMl6SkJCqVam5ujo+iSPr/hE6n9/b2lpSU4KMlJSVEjz5MJhPvawd3+vRp4AiUt7e3FxcXDwoKevjwIepnhFtQJD0MYzHMnTtXWFh47dq1OTk56enpq1atIh4zDAwMbty4kZ2d/fjx4zVr1kycOBEA8vLyOjs7AYCXl3f58uX79u1zcnIacKOFjBgUSQ/DWAxjx46NiYlpbm42Njb29vb29/dXVVXFA+V/+OGHWbNm2djYmJiYyMnJHT16dPbs2b6+vnFxcfi6+KlH/YxwEYqkB/g8Iuk3b95Mp9P7+/u53ZB/+BzODDJiuB9JX1ZWlpqaGhwcfOHChbd7hUOQkcTlYjAxMSGRSAcOHFi0aBF3W4IgXC6G5uZm7jYAQQjoDx8QhA0VA4KwoWJAEDZUDAjChooBQdhQMSAIG4qkRxA2FEn/TiiSflRBkfQI8gYqBgRhQ8WAIGyoGBCEDRUDgrChYkAQNlQMCMI2eDGkp6fb29vLyclRKJTx48c7Ojrm5eWNWJuioqJIJBL6qsNIWrRo0dudEKxevZrb7RpRgxRDUlLSrFmzxMTE/vzzz+zs7KNHjz5//tzc3PzBg3//DZSUlNSTJ0+Gv5nIJxYYGJjKIT4+XlBQcOrUqdxu14ga5JtuJ0+e1NTUPHfuHD46depUa2trAwOD9PR0dXX192zr2bNnTU1NQ9o9i8Xi5eVF337mukmTJnGObt++XVVV1cvLi1vt4YpBrgz4DyjnFGFh4ZKSEh8fH3w0NzfX2tpaXFxcSEhIX1//5s2bAJCWlqaoqAgAysrKDg4OACAkJBQUFERsxMvLa9q0afiwuLj44cOH586dS6PR2traWCzW2rVrx4wZIyIi4urq2tbWRqzV19e3Y8cOFRUVKpUqJyfn6+vb0dEBAKampgMyop2cnAwMDIbhlIx61dXVwcHBQUFBoy0BepCjnTt3blFRkZOTU3Z2NhGxRuju7p4zZ46wsHBycnJOTo6JiYmDg0Ntba2RkVFERAQAFBQUcKbMD4qfn/+PP/6YMmVKRkaGkJDQ/v37T5w4ERQUlJ+fb2xsvGfPHmJJ/H/lwIEDDAYjLCwsLi5u27ZtAODl5ZWcnFxXV4cv1tHRkZSUhEKLh8Xu3buNjY0tLS253ZARN2g60K5duwQFBQFARETEzs4uJCSko6MDn8VisZ49e8ZkMvFRJpMJABERERiGJSYmAkBVVRU+S1BQ8ODBg8Q2V65cqaenhw/LyspOnz6dmKWqqrpw4UJiFM+7b2pqwjCstbX16dOnxCx/f38NDQ0Mwzo7O0VFRYntR0REUKnU1tbW/5ad8w+jMzeppqaGn58/OTmZ2w0ZaQGB9MGvgz/++GNDQ8Ply5c9PT0fP37s4+NDp9NLS0sBgJeXNz8/38LCQkBAgEQi4SGqRKzqhyNy7Xt6eioqKnR1dYlZM2fOJIYxDNu9e7eMjAz+aBEcHIzvi0ajubq6Epeg6OhoR0dHIvcb+WihoaHy8vJ4Lw2jzTtvCgUFBRcsWHD48OGysrKUlJSOjo6AgAAAuH//vrOzs4GBQWVlZX9/Px4g+RGIXHv8msP5c8w57Ovrm5iYeOHChc7OTgzD8HsknLe3N4PBYDAY3d3dCQkJKJ1yWISHh7u4uIzOVxqDFENdXR1+80OwsLBwcnK6d+8eAMTHx1MolF9++UVGRoZEIg3Il+c04IR2dXUNupiAgAAAcD40E1n2GIbFxsZ+99135ubmFAoF/hlnr6urq6urGxERkZSUNGbMmNF4jzvcqqury8vLR203YgOLoaGhQVFRce/evQOmP3r0SFpaGgCYTCaVSsX7swKAU6dOAUe+POewmJgYZ48NeC29jUKhKCkpFRYWElPS0tLwARaL1dXVRcTZt7W1xcbGcu7L29s7MjIyIiICdX41LFJSUgBgtP16gTDwB2jcuHHff//9/v37V65cefXq1du3b1+6dGnBggWZmZlbt24FAAMDg+bm5pMnT9bV1R07dqy4uFhaWrqoqKitrQ2/84mPj8d7aZg2bVpMTExTU1NnZ+eePXsGXG04LV269MqVKyEhIcXFxQcOHCDKhkwm6+nphYWFVVZW5ufnOzo6Ojo6trS0PHjwgMViAYCrq2ttbW10dDR6jzQsqqqqpKSkRm/HAIO+Mzl9+rSpqamUlBSFQlFUVHR0dLx16xYxd8uWLZKSkqKiou7u7u3t7YGBgYKCguvXr2exWLa2tjQabc6cORiGVVRUmJmZCQgIyMrK/vzzzz/88IOOjg6+BVlZ2W3bthEb7O7u9vLyEhERERIScnFxiY6OBoC6ujoMwxgMxvTp06lUqqamZmxsbE1NjYqKioSEBPHOyt7e3tjYeNjfLWCj8m2Sj4+Pqqoqt1vBHQGB9M8ikv6jNTY2CgkJnT9//lNs/Is+M8hQvfPV6uevubk5JyfH0dFxwoQJzs7O3G4O8jX4Uovh3LlzJiYmvLy8sbGxA/54BEE+zpdaDOvXr3/9+nV6erqSkhK324J8Jb7UYkCQYYeKAUHYUDEgCBsqBgRhQ8WAIGyoGBCEDUXSIwgbiqR/JxRJP6qgSHoEeQMVA4KwoWJAEDZUDAjChooBQdhQMSAIGyoGBGHjTiR9c3MziUSKiooaxm0i/1FhYaGlpaWAgIC4uLiXlxdnsskoMcyR9MgX6sWLF5aWln19fZcvXz58+HBMTIynpye3GzXShjOSHvlyHT16lMViXb58WUxMDAAoFIqzs/P9+/cHRNV/3YYcSZ+Xl0cikTjvmiZOnIgnTx4/flxKSqqgoGDGjBkCAgLKysp//fUXsVhISIiCggKNRjMyMrp//z4x/V2h8zt37hQVFeXM4Tt8+DCNRmttbR2ug0cIJSUlurq6eCUAgIODAw8PD97ZwOgx5Ej69yCTye3t7du3bz99+nRbW5ubm5uPj09tbS0AZGZmrl69Gs+o/OGHH/z9/Ym13hU6v2LFCiaTeeXKFWLJqKgoBwcH4j8MGUY9PT1kMpkYJZPJ4uLilZWVXGzSyBukGFauXLlr167r168bGhqKi4vb29ufOHGis7PzQzb3+vXrrVu30ul0Mpns4+PT29tbVFQEAGfOnJGSkgoODqbT6fb29r6+vsQqPj4+5eXlixYtUlNTs7KyWrx48fXr1wFASUnJysqKyNmur6/PyspC6cKfiKqqanFxcU9PDz5aX1/f0tLynhDEr9KQI+n/1ZQpU/AB/CP85cuXAFBaWqqtrU3cfX1I6DwAeHl5Xbt2rbGxEQBiYmLGjx9vZWX1UYeJ/AsvL6/m5mY/P7/W1tbq6moPDw9hYWEiUXeUGHIk/b+i0WicoxiGAQCTyfyI0Hn8pig8PBwAoqKiULrwp6Ourn78+PHTp0+PGTNGU1PTzs5OSkpKSkqK2+0aUUOOpH87uf9dWfOcBAUFPyJ0np+f393dPSIiorm5OSMjA6ULf1KrVq1qamp6+PBhY2Ojl5fXs2fPJk+ezO1GjaghR9LjNz/Eb2Tq6+ufP3/+r7uh0+kMBoN4HB9S6Hx2dvZvv/02Y8YMVVXVoR0c8sEePXp04sQJGo2mqqpKo9HCw8N5eHhmz57N7XaNqCFH0isoKEhJSZ0+fbq7u7uxsXHdunWSkpL/upulS5c2Njb6+fkxGIzIyMiwsDB8+r+GzmtoaBgYGBw4cABdFj6prq6ub7/9dt26dbm5uWfOnNm4cePmzZuJ3pVGi4+IpE9MTNTQ0KDRaOrq6levXjU0NFy/fj2GYaGhoQDQ29uLL4bfa505cwYfPXTo0Pjx4ykUioGBAX7Hhadn/2vo/MGDB/G7rE+TvvxOoy2FOzIyUktLi0KhKCgo7Nu3r7+/n9stGlEBgXRSQCD9c/6mL4ZhhoaG2traISEhI7xr9B3oUWXjbvXP991ZV1dXRUUF3jkQ/kIJQT6pz7cYSktLjYyMFBQULl++rKioyO3mIF+/z7cY9PT0uru7ud0KZBRBv8NCEDZUDAjChooBQdhQMSAIGyoGBGFDxYAgbCiSHkHYUCT9O6E/xxhVUCQ9gryBigFB2FAxIAgbKgYEYUPFgCBsqBgQhA0VA4KwDVIMDg4OJBIpKChowPTm5mYymUwikfCv6g+LqKgoEonU3Nw8XBtEPhqKpB/8yiAgIHD+/PkBEyMjIznjOJGvCYqkh3d9083Y2Pj69esPHjzgzKAPDw+fOXNmamrqSLUNGTkokh7edWWQlpbW0dHhvDjU1tZmZmZaW1tzLob35EChUCQkJJYtW9bQ0IBPd3FxcXZ2PnfuHJ5Ipaenl5OTg89isVhr164dM2aMiIiIq6srZ8xeU1OTu7u7jIwMlUpVU1M7fPgwPt3U1NTGxoZzv05OTgYGBv/52JE3UCQ9vKsY+vr6nJ2dL1y4QEyJiIjQ0tLizLQ7c+aMt7e3q6srg8G4ePFiXl7e3LlzMQwDADKZfOfOnZs3b2ZnZ9fX10tISBDp2fv37z9x4kRQUFB+fr6xsfGePXuIDXp6eubm5l68eJHBYGzbts3f3//y5csA4OXllZycXFdXhy/W0dGRlJSEMsWGF4qkBxgsRGzBggXLli2rqqoCgJycHHzi9OnT9+7dGxkZCX/HhE2ZMsXa2ppY6+rVqwCQlZWFYdiyZcuEhYVfvXqFz8Jj5Ts6OjAMU1VVXbhwIbGWh4cHADQ1NWEYVl9f39DQQMzS09Nbs2YNhmGdnZ2ioqIHDx7Ep0dERFCp1NbW1mGNkBrEqAoR8/f3l5KSev36NT76/PlzHh6e5cuXc7dVIykgkP7OV6tKSkqGhob4nVJlZWVeXt6SJUuIub29vQwGw9jYmJiir68PAHhUHgCoqqoKCgriw0Q2fU9PT0VFha6uLrEWZzZ9c3Ozp6enmJgYiUQikUj5+fl4Nj2NRnN1dSU6aoiOjnZ0dOTM8Ub+OxRJD+//PYOrq2tERER/f394ePiMGTOUlZWJWR0dHf39/ZxZnPgw8T5uQDA9AGAYhl8cBs2m7+7unj9/fmdn5507d/Arj5GREbGYt7c3g8FgMBjd3d0JCQmoy5JhhyLp4f3F4Ozs3NTUdOvWrfDw8KVLl3LOEhQU5OXlxTsiweGf4u//wBYQEACAQbPpGQzG48ePDxw4oK6ujn8gcWbT6+rq6urqRkREJCUljRkzxtLS8sOPEPlAKJL+fcUgKSlpbW0dEhJSWlrq7OzMOYtMJuvo6Ny+fZuYgg9Pnz79PRukUChKSkqFhYXEFCKbHk8pJrLps7KyKisrsX9m00dGRkZERKAuSz4FFEkP//rnGPidkoWFBd45A6eAgIAbN24cPHiwqqoqJSUlICDAzMxs2rRp79/g0qVLr1y5EhISUlxcfODAAeIZQ0dHR0BA4Lfffqurq0tISNi4caO9vX15eTnxutbV1bW2tjY6Ohq9R/oUUCQ9wLvfJuHDTCZTQEAgNDQUH+V8m4Rh2MmTJ9XV1clksqSkpJeX18uXL/Hpy5YtMzIyIjaIv2iqrq7GMKy7u9vLy0tERERISMjFxSU6OhoA6urqMAy7ePGisrIyjUYzMzMrKytLSkoSExPT09MjtmNvb29sbDzcbxHeaVS9TcJQJH0gffD+GT5DjY2NQkJCeJcOI+NLOTPIsHjfq9XPR3Nzc05OjqOj44QJEwY8uiDIMPoCiuHcuXMmJia8vLyxsbFE57kIMuy+gGJYv37969ev09PTlZSUuN0W5Gv2BRQDgowMVAwIwoaKAUHYUDEgCBsqBgRhQ8WAIGwokh5B2FAk/TuhSPpRBUXSI8gbqBgQhA0VA4KwoWJAEDZUDAjChooBQdhQMSAI28BicHNzI73D77///kmbsnbtWi0trU+6C+Q9MjIyzM3NxcTEJCUl7e3ti4uLud2ikTYwMm3r1q1E/ISnp6eWltbGjRvxUQ0NjZFsGTKSCgoKbGxsnJycdu7c2dnZGRgYaG1tXVpaKi4uzu2mjZyBxTBp0iQihZxGo8nIyFhZWY14q5CRFhkZqaysfPbsWTyTSllZWUtL69atW/Pnz+d200bO0J4Z5s6dO3fuXGL07NmzJBLp1atXAMBisXbu3KmoqEihUFRVVY8ePUoslpmZaWpqKiYmJiwsbGxsnJGRgU+vq6uzs7Oj0WjS0tK7du3i3NGg8fRMJlNISGjv3r3EYn19fVJSUlu3bh3ycSP/tG/fvrKyMiKdjUqlAsBoC2sbtqPdsGFDcHBwYGBgSUmJv7+/v79/aGgoAHR0dMydO1dTUzM7O/vu3bs6Ojq2trZ4LqWHhweDwYiLi0tJSWlqarp06RKxtUHj6YWFhZ2dnYkEYgBIT09vampCsWLDpa+vr62traCgwNvbW1tbe0C3GF+/96QDqaioeHp6ck6xt7e3t7cnRvGfSyaT2drays/Pv2PHDmKWl5eXmpoahmFFRUUAkJGRgU/v7e1NS0vr6OioqakBgCNHjuDT+/r6lJSUJk2ahI++K54+KysLAHJzc/Hpa9asMTAw+PisnPcahblJRLdMtra2eD8Bo8ew5SYVFRX19PTMmjWLmGJubv7w4cMXL17Q6XQNDQ1XV9f9+/cXFBTw8vKamZkJCAiUlZUBABFPz8PDg4fa494VT29oaKipqYkXYX9/f0xMDLosDCNdXd20tLSwsLD6+npzc3MiFnqUGJ5iwJPoZ8+eTf0bnhrf2NhIoVAyMzPd3NxOnjypp6enpKSEdwiEJw1/RDz9ypUrL1y4wGKxsrKy2traXFxchuUQEAAQFRU1MzPz9PRMSUmprq4+dOgQt1s0ooZWDCQSiXO0q6sLH8B/js+ePXvvbwwGo6ysbMKECQAwduzYffv2PXr0qLy83MbGZtmyZUVFRXhXJh8RT+/h4dHW1paamop6LRlGSUlJRCI6AIiJiamoqDx69Ih7LeKCoRWDmJgYZ/fARLi8jo4OhUJpampS/9vYsWMlJSUpFEpVVVVsbCy+mJqaWkhICB8f37179+h0OucW8E96fPj98fQSEhIODg4RERGRkZGo15LhcuLEiW+//bavrw8fZTKZlZWVnN3TjApDeoD+9ddfaTRafn5+b2/vlStX8B9oJpOJYdh3330nISERERFRVVWVmpqqo6Mzf/58DMPS0tJ4eXmDgoIePHjw4MGD3bt3k8nksrIyDMMMDAzGjx+fmJiYl5fn7u6uqKiIP0A3NTUJCAh4e3vX1tbGx8cbGBjY29vr6OjU19fjzbh+/TqZTJaXl+/r6/tEj1PYKHuAzszM5OPjW7Ro0fXr1xMSEiwtLWk02sOHD7ndrpHzLyncbxdDR0eHu7v7mDFjREVF3d3d8UB5PIm+t7d3x44dCgoKZDJZVlbW19cXLxIMw86ePaurqysoKCgiImJgYJCQkIBPr6qqsrS0pFAoUlJSO3fu3LZtG/4CCvu3ePq+vj5hYeHt27cP8/n4p1FVDBiG3bx5E/910NixYy0tLe/cucPtFo2oLymSnlNiYiIfH9+zZ88+6V6+xDODfLSAQPoX1p1jdXU1g8Hw9vb28fGRl5fndnOQr8oX9vt2Pz8/Z2fnOXPmBAUFcbstyNfmC7sy4E8pCPIpfGFXBgT5dFAxIAgbKgYEYUPFgCBsqBgQhA0VA4KwoUh6BGFDkfTvhCLpRxUUSY8gb6BiQBA2VAwIwoaKAUHYUDEgCBsqBgRhQ8WAIGwDi0FfX9/c3JxzyvXr19/Oo/f09JSWlh7SnrS0tNauXftRjRyC5uZmEokUFRX1qXf0lVm0aNHbnRCsXr2a2+0aUQOLwdraOjs7u7Ozk5iSkpJCIpFSUlI4F0tNTbW2th6JBiIjIjAwMJVDfHy8oKDg1KlTud2uETXwm27W1tZ79+69desWETqbnJxsY2OTlpaGYRgeIvbo0aPq6mpUDF8Toh8C3Pbt21VVVb28vLjVHq4YeGUwNDQUFBRMTk7GR9va2goLC319fZuamoiuXPB4WrzfhsbGRnd3dwkJCSqVqq+vz3kBycrKmjJlCoVCodPp0dHRRBrf8ePHpaSkCgoKZsyYISAgoKys/NdffxFr5efnW1pa4rkyCxYsqKqqwqf39vYGBAQoKChQqVR5efkNGzb09PTgs0JCQhQUFGg0mpGR0f3794lN9fX17dixQ0VFhUqlysnJ+fr6dnR0AMDOnTtFRUWJOEAAOHz4MI1Ga21t/c/n82tQXV0dHBwcFBQ02iLpB4mKsbW1JRKKYmNjBQQEXr9+TafTDx06hE9csmQJnvbFYrF0dXVVVFRu3rxZWlq6du1afn7+4uJiDMNaW1vFxcXNzc3v3bt39+5dS0vLsWPH+vr6YhgWGhpKoVBsbW0fPHjQ09Ozfft2MplcU1ODYdiTJ0+EhYXnzJlTWFiYm5tramo6YcKErq4uDMP27NkjJSV17dq1ysrK+Ph4WVnZrVu3YhiG9/awfv36Bw8exMXF6enpAUBkZCSGYQcOHKBSqZGRkeXl5Tdu3FBQUFi/fj2GYVVVVSQSKTw8nDhkExOTJUuWvJ0dMrxhJF8KLy8vKysrbrdipA2em/TLL7/w8PC0tLRgGObn54efl1WrVs2bNw9fYNy4cX5+fhiGJSQkAEBycjI+va+vj06nr1q1CsOwc+fOAQBeGBiGVVRUkEgkohiAI6S+uroaAOLj4zEM27Rpk7CwMJ5KhmHYs2fPeHh4zp8/j2GYo6PjrFmziEaWlZWVl5djGObt7S0lJcVisfDpf/75J1EMra2tT58+JVbx9/fX0NDAh62trYls/efPn/Pw8Fy7du3tszPUE/oVqKmp4efnJ/5PR4/BI+mtra37+/vxGNrU1FT85ZK5uXlGRkZfX19ZWVlDQwP+wJCbm8vHx2dqaoqvyMPDY2Jikp2dDQClpaVkMpnosFBFRUVSUpJzL1OmTMEHxMTEAADvviQ3N3fq1Kn4FACQl5efMGECvsEFCxakpqa6uLhERUW9fPlSXV1dTU0N35G2tjYvLy++ysyZM4ldYBi2e/duGRkZXl5eEokUHByM59oDgJeX17Vr1xobGwEgJiZm/PjxqLcuXGhoqLy8vIWFBbcbwgWDFIOWlpaMjExKSkpLSwuDwcDPi7m5Of78kJqaSiaTzczMAKC9vZ3FYgkJCRFJ9H/99VdDQwMAMJlMERERzs0OiMum0WicoxiG4RvMzMykcqisrMQ36OnpGRcXh+dbSklJLVmypKmpCd/RoLn2AODr65uYmHjhwoXOzk4Mw7Zt20bMcnBwEBMTCw8PB4CoqCgPD49Rd3/8DuHh4S4uLgPi1keJwXOTrKysbt++nZWVRaPRpk+fDgAyMjJqamq3bt3Kzs7GH7IBQFRUlEqlEknaOPxDWlBQkDOvGzgS599DVFTU2Ng4JCSEcyIRx21nZ2dnZ9fV1ZWQkLBu3TofH59Lly4JCgoOmmuPYVhsbOz27duJX5tw5trz8/O7u7tHRES4urpmZGR86l59vxTV1dXl5eWj9j3h4B+H1tbWDAYjNTXV2NiYTCbjE83NzW/fvn337l3iZOnr63d3d/f39xNJ9DQaTU5ODgDodHpvb29JSQm+ZElJCXGL8h76+vqVlZUqKirEBnl4eGRkZAAgNjb2yZMnAECj0RYuXLh69Wq8COl0OoPBILLUiU4GWCxWV1cXUUhtbW2xsbHY37n2AODt7Z2dnf3bb7/NmDFDVVV1COfs64W/DBxtv14gvLMYWCxWWFgY572jubn5zZs3nz59ShSDlZWVrq6um5tbRkbGkydPLly4oKuri3/Kzp07V1hYeO3atTk5Oenp6atWrRo3bty/tmb16tXt7e3Lly9nMBiPHj366aefNDU1CwoKAODXX391cXHJyMioqqpKT0+PiIgwMTEBgKVLlzY2Nvr5+TEYjMjIyLCwMHxTZDJZT08vLCyssrIyPz/f0dHR0dGxpaXlwYMHLBYLADQ0NAwMDA4cOIA6wiJUVVVJSUkNuL8dRd71zgR/9s3Oziam1NXVAYCYmBjx6gbDsIaGBnd397Fjx1IoFHV1deL1K4ZhN2/enDRpEplMVlVVjYqKMjY2xl804W+T8P6pMAzDuyY5c+YMPpqXl2dpaSkgICAoKGhgYJCYmEjsyM3NTVpamp+fX05O7ttvv21vb8dnHTp0aPz48RQKxcDA4N69ewCAv4BiMBjTp0+nUqmampqxsbE1NTUqKioSEhJVVVX4igcPHsTvst71euHD30V8HXx8fFRVVbndCu4ICKSTAgLpo/ObvhiGGRoaamtrD3hEIaDvQI8qG3erf2HBw8Oiq6uroqLi2LFjxcXF+AslBIEvLoV7WJSWlhoZGSkoKFy+fFlRUZHbzUE+F6OxGPT09Lq7u7ndCuSzg37ThCBsqBgQhA0VA4KwoWJAEDZUDAjChooBQdhQJD2CsP0/eQw6AQgCyj4AAAAASUVORK5CYII="
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<image>A hardware store monitored how many hammers it sold in the past 7 days. What is the median of the numbers?
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7
| 57 | null |
7
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"
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<image>Some scooter companies compared how many scooters they sold. Which company sold the fewest scooters?
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Scooters and More
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Scooters and More
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"
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<image>Lisa is looking at the price of new cell phones online. Her favorite company, OrangeTech, has a special this weekend. Lisa can add an upgrade to a phone for an additional cost, or she can buy a used phone to get a discount. The change in price for each option is shown in the table. Which option results in a greater change in price?
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buying a used phone
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buying a used phone
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"
|
<image>Omar went to the store and bought 1/2 of a pound of green seedless grapes. How much did he spend?
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0.50
| 60 | null |
0.50
|
"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"
|
<image>Laura was a spectator at her town's air guitar competition. Contestants were allowed to play either the acoustic or electric air guitar, but not both. Laura recorded which type of guitar each contestant played. She also counted the number of contestants wearing different kinds of pants, as there were some interesting stylistic choices. What is the probability that a randomly selected contestant was dressed in velvet and played an acoustic guitar? Simplify any fractions.
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5/17
| 61 | null |
5/17
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9yeZhebkF5AGnTp0nN1atndeunYGWFmf9hgV6Lxr9kN6YIc2JxFUAUFVZTbY61NTU+GnvN0+eXr58NUneCwm1BoUdF516OshfDIcutuRGQcGDFg/u0tXewrL9yRPnYnbsrygXA8DDh0IAIAhCKq0je4M3d/v2XQBgsVjNb1Ig21wOHtw3bleiVFo3eOAX5uYmbu6Offu5DRvm27wpL3r/tLQ4zi4NXVC1tbU6drK5npMnElU+eVzWztiwTx+X4uKS39Myz/2RJZHUwos+Z7XPG5qcFdwrJjd69epBbmhqavR07ipfqoNWZEhzgwd7/51XcPducdfOQxy62Lm5Ofr1dx8S4NNWz1p1UFhceLzG9xAtLU5Ds8sqSYsHnzl9YeqXS141U32VSnEVAMhkslMpGU12lT55BgBDAvpFb/96ZWR0WVl5SYnwSNLZI0lnFy34ZnnkrPAFb9E+BlHB8OUWpfKEqZbUAMA3G3ZvWBcrlb6y71plVTUAaGlx5A1YAUBfn/fSMW/KkOYiV/6vpvb5Tz8cev5cmpd7Ly/33t49Sfr6unt/3th/gGernxyisrgodtt+9kyk2Oyyifr6+pmhkU+fVnC5Wom/bu3j5cJms4cHTvvj98zX/wodXW5VlURbmyMsfWWzqy+njJ74+SdZWTcuXbyW+WdO+rnLtbXPI5dv7d690+Ahfd/xuaG2oNgOFQCePWv4UVtbKy+vYM2qHQRBdOlqf/CXLR06WDCZTH1dF8Vao63FeQJQXS2RSqXyhh5NesW3JkOaUFdnb45aErliTkb6lazM6xcuXL1y+eazZ6Kxn83LzT9lZKT/zs9X1VC45nL1ys3nzxu+//1yVkMbTbLZZRMPHvwr+PcJAPR2c/TxdWez2fX19fn5Tdt3k+rrGxfVyKaZVVWSoqKHL/bWl5WVKy68PSoRlj8TeXu7LlocknQ05lLWr01CQnQRi6tyb9+Vb9+98w8AGBjwjIz0s6/eIl/EMZ8F2NlZMZnMO3f+aTKLsbWzIjeyX7RSlUhqcq7lKh7TmgxpQiaTFRTcZ7PVhg33W712/h/p+7duWw4A1dWSWzfvtMHTVhkUFpeysvJlS6NqamoF/z5ZtXI7OUg2u2zCwECP3Ci4d7+29jlBEOvW7BQKGlptCwQNX+BMXsMuuFcsFJSS8yCyux0AfBWxiezCuy063tqin56OC/nB28NtdCf7QRPGh1dUiF9E1TAZJi9mI3otCP+mrKxcIqlZvvQ78hUkM0T+iSn39j0AqK6WLAzfQC69CQVlZGkY5O9FHrM0YvO/jx6LRJWLFnxDXmCSe2OGNPGoRGhi5OHUfdjqlTvIPtAEQchnQ8bGBm38/D9qFBaXfj5ue39Kam/saW874K/reQDg6OQgf7EV6ehoDxzkBQD37z/q6jCkc8dB0VvjN3/XsAI3wO/z3bsSAcCppwMAVFZWd+7o79DJHwDGjhtG5mLysd/NTb2szPsuXRIFAGM+CyB76y1aPI3FYl28eM3G0seho38Ha1//AZMBwM7Oauz4YdQ9d/R6Mlk9AFhZmVVUiG0sfcxM+nwf9wsA6OpyFy+ZDgB9vFyMTQwB4NCvKU7dh3W0HVhSIpw3fzIA3L//yKn7sKtXbn7x5Wjykl9W1l8d7QZatPf+7WhqPx83xV/0xgxpwszcZPKXowAgeutec1Ovrp2HWLT3Xhm5DQBGjPTv2q0jpX+WjwyFxcXMzPjkqR88PHpqaXEMDHjj+cN/S46VfzZuIu77NWPHDWtnbFBVWe3gYHc2bc+UqWP4E4K0tDiyOpmOjhYArP9moZeXi6amBpfL6dGjMwAwGIyEg1HrNoR379GJxWLV1clcXLttiV4W98Na8mFHjvI/nhL36YiBpqbtSkufyepkjk4OkSvnpF9IUFxvRu9ZtUQCAEbt9I/+FjPmswAuV0tLi+Pj65Zy+gdbW0sA4PF0jhyN6efjpqOjXV4uGh7U/9SZH2fPmeDh0VNdnV1fX6+lpcnlap04FRc4zFdbm6Oryx04qM/psz8ZGjYs6JI30b0xQ5rbtDli565Vffv24upoCwRPOFqa3t6uu79fsyf+m/fyt/l4vEU711YqeSjs3HEQAASPDfzhp/Vt9bCIdq1v5/qeEQQhv+nBp+/47Ku3tLQ4wtJMvC2FLm/dzhUhpZKRftnZcbiJkXvYvLXknZYnT5zLvnoLAAb5e2FloR2Fl6IRolRvN0cNTY2qKknc7l8O/XpKXUNdKCgFACMj/VVr5tEdHcKZC/pgcTiap878GLFketdu9jJZ/bOnFR06WIRMD7745y92L65SIxq1/czF3MKkUnKjzR8Woeb09HSXfT1r2dez6A4EtQBnLgghSmBxQQhRAosLQogSWFwQQpRouIkOIYTaFs5cEEKUaLgUvX5FPr1xIOW3ZEVnwFRBrUCmCs5cEEKUwOKCEKIEFheEECWwuCCEKIHFBSFECSwuCCFKYHFBCFECiwtCiBJYXJqSSqVLlixhsVi9evWiOxakXK5du9alSxcGg3H8+PHme0+fPu3n58fj8bhcrpubW0JCwvuPUKlgcXlJXl6eh4fHjh076A4EKZf6+vr169d7eHj8+++/LR6QmJgYEBBQUFAQGhoaHh5eVVXF5/OjoqLec5xKBYtLI5FI5OrqymQyr1279qoWKEg1LV++PDIycu3atYsXL26+t6amZu7cuebm5jk5ORs2bFi5cmV2draTk9OyZcuEQuH7j1ZJYHFpVFdXN3PmzEuXLtnb29MdC1Iu7dq1u3Tp0sKFC1tsKpCamioUCkNDQw0NG9p4ampqhoeHSySSw4cPv99IlQgWl0YGBgabNm3COQtqbt68ea9Zg8vMzAQAb29vxcG+ffvKd6kmLC4I/VeFhYUAYG1trThoaWnJZDLJXaoJiwtC/5VYLAYALperOMhisTgcjkgkoiko+mFxQYgqin1mVRAWF4T+Kx6PBwBNJil1dXUSiYTcpZqwuCD0X9nZ2QFAUVGR4mBRURFBEKp85RGLC0L/lZeXFwCkp6crDqalpcGLa0aqCYsLQv+Vn5+flZVVbGysQCAgR0Qi0aZNm/T19UeOHElvbDRq+17RH6709PSUlBRyu66urqSkJCIigvxx4cKF8vujkApavny5VCqFF/et7N2798KFCwDg7OwcHBzMZrNjYmKCgoJcXFz4fD6bzU5MTCwsLIyPj1flNRcsLo3+/PPPb775Rv6jQCCQ/zh16lQsLqps48aNtbW18h8PHTpEbvD5/ODgYAAIDAxMS0tbtWpVbGwsQRDOzs7btm0bOnQoPeEqBywujSIiIuRTFYQU1dTUvPEYX19fX19f6mP5YOCaC0KIElhcEEKUwOKCEKIEFheEECWwuCCEKIHFBSFECSwuCCFKYHFBCFGCERHZie4YEEIfIZy5IIQo0XD7//oV+fTGgZTfkhWdAVMFtQKZKjhzQQhRAosLQogSWFwQQpTA4oIQogQWF4QQJbC4IIQogcUFIUQJLC4IIUpgcXlJaWlpeHh4ly5dtLS0bGxsRo0adfPmTbqDQkrh5MmTfn5+xsbGPB7P2dn5u+++e/78ueIBp0+f9vPz4/F4XC7Xzc0tISGBrlCVBBaXRmVlZe7u7t99913Hjh0XLFjQr1+/5OTkXr16Xbx4ke7QEM2ioqICAwPv3r07YcKE0NBQqVQaFhY2YsQI+QGJiYkBAQEFBQWhoaHh4eFVVVV8Pj8qKorGmOkXEdkpIrITgQhi9uzZALBjxw75yJEjRwAgICCAxqiUh8qmilAoZLFY9vb25eXl5IhUKnV1dQWArKwsgiAkEomJiYmFhUVpaSl5gEQicXJy4nA4AoGAtrjpQ6YKzlwasdnswYMHT5s2TT7yySefaGlp5ebm0hgVot0///wzePDgpUuXyjucqampjR49GgDI3EhNTRUKhaGhofLmVpqamuHh4RKJ5PDhw3SFTTvsW9So+ST2+fPnUqnUyMiIlniQknBzcztx4kSTQYlEAgBkbpBtGL29vRUPILtEZ2Zmzpw58z0FqmRw5vI6u3btkkqlfD6f7kCQchGJRPHx8aampgMGDACAwsJCALC2tlY8xtLSkslkkrtUE85cXik9PX3hwoWenp6zZs2iOxakRJ4/f87n84uLi48ePcrhcABALBYDAJfLVTyMxWJxOByRSERPlEoAZy4tO3DgwODBg3v06JGcnKyurk53OEhZPHv2zN/fPyUlJS4uLigo6PUHEwTBYDDeT2BKCItLUwRBREZGjh8/fuDAgefOncP+80guPz/f3d09Ozv7yJEjU6ZMkY+TC71NJil1dXUSiUS+BqyCsLi8hCCIqVOnrlq1av78+ceOHWsy0UWq7Pr1656enjU1NRcvXhw+fLjiLjs7OwAoKipSHCwqKiIIwt7e/r1GqUywuLxk/vz5P/7448aNG6OiophM/OOgBnfv3vX392/Xrl1mZqajo2OTvV5eXgCQnp6uOJiWlgYvrhmpJvz/T6OkpKStW7eGhYUtWLCA7liQEpHJZMHBwTKZ7MyZM2ZmZs0P8PPzs7Kyio2NFQgE5IhIJNq0aZO+vv7IkSPfb7BKBK8WNVq0aBEA1NXVRURENNm1ePFifX19OoJC9Dtw4EBOTo6rq+vOnTub7HJ1dR0zZgybzY6JiQkKCnJxceHz+Ww2OzExsbCwMD4+XpXXXLC4NCooKACA6Ojo5rtmzJiBxUVl3bt3DwCys7Ozs7Ob7Jo0adKYMWMAIDAwMC0tbdWqVbGxsQRBODs7b9u2bejQoTSEqzSwuDQiCILuEJAyWrFixYoVK954mK+vr6+vL+XRfDhwzQUhRAksLgghSmBxQQhRAosLQogSWFwQQpTA4oIQogQWF4QQJbC4IIQowYiI7ER3DAihjxDOXBBClGi4/X/9inx640DKb8mKzoCpglqBTBWcuSCEKIHFBSFECSwuCCFKYHFBCFECiwtCiBJYXBBClMDighCiBBYXhBAlsLi8pLCwcMqUKfb29hwOx9bWduzYsbdu3aI7KEQ/mUwWHx/v6elpYGCgr6/v6uq6Y8eO58+fKx5z+vRpPz8/Ho/H5XLd3NwSEhLoilZJYHFplJ2d7eTktG/fPk9Pz8WLF/fp0ycpKalXr15//vkn3aEhmn3++eeTJk2qrKwMCQkJCQmpqamZPXs2+b3/pMTExICAgIKCgtDQ0PDw8KqqKj6fHxUVRWPM9IuI7BQR2YlABNG/f38Gg5Geni4fSUpKAoDhw4fTGJXyUNlUycjIAAB/f/+6ujpyRCqVurq6AkB2djZBEBKJxMTExMLCorS0lDxAIpE4OTlxOByBQEBb3PQhUwVnLo08PT0jIiL69esnHwkKCmKz2U16ACNVw2AwZs6cuWLFChaLRY6oqakFBQXBi/7QqampQqEwNDTU0NCQPEBTUzM8PFwikRw+fJiusGmHfYsarVmzpsnIgwcPpFIp2WYcqSxvb29vb+8mg4WFhfCiBX1mZiZ5mOIBZJfozMzMmTNnvqdAlQwWl5aJRKLs7Ozw8HAul7t06VK6w0HKQiaTlZSU7N27Nz4+Pjg4uGfPnvCi0FhbWyseaWlpyWQyyV2qCT8WtUBPT4/H4/Xv39/BwSEnJ6d37950R4SUwpYtW9TU1KytrWNjY+Pi4g4cOECOi8ViAOByuYoHs1gsDocjEoloCFQ54MylBaGhoU+ePMnPzz948OCDBw/27t1ra2tLd1CIfs7OznPmzBEIBOnp6fPmzauoqAgLC3vN8QRBMBiM9xaessHi0oL169eTGxkZGUOGDBkxYsS1a9fki3lIZfn4+Pj4+ABATU3NhAkTwsPDLS0tx4wZw+PxAEAkEskXdAGgrq5OIpGQu1QTfix6nX79+g0dOvTGjRt37tyhOxakRDQ1NcnW9IcOHYIXy7pNrioWFRURBGFvb09HgEoBi0sDgUDQs2fPSZMmNRknCAIAqqqq6AgKKYXVq1d37NgxJydHcVAxMby8vAAgPT1d8YC0tDR4cc1INWFxaWBqalpZWXnw4MHLly/LB+/cuXPmzBkul9utWzcaY0P06tChw71799asWVNfXy8f3LFjBwB4eHgAgJ+fn5WVVWxsrEAgIPeKRKJNmzbp6+uPHDmSlpiVAa65NIqLi/P39+/bt++oUaNsbW1LSkp+/fXXqqqqbdu2cTgcuqNDtBk3bty+ffuSkpIcHR39/f3V1NTOnTt35coVe3v72bNnAwCbzY6JiQkKCnJxceHz+Ww2OzExsbCwMD4+HtdcEACAn5/f5cuXR44cmZmZuXHjxqNHj3p4eBw7doxMIKSyWCzWkSNHtm7dqqmpuWfPnq1btz579mzevHlZWVl6enrkMYGBgWlpaQ4ODrGxsdHR0WZmZidOnJg4cSKtgdOsoSka9otAb4StRVArYWsRhBCFsLgghCiBxQUhRAksLgghSmBxQQhRAosLQogSWFwQQpTA4oIQokTDTXQIIdS2cOaCEKJEwz9cxHu60Rvh7f+olfD2f4QQhbC4IIQogcUFIUQJLC4IIUpgcUEIUQKLC0KIElhcEEKUwOKCEKIEFpdXCgsLYzAYU6dOpTsQpFxKSkp4PB6DwXj48KHi+OnTp/38/Hg8HpfLdXNzS0hIoCtCJYGtRVp29erV6OhouqNAymjWrFnN28snJiaOGzfOwsIiNDRUQ0Pj0KFDfD5fIBC8vpn0xw1nLi2oq6sLCQnBRmiouUOHDv3222+Ojo6KgzU1NXPnzjU3N8/JydmwYcPKlSuzs7OdnJyWLVsmFArpCpV2WFxasHnz5hs3bmzcuJHuQJByKS8v/9///hcYGOjn56c4npqaKhQKQ0ND5Y3oNTU1w8PDJRLJ4cOH6YhUKWBxaaqgoGDlypWzZ892c3OjOxakXBYtWiQWi2NiYpqMZ2ZmAoC3t7fiINklmtylmnDNpanp06cbGRmtXbu2rq6O7liQEsnIyPj++++3bNliZWXVZFdhYSEAWFtbKw5aWloymUxyl2rC4vKSPXv2pKWlJScnc7nc8vJyusNByqK2tnbatGm9e/dusbevWCwGAC6XqzjIYrE4HE7zpV/VgcWl0ePHj8PDw4ODg4cNG0Z3LEi5rF69urCwMDs7m8l8i5UEgiAYDAZ1USk5XHNpNHfuXIIgtm7dSncgSLncunXr22+/XbhwYY8ePVo8gMfjAUCTSUpdXZ1EIiF3qSacuTRISUk5ePDgt99+K5VKyZujyFyprq5++PChrq6urq4u3TEiGhAEERISYm5u/uWXX8rvmqusrAQAgUAAABYWFnZ2dgBQVFTUoUMH+YlFRUUEQdjb29MRtVLA4tIgLS0NABYtWrRo0SLF8QMHDhw4cGDx4sUbNmygKTREp6qqKvKKT/My0bt3bwCQSCReXl4AkJ6e3r9/f/leMqPIa0aqCYtLgylTpvj6+iqOVFVVjR071t/ff86cOar8/qPiOBxOcnJyk8G4uLhjx47t2bPH0NBQXV3dz8/PysoqNjY2NDTU1NQUAEQi0aZNm/T19UeOHElH1EoBi0uDLl26dOnSRXGEvFpkaWmJ67uqjMViNU+A1NRUABgwYICFhQUAMJnMmJiYoKAgFxcXPp/PZrMTExMLCwvj4+NVec0FF3QRagOBgYFpaWkODg6xsbHR0dFmZmYnTpyYOHEi3XHRCWcur6Snp0cQBN1RIGW0ZcuWLVu2NBn09fVt8slaxeHMBSFECSwuCCFKYHFBCFECiwtCiBJYXBBClMDighCiBBYXhBAlsLgghCjBiIjsRHcMCKGPEM5cEEKUaLj9f/2KfHrjQMpvyYrOgKmCWoFMFZy5IIQogcUFIUQJLC4IIUpgcUEIUQKLC0KIElhcEEKUwOKCEKIEFheEECWwuDTas2cPoyVr1qyhOzREMxsbm+aJoab20ldQnz592s/Pj8fjcblcNze3hIQEuqJVEvgF3Y3IXiLjxo2zsrJSHCdbXiFVVl5ebmlpOX78eMVBFosl305MTBw3bpyFhUVoaKiGhsahQ4f4fL5AIAgLC3vvwSoLLC6NyOISFhbWq1cvumNBSoQgCLFY7O3t/aqumzU1NXPnzjU3N8/JyTE0NASAJUuWeHh4LFu2jM/nm5iYvN94lQV+LGpEFhc9PT2a40BKpqKior6+/jWJkZqaKhQKQ0NDycoCAJqamuHh4RKJ5PDhw+8pSuWDxaWRYnF5/PjxkydP6I0HKQnFxKitrX3w4EFtba3iAWQzaW9vb8VBsks0uUs1YXFpVFFRAQBbtmwxNDQ0MTExNja2s7Pbt28f3XEhmpGJUVxc7OPjo6WlZWVlxePxgoODhUIheUBhYSEAWFtbK55laWnJZDLJXaoJ11wakW9QCQkJc+bM6dChw507d7Zv3z5x4sSqqqrp06fTHR2iDZkYJ0+e/Oyzz7Zv304QxJEjR3755ZecnJzs7GwdHR2xWAwAXC5X8SwWi8XhcEQiES0xKwMsLo2WL18+e/bswYMHy7OEz+e7urouWbJk8uTJGhoa9IaH6NK5c+dff/3V2tq6d+/e5MjMmTMnTZoUHx+/c+fORYsWvepEgiAYDMb7ClPp4MeiRv379x81apTi+0/Xrl2HDh367NmzGzdu0BgYopepqeno0aPllYW0YMECAEhPTwcAHo8HAE0mKXV1dRKJhNylmrC4vIGxsTEAVFZW0h0IUi6KiWFnZwcARUVFigcUFRURBGFvb09LeMoAi0uDysrKnTt37t+/v8l4bm4uNFurQyrl/Pnz69evf/TokeKgYmKQt1mSsxi5tLQ0eHHNSDVhcWmgpaW1bt26adOm3b59Wz544sSJjIyMnj172tra0hgboldeXt5XX321dOlS+YhEIomMjASAUaNGAYCfn5+VlVVsbKxAICAPEIlEmzZt0tfXHzlyJC0xKwNc0G3AZDKjo6PHjBnj4eERHBxsbm6em5ublJTE5XJ3795Nd3SIThMnToyPj9+zZ09ubu7AgQOrqqpOnDhx7969sWPHfvLJJwDAZrNjYmKCgoJcXFz4fD6bzU5MTCwsLIyPj1flNRcsLo1GjBhx7ty5jRs3njp16vHjx0ZGRuPHj1++fHmnTtjaSaVxOJyUlJStW7cmJiZGR0fX19d37dp1x44dM2bMkB8TGBiYlpa2atWq2NhYgiCcnZ23bds2dOhQGsOmXUNTNOwXgd4IW4ugVsLWIgghCmFxQQhRAosLQogSWFwQQpTA4oIQogQWF4QQJbC4IIQogcUFIUSJhpvoEEKobeHMBSFEiYZ/W4T3dKM3wtv/USvh7f8IIQphcUEIUQKLC0KIElhcEEKUwOKCEKIEFheEECWwuCCEKIHFBSFECSwuTZ06dapfv346OjoGBgaDBg3KyMigOyKkjB48eDBt2jRra2t1dXUej9evX7+EhAS6g1IuWFxe8vPPPwcEBAgEgnnz5k2dOvXWrVv+/v6XLl2iOy6kXPLz852dnePi4gwMDMaOHevj45Odnc3n8xcuXEh3aEoEW4s0Ki0tnTVrlrOz84ULF7S0tABgxowZPXv23LdvX58+feiODimRuXPnlpWV7d69OyQkhBx59OiRp6fn5s2bZ86c2aFDB3rDUxI4c2kUHx8vFovXr19PVhYAsLW1raioiImJoTcwpFQqKirOnDnj5uYmrywAYGZmFhISQhDElStXaIxNqeDMpVFqaiqHwxkwYAAA1NbW1tbW6urqMhgMuuNCyoXL5T5+/FhTU7PFvfr6+u85HqWFM5dGubm5tra2N2/e9Pb25nA4PB7Pxsbmxx9/pDsupFxYLJaRkRGXy1UcrK6u3rt3r5GRkbu7O12BKRssLo3KysoqKysDAgI8PDx++eWX6OhogiCmTJmyc+dOukNDSu3BgwcDBgwoLi7evXu3rq4u3eEoC/xY1EgqlRYXF+/bt4/P55Mjo0aN6ty58/Lly0NCQtTU8G+FWnD27Nng4GBtbe1z587hwr8inLk00tbWZrFYo0ePlo+YmZkNGTKkrKwsLy+PxsCQ0ioqKvrkk08sLCyys7OxsjSBxaUReQWRyXzpb2JsbAwAYrGYnpiQctu7d69EItm+fTuZJ0gRFpdGffr0kclk165dUxwsKCgAADMzM5qCQkpt9OjRKSkpHh4edAeijLC4NJo8eTKDwVi6dGltbS05cvXq1bNnz3bt2tXGxobW0JCS6t69+5AhQ9TV1ekORBlhcWnk4uISFhaWlpbm5ua2dOnSGTNm+Pj4sFisbdu20R0aUlJDhgxhMBjXr1+nOxBlhMXlJRs3bty1axeDwdi8efPBgwd9fHzOnz/fv39/uuNC6MODl1dfwmAwpk2bNm3aNLoDQR+GU6dO0R2C8sKZC0KIElhcEEKUwOKCEKIEFheEECWwuCCEKIHFBSFECSwuCCFKYHFBCFGCERHZie4YEEIfIZy5IIQo8X8hguM/haiZsgAAAABJRU5ErkJggg=="
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<image>Each plate has 10 bagels. How many bagels are on 6 plates?
|
60
| 62 | null |
60
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"
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<image>A marketing research firm asked people how many times they visited the mall last month. How many people are there in all?
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52
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52
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"
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<image>Damon buys 2+3/5 kilograms of Parmesan. How much does he spend?
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10.40
| 64 | null |
10.40
|
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"
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<image>The Oakdale Soup Company recorded the number of rotten tomatoes in each barrel it received. How many barrels had at least 40 rotten tomatoes?
|
17
| 65 | null |
17
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"
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<image>How much money does Julia need to buy 4 cranes and 2 forklifts?
|
45,818
| 66 | null |
45,818
|
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"
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<image>Each branch has 2 apples. How many apples are on 5 branches?
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10
| 67 | null |
10
|
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|
<image>The table shows a function. Is the function linear or nonlinear?
|
linear
| 68 | null |
linear
|
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"
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<image>Emmett, an employee at Jefferson's Convenience Store, looked at the sales of each of its soda products. On Friday, how much more did the convenience store make from Krazy Kola sales than from Pearl's Soda sales?
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4
| 69 | null |
4
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du8gFAE4HRgJAzO2ErPR8mrDgpduH12zx3Ovvw2K1Htl3BgCwXo0sVuvoMcMfPg3bd2wNVw071x9raWE6TbWMjDl2/Mw2/6BNABB8LKK8tMptroPZRAMAUFYbss1vqeaoDlr/AYCdk1lI+J5bsYEjRqmy2eyzQde4ZqirZezfeQoAdvv7BJ3fdf76gVnzndhsNmc3mfQ4g0zmvfkg4PDJDQHntlMo5OBjEUzmv0f2muq6mX+sbmps9g/aNFJHDQCepebU1TJG6484FLh+m9/Si7cOLVs7a5CsVAdvcmc+hlUb5wLA3u0nOYcGzNpt84PO77K2N/70qUVCUgwAmptbamv+vQwZa6LDx0chEolqwxQAYKypDolE4uHhUVFXAIDysmoASHmSBQCqGoof3pV/eFeuqq4AAI8epv2wMC6DZKVc59h/+tRyYNepri4LABOsDQFAffhQ7KnphDGcpxVl/+mgYedshrUGsrA2BIBXRe9bWpjYViipDKmtYXx4Vy4/dDAAJMT+Zyumz7L7+nUbG5vTkp8DgOOUCdiItYMxicTDYrWmJmV3sngHF3MA4OHhMbPUB4D83GKuGZ4mP29qbAYAR5fPr2LnZAYAeTlFNdX1TxIyAGCEloqElBgAjDXReVUbm1F8k5f33wYDC9w3v31d4vCHue3kz+0gsV3y47in9uPnH9h1qqy0csX62djbyKVTbQqsHUxGaKlkPsuLCIvC+nZgniSk79xw7HlmQdOXXjEA0P6oShf53C2CQqEAgLDw5wYyfHxkAGhrbQOA+loGAAQeuRh45CJnQexI2lVLVrlfOH3r0tnbcxb+0dVlhelC8OXQBgA0uiAAYBvL1fhJfIDIl0VoAMBms2ur67GT0bTkbG0lB86cHxmNtTX/duORlP5PizJMXQ0D2/eLitGxESKRKCxCq6qoab/s93FKotOFAKCmuo5rhurqOgCgUin8Ap97WomKfe4/VVdbj80vLEL7zkukp+YCQEzUo/LSKiyLKuoK+46t2bXpRHJiZnJiJmwHmYESoZf3Dh/J3UyzUyEjEAirN3tMd1ixf+cp2SEy2GBtTb3b5JUfGY0Ll023sB1bVlLp6bqxM2vjIiwiBADO0yZif1sYAUFqN1YlISU2e77zXwfO+e89TaGQsSaXAEAkEtva2pqbP/8lVFdxfwZdwvkIsQdEIlFETBjL6DBNpVWbPNrPTOXn45xf8nTUBkyYLoiVV11Vi42wWKy6mnpol4NOlFQvKCQAX8IkNoC724iICA0Ampo+NTY28/PzAUBV5eeXExEVpgkLAkBt9b+ZLi+tAgBR8X8LCDq/8/rlezev3t+58fjhkxuwwemz7KbOsMl8mpealH310t/pqbkLZmxKyPx3Z4Hp7Df+4y31dfVHvHtTmpKYiY3k5RZ/ZDQCwJLV7noGmpXlny/BWlmt31xLR3T0hgMAo75hgrXhBGtDCSmxxsYm7DPrBq8VrkI0geuX77HalSEhJQoAz1JyAaDhY+PdL9d93cP5MjbmTgIAKCrL8vKSsNPzstKqceN1JlgbDh+pXFfH4KNSsI6y38EvQB01Wh0Arl++h43cvPqAxWqlUMij9X/cZOVzSdcfAkBbW9uDf54AgKqGAtcM2nrDqFQKANy4fBcbuXrpHwAYMUpVmC6ka6AJAJnPXpSVVAJAWlK2pvyk0SqTm9sdoMaa6qzbPp9M5o0Ii8IuaJ4kpPtuOpGSmKU1Wn3eIpdzkfvhyxcuXLrQ1WfNVs/JFl6ck0G5ITK8vCQmk7Vy4W66KC02JklRSbaw4M2ODcd8Ns7t/GrnLXK5eOb237fiXR1XSkmL37x6/yOj8exVP40R3Wk4IyJK8/Seum9HcGtrK/YlHwCYWRqEhdzw3XzixfPC1KRsmUES5aVVX18s/xC7jQ0AzzMLXKy9hUWEbkfGAsCcBc4AMMFmrMYIpeeZBbbGHqP1h8fGJL0qer94pds4U50frnb9joUu1t4RYVEV5dUiIjTsa/0lq93FxOnfX5DT7zg08Gp6Wu67N6WZz/KIROJMj8lccwrThZauneW76cQa733x91OrKmsf3ksmkXg27lwIABOsDbRGqz9LybE3W2BoPCom6hEAeCyeIigkUNNu9zZEYZC7h+PJo+EbVh68/fBkw8dGf78z505dt3M2ExDgT3qUDgBmVgZf19mFf7vUH6dlbKbLeSolM+BAwDrZITIxdxLyc4pPX967bN0sIZrA3ahH7c/9f0hOfmBkzDETc90nCenXIu4qqw45fXnPeEv9zq+Bi8fiqVwHmnXbF9hONiWReO7/kzh1hs1UNxsA+PSp42bv3/GppQUAdh1cMUBC9ME/SSJiwt6r3GfMcwQAXl7SpVuHprjZlJZUXgi9RSLxbN69eO22+Z1Z7ZixIy//fdRo/OiUxKw71x8qqcodDFi3bO2sHy6INfPm4eEJCd/9/m1Z5rO8IQoDj53eoqrRQXc+b58ZBwPWKanK3b4Wm5acbTR+9OW/j4410QEAEol0/voBt7kOjY1NEWFRNJrgt4pfumaWMF3oWUrOpbO3zSYaBJzbLq84OPJSzKnjETXV9UvXzPQ/2cEpE8HTV+0X+tU8+o3/Lwf9xh/pDShkCO5QyBDcoZAhuEMhQ3CHQobgDoUMwR0KGYI7FDIEd6h1FII7EgCcWJPT12V01vzd6r9QtQgAzN+tjg6XCO5QyBDcoZAhuEMhQ3CHQobgDoUMwR0KGYK7jkP28OFDGxubQYMGUSgUGRkZR0fH1NTUbr9GUFAQgUDoaqOR38SzZ8/MzMz4+flFRUXnzp1bX9/Zey1/IR2ELDo6evz48XQ6/dSpU4mJiUePHi0pKTExMXnxooMOC8j/o6qqyszMrLW19dq1a/7+/pGRke7u7n1dVM/r4Ja44OBgdXX1sLAw7OmoUaMmTJigr6//8OFDVdWOezEg3XP06FEWi3Xt2jU6nQ4AFArFxcXl+fPnGhoafV1aT+pgT8ZisTh3LGKEhISys7M9PT2xpykpKRMmTBAVFRUUFNTV1b179/P9okwmc+XKlbKysnx8fIMHD16+fHlLy7+3neXn548dO5ZKpcrLy4eGhnLGw8LCtLS0BAUFxcXF7ezsCgsLe3wjf1rZ2dlaWlpYwgDAwcGBSCRy3s9+o4OQ2draZmRkTJ48OTExkavDCgA0NzdPnDhRSEjo3r17ycnJ48aNc3BweP/+PQDs2bPn7NmzQUFBOTk5AQEB4eHhW7ZswZYikUiLFi3y8fFJTk7W1dX18PDAFklKSnJ1dXVwcEhNTY2Ojm5qanJycsJ3i38mLS0tvLy8nKe8vLyioqL98M/M01eN/ZUtW7YICAgAAI1Gs7a2DggIaGhowCaxWKw3b94wGAzsKYPBAIBLly6x2WxHR8fx48dzVpKbm5uXl8dms0+ePAkAd+7cwcZfvXrFedrU1FRYWNja2opNunnzJgCUlZV9XRKmw2p/XStWrJCQkPj06RP2tKSkhEgkzpw5s2+r6lmevmodX11u3ry5rKzs2rVr7u7uRUVFnp6eKioqOTk5AMDDw5OWlmZqasrPz08gEISEhACguroaAOzt7R88eDBlypTLly/X1NSoqqoqK//b4MXQ8HNTIVFRUc4iFArl4sWLKioqZDKZQCBMmjSJM+l3MHfu3MrKyqVLl9bW1r59+3bGjBlCQkIkUhd6R/wSvvk9mYCAgL29vb+/f25u7v379xsaGlauXAkAz58/d3Fx0dfXLywsbGtrYzKZnEXc3d1v3brV0NDg5uYmISExderUiooKzlR+fn7sAdbci81mA0BQUNCmTZvWrl1bWVnJZrNjYmJw2s6fk6qq6vHjx8+cOSMiIqKurm5tbS0hISEhIdHXdfWwDkL24cMH7CDIYWpqOnny5PT0dAC4ffs2hUI5cOCAtLQ0gUAoLf1PFxdra+tbt25VV1dfvHgxPj6ec63wLZGRkebm5rNnz6bRaADAtbbfgYeHR0VFRX5+fnl5+dy5c9+8eTN8+PC+LqqHcYesrKxMTk5u165dXOMFBQVSUlIAwGAw+Pj4OLv006dPw5fd0vXr17HzLSqV6uTkNH/+/GfPnn3/5RkMBnbAxZw5cwb+20avfysoKAgMDKRSqUpKSlQq9eLFi0Qi0dLSsq/r6mHch39JSclly5bt3r27vLzcwcFBTEystLT09OnT8fHxly5dAgB9ff0dO3YEBwdbWVlFRkZmZWVJSUllZGTU1dUdOnSosbHRz89v8ODBb968uXTp0rhxP/jvGvT19QMDAxMTEyUlJf38/IYOHRoTE5OamionJ8c5vPZjTU1NCxcuzM7OdnNze/HihY+Pz+rVq0VEuFvY/fI6vF47c+aMkZGRhIQEhUKRk5NzdHRMSEjgTF2zZs2AAQOEhYXd3Nzq6+u3bt0qICCwZMmSsrIyV1dXKSkpMpk8aNCghQsX1tfXs79cXTKZTGxx7Fh89uxZNptdU1Pj6OgoKCgoIyOzY8eO1tZWS0tLISEh7HK1w0uVnr326XMRERHDhg2jUCiysrK+vr5tbW19XVEP8/RVI3j6qv1Cv5pHv/H/5aDf+CO9AYUMwR0KGYI7FDIEdyhkCO5QyBDcoZAhuEMhQ3CHQobgDrWOQnCHWkch+EL/rIT0BhQyBHcoZAjuUMgQ3KGQIbhDIUNwh0KG4O6bIRszZgyBQCAQCCNHjuzFen5HWVlZqqqqnI4Y/c83Q3bkyJGYmJgf3m6E/J9OnTqlr6/f/+4ab++bIRs9erS5uXnf3s3c/vb0/mrLli0RERGurq59XQiOunBOVlFR4ebmJi0tzcfHp6ys7O/vz5kUHx9vZGREp9OFhITGjh0bFxeHjdNotL17986bN09ERERAQMDR0bGqqgqbVF5e7ubmJi4uzsfHp6ure//+fWw8MzOTQCBERUVpaGjo6en10Gb+vB4/fmxlZdXXVeCrCyFzd3dPSUkJDw/PzMxcv379ihUrrl27BgANDQ22trbq6uqJiYlJSUmamppWVlY1NTUAwMvL6+fnN3r06NLS0oSEhOTkZKxxQWtr68SJExMTEy9duvTs2TM9PT0rK6vs7GwAIJPJALB169bVq1e3b2PWXw0aNKivS8Df92+XdXJy0tTUxB6Xlpa2b+qkra29YMECNpudkZEBAHFxcdg4k8mMjY3FWk2JiYmNHTuWs8ju3btJJNLHjx/v3LkDAPfu3cPGW1tbVVRUPDw82Gx2QUEBAPj4+HzrTtHu3mT6U/P19RUWFu7rKnDxzdZRHaqsrHR3d6fT6dhVZ1paGtbjSUVFRU1Nbdq0abt373769CkPD4+xsTGnyYCuri5nDRoaGiwWq7CwMCUlhUQiGRkZYeNEInHcuHGJiYmcOUePHv3//vUgP43Ohqy5udnOzq6xsfHJkydYwwFOvzEKhRIfH+/q6hocHKytrT1kyJALFy5wFmzfTwVLXmNjY319PYvFEhQU5PsiJCSkrKyMM2c/7AfxG+O+cn779u2HDx84Z9wtLS1YMjIzM4uKisLCwji9iUtLSznnE2JiYr6+vr6+vvn5+X5+ftOnT1dXV9fU1AQA7OQMg3XBEBQUFBYW5uPj4+r5w9WoFuk3uPdke/futbKyamhoAAA2m52TkzN06FD4kg/ObunRo0eFhYVsNhsAiouLr1+/jo0rKysHBASQSCSsmRkAtD8IpqenUygURUVFXV3d5ubmtrY21S+oVOpvcQr8W+IO2bx58xoaGlxcXCIjIz08PAoLC+fPnw8Ampqa/Pz8hw8f/vDhw507d3x8fGxsbPLy8srKyt68eePk5LR///68vLy8vLydO3cCAGdf+P79+82bN798+TIqKsrf39/Z2ZlKpZqbm2tpabm6usbFxb169erChQtaWlonTpzo5Y3vc9XV1bGxsbGxsUVFRSwWC3vcD/+/hK+v127duoVFSkNDIzw8nDMeHh4uLy9PpVKNjY1zc3Ojo6PpdLq2tjabzT537pyWlpaAgACNRtPX1+f0IBYTE9u8ebO3t7eoqCg/P7+zs3NNTQ02qayszM3NTUxMjEKhqKqqHjx4EBvHri5jYmK+danSY5c9P4GoqKivPxF3d/e+rqsnefqq/eArjP+TmJjY9u3be3CF/Sxkv4OufYWBIN2DQobgDt9//K+srMR1/cgvAe3JENyhkCG4QyFDcIdChuAOhQzBHQoZgjvUOgrBHWodheALtY5CegMKGYI7FDIEdyhkCO5QyBDcoZAhuEMhQ3DXQcgcHBwIXwgICKirqy9btuzdu3e9VtPRo0f7d5cbjrS0NMJXSktL+7quHtbxZ6moqBgUFAQADQ0NGRkZgYGBoaGhN27cQJ2kehZ2o+HVq1fb38wsKiradxXhouOQCQoKmpiYYI9tbGwWL15saWnp5OT08uVLGo3WyVUzmUxeXt4eqbK/wkJmbm7e/j77/qdT52RCQkLBwcEVFRWnT5/GRsLCwrS0tAQFBcXFxe3s7AoLC7Fxf39/KSmpW7duSUpK+vj45ObmEgiEuLg4Z2dnISEhSUlJb2/vtrY2bOZvdY/6fdTX1wOAgIBAXxeCr86e+KupqSkrK2ONx5KSklxdXR0cHFJTU6Ojo5uampycnLDZyGRyQ0PD0aNHz5496+3tje3Jli5dOn/+/Orq6tOnTx89evTKlSvw3e5Rvw8Gg0GlUonEfn751YXNk5OTKykpAQBNTc3CwsKNGzeqqqrq6OgsWbIkIyOjvLwcALDOUN7e3hYWFgoKCtiCjo6O5ubmvLy8EydOVFBQSElJAYB//vnn2bNngYGBZmZmampqhw8flpeXP3LkCA7b+PNiMBi8vLxeXl4yMjJ0Ot3Y2Pjx48d9XVTP60LImpub+fj4AIBCoVy8eFFFRYVMJhMIhEmTJgEA1kYKw9X4qX1rYzqdjrVg+WH3qN8Bi8Xi4eGhUCjnz5+/cOECiUQaP358/9uddzZkbDb75cuXgwcPBoCgoKBNmzatXbu2srKSzWbHxMRwzczV+IlKpXKtCgB+2D3qd7B27drq6uoDBw6YmJhYWVndvHmTRqP1v54gnf06Ki4urqSkxNraGgAiIyPNzc1nz56NTere9zqoe9TX+Pn5FRUVX7161deF9LBO7cmqqqoWLVqkrKxsZ2cHAAwGo/0l95kzZ+DL/qnzUPcoAPD19V2/fj3naX19fW5uLudctt/oOGQfP37E2hhFR0fv3btXS0urtLT0/PnzFAoFAPT19WNiYhITE4uKihYsWIA1MEtNTW1sbOz8C6PuUQAgISGxa9eulStXPn78+M6dO7a2tq2trYsWLerrunpYx4fLwsJCU1NTACCRSIMHD540adKqVavk5OSwqevWrXv58qWFhQWNRlu4cOHatWuLioq8vLywCHYSDw9PdHT0ypUrJ0+e/PHjR3l5+U2bNi1duvT/3qJfyZw5cwDgyJEjx48fp9FoY8aMSU5OVlZW7uu6ehjB01ftF/rVPPqN/y8H/cYf6Q0oZAjuUMgQ3KGQIbhDIUNwh0KG4A6FDMEdChmCOxQyBHeodRSCO9Q6CsEX+mclpDegkCG4QyFDcIdChuAOhQzBHQoZgjsUMgR33wvZlClTCARCYGBg+8Hs7GwCgZCQkPDDVVdWVhIIhMuXL39/NmdnZ3Nz887U2i/l5ORMmjRJTExMXFzc2tq6/93ZC98JWW1t7Y0bNzQ1NTlNVpAeV1JSYmJiUldXFxYWFhoaWlZWZmlpiXVh6U++eXPvhQsX+Pn5Dx48OH78+JcvX2L3vSE968yZMwwG4+bNm8LCwgCgoKCgoaHx8OFDrPNDv/HNPVloaKiLi4uJiYmcnNzZs2e5ppaXl0+aNElAQEBcXHzVqlWcblABAQGysrJUKtXQ0PD58+ec+fft2ycoKMh5+u7dOwKBcOvWrR7dll+Ph4dHRkYGljAAwLpAVFRU9GlRPa/jkL148SI5Odnd3Z1AILi5uZ09e5brBvE1a9ZYWFgkJCQsX75837592E258fHx8+fPnzx5cnp6+rp161asWNEbW/ArExERaX+X5Z07dwgEgqGhYR+WhIeOQxYSEqKiojJmzBgAmDlzZnFxcXx8fPsZLC0tFy9erKWltW7dOmNj47CwMAA4e/ashITE/v37VVRUbGxsvLy8emED+o3Xr18vWrRo9uzZKioqfV1LD+sgZK2trefOnXN1dWWxWCwWS05OztDQEGt4wWFsbMx5rKWl9eLFCwDIyckZMWIEp2kKllGkM/Lz88eNGzdixIijR4/2dS09r4OQ/fPPPx8+fNi4cSPvF48ePYqIiGhqauLMIyYmxnksICDQ0NAAAAwGg3N6AQDtHyPfkZaWNnbsWB0dndu3b2Md4PqZDkIWGhpqaGiY0k5CQkJTU9O1a9c489TV1XEe19bWYif1AgIC7cerqqo4jwkEQvuXaJ/X31xeXp6FhYWdnd3ly5f7ZcLg65BhX4+5urrqtGNoaGhubt7+iPnkyRPO4/T0dA0NDQBQUVHJzMxsbW3FxmNjYznz0On0pqYmFouFPeVqS/bbYjKZ9vb2ZmZmJ0+e7MedY7k37MKFC0wmc/LkyVzjLi4uMTExJSUl2GVmZGTkxYsXi4uLjx49+ujRIzc3NwD4888/y8vLly5dmpmZGRERERoayllcR0enra0tODi4ra0tOzub618RflsnTpwoLCycPn36w4cPY7/Iz8/v67p6mqevGrsdPT09U1NT9ldqamp4eXn9/PzS0tIAIDo62srKikqliouLr1u3rq2tDZvt4MGDMjIyFApFX18/PT0dAM6fP49N2rNnz8CBA/n5+Y2MjLKysgAgMjKSzWY7OTmZmZl9/Yod4qr2V2dvb9/BJ+Lp2dd19SRPXzXUOgrBF/qNP9IbUMgQ3KGQIbhDIUNwh0KG4A6FDMEdChmCOxQyBHcoZAjuUOsoBHeodRSCL/TPSkhvQCFDcIdChuAOhQzBHQoZgjsUMgR3KGQI7joImYODw8iRI3u9kt9UXFyciYkJnU4fMGCAjY0NdvdDP4P2ZH3p6dOnFhYWMjIyV69eDQkJKS8vnzBhQnV1dV/X1cO+2ToK6QURERHy8vLnzp3DbrqUl5cfNmxYQkKCnZ1dX5fWk7q2J2OxWJs2bZKTk6NQKEpKSu0bN7x7927KlCmioqIUCmX48OFYCxYAyM3NJRAIcXFxzs7OQkJCkpKS3t7enFZTvzlfX9/c3FzObb3YHeT98C7fr+9ktLe319TU7PAeusWLF/Pz84eEhOTn5x8/fpxMJgcGBrLZ7E+fPqmqqg4bNiw2NvbFixcbN24EgBs3brDZ7IKCAgDQ0tKKiYlpaWmJiooiEAjh4eHdvomvewv+zFgsVm1tbVpamqmp6YgRIz59+tTXFfUkT1+1LoSstraWTCZv3LiRMzJ37lxlZWU2m421yXj06BFnkra29oQJE9hfQrZt2zbOJEVFRR8fn25X3L0Ff2YPHjzA/uCtrKwqKir6upwe5umr1oU9c0ZGRktLy/jx4zkjJiYm+fn5VVVVaWlpPDw87XtF6erqYneQY9pfrtLp9Jqamm7sdPsrLS2t2NjY0NDQ0tJSExOT9o1q+ocunPhjDXMtLS05LXqwU6vy8vL6+nphYeH2JxMiIiLtG+xSqdT2q2L/t2/jb05YWNjY2NjY2Nje3l5OTu7gwYM7duzo66J6UhdChvUbO3fu3PDhw9uPy8vLCwsL19XVsdlsTv6qq6tRf7Ifio6O5uPjMzExwZ7S6XRFRUXsBKM/6ULINDU1KRRKRUWFqqoqNlJRUUEkEikUio6OTmtra1JSEueI+fjx49GjR/d8vf1LYGDgixcvsrKysPaUDAajsLDQwsKir+vqYR2HjMFgREdHtx8ZPnz4wIEDPTw8Nm/eLC4urqur++rVq6VLl8rJyV2/fn3ixIkaGhoLFiw4fvy4mJhYcHBwVlbWwYMHe2UTfmHLly83NTWdOnWqh4cHi8Xav38/k8mcM2dOX9fV0zq8uvx6tpCQEDabzWQyN27cKCsry8vLO3DgQC8vLwaDgS317t07FxcXYWFhMpk8atSoa9euYePYzj8mJoazfm1t7Tlz5nT7UqV7C/607t69a2RkRKfTxcTEzMzMnjx50tcV9TDUOgrBHfqNP9IbUMgQ3KGQIbhDIUNwh0KG4A6FDMEdChmCOxQyBHcoZAjuUOsoBHeodRSCL/TPSkhvQCFDcIdChuAOhQzBHQoZgjsUMgR3KGQI7jpuHUXoiLOzc+/X9zvIyspSVVWl0+l9XQheOr5bSVFR8cSJE1yDkpKS+NcDf/zxh42NzcyZM3vhtX4Gp06d8vb2HjJkSF8XgqOOQyYoKGhubv7DhZlMJi8vb88WlJaWZmNj07Pr/Jlt2bIlIiIiIyNj9+7dfV0LXrp8TpaZmUkgEKKiojQ0NPT09ABAUlLyyJEja9askZSUpNFotra2ZWVl2MzfaTUVFBQ0bNgwfn5+cXFxJyend+/eAQCBQCguLp41a1Y/PnZwefz4sZWVVV9Xga+OQ8Zms5u/wmazAYBMJgPA1q1bV69eHRoaCgC8vLz79+8fOHBgcXFxenr606dPt23bhq1n+fLl+/fv37p1a3Z29ooVK1asWHHy5EkAiI+P9/DwWLJkSVZW1u3bt6uqqlxcXAAAi9qRI0eKiop6Y+t/AoMGDerrEnDX8eEyMzOTq0UKAKSkpOjo6JBIJAAwMjKaMWMGZ5KiouLixYsBQEFBwdraOiUlBQDq6uoCAgJWr16NnWApKSmlpaXt27dv3rx5z549o1Ao7u7uZDJZUVHx0qVLr1+/BgAxMTEAEBQUFBUVxWNrkT7RcciUlJTOnDnDNaim9u+Pgrj6XHTYGarDVlNBQUFVVVVmZma8vLzjxo2bM2eOhYXFkCFDeueqAukTHYeMn5+/fbOxr4mIiLR/2mFnqO+0mtLQ0EhMTNy3b9+6des8PT319PSOHz+upaX1f2wI8vPCsTHxd1pNAYCGhkZISEhbW1tiYuLq1autrKzevn2LXzFIH8IxZN9pNZWUlNTW1qavr08kEg0NDX19fY2MjD58+IAdNNmoRV7/0tnWUQBAJBK71DqLRqN9q9VUdHT0X3/9hR0i6+vrDx8+LCcnJysrSyAQqFTqw4cPNTU1hw8f3uNfwv1sqqurMzMzAaCoqIjFYsXGxgKAlJQU58+yf+g4ZEVFRV9/ecPDw8Nisbq09gMHDtDpdB8fn5KSEgkJCQcHB+wrxw0bNrBYrFWrVr1//55GoxkYGERHR2OnbmvWrNm7d+/du3ezs7P7/bdlycnJ7d9nU1NTAHB3d8e+G+o3UOsoBF/oN/5Ib0AhQ3CHQobgDoUMwR0KGYI7FDIEdyhkCO5QyBDcoZAhuEOtoxDcodZRCL7QPyshvQGFDMEdChmCOxQyBHcoZAjuUMgQ3KGQIbjjDpmrq2uHfaMIBMLXfX6QHvHbtY5au3Ytp22Tu7v7sGHDfHx8sKft7yBHesrv2DpKQ0NDQ0MDe0ylUqWlpTvTQwrpNtQ66j++0wcqPj7eyMiITqcLCQmNHTs2Li7u++MVFRVubm7S0tJ8fHzKysr+/v49uEm/lt+3dVSHvtUHqqGhwdbWVl1dPTExMSkpSVNT08rKqqam5lvjAODu7p6SkhIeHp6Zmbl+/foVK1Zcu3YNpy38yf0OraPA01eN/Q2Kioru7u7Y49raWjKZvHHjRs7UuXPnKisrs9nsjIwMAIiLi8PGmUxmbGxsQ0PDt8bZbHZpaWlZWRlnVdra2gsWLPhWGe19p9pfmq+vr7CwcF9XgQtPX7XO7sk67AOVn59fVVWloqKipqY2bdq03bt3P336lIeHx9jYmJ+f/1vjAFBZWenu7k6n07Hr1rS0tOrqahz+gpCfQmdDxukDxffFrFmzAKC8vJxCocTHx7u6ugYHB2traw8ZMuTChQsA8K3x5uZmOzu7xsbGJ0+eMJlMNpttaGiI2wYifa+zIeP0gUr/IjMzMzc3V0FBAQDExMR8fX0LCgry8vIsLCymT5+OHSs7HM/MzCwqKtqzZ4+qqirWt7G0tBS3DUT6XmdD1r4PFEZMTGzAgAEUCqW4uPj69evYbMrKygEBASQSKT09/VvjDAYDAISEhLBJjx49KiwsZKN2Uf1XZ/uTfacP1Js3b5ycnPbs2WNrawsA4eHhAKCnp/etcXFxcX5+/sOHD2/ZsiU9PX3Hjh02NjZ5eXllZWW/W1PP36R1VGevLtlsNpPJ3Lhxo6ysLC8v78CBA728vBgMBjbp3LlzWlpaAgICNBpNX1//zp073x8PDw+Xl5enUqnGxsa5ubnR0dF0Ol1bW7szlyrdvMj5KUVFRX39ibR/z/sBT1811DoKwRf6jT/SG1DIENyhkCG4QyFDcIdChuAOhQzBHQoZgjsUMgR3KGQI7lDrKAR3/wMHjQS9LQfmBwAAAABJRU5ErkJggg=="
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<image>Some students compared how many blocks they live from school. What is the range of the numbers?
|
8
| 70 | null |
8
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"
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<image>In hopes of raising more funds for arts education, some parents in the Salem School District publicized the current per-student arts education budget. According to the table, what was the rate of change between 2010 and 2011?
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5
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5
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"
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<image>Kylie paid attention to how many comic strips she read in the past 7 days. What is the mean of the numbers?
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8
| 72 | null |
8
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"
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<image>The stamp-collecting club made a table showing the ages of its members. What is the mean of the numbers?
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10
| 73 | null |
10
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"
|
<image>Jon has $80.50. Does he have enough to buy a DVD player and a toaster?
|
no
| 74 | null |
no
|
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"
|
<image>Christine has $28.00. Does she have enough to buy a picture book and a math book?
|
no
| 75 | null |
no
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
nonlinear
| 76 | null |
nonlinear
|
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"
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<image>A game show viewer monitors how often a wheel numbered 1 through 5 stops at each number. How many people are there in all?
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29
| 77 | null |
29
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"
|
<image>How much more does a hamburger cost than a muffin?
|
0.33
| 78 | null |
0.33
|
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Oshdr0bxpa99ouzn+eNKr+oZX9Q1Hw2MAAPpz9SbpoqGpxs3NnRyf9rbj3a2bd4IDD64wX/bqZSPjgpwlkTHhOBzvNle/aZqiBoFA+O3yTkvMjAo7Xlv9nEQk3s7Ld7R3UVVXmWc4x3b92plionaWG65evl54vyjAb++Dew/dvSZO8NnR/jb8YGRjQ9Ot3DspCemW1quwWOziJQu1dDTcnDyLHjxubWn77fwlE33Tk6m/QAqSRqO9aXtzJPRYU2Pz7bz8jJRTdOcsO7K+ejJeaJSSlZAQkxR+MAqJ5FBWUz53+bSissIkXWYIzUg+eSJkb+iF7It6c3WS0uPa2l67OGy1Xe1wMjuNnePB4XhTsxJ+MrVMTczw8HZjp8v3hqfvVgwWk5aU2dTQTCaTvd22mywyPhRxgIuLa4bQjJz8P0L3h+/y2TNIIMoryqadSrTfYDuhH2dXx97ePlMjs+Gh4eU/LaVf7CCRyEs5F4J2/7zB1pk4SJSSmb0n2N/Lzx1ShJSREf/A7W2trxcbrmB2zhLE7d60eTgrSDuDgURZSUXgruAvOOEAAEiLKnn5uu8O2jnlUX0xTwmX4WdPXx0x8ZmOztP+9gEzsGi+OmLiM3+Ae07MwA8sv2taOuu/dQgTAI80MJCBRQMDGVg0MJCBRQMDGVg0MJCBRQMDGVg0MJBBAQAGRj986zBgphPwSAMDGVg0MJCBRQMDGVg0MJCBRQMDGVg0MJCBRQMDGVg0MJBhSzTtbR3mhjZyeK3MhNNZSdlS3Gy9XX5CXtS+kkSrFBeVsjadJty6fnelka2ioJ4kWkVXymS314FBApHR2tvT52zlKYlWqa38y4puEpEUvD1Ue5axPL+O1eINFSXV/060zP8+DXHDuIjkL3DClmgunL7cUN/8643M1bbmX7CPH5iqslo3O98l5osi4g9o6qodjt1/+3rBXu+f6a3lxZVm86zftHV83nHX1uDcq/mHY4PP3cgUkxDdsNL1bfu0WeTF1s89e7t7JWeLzzPW/9rRTDvu5BTIK8nsDN5WWVqDxqDNrZaTiOSEqDQyeQiLxcRHpm10tTNaOM9y4XrmXs0Nrdcu3sy6lLRs5WIAgPYcjfkqK04lZ+89PMWrDr5ZfhqrxRuykrJf1jVIolUSj6YzN3V39fhu3qMrZSKH1zJRMzuZeIbRpD3L+GTi2fCgaO1ZxspC+k5rPLo6J3jCFR+ZqjRDr6qs9p8fyTdhdHS0t6ePOQmNzUbLe1U59Feih8Xt99njjkCM71VU8ISLi3Phsk8ZJDg5ORcuNSrMf/S5f2Uh/aTojADP/Wqi8xQEdF1tfXq7++hNFArl2MET8xSWyOI0jVXNspI+vcK5rrpeEq1yN/eBqfaqVcYsEkdQqbSf/SM0xA3HOZ8c1qL55Y+U9Zut5ZVkq9ofuXj/JYfK9i17K0uqk7Njbpde8Q30OLQ7KvfqHXoTihOVFpc1U1z0cf3tvOLLNRXPY8OTxnnOuZR3PDQxOTtGU1eNnVi/Q5ZZmHZ1druv215f++rzVjHJmRP2am5oFZOcyXirOwBgtsysplctn1uiOFEpx09q62mUtRVeLjhbUVK1Z1sIvelgQGRq7Kld+73zy6+6b3cO3RP5a+ZvAABOLk4AQExYkpe/a0xGxOTxnz/1O4VCOXstPTrt8KP7T/f6TJyEYHxULC3wfDg0Bo1EcggKCYxrOp4ehkAghERmAABkFaSzks4+uPPIbPWnpDJSsrNdtm0EAEjJzjI1W1BZ8pfl3+XFlX4ugREJIaZmC9gJ9PtEW18jOfv4gZ1huVfvcPNw73TbZ7txjeHCuZP3Ghgg8DLlggAA8OJ4BwlEKpU6Lh8WAoGQV5Ld4GoHAFDXVnXZ5hgVEkcikiiU0eyMC17+rnabrAAAMvLSVeW1KTEnHbbYIpFIAICBsb7NRkvAChyO53DsfgCAlp56Q31z/JFUMomM5WaxMvcfXXL3dPfucN2rKjJXEq0iiVapKqvt6+ljtKppKjPKeD58X+9YgoI3bR0uNt7u251/gBdWW1ibFTcWHE0JxWDRjx8U2y53Cg+KnkL/2voajLKiqjyFQmltev286sXHjyPzF43l6DNcMLfpVQtjftHSZ+sK12DBHEZZXVtlZGSkpek1y15fvu5paGjYxXqbmITo1cLz0nKzUSiU1eINzAbjktAAMLaUP8j3EHGQ9P5dF/ghQKFQqprKcooyv+efiT4Uf+JIqt0mK3kl2b+z5+fnIwwQmGsG+gdweN4J0+7x4sZyf9BPlcgkMv2qfoOFK+LPMyYqlQYA+NDVTc/twsePZydyAUF+RpmeaojMRn6aLxdNXXV9a9Pr+FNRjL9OV+cHMQlRdvparV9lbGq41d53ifkixnQ27aDRaDUVdULCgoxzFw4ODu897vGRac+rXkwiGllF6Y7X74aGhjEYNL2m6VWLvLLchMbMI/TgIBEAwM3LMzJCAQCcOBWlrK7IbDxLWrLj9Vv2D2Ggf5CpTKA7Z9nry6cnIoEIAOD583vw7FFZS2Mbm4lB1tivNF+zzN5p7W7PA51vp/F4s9naKyUmi7mmv3eASqUKi0z2sr4FS4yoVGr+jXv0TTKJXJBX+HfndmVPKxjl2soXaDSXlOwsVU1lNJqru6tHXkmW/hEQ5J8hJMjIhcgmZcVjyVNrK+vozln2+vKRRlVTGcuNzUw4szPY+3lVXVxEypKfFja+bO7q/CAsytb7DQ9G73v8oNjfPej0lVTE5xem3z0IBMJzp8uh3VGCQvyiYiIkIrkgrzA2PElZTUHPUJtKpT4tLAEAvKxrAABUltYO9BHQGC7dedoSs8XtNlnt33GYRqMJiwolR2cikUgn9/UT7uVdR2f0ofi1DqubG1pPJp4xX7sCi8UALHDYYhcdmiAoJKCtr/mmtT3EP0JytvjJ3xMndDIhNBqt43VHTFiS1TqL5obW02nnPzlnxZeLRlBIICYjPDwo+tKv13TmaESnhb1p7djmuMtpjceNxxfZ8cCL44nNPGKzdFNWUjb9OmvascV7EwaDyUrObmlsGyIPBXgEGy6cty9sFxcX19DQsO1yJ4blbs/9AABJKfEnL/MBAIfj9kcE8QT5hRIJRF0D7fO5Jz+/OKXj4GLb1zuwysR+eOijqdmCw7HB9PqQo3v4+HGH9x57/7Zrhoig2eolUO8NUkYoPnvc37S2WxjbjXM+OYjbvWkq3CaQdgbzOZWlNT/7R1wuyJ5atxrihq4+m/z2ek6t239CHakQfso9NYiKidg7rf3WUfxLwKKZGmaKi/wA95zYBM5P811T3fGYtdG/DjzSwEAGFg0MZGDRwEAGFg0MZGDRwEAGFg0MZGDRwEAGBQDAI9l6vggDQwceaWAgA4sGBjKwaGAgA4sGBjKwaGAgA4sGBjKwaGAgA4sGBjJsiUZaVCkq7PjkNqmJGQLoiZcu/2e5cS13kcEyMT5pPEpYQVLN12MngTC2zujihctzNY1FeGfpqhqcPjnFPy7+O5j/Tez8WydkykaaBYuMjydETZW3H4Dy0soNNs4rzJfHJEbp6GkdO3HkxrW8HV7+9Nab1/O2Onmt22Cbc+eyvYOtj/uO23n53zZg9pmyn3uqqCmrqCmztvvPkJuTp6issPdAQFlJBRqDsVy7ikQkRUfGkclkLBYbsi90i7vzzj1+AIA5BvqzpSRFRUWmPIZvlp9mHE+KnpotXiWKmy3GJ22x1Kr0WTm9nnnckxNXTUlID9kXKieuKiEgY7vagf3XuP8wjI6O9nT3MKeuWe9oX1LzCIvFNr5qevG8nvlF3Osd7TW1NT53IiEgE3s03sd9x2wh+Zl4KQdrp57uHnpT1/suNycvaVElYR7JxYbL7xcU0utrqmrxKOFbuXfmahqbGq2YPEgqlRq4K1haVGmc88mBJpqGl42rV9iIiorcLsy5WXCVF8e7evnajvbxi4c5OVEJMcli4jOrG0oelhZUlldFHp7KRArTgp8szN53djnaudTV1o1rqq15DgAYIg+ZL7GcNUNOT83w7KlfJ3SC4uSMi07U1dd51V6bd/966bMyP09/AMDo6OjalfbPnpScOpf+sOSu/lw965XrntfUAQDoaW+OhB7bEeCTnBk/eZBnsrIpI5RLORcSM+IK7z3csS2AnUODJpqM1Cw0mislK0FTW0NbVzMp88Tw8MdfT1/43FJGVtrD242bm1tGVnr5T0vLSsoh7egHQG+Ozqlz6c+elnhu8a2uqPHc4lt4v4je9KGrG4FA7PUP3uK++fLN30yXLvJy9btz6+7nThAIhKKy/Ga3TWg0WktHw8PbLefqTSKRmH+7oLK8Oi4lepHpAiUVxciYMCmZ2amJGQAAJAoJAJhvYrje0V5dk0W2KBwed+zEEV19bWu7NV5+Htev3CSRWGeNgCaairJKLR1NLPZT0htBQQEZOenqygkyU2poj+VH4ePn6+3tg7SjHwMrG8u6lsqEtFgMFvPwftHKJWtC9oUCAEZGRmg02s49ftZ2a/Tn6h6Ni5hjoH/i2MTLsPXm6DLKKmrKFAqlubGl7FkFCoWab2JIr+fg4DAyNih+UsKw1NXXZidC4wVGjLKWjsbIyEhzYwvLXtBOhAkDgzKy0sw1/AL8hIHBzy3HryNnL5vEjwcKhVLXVFNQks8tuBp+MPJoeMyGTetwOF4AAPNJjJGxwf9+nXgBPI4pZxY9RxWZRCYQCBQKRYxPmtFEoVAEZwgyNvkF+NkJT3DG2AJybh5uAABpyvPT4PlwfX8dM3p7eiUkxCA5+S9Ao9Eqy6uFRYQkJMXpNRwcHLsCtx+LiK2uqpVXkAMAdHd1y8l/ymEzOjqKRqMndMU8SA8SBgEAPLw8eDweg8E8LPnLjEZPnAaJ/v6x5Df9ff105yx7QZuedPS0K8urhoaG6Jtd77uaGpp19XUgOfmPsM5q44njf5lx+nr7qVSqiKiw7hwdAUGBq3/kMJqKHjxSVVeZ0M8zpkmnqqIGjUbLyEnrzdUZGhqiUqmKygr0DwaLEZeE/O199nQsC3h15SfnLHtBE42rx+aPH0e8t+6or3tZVVHtsdmHj5/PYROLvKP/QRAIhN8u77TEzKiw47XVz0lE4u28fEd7F1V1lXmGc1AoVGCwf1Jc6onoxCdFT3dsC6goq9q523dCVx3tb8MPRjY2NN3KvZOSkG5pvQqLxS5eslBLR8PNybPowePWlrbfzl8y0Tc9mfoLpCBpNNqbtjdHQo81NTbfzsvPSDlFd86yI7TpSVZO5mrexZCgUJM5S1AopOF8gxv5fwgJwz8xngBP360YLCYtKbOpoZlMJnu7bTdZZHwo4gD9ktjTd+vo6GhKQvrB4DA5BdlT59LnGs6Z0I+zq2Nvb5+pkdnw0PDyn5YeO3EEAIBEIi/lXAja/fMGW2fiIFFKZvaeYH8vP3dIEVJGRvwDt7e1vl5suILZOUsQt3vT5uGsIO0MBhJlJRWBu4Jv3b/+BX2lRZW8fN13B01xJvN/wlPCZfgp91dHTHymo7PDt45iKoFF89URE5/puPmHEg2cn+a7pqWz/luHMAHwSAMDGVg0MJCBRQMDGVg0MJCBRQMDGQ4eDv7/7CNoGMjQAA8HP6J1qHqENiSCkgbT7+UEMP8uNPCe0sKJQCNoNFrbcHX78Asite9bBwXzXcPDwS+BVp6N1vg/MIbhIRU+I1MAAAAASUVORK5CYII="
|
<image>Troy bought 5 pounds of shank. How much did he spend?
|
15
| 79 | null |
15
|
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"
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<image>The staff of a game show tracked the performance of all the contestants during the past season. What is the lowest score?
|
30
| 80 | null |
30
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"
|
<image>Felix counted the number of problems on each of his tests. What is the smallest number of problems?
|
9
| 81 | null |
9
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
linear
| 82 | null |
linear
|
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"
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<image>Some students compared how many pets they have. What is the mode of the numbers?
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7
| 83 | null |
7
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"
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<image>Gabrielle buys 0.8 pounds of semisweet chocolate chips. What is the total cost?
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5.60
| 84 | null |
5.60
|
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"
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<image>Krysta counted the number of words per page in her new book. How many pages have at least 60 words?
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19
| 85 | null |
19
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"
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<image>The transportation company tracked the number of train tickets sold in the past 4 days. On which day were the fewest train tickets sold?
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Friday
| 86 | null |
Friday
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"
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<image>A girl compared the ages of her cousins. What is the mode of the numbers?
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7
| 87 | null |
7
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XOADAwcaZk5GHrMr509H8nKIvM7PU5ZdyYLjlRFXuxU2eVUs6iRVeLHXh/OWD+4KEF0txswpamWxsb2uf7sDJkDOLcQIlRWVk6evNbDetc4w8c0FSQJ4Dw71C06C0eFLnZ2xsLPhgiLyYKicjjwS/3E5PP0hthXJ/EgiEo4eOSwspcmC4FSTULkbGENvi5xS9cO6ylcnGBUy8PT14APM3AelbtpMIc/AL8NV9rlJRU8p6kUNHR6dnsAJKR6FQuiuXv3z+arqRXnzvjOf9NjU0Dw4OLluxFLqkoaExMV/zKnNunfa5wxKJQkWcilRSUaxrrXqW9aSooNjbfRdZmU8fW9bqm9HR0aVnP0nOSOjp6TFdtW5oaAgAEP8gydPN185xY3p2ipOLg4eLT1J8MgAgKT55i62bgZF+XklWdOzZJ0mpnq47prc+MjJiariutuZD3MPreSVZxmarXezdnz55pr1sSXF1PgAgKibi/Sdy0SskCtnb23cm9Ny9xFtNbe9NLNa6bd5eWV5FVgyFQp4/Hb1o8cKK+sLXRS/LSspPBJ8iK5P46HHIkdBrd2MUleWnVUfl5uTVVNfmlWZXNRZjMBgbc9vh4WEAwLnwqLOnog6H7M8ryYqOPZeWkn5k/7E5+9N/1/5z4dH7Du55W5bjuWNbwO6D12JuTrZFR3c99pacgkzay8dM8InPfx+q6soLuBY4bnTJzHhJps3RUN/IzbOYVN9SQFCg/kPDdCN9vX0YDGZ6+sjIKAAARXLwLOcCzu7unh8/uih7NXdY0tDQiEmIbHaxR6PR8oqyW7e7pDx+Snz2Q8RcuAoAuBJ3UU5BVklF4fL16I/Nn5ITUwEA505HmZiv2bHHS1FZ3sNnq/eu7V8+fwUAnDl5XlNb/fCx/aLiIgaG+oeO7X9wN376xD0jLfNDbV1E1EltnSWi4iIBh/YqKstfPB+DQqFY2XAAACZmJjZ2NrJakMjkDj8vAUF+Zmamg8EBjIyYR/cTpn86QSGBrdtdMBiMoJCAgZF+ceFPa/rCt0VujtvPRJ00MJxhCU1DQzPQP3A8PBiHY+FayHX42P4vrV9fZ78BAGx2dSiqzjOzNBERE16hp2O2zuRFxivK/dnTg7966Yanr/smhw3CokJb3Bw32FmfDZ9coiCRCHp69P4j+9Q0VanhfOH/GRgZGR8/e4hCIc2NrAcGBjZaOtyLezCpb9mDh5RpiDBjmXp7+6brW/b29v34/sPadBMfh4goj/TmjS6fW1oBAAJC/LS0tKTzrPc1HwAApOJuMzKvLR9l1Sl9S0lpCQKB0NTQTFqguKBEXkkO94eoHg8vt4AQ/7v8gvHx8bLiciUVRWLJIyEH3L1cx8bGyorLl+tOqaws1dGamJgofFdE1nRpcRkCgVDVUCF1prxsXmeWE91GoVAiYsIfauunl5FVmNLzYcGxdHV1Ey8/ffpsY2Hv6etut3njbE1ISIkxMU3eOQlpcfCHrujExMSJ4JOiPNI4Oi4skvNceBSpAPCM/VlZVjUyMkKc8AAAtHW06j80EKe4pN0I8zciJSP5uvDl68IXaDS6va3dxWGbsYEFNOuZP9++ti3XXXY/Ke5o2JGighJjA4uBgQEWFqyltVl46Nm81/kjIyP37zxKfJQMAJjzwTqv5y4ziSYuA4YBADA48NM6sLe3t6ykgnSNNzIy0tHWMTAwQCAQpitMDg4OEgiEsGOnw0+cJU1vn6a9h8f3YlmwpGdd41jJVQdng3Syx4BhIPN5Mp3MN5JZzM7te/r6+r99paTWTKoWDE1jBgYGAAC7PP1ysnJj4y6paaig0eigA8euX4kjlpyxP3t7ewEA5kbWJNKa4wCAjvZOaDoAa3v9o8gpyCKRyOevn2amv9xo6RB3/S6OFYfv+emb1tONx2KZp5+8/jD5DvG9hpa6sIjQCk2D9KfPzSxNjocHb7LavGq5MQBAfYmah7fbkf3H2NhZKTszr7AkHUOg8ZdsgYvFYjW11SOiflqYMTEzMTAwIJHIH9/JZ9IYDAaFQrl7udpv3kSazsnFSVaShQWL78FPTEwQv6xdP7qxLNj5uN3d3cPKiiO6zclJbpwy1hvXLddbZmu12XCNwVrT1TM3QaL82ftHz0xMTKQ8Ttu9b8dSHS0oq+3bTztJM/bn6CgBAHD5RpS0jBRpYX5Bvj/lNsyf4mPzJ3wPXlZ+atK0avVKBWX5irJKRWWFzy2tQ0NDkAorAKC+rkFMUmwWS1PIyEkBAD41twAAOBdwpmc9af38hYaGZjH3oqADx4RFhYgGZ2Nek9iC/ELi+/LSSjQaLSgsQFpAWU2pqaFZUFhATEIUetHS0i5cxIVAIOQUZN7k5BFL+vkG+PkG0NLSKijLt3xsIZYXEOJH0aGIUUREUVlhbGys8O3U5PZtXoGSisKfcntwcLD+Q6OktPh8ahGxsrEwMV9r67jB0813tjGz7n09McYqSivBH5PSwcFB4kDa04NPeZxGup0wY3/KyEuj0ejOju/EPmFjZ+XgZEej55AohfkVjgQe3ebsRaZv2d3VvYCLc4W+zvj4eFpKOpQ+MDCQkZY5fZeBQCBsdfJ8cHfqx/OC/CIAgIAQPwDg4b2E4sJSbp7Fi7kXjY6O3r/9aLZHPCnzCssvrV+PHT7RUN+Ynvb8wvnLppbGDAwMpAWcXB168b3uTp6V5VUNdY2hR8NVZbWgXwvcvdyyXuYEHwwpKSq7cP7ypcgrahqqAADvnR5J8U9Oh55tqGssL61wddhmuNy4r498Kay/SldSWmLH9t0F+YUNdY0H9wVVVVRv3+E+p89IJDI8NCI3O6+hrtF3u9/w8PC69Rbz+bBknDh9jJmZycPZe0YJXVY2nIezd1VFdVlJxb7d+/kF+DS11FEolKKy/O0bdxsbmkqKyjZZOhibre760fWhtg7aS5ixP7FYZkcXu2OHQ+MfJH1s/pSTlWtqaLXN2fsv+Awzf9y93Gqq3rs6bHud9WZ8fDwv9+02Z+/Wli/WG9fx8vFscrDZ7e2f8DDpTU6+4wYXBALh4r4Zqrjd1We3jz8AAIlEjo2NeW/1vRwdW5BfePfWfbfNHpLSEoZrDAAAj+Of2FlvTk1Oe5dX4LTJbXBwaLvPVkoOAQDmOYl1dLbr6urWXWI4PDRsYKR/8uxxsgJ8/LxPnice9D+ir72ahoZGWk7q/uM4aExbv3HdQP/A2fDIM2Hn+QR4z0SdtLQ2AwCYmK+9fCP6dOjZo4dOMDIxLtHWSM1MIm6fEEGhUAmp9/ft2m+xZv3g4JCUjMTtR9d1SPZFKHD46P5d3ntrqt5z8yyOjbsoJiE6n1pkMDMzXbx63kjX9GJkzNbt5MKeklISBkb6681sv31tk1OUvZtwE4VCAQDOXzqz3dVHQ36ZgBD/oaOBCkry2S9fr1pu/Co/nUJ/hpwMwuFY9vsd+va1jXMBx1rT1YeOkf9yDfP3oqKmlPD0/vEjYRst7QcHB23XOcopyCanPxIWEQIAnDp34uC+oJ2ee/t6+9Q0VJLTH7FzTKpTVlfVMjFOLuXOXQxfzL3oXHjUt69tixYvXG1s6H9wD/TLytmL4bs8/dy3eA0PDWssUUt5nsC5YO7F1Nx/5SPAJb7Ny21PwAx6r1TLxciYvb6BXcPf/tFW7Kyderp7Hqc/+lO1/ov9+f8E6K98qOH3J/g/SGBgJtm51wfWt4SBoS52+fv8bhcm+Q//qToMzP8qVDFkw8DAkAKHJQwM1QGHJQwM1QGHJQwM1QGHJQwM1QGHJQwM1QGHJQwM1YHEj3X+bh9gYGB+Ah4tYWCoDjgsYWCoDjgsYWCoDjgsYWCoDjgsYWCoDjgsYWCoDjgsYWCoDjgsYWCojl8KS9nFmhEh0X+XK3+BqJMx0lzqctxL/hZrrjbeNkZOAIDaqjoetOS7XPIj3n+FQJ8gPUXjv9EgBfQUjQN9gv6dtv4HqK2qszd1k12syYOWlOZStzNxbfjQBGUN9A8E+gQp8GqL4BTNV2wqLayYzcjt2If6yqYiOEVV4RV+Hge7vndD6WNjY6eOnFMT0RVillupYpb5dG5dIPCLYXnghJ+uoc6vWPgVCARC6MGI1eYr7z279rt8+Ntx2+Bz/8akVsr76joNMb3f68//PP19/bbGLvQM9FcfRTFgGGIenO/uwtuZuEL6ljtdA9MeZwafCbyTemURN9emNc5fW2c4Mfj6hdt7PQ6utTSMe3J5zyHvZ48zt9lNHqF2Ojgy6mSMi5dD3JMYCWnRLeu2lxXNLdXxS2f5WNmZ/Ur1X6S3p49AIOis1JaUmfug6/8KFSVVekaTT7qK4urf68zfwujoKHRIJ3VSXlT1rbXt+PlDbBysNDQ0qksUo26eMtWxqSqrxbGyJD98ejU+auWaFQAABVVZLclV16Lj/IPJTy1MvJey3sHcZ587AEBdW6W/byDQJwjf00uHprtw+upWXycXLwcAgMYy1ery2qiTMRfvnKHs1dyjpQSHStSpmN3u+6W51EVZlZytPIkDNOkktry4ar3hZlFWJQkOFSdLj09Nn4kW7l2PXyZjJIyV15Fdfe/61OHTifdS9JVNhZjlFHi19+8IHhwcmtGBr5+/uW/ylVmoIcQsp69kEn8nGQCQk/lGdrEmAGDrxh3CWHKJu0sR12QWauRkvtFTNBZillsisTL+9mNibsGbYks9OxGcohibsvUqRwozE4hzJy6KsyuXF1cBAEoLKzasdpJZqCHGprxWyzon881stb59abczcRNhUVDkWxoedJ40a3h4JHhvmKrwCkEmOXVRvRMHzkDHOvOgJT81ffZ12Se1QC086LzPlr2fP37hQUvGnLsOAOhs/+612U92saYwVn6tlnXuyykN+YI3xQaq5kLMcstkjFIT0mcTpaVwK793/PDa7KfEv1QYK79U2jA2clLAr6Kkmgctmf7khY2RkwhOUY57yVH/k8QzyGdzKTbypiLf0ueprxR4tYP3nqTcvb8XSN+yo33qL8N5BbiLP+Yoqsrlvsyno0PprJxUrEChUDr6S2a84wkv48IuBBMv0fR0NDQ0tLS0Hxs/DQ0OaS2fFC+moaExMlv5+kXedAtkzEffEnkhPFZBWbb4U07Cy1ulheV+HgfJynz+2Gpt4EBHh0p8FXfv2TV8D37DaqehoWEAQPLDp3vcD9g4Wia8um3rsn6XW2BqQjoAIDUhfbv9Ll3DZRlFSeGXj6U9ztyzdf/01kdGRjas3lJXU3/5/rmMoiRDU30vxz0ZKS81lqlmVz4FAJy6dLSwiXy+jkQi+3r7o07FXI2PLv+St9rMwGeLf03FewBAY13zBiMnTi6OpKzbjzJvMjEx2hhunnFmApES/yw8KDI67rSckvTQ0LCtsQsTE+PdtNgnuffUtJS3WHnOVtdny96ayvfXEqLvPbv6vfPH08QMYlaA15HbsQ8CQ3a/KE32O+wdG3nz2L5TAICCxlcAgKDTgbm16e47tzh52C3mXVTe+sbWxWZsbMzW2KX4bWn0rfC0d/GKanJ2Jq61VXUAAHxP72bLbSys2Ce59yOunrhx6W7bt5mPTaNwK322+JcVVkTHnc4oSvLau/XIntC0x8+hKgCAIL9Q30CPqra3RyP2X4q4dv3CHQAABZdQKNRA/8C16LiI2BNOHraz9S01oKQuz8nFsW2Tb1ZGLtnB+U31HxfxLCTVt+QT5G2sa57N1MjIyI/Orlfpr88ci97kbM3EzDg6Mgr+6EMIjgUcPd14Uvm2GZmXvqWIuNAmZ2s0mk5GQcrJwy49+cVA/wBpmesX7wAAzt84KS0vKa8sc/ZqaEtza1rScwDAxTPXjMxWbtvlLKck7eLlsNXX6WvrNwBA1KkralrK+47uFBYT1DVc5h/sm3gvZfpX/OWznPr3jccjD2suUxUWE9x10EtOSfpq1C0UCgUpWDExM7Ky46b7TCAQPHa58AnyMDEz+gX5YBgZku6nAgBuXLxDh6Y7fSVEWl5SVlHq1OWjI8MjD28lzvjZS96VeTvtDTl/UNdwGQAAhUKmv0s4E3tcRkFKTFJk54HtA/0DhXnF0yt+bW17/SLPY5eLtq6mmKRI0OlAOvTk3e363v3wVpL7zi2m1qsFRfgtNprYOq+/FXN/ZGQE+iCMTBhWNhwDhoGeAU1LS8PGwUpPj87KyK0srTkReVhbV1NUQvjwqX28AjxXo24BADKfZnX/6Ak6HSglJ6GoKnf8/KHuHz3TXaJ8K8MvH32UeVNdW0VIVMDKzkxKTjz7+RuoCgDAxMpITUsZjaYzXme0TH9J4r0nAAAKLiGQyP6+AScPW52VWvxCvDM6QyVgGDF3nsYiUahNa50HBwadrTzjbz+e1LfE95IqsgEAmJiZ+nr7p+tbQpw/cUmOe4mD2da1FqtCzh0EAPAJ8tLS0pYXTy0mIZ3F/t7+GS0QmdeWj4KKLPG9mJQIgUD42NhCWqCsqFJWUYoFNymktZh3EZ8gb1F+6fj4eGVJtbzKlBxSwLFdW7bbj42NVZZUa6/QIKZrLlObmJgoKSDXda4orkIgEErqU9NUBVW5qrLaebmtKge9QaFQQqICDe8bAQAVJdUyilJE/TxWNhy/EN+MBj9/+uK0brubj6ONoyWUgkAgykuqrA0cRXCKPGhJcXYVAAAUA0NDwz3deOg1MjJSX9sAAJBRkIQq0tLSKqhMOlNdXksgEFSXTElcKqjKDvQPNDd8ovBZyooqkUik+lIVokE1beWi/FIAQF1NAwqFkpCelHIQEOZj5yTX4Z1qa5Zb+eN71w5nf6kFajxoSR60ZHlxVTfJE53YkwAAMUmRhvdNlF2CkFeeaouakZAWffYu/tm7eDSarqOt02uzn43h5uHhkT9rZ72DxZ3UK4HHd8ffSfaw2wkAwLIwm1gZRYbFvMstGhkZSbj7JCU+HQCA+Fv0LZmYSYQiGejBNH3LPnxfZWkN6RpvZGS0s/374MAggUCYLhs2NDhEIBDOHr8YGXaZNL2zjfyfP3vx/cwsTKRnXbPgsH34OcR0IRiZpnSzGTAM0Nq1F99H9vxmYcXOqM4b4HWkv2+gnWRC+L66zn2jr63L+thHUQsWcoyNjQkwTn7zwoPOR52MmXx/+RgzCxMAgJmFmVgXSgF/6O2xkIhVsuBYAACUP1Qfvo9AIIizKRNTCIQxaHTt6+1nwv6ka0imYUzKjLdyaGjYydJjETfX45y7AsJ8SCTSfMVPAoc/K4XSQ3efgkuTn4t1XnqHVIK0vCQCiUzKvpOVkets5fngRgIOR66kCulDz3byOjffYm6+xUv1lkjJiq833Lxh87qleksOnfR3We9loWsLAFDRVHTxcjhx4Mz0+R0Z8wrL7i488X1fXz8AAPOzviUzC7OaltLxyMOkiYxMjPQM9EgkcvpMmgHDgEKhtmy3s9lsSZrOsYCdrCSWham3p49U37K7q4f0606Bnm48Uaq1r7cfGkOwLEw93XjSYt0/ehZxL5xe3XyDsbauput6L73Vyw1N9AEAmU+z6NCog2F+kExFx7eph4i9q43+6uXQeyFRAWj47SURLSVurmCxzACAHhJhzO6ubvBzDE+HmYWZnh6d9i6eNBGBoAUAYBgZ+vA/TYooLF1mvJU1Fe8/NracuxYqIi4EZXW0dS7i5pqq1T3lbV9vP4YJQ9ml/xAtza29+F4pOQliip6RjqySVFV5rZyS9JeWb0NDw/T0k1qGjXXNIhLCZBaGh0eeJmbIKkoJiwlCKXLKMgCApvqPS/WWcCxgT3gZ9/XzN0BDs4ibK/RghKAIP9HgbMyrE4vflhLfV5XVotF0ZAOOgopsc2MLvxCviLgQ9KKlpeVaxIlAIKTlJd6+npJzPLgz5ODOEFpaWlklqc+fvhDL8wnyEJeLpMgpy4yNjZW8m1KfL8wrkVeWAfOA6Pbg4FBjXbO4lAgAQE5JprKkGtqOAgB0tn9vbvhEOs0mYrZ+zWqzlesdLPa4H2j72gEA6O/tR9OjidIxD24lAgCgfQIefm41LWXoxbGAXVhMAABQWVoDlSQQCIV5JdB7STlxJBJJOtkrzCvFsjALivBDl6QbD8S3CiqyQ0PD4+PjxB6jp0cv5F4IABAWExwdHYX2WgAAtVV1s60twSy3ElrqMP4xkBa8KW5u+ES6/VGcP9X/VeW1UE9ScOk/xIkDp31d9pHpW/Z04TkXsC/TWzI+Pp6Z+gpKHxwYfPksB9plIIWODnXA9+iliGvElKqyGgAArwAPACDpfmpZUeUinoWLuLlGR0cT7iavMpn7t+h5heW3L22njpxrqv/4Ii07NvLmaotVZNrmdi7r+/B9vs77aireN9U3R4REr5BfW1FSDQDY4mmf+zI/7FBEeXFVbOSta9FxyhryAICtvltSE9KjTsY01TdXldV4b95rqWfb30e+FF5uoC0uJeLveaT4bWlTffOxgFO1lR9cvR3n9BmJREaGxeTnFDTVNwd4HRkZHjFdvwYAYO+2YWRkdPfW/XW1DVVlNTuc/bE4Zitbs9nsHD61j4mZcZdbwMTEhLKGwo/OrjtXH3770n4t+nZt5YcFCzmqK96TSXkDAHj4uZU1FCLDLr18llNeXLXTNQBNP7nlw8qGW+9oEX3qytOkjJbm1vs3Em7HPnD2tEcikfT0aHoG+vycgoqS6tHRURwrS8e3jvycgk9Nn5fqacooSHo57snPKWhpbk28l2Kobnnr8j0AgP7q5UzMjPt9gkoKyvOyC/y2HeDk4vhTt1JKToIBw3Dl/M1vX9pfpGUF+4fpGek0fGjq+GNN8Sw5M/Feyqemz7GRN/OzCyw2mgIAKLj0H2KLp/2H6nrvzX552QXj4+MFucU7XQO+fP5mvsGYm2+xtb35/h3BTx6lvX1d6L7JF4FAOLhtgCru3hq4f8dRAAANDY2bz+Y7sQ9PHj6bn1OQeC9lp2uAmKSI1gp1AEBqQrqrjXf6kxdF+aUedruGBofn8+0Fn4drKL9Y2XG+gR5OHnY4NhYGDMMai1VVbW+JWbsPeUHvU/MeautqMmAYMIwYZQ2Fm48vES2ciDwsKMJPR4cSEhUIjQ4ipp+/cVJSVpyODoVjY1llrJdT9XRGBwoaXxmvM8KyMNPRoWQVpa48PA+ll7e+AQBcvHNmepWg04FIJDLx1W0ZBUk6OhS/EO+F26eJuYmvbqtrq9DToxmZMCtWLc0seQylrzY30NbV/Dxc87z4MQAg/sUtKD3+xS1aWtoj4QGfh2s8druwc7JhWZgtN5nUdhbuPOCJYcRs2W4/3Ye898+1dTXRaDqOBew7ArZ57d0qJCoAZTX2lrn7blm4eAESieQT5NkbtKNlqBrKggwu5Oaqanv7ti5TRFyIkQmz84Dn5+Ga0pbXlptMWNlxaDSdiLjQoZN7iW3dfRorLiWCQqEERfgv3Y1Q01Le5Gz9p27lhdun+QR56BnoNZepvipPuZV8mQWHlVOShrriwu3TekY6DBgGNg5WTz83orezuRQaHQQAaO6vmPPbRQ2vB+nXNXXUoA1LHCuL1gqNx9l3oKz6ntIt2+3ZOdno6dFLlqsTvyqfh2sU1eShb8vn4ZqWoepjZw9IyIgxYBgW8Sy03GRS0PgKyqpqe2tusxbq8GX6S16WPZmPSzSfh2sox63sYk1nT3tv/7kFmKmHq1Fxh3aFfByY+6+c/l/xF25lbVWdvpJJ/ItbalrKc5f+jyPGplzd/hbWt4SBoSI8/VxhfUsYGOrC08/td7swydyTWBgYmH8ZqhiyYWBgSIHDEgaG6oDDEgaG6oDDEgaG6oDDEgaG6oDDEgaG6oDDEgaG6kBiEbP+WTMMDMxvAR4tYWCoDjgsYWCoDjgsYWCoDjgsYWCoDjgsYWCoDjgsYWCoDjgsYWCoDjgsYWCojt8flgJc4qFHw3+3FzNwMTKGFf0fO14R5i9QXVmzzniDAJc4FsnJxyFiucam7n09lNXf37/La6/wYikuZj4DnbVFBSWzGXl0P1FDYRkHhltKUOF06FmiZSySc/qr7dusmjcQvz8sYWB+I319fRZr1jMwMNxLuInBYG4/utHV3W251gbSt/Rw9n6SlHrybEhS2gNu7kXmRlZfWr9ON/LqRfbmjS5LtDUSnz5wdLY/HHg0+uwlAAC/IF9KZiLpy9ZxA78AHysbK2Wv/vGzfKhc3hDm/zklRWVfWr+eiQpj52CnoaHR0FK7GndJX9uovLSSlQ0X/yDpXuIto7WrAADKakryYqqXoq4cOhpIZiTsaLimtnr4+VAAgLbOkrZvbSePn3Hb7szIyLhUR4tYrLOjMyXp6blLp0lVwGZk7tGSm1XwTNg5T7cdfBwiC7H8Gy0dfnz/AWUtYhE4eyqSWHK7q4+Ouj4AoLK8CovkTE97rianrbtkFQBgvZntpnWOkWcuSArIc2C4V2galBaTqwBBfWS80mIhlp+bVdDG3K656eOMLhEIhKOHjksLKXJguBUk1C5GTop/vK/5gEVy5mbn2Vk7LcYJCC+W2u3jPz4+3tvbt4CJN/xEBNHCyMgIL7vw4cBgAEBHe4eLwzYBLnFORp4VmgZZL3NmbPRGbJyqrBYHhluAS9zZbmt7W/uc/TObnzDUA6Rv2d42pTTDL8BX97lKRU0p60UOHR2dnsEKKB2FQumuXP7y+avpRqqranVWLCVemlis7WjvqKogVw0OORImIS1uYr52Tq/mo2+JijgVqaSiWNda9SzrSVFBsbf7LspVoIfB8aCTO3Z7Rl85BwBAoVC5OXk11bV5pdlVjcUYDMbG3HZ4eJi01qePLWv1zejo6NKznyRnJPT09JiuWjc0NIMWrf+u/efCo/cd3PO2LMdzx7aA3QevxdwEfwgJ7t0Z4OTm8LGj7sLVc5ciryTFJzMzMxkY6ScnpRItvMrM7unBr1tvMTY2ZrFmfUF+4bU7l18XvlBRU7ZcY1NdSX7s2N1b9z3ddljZWOaVZF2/G1NcVGptuglSJaDQP7P5CUM9qKorL+Ba4LjRJTPjJZm+ZUN9IzfPYtKRTUBQoP5Dw3QjoyMjSOTUlHDBAk4AQFNjM2mZj82frsXcPBRMPtLOyLz0LcUkRDa72KPRaHlF2a3bXVIeP+3vpyTQh0AiAABaSzU32K2XkZOGjAz0DxwPD8bhWLgWch0+tv9L69fX2T8J68ZcuAoAuBJ3UU5BVklF4fL16I/Nn5ITU8mM9/Tgr1664enrvslhg7Co0BY3xw121mfDpwbttaZrVujpoFColav0BIUEigtLAQAW1mbFBSXEhUHio8dSMpLSslKZGS/LSioiLpxarrtMXFLsxOmj/IJ804e182eiV+jp7AnwFRUX0Vmx9FjYkeLC0nd5BRT6Z04/YagBRkbGx88eolBIcyPrgYGBjZYO9+IeTOpb9uDJtM+YsUy9vX3T9S2FRYVKikqJl7U17wEAZDJw58KjVDWUNbU1wDyY15aPsuqUGKOktASBQGhqaJ6zlpKKAumlhJQYE9Pkh5SQFgd/SHASKS4okVeSw+Em1YF4eLkFhPjf5ReQma0sqxoZGVlGMmfQ1tGq/9BAnDrKKUzp/LDgsJAeluGalRgM5klSKgCAQCCkJj+zsrEAABQXlCKRSK2lmlB5WlraJdoa7/KntIwAAKOjo5Xl1Rpa6iQdoggAKC+r/ONyhv6Z008YKkFKRvJ14cvXhS/QaHR7W7uLwzZjAwuyqRxlHJ3tnz55dvPq7cHBwcJ3xWHHToOfRSz7+vpu37jruMVungbnteXDTKKJy4BhANP0LWcEx4ojvSQV1sVgMACAgYGfJKV7e3vLSio4GXmIKSMjIx1t5Hrjvb29AABzI2uitB709Opo74QmsfQ/yxZBMxMMBmO4ZmVyQorrti3Zr17/+P5jnY0FZI1AICxiESCWJxAIbOw/ybb29w+Mj4+TqolBH40ofjhj/1Dwk8w+DDUgpyCLRCKfv36amf5yo6VD3PW7OFYcmehTTzcei2WefvK6vdOmkqJST7cdHi7ePLzcB48Guti7cy6Y+k/mtJSMkZHRtWar5+nMvMKyq6ub+B4amhmZGAEAf3zfJhkanGEdSKSbRNGxl8QIESwWq6mtHhF1ijSRTCUbKgYAuHwjSlpGijSdX5Dvc0srBQcsrM0cbJx//Oh6HP9ETVOVX4APskZPT/+68AVpSQQCQXrJyIhBIBCk/nf96AIAYFkmZVVn7J/RUcJsflJwEuZf5mPzJ3wPXlZ+aoa1avVKBWX5irJKRWWFzy2tQ0NDRN3k+roGMUmx6UYQCMTZC+GHju3v6e7h4+fNfvUaACAlLUks8CLjpZqmCnG2OCfzCssCkkldeWklGo0WFBYAALDgWKAxYTKrrJJMYI+Uuvf1XV3drKw4AEBFaSUAQFJagrSAsprS3Vv3BYUFiD+o1H9oWLiIi8yOjLw0Go3u7PguJjEpS97Z0UlLS4tGzyHludJQj4GBPjP9ZWpy2s69Pn80qjg0NDQ+Pi4hJQ6lfPrYQvqcAwCgUChZeWloJQnxNq8AAKCkoghdztg/o6OEv+YnzL/JkcCjH97XZb19ThwDJyYmuru6F3BxrtDXGR8fT0tJN7M0AQAMDAxkpGW6eThPN5Kbndfd3b3GxIiNjRUAEHf9roq6MulXN+dVrrH5mvl7Na+15ZfWr8cOn2iob0xPe37h/GVTS2MGBgYAgKKyQnJiamdH58DAwIngUzNKnRNhZcN5OHtXVVSXlVTs272fX4BPk2S1BgBwcnXoxfe6O3lWllc11DWGHg1XldWa/jsKFsvs6GJ37HBo/IOkj82fcrJyTQ2ttjl7z/kp6OnpV5sYRZw819HeaWFlCiWu0NORV5R1cXDPzc772Pzpwd34pSq6sRevk9X19PV48fxVxMnzzU0fs17mBO45pK2zhLh4nrF//rKfMP8m7l5uNVXvXR22vc56Mz4+npf7dpuzd2vLF+uN63j5eDY52Oz29k94mPQmJ99xgwsCgXBx3wxV3O7qs9vHH3pfVVntYOMcc+FqSVFZyJHQR/cSDgYHEJsYHx//3NIqJCw4f6/mNVo6Ott1dXXrLjEcHho2MNI/efY4lB4cemi7q4+MsDKOlcV5q5ONrdWz1OezGZGUkjAw0l9vZvvta5ucouzdhJtkf2bAx8/75HniQf8j+tqraWhopOWk7j+OI9s3ggg5GYTDsez3O/TtaxvnAo61pqsPHZvXvrOltZm16QN9A13OBZxQCgKBiE+5F7Dn0CYrx/6+fn5BPr/AXdu8ySVirGwshgaHIk6dP7L/GAuOZY2JYdCJQ3P2z1/2E+ZfQ0VNKeHp/eNHwjZa2g8ODtquc5RTkE1OfyQsIgQAOHXuxMF9QTs99/b19qlpqCSnP2LnYIcqVlfVMjFOrsJc3J2+d34/dfxMR3unmIRo3MNrpD9jdrR3jI2NEZc884EGTyDfUyFDgEt8m5fbngDfP/dxf8bO2qmnu+dx+qNfMUKd/C39A0MNLGIRaPleD+tbwsBQETv3+sD6ljAw1MUuf5/f7cIkc09iYWBg/mWoYsiGgYEhBQ5LGBiqAw5LGBiqAw5LGBiqAw5LGBiqAw5LGBiqAw5LGBiqA4kf6/zdPsDAwPwEPFrCwFAdcFjCwFAdcFjCwFAdcFjCwFAdcFjCwFAdcFjCwFAdcFjCwFAdcFjCwFAdfz0sVYSWhx6MmLvcP0zUyRhpLnU57iXzLH879iEPWhI6zZ4MVxtvGyOnv9W7WZuorarjQUu+yy36R5uDmQ+1VXX2pm6yizV50JLSXOp2Jq4NH5qgrIH+gUCfIAVebRGcovmKTaWFFTNagOqSvZLuT+p0jI2NhR6M4KWXijlHfqLibFDRoSFuG3z0jHSs7c3nX4VAIIQejLCyM3Xabv/rDtg6r4dUDf85/oUmYP4U/X39tsYuSmryVx9FbVi9JebB+WMBp+xMXF+Vp9DR0e10DSzIKw4+E8i1aMHVqFub1jg/L368iJv87OLYh5GE0akHfU3l+8O7T0jKigEA2r52bLff2dn+g+xMcMpQUVhWlFTpGen8qSq9PX0EAkFnpbakzAxnXf9ZlunPd8ilniYmJibGxsao4bC2/6iQaXlR1bfWtuPnD7FxsNLQ0KguUYy6ecpUx6aqrBbHypL88OnV+KiVa1YAABRUZbUkV12LjvMPJj/lUHWJEull2OGz9m4bxCRFAAAJd5PZONiuJUTLLf4Tt37uSezb14WWenZSC9TE2ZXNV2zKz5k6XByBoD1zLFqRb6kEh4qD2daOtsk/ryUQCCcPn1UX1RNiltOWMrwaFUes0tn+3Wuzn+xiTWGs/Fot69yX+VA6D1ryU9NnX5d9UgvUpvtQ8KbYUs9OBKcoxqZsvcoRmkvkZL6RXawJANi6cYcwVp6syujoaJBfqJqIrjBWXlV4xeHdx0mHqca6ZvMVm0RYFDTF9e/fSIASiTPMutoGHrRkfk6Bq423OLuyAq/2/h1Hx8fH+3r7xdiUz524SLQzNjYmz6MVEkguMv+l5evWjTsUeLVFWBRWyK+Ni7lP1gSREwfOSHKqkvoWdSpGGCvfi+8DACTeS9FXNhVillPg1d6/I3jwDzkJF2vPbba+4cGRYmzKz1NfkbUuwaESdSpmt/t+aS51UVYlZyvPru/dUFZpYcWG1U4yCzXE2JTXalnnZE6KplWUVPOgJdOfvLAxchLBKcpxLznqf5IoTTXbXYuNvKnIt/R56isFXu3gvSen3zjqB9K37Gif+stwXgHu4o85iqpyuS/z6ehQOisndWNRKJSO/hJij83Gk0dptZUffAM9oEtTq9UX75wh0/WYkznCcqB/wNHcXVRSOCn7TvLre1Jy4nYmbkQ1juSHad87vt9Iunj2WmhedsGZY1FQ+uHdJy6eubZz//bMksduPo5BfiduX3kAdYGtsUvx29LoW+Fp7+IV1eTsTFxrq+oAAAWNrwAAQacDc2vTyXxorGveYOTEycWRlHX7UeZNJiZGG8PNX1vbNJapZlc+BQCcunS0sCmLrFbUyZhHtx+HRQe9KH1yIvJQ8qO08KBJETskEhnoE7zV1yk5976CipzftoNfW3/SsocGn0O7Quxc1ld+yz8dE3ItOi41IZ2JmdF4neGjuMfEkvnZBd87fkyfePu6BrR9bb+WEJ1RlOTkYRvgHZSVkTtjD5tYr+7F971+kU9MSY1P1zXSYcYypSakb7ffpWu4LKMoKfzysbTHmXu27ofKoOhQ76vqqstqbyVfUluiTGYTiUJeCI9VUJYt/pST8PJWaWG5n8dBAMDQ0LCtsQsTE+PdtNgnuffUtJS3WHlCnx1SVQryC/UN9Khqe3s0Yv+liGvXL9yhfNdQKNRA/8C16LiI2BNOHrYzfkAqR0ldnpOLY9sm36yMXDJ9y6b6j4t4FpLqW/IJ8jbWNVOwNj4+Hnbo7FZfJ1Z2HJSyiGfhX/BqjrD82NjSi+8zt1krKiEsJily+NS+G0kX0ehJR5mwTEGnA2UVpQzW6q61XFVWVAUAwPf0xsXcc/NxtLY3FxQRsHO1sbQ1vXA6FgCQlZFbWVpzIvKwtq6mqITw4VP7eAV4rkbdAgBAH4ORCcPKhiPz4cbFO3RoutNXQqTlJWUVpU5dPjoyPPLwViIKhYJUtJiYGYm9QKSypFpcWlRnpRa/EK+uoc7dp7HE4CEQCFt3OK0y1pOUEQs4tnN0dLSm4v30z25ounKp3hIUCrVi1VJ+Id6ywkoAwIbN6+rfN5YVTUropSSkK2soCIuRn2NfWVKts1JbQUVWUITfztUm4eUtKTnxGXtYUkZMVEI47fHkafStn76UFlaY26wFAESduqKmpbzv6E5hMUFdw2X+wb6J91KgKEIgkU31H09eClbXVmHjYCWzSUNDIyIutMnZGo2mk1GQcvKwS09+MdA/gEIh098lnIk9LqMgJSYpsvPA9oH+gcK8YqgKAMDEykhNSxmNpjNeZ7RMf0nivSeU7xoCiezvG3DysIX6ecYPSOVgGDF3nsYiUahNa50HBwadrTzjbz+e1LfE95IpUzExM/X19k/XtyTyNDHj25c2R/dNv+jVHGEpJCYoKiG83WF3ZNjlipJqBAKhuUwV0ooDAKhqKhJL4lhZun/0AACqy2tHRka1lk/Ja2ouU2usa+763l1WVIlEItWXqky2TUurpq1clF9K2YeKkmoZRSmi6BArG45fiK+qrJZyLQNjvTev3rpv8k2Jf9bd1SMiLiQkKkDMJS4GcGw48LOaGBFp+SnlIiwLc3d3DwBARVNRTFIEGjDHx8fTkjKs7WbYo1plonf+xMUje068fpE3MjKiqCbPycUxvRiEsZVRevIL6GanJmYwY5l0jXTGxsYqS6q1V/zUjRMTEyUFk6IsAsL8pNp+ZCioyBLfi0mJEAiEj40tCASivKTK2sBRBKfIg5YUZ1cBAEB3bbKWqtxULUmRhvdNAIA575q88lRb/0UkpEWfvYt/9i4ejabraOv02uxnY7h5ePiv7Mxdi44zXmeEZWH+RZfmCEs0mi7+xS2LDcZ3rj4y0rDUENNPvJdCzCXGJ5h83E4AAPp6+wEAm9Y6C2PloddOlwAAQGfH9z58H4FAEGdTJmbdv57Q2f6dsg+9+D4W3E/6DSysWMoyRAAAKzuz64nRA/0D3pv9FHi0t9n6fu+Y0ntlwND/4TYAAICfZy8Q9PQ/S2v9UcZms2XS/RQCgVDwphjf02dsZTS9bmj0kX3HdhXklWxYvUWeWyvsUMSMP8lAmFgZdbZ/L3hTDABIiX9mZLaSnh49NDhEIBDOHr9I7CttSQMAQOcfC3gWVkqaFkzMU4sZ6Ik2ODD4vrrOfaOvkrpCbk16y1B1cz/5dj8TyRKIAUMPqZjOedcoe/JfQVpeEoFEJmXfuZ54oSi/7MGNBByOhShhCgHpQ8928nrb14687AITq/mKWFJg7h08Vnacf7Cvf7BvY11zdPgVT4fdYpLCUnISs5WHdK3PXguV+Hl3lFeAh5mFmZ4enfYunjQdgZjj0YBlYerpxpOmdP/oWcQ995Rd11BH11BncHDoZVr2Ad+jez0OXr5/bs5ac7Juk+nxwPA3r95lPs0yMtWf8dGIQCCcPGydPGx/dHY9jEsKCQhn52Rz8phZDFhEXEhSVjwt6Tm/EF9RfumOAA8AAAOGAYVCbdluZ7PZkrQwxwL2+TjZ3TXVY319/QAADBNj5tMsOjTqYJgftHju+Eb+H/DQjGCyVm8/hgkDAPhrd+2/Qktzay++l/T7rGekI6skVVVeK6ck/aXl29DQMPEB3VjXLCIhPJupnMw39PRoNW3ypf5fYI7O/dT0+VlyJvReSFTgRORhJBJJeQIpJSeBRtN97/ghIi4EvVjZcOwcbGg0nYKK7NDQ8Pj4ODGLnh69kCTAJmYateSUZCpLqoeGJkWzO9u/Nzd8kleRmV6SlGfJmS3NrQAABgb61eYGti42lWU1lKvMEzYO1lUm+skPU1Pi02b8lRXf0xt/J3l0dBQq7OrtqKatXFlKqXUTK6MXadkZT15wLGDX1tUAANDS0soqSX3+9IXYV3yCPMTl9JwUvy0lvq8qq0Wj6fiFePt7+9H0aOKvKQ9uJYKf+7w4v2yqVnmtuJQIAGDOu/af5sSB074u+0iXixMTEz1deM4F7Mv0loyPj2f+sdE9ODD48lmOruGy2Uy9yXorKilMPsn6S8wRlq0tX13Xe188c7XhQ1PDh6azxy8CABTV5ChUYcYybdxifSrofPLDpy3NrXlZ7zas3rLTNQAAsFRPU0ZB0stxT35OQUtza+K9FEN1y1uX7wEA6OnR9Az0+TkFFSXV0BeaiL3bhpGR0d1b99fVNlSV1exw9sfimK1szSh7HnPuhrutb35Owaemz3nZBckPUtW0/obHGMSGzese3npMi0Bokaz9iNDQ0AR6B/ltO1hVVtPc8OnJo7TSgnLKrRuvM2r40HQr5v5aS0Pi785bfbekJqRHnYxpqm+uKqvx3rzXUs+2v69/Ph5++9J26si5pvqPL9KyYyNvrrZYxcBAr6yh8KOz687Vh9++tF+Lvl1b+WHBQo7qivdEKfJnyZmJ91I+NX2OjbyZn11gsdEUULxr/wNs8bT/UF3vvdkvL7tgfHy8ILd4p2vAl8/fzDcYc/MttrY3378j+MmjtLevC903+SIQCAe3DVDF3VsD9+84SmqqpfmzgDA/mf2Kkuq8rHd5We/GxyeaGz5B74ljzGzMMYnVXKZ6+krIpTNXTx05j0DQikmJXHl4XkRciHKtg2F+LDjmYP+T7V872BewGZroQb/AIhCIW8mXg/aGuqz3Gugb4BXg8Qlwd/Z0gGp57HaJPnUl50VeZvFjFtzUD9MCwnx3n8aGBIYbqVsikAg1LeUHGdfZOdko+xB9K/yIX+g2W9/uHz3sC9gN1q7wD95Jucr80dbVQNPTWdmazrjMYMYy3U69EnrwzPpVm4cGh3j4uXce8LRxtJxekoiAMJ+cknR5cVXIuQPExNVmK89eC40Mu3zy8FkME0ZdS+VBxvV5/gK20cmquwtvvHT98NCIruGy4DOBAABdQx2P3S7H958O8gtduXZFaHTQ5bPXo09dQaPRG5zWAQD2HPZ+cDNx99b9DBj67XtcN2y2BHPdtf86iqpycU9iwo9GOlttHxocclnvJa0geS8tVlCEHwAQHLE/JIAxwDuov7dfSUPhbloscd+7tqqekQlDaqr9W6cgybYixD6vIyXvJucg16JvX4u+DQDIe/+cV4Cbglc0n4f/nqnd/ytePsvZbLHtTW36Yt5Fv9uXGZBdrOnsae/t7z7/KrVVdfpKJvEvbv2Nc4r/HGJsytXtb6nhT6Z+vwf/Lb60fK2p/LDHfb+tizV1xiTMX8bTzxXWt/xPcnBXyKv01yZWRoHH9/xuX2D+Zjz93H63C5PAk1gYGKqDKoZsGBgYUuCwhIGhOuCwhIGhOuCwhIGhOuCwhIGhOuCwhIGhOuCwhIGhOpBYxKz/ngsDA/NbgEdLGBiqAw5LGBiqAw5LGBiqAw5LGBiqAw5LGBiqAw5LGBiqAw5LGBiqAw5LGBiq45fCUoBLPPQouSrOv8np0LN8HCKCC2c9tHY6FyNjWNH/I4cpTsfO2snEgNJZXjDTqa6sWWe8QYBLHIvk5OMQsVxjU/e+Hsrq7+/f5bVXeLEUFzOfgc7aooKSOa05bnDGIjkb6huhy8HBwSP7j8qJqnAx8ylJaZwJOweJEVHml8LyWNhhAyP9X7HwKxAIhKADISYWa59kxM9d+ncjtEjyY/Onf6KK/fotcdfvQO83u9pv86aWky/+E/T19VmsWc/AwHAv4SYGg7n96EZXd7flWhtIQ83D2ftJUurJsyFJaQ+4uReZG1l9af1KwVrGs8zHCSmkKbu89t66dufkueNvy3P2HfQLORJ2InhuabNfCsuN9jYKSpTOjP1HwffgCQSCnsEKaVmp3+XDPGn59Lmzg/wI87+rSmnx1JnLuvrLDdcY/Dnn/jxkB/n+pykpKvvS+vVMVJj6EjUaGhoNLbWrcZcGBwfLSysb6hvjHySdjgwzX2eqoaV+6XoUEzPTpagrs5kaGBjYud3P0Xnq7Pzx8fH4+0mu25wNDPUFBPnXrTe3sDZ7eC9hTq/mDktuVsEzYec83XbwcYgsxPJvtHT48X1SzIN0EltSVGa80mIhlp+bVdDG3K656SPRwq1rt5WkNDgZeZSlNW9du01Mf3A3XlNRhwPDLbxYare3/+Dg4IwOtH7+4rjBmZ9TlAPDraGw7N7thwCAl5lZAlziAAAHG2dORp7ptSj4Q4RAIBw9dFxaSJEDw60goXYxMoaYlfc6X1tlBScjj5qcdsazTAOdtd7uk8fMFhWUmK5ax88puohFYIWmwcvMSQ2/9zUfsEjO3Ow8O2unxTgB4cVSu338x8fHc7JypYUUAQCyIsobLMhVq0dHRwP2HJQSVOBk5JEUkPfftX9kZGR6ldkaxSI5m5s+um/x4mUXBj9PYmfsNwp+Uu63C+cui3BLp6WkCy+W2rNj3yIWgZMhZ4ifYmxsTGiR5KGA4BnvIDUDTSnb2zqIKfwCfHWfq1TUlLJe5NDR0ekZrIDSUSiU7srlL5+/ms1UyJEwjgUc9k5TgoI0NDQTExNI5JQONBpNN6N0ABlzhyUShYo4FamkoljXWvUs60lRQbG3+y6yMp8+tqzVN6Ojo0vPfpKckdDT02O6at3Q0BAAIP5Bkqebr53jxvTsFCcXBw8Xn6T4ZABAUnzyFls3AyP9vJKs6NizT5JSPV13TG99ZGTE1HBdbc2HuIfX80qyjM1Wu9i7P33yTHvZkuLqfABAVEzE+0/l8/eHFP9d+8+FR+87uOdtWY7njm0Buw9ei7kJAOju7llvZovD4TJzn567EH704PHmxmZI6nhoaMhizXomZqbH6fEv855pamtstHCAJjaQROTenQFObg4fO+ouXD13KfJKUnyyxhK1a3diAAA5BS8uXY8i8+F06Lm7tx6cu3T6XcXriOhTCQ+SQo6EklWh0Gjtx3IAQFhESFld4Xz6jYKflPsNRYca6O+/FHnl0vVIL18PcyuTu3H3ic29zn7T2dG5yd6G8neJClFVV17AtcBxo0tmxkuygGmob+TmWUyqbykgKFD/oWFGO5XlVRfPx5yNPkVLS0NMpKGhcXC2vXr5Rm31ewBAWUlF4qNkB6d5CIHiCR2UX2zsbJra6sTLw8f2I5HIrz3NUFbgYX88ocNntyczM9OnznqoTHVTKS0t7ZVbF/GEDmU1JfN1JsTqPrs9T4QfhdJJzV6+EU1DQ1P7sZys9TvxNwAAGdkpxBRFZXld/eV4QkfTt1oAwI17V6b7TMGfsIgQBAKBJ3S0fG+go6PzC9xJrOWwxVZETBhP6Lh8PQoAUFSVB6W/yE0DALhu24IndHQNf6tuKv3S3QRlfeluAgBcuxODJ3SU1L4FAAQc2ks0KCQs6L1rO57Q8SjlLgCgor5ouqvGZmt0ViwlXhZWvimuzierQqHR9r4WAED0lbNQlqmF8XLdZZT7jYKfFPrt3MXTAICHyXegrIzsFADAq/wM6NJ562Y1TdU5v0vU+covzZZTmJS0MVxjcPl61I+hr9D3QU5BhrRkWEQIAKB7pI3MQvdIm6qGCtSHrwtfAABKat9CWV3D39atNwcAQBoWWz1d5uPSvNaWyqpT0vCS0hIEAqGpoZm0QHFBibySHA43qVrDw8stIMT/Lr9gfHy8rLhcSWVKBvNIyAF3L9exsbGy4vLlulMqK0t1tCYmJgrfFZE1XVpchkAgVDVUSJ0pL6uk7PBs/pCWqSyrGhkZWbZiKTFFW0er/kPDj+8/3td+YGRkFBUXgdJV1JXZ2Ce1FRAIRGlx2Vp9cy5mPiySczFOEADQ9aOLaIR4gwEALDhsd1c3ZVfXmBhmv3rtuME58dHjrq5uMQlRETFyTag5G53OnP02o59z9puSigL0Rn2JmoSUODRgjo+PJyem/BeHSggpGcnXhS9fF75Ao9Htbe0uDtuMDSyGh+eQCSEl5sLV9m/t/gd2T8864H/kdfabq7cv5xRkXog9d//2o/ATEXManNfxzcwkmriQpiWkfEikt7e3rKSCdI03MjLS0dYxMDBAIBDo/1CMJTI4OEggEMKOnQ4/cZY0nXSKD4HH92JZsKRnXeNYyVUHpzObP2RlAADmRtY0kxqXAFpfdbR39vX1kylqsnNMhmVNVa2DjbOTm8PdhFtcCxeMjY2x0f90tjrZh51zIbHR3oaDk+NydKyrgweBQDC1WBsWEcLB+dM/wc7Z6HTm7LcZ/Zyz33CsOOJ7+82bwkPPHgs78i6vEN/Ta2FtRtklKkdOQRaJRD5//TQz/eVGS4e463dxrDiiaBJETzcei2UmO3n929e2oP3HYm9fwmAwP5sELZ8+R565cPlGtKW1GQBARk4aj+89sPeIy7YtzD/rTJMxr7DsInnkQ3qvZAI1WCxWU1s9IuoUaSITMxMDAwMSifzxnfy5jsFgUCiUu5er/eaf5Kw5uTjJSrKwYPE9+ImJCWLwdP3oxrLMoXM6mz9kZQAAl29EScv8tJHLL8jHwMBAJmtL/AjPUjPQaLqQk0GQUkXbt3bKnswHAyN9AyP9wcHB9KfP9/js83bfFffwGmmBv9DoP9dvRDbYWR8KCM5+9fpZaoax2WqWuYxTJx+bP+F78LLyU3OHVatXKijLV5RVKiorfG5pHRoaoqeffITV1zWISYqRWXiR8bKnB29t8tM3WUV6yRoTI5dtTuPj4+ISosR0IRHBoaGh1pZWCSlxCl7NKywL8qe2E8pLK9FotKCwAGkBZTWlu7fuCwoLQPsiAID6Dw0LF3HR0tLKKci8yckjlvTzDQAAnAg/qqAs3/KxRewPj0dGRlo/f2EleRhDKCorjI2NFb4tIs7H3uYVEKdSszGbP6RlZOSl0Wh0Z8d3og+dHZ20tLRoNFpYRAiP7/3Y/IlfgA8AUFxY+r1zUvy4r68PTU9PVI+5feMemMeQCDFjsZTHT2XkpPkF+BgYGEwtjGurP5BuVkNV5mx0uuV/rt+IsHOwrzU1ir+fmJGWeeHqecqWqZYjgUc/vK/LevucOAZOTEx0d3Uv4OJcoa8zPj6elpJuZmkCABgYGMhIy3TzcCazsNrEKL80m3hZ96HeztrpXtItSSkJ6Jek97V1cgqTOvYNHxppaGh4+CjJdYF5/m75pfXrscMnGuob09OeXzh/2dTSmIGBgbSAk6tDL77X3cmzsryqoa4x9Gi4qqxWaXE5AMDdyy3rZU7wwZCSorIL5y9firyipqEKAPDe6ZEU/+R06NmGusby0gpXh22Gy437+sil1/VX6UpKS+zYvrsgv7ChrvHgvqCqiurtO+bQoqLgDxEsltnRxe7Y4dD4B0kfmz/lZOWaGlptc/YGABiuWcnAwLDb27+2+n3hu2L/XYHEr6aahur3zu83YuO+fvl2KepKdWU118IFleVVPT34Gfz4A1YcDgDwLDWjupJcWiIq4qLjRpfc7Lzmpo+vs97EP0jU1NYgq0KhUXp6egYGhtfZeaXF5aQ/J/5z/UaK/RbbOzfvIxAIHZIl+n8Ldy+3mqr3rg7bXme9GR8fz8t9u83Zu7Xli/XGdbx8PJscbHZ7+yc8THqTk++4wQWBQLi4b4Yqbnf12e3jDwDA4VikZCSJL0EhAQCAsIgQLx+PkLCgvoHu4YDg9KfPm5s+pjx+Gh4asdHehomJ0gwWgPntxPof2L3V04WVjRWDwZhZmhB36og7sXhCR9bb58t1l2EwGEZGRjVN1Ucpd4kWIqJPCYsK0dHRiYgJn7t4mph+5dZFGTlpOjo6VjbWNSZGJTVvZ3Sg9mO5hZUpCwuWjo5OQUnuTvwNKJ3CTiwFf4g7sXhCx4+hr36BO3n5eFAo1GLuRa7bthB3Ox88vg35rKAkl5GdIiYh6um7Dcry9fPm4ORgYcHa2Fq3djXtO+jHyMjo7uUK7XAmPXtI9EFRWd7eaRO0HbfSUI+BgWHlKj0yPxu+VK/fZMW1cAEdHR03z2IXd6fWrqbpVWZrFE/ogN4v5l70qbOeuBNLod8o+Emh36CdWGiLknQHkpmZaU+A7z+6U/pPv1IyE5fqaEEbXaysOJ0VSzNfP4Wy2vta3L1cOTg56Onply3XfluWQ6yloq5M7GrSF9lO7KfO+m3ebgKC/PT09MKiQrv37fiG/zinSzR4AvkuCxkCXOLbvNz2BPj+yjPpP8ePH10YDAO0qBgeHhZYIH44ZL/rti2/2y/qIuNZ5npT2/K6Qh7eOWZl/wkWsQi0fK+H9S2pFDy+V0FMVUd3mV/gThoamrPhUbS0NKYWa3+3X1TE55bWqopqT7cdTq4O/xsxCQDYudeHSvQtqcIJagOLZY5Pvf/j+49VOmtX65q2trQmPXvEtXDmnY//n+z1DXSwcdZfpRsceuh3+/K3scufWsJy7kksDAzMvwxVPBtgYGBIgcMSBobqgMMSBobqgMMSBobqgMMSBobqoAXz+nNOGBiYf4sJQNtOaIYjEwaGWpgA7YTm/wPMBqZJ1NTJ2QAAAABJRU5ErkJggg=="
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<image>How much more does an orange envelope cost than a piece of pink paper?
|
0.20
| 88 | null |
0.20
|
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"
|
<image>A food magazine published a listing of local restaurant ratings. How many restaurants were rated fewer than 47 points?
|
10
| 89 | null |
10
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sDLk4KSb6U4CpS6+s+hQcFgMAPsfcA88dSI25zLCEAUBETPzzrDwqD9e9kDP7t685d3Q7jUY/5HGxyy7q6hvRC3eSiiKa4mw/BwCuR3zey+3oOABYYmsOAHuP+wLAzk1Ox/63MfzKCeVxYyLuxqMX4sfyqnkWhmf/djv017rTh7YCwK3IWPQko14OOr2zKCXs2b0rjNPlcdD1xN5NIecPnz3i9udKO0Z/oKE2DgDSM191PyE/PF5bYG2iMk4+K6cw6OZd5nS1CYqhF45c9drf2dnZ2to2WkwIAD6UVTKXsTDWBgDV8Z9tXWaGWgCgOl4BAMoqqgEg5flLGo3OwsIyWlT4/YdyGo0uIyleXVOXmVP4o3GixCWll1dWCwqM0tWaCAA2FkbA1KXnFb1FzfVWM/UAgIuTYm6szaiblJoJAGMVZD7V1b//UC4vIwkADx8/67KLqppa9IMg/2fT78I5JlyclKdp2SWlZdU1tYkpGWQyx3zLGQ2NTVk5hQCgICf1/kP5+w/lk5SVGG0edF8beuHIHHODtrZ2ESF+AGhtbftUW8/Y0RJbc44v3hoZSTEAmLds6zKXvZdD7liZ6W1eYy8k+NlGKcDHyxwYMz88H5lAIOxzW2W1ZPPuI94n921ipLe3d2zb53nt1t3yyhoEQdDEL/9+ZhQvD3zpnQCAl4cbAEgkdgCg0zsBoLauAQA6Ozul1WczV3xb8nGSitKPhgpfpG1paVOf4QAArW1t8GWULic9Gh00sLOzcXFS0PLomUJBg0l+liWhZs5IbGhs+lRbjx4IIwUAWFlZSaTPx8XFSVk4x+R8QNjNO48E+UfR6XQrMyMqD9f7D+VoAdvlbv85uvcfASD+Sbrb/tMvsvNaWtoYWcwnUExEgPHZ46BrfUNTTGzyxaDwi0HhBAJh9VKb04e3opZjHm5OAGhobO5+Qn5m/rmlmd4U9QlP07Jv/PuQkbj3uO8/3oEyUuLhV04I8PHu+vvcvbinfTTSI+h5JBJZb/kfY07/ObHpdPrNyEcA0NjUnPHyPz796+H33TYs5eejAkB7e0dzcyuFQgKAyuqv5tNRVB4AUJuguM9tFXNdCvk/7xzg5uJE99Xa2saQ3Nne+nxAWPjdeAkxYfjSmfNSP/sXj+zeMFZehtGC1GjRT7X1Fov/bGhs2rJ2iaWZ7oeyygXOXc1WrCxfHXoiQgLRwZ7lFdWJqRmPEp75Bd4+e/G69hS1RXNNAaC+oQkAuLko3c/JT/6+tt9tNQAE3vz6kJeclg0AVmZ6FiY6KuPk84reAgCN/mP33clq44hEVhqNLi4qaGGiY2aoVVvXgCAI2hP8KHFJ6RWVNRwc7PWv45CKZ+ifwzvXw5frXkFOkpWVFb7cYhsam+7cS2BU15qsDAAfy6tm6GpamOhMUlGqrWsgkzg4/mtYZHQJzN8VzUkTVMbJJ6Zk3H30RESI30R/KgBwcVLQZ0IiK6uFiY6FiQ4LC0t7R8coXu6Xea/RfsL9z2XaU9Qqqj5baHs8gc3NrSe8rrofPCssxD/X3NDz0NZli6wA4F1pGXMkzH0Vg5/0l8zQm6I/XZ15BKgoJ/UgPiXo5l0KmRT9MElGUvzd+7LI+4mXQ+7oTp34nc0KCfI528/x8g+dtchlrrlhxsv8xJSMaZNVLUx0vl25GyHh9wDA1GAqegmizJ9t5LbPk9GlW8/Uu/HvQ+dN+8OiYl9k5zNrOdtEV3W8QsbL/Kkz/5iuqXr30ZOi4vduG5Ya6Woy74XKwyUjJf7mbWl6Zp6EuAgjfbm99YYdR8sqqjevsUe/VQDw159OC5y3u+0/nZlT2NTcEhrxgJfK/fJxiKyUOBsbsaOD5rxpP98onruPkhXkpPKL3m7b67ln68oux0WhkIJvx6Skv0x5nj1JWam2vjHwRjSRyGpq8Pl9As8ycgBgorJi93Py87+fH9j+n59R92xdaTVTr6m55ULgbUtT3X+vntSarFJWUf2jP854HtqyZ+tKMpnkG3CruOTjmj/mR1071eObMPqGTqffioyFL2M0BrLSo9ETgV7iZ/92m22qS+/sjH+Svmiuqa3lDABgYyOif9+7fmbpwtkfyiv9Am8TiazH/rfxoPva7vvSn6YOAI8S/zOUs/gy9Fsy/+vt39bKONj30HhF2cCb0Q8ep1qa6Sb+6ycqLCAmInjhn10yUuIRMY9fvnodfvnErs3Lebg5/72X8KmuHrpx5+qp5fbWeYVv//EJuhX5aLqm6oMbXmoTFAGgpaX1adpLANCb1sO7awjn1qv8HtO+fm7+WlZO4YfyynEKMuilOXPhhuiHSf/bsmL3lhXf30jC0xc6s5fzjaKWZkQybuG7j3jvPeY7VUP5SWTXR7hB5WJQ+DKXvarjFV48CuyS5b1v2S/yCw5bdv7tdTsqTnK0iKWpbnHJx+iHSVQermV2lj/UiPYUtemaqokpGT5Xbm1wXnjo1MXoh0/in6RDt15wsKHRaMe9rgLAlrUOPRbA+v+HBpzdt8F5IYFA8A0Ie5GdP99yRsrdS8y34e/k9OGtrKysu494V1Z9KnxTkpyWJS0pdtFjt6HO5MEIu9cw/EJevirSnqK22GZmjwWw3p9jCnw+MubA9cYWuN7YAtcbW+B6Ywtcb2yB+4GxBREAVnpkDHUYA4D3BtXf40AGD+8Nqnh/ji1wvbEFrje2wPXGFrje2ALXG1vgemOLHvS2trYmEAjHjh3rkl5VVcXGxkYgEFC3h42NzYwZ/V1e4fcjLS2N0I2ysrKhjuszPc9nolAogYGBrq6uzInXr19nY2NjWHtWrlzZ1tbWU21M09DQAAA3b94cNerrGnN8fHy91/il9Ky3trZ2TEzMq1evlJS+TvS/du3a1KlTHz16hG4aGxv/igBHGqjeM2bM4Ob+mTnzg03P928RERFVVdXAwK8THEtLSx8/fsysMXN/XllZ6eDgICoqSiKRFBQUPDw8BjXo4Ux9fT0AcHL2axXAwaNnvel0uq2tbVBQECMlODh4woQJ8vI9r+Dm6OiYmpoaEhKSmZnp7u6+efPmsLCwwQh3+NPQ0EAmk1FL7DCk17Ds7OwKCwtTU1PRzWvXri1atKi3whcvXoyPj9fR0VFQUHB0dFRVVY2JiRn4YEcCDQ0NbGxsa9euFRMT4+Xl1dPTS0pKGuqgvtKr3tLS0tOmTUO79KKiomfPni1cuLC3wlVVVY6Ojry8vOhwNC0traamprfCvzc0Go2VlZWDgyMwMDAoKIhIJBoaGmZn9/CWgCGhr27Hzs4uODi4s7Pz2rVrU6ZMkZGR6bFYa2urpaVlc3NzcnJyR0cHgiDTp08fnGhHANu3b6+pqTlx4oS+vv7MmTMjIiJ4eHjOnTs31HF9pi+9bW1tKysrExIS+u7MMzMzX79+/ffffyspKRGJRAAYPo+bQw6FQpGTkysuLh7qQD7Tl96CgoLGxsbe3t45OTm2tra9FUOfQBiPH4mJiUVFRUgXqz9mOHTokLu7O2Ozvr4+NzdXVlZ2CENi5hvDSLRLNzAwEBHp1WKjqqpKoVBOnTr14cOHyMjILVu2mJub5+XllZeXD3S0IwAhIaGDBw+6uromJSVFRkZaWFjQ6fR169YNdVyf+Ybe1tbWHBwcfYzUAEBAQMDf3//+/ftjxow5cuTIhQsX1q9f//btW3Nz8z5q/a44OTmdP3/+/v37xsbGTk5O/Pz8KSkpCgoKQx3XF86tV0F+C36bAxk8zq1XGaY/C+AMErje2ALXG1vgemMLXG9sgeuNLXC9sQWuN7bA9cYWuB8YW+B+YAyB+4ExB643tsD1xha43tgC1xtb4HpjC1xvbNGz3giCXLp0SUdHh0qlcnJyjh079q+//mJYCE6fPo3OO8bpkZycnNmzZ/Pz8wsICMyaNWv4mA2gN72XLFnyxx9/SElJ+fj4BAYG2tjYnDlzRktLa0Amlp85c2bp0qX9b2d48vHjR319/bq6uqtXr/r7+5eXl5uamqImwuFAD5fphQsXAgICvL29V6z4vIaHlZWVnZ3d5MmTd+3a5ePj089dpqX1sK7lb8Ply5cbGhoiIiKoVCoAyMrKjh8/Pi4ubvbs2d+s+yvoPq1TWVl5ypQp3Wc3pqenNzU1IQji6enJysqKJlZUVNjb24uIiHBwcMjLy586dQpN19HRMTY2Zq4+Z86cqVOn6unpMXb9/PlzBEESEhJ0dHTIZDInJ6eBgUFKSgpa3tbWdv78+QEBAWPGjCGRSJMmTXr69Gnfky9/fMbmwFNTU5OXl8fYRK9sPz+/IQyJwbn1Kl31/vTpEwAcPHiwj2rMes+cOVNRUTE+Pj4vL8/f359IJN66dQtBkEuXLrGwsJSWlqLFGhsbyWTyuXPnamtr1dXVFy5cWFlZSaPR8vLySCTS/Pnznz9/npaWZmlpyc3N/f79ewRBFi9eLCEhsXTp0srKytraWhMTk3HjxvV9MP04FYPFtWvXCATCq1evhjoQBOlR79zcXAC4evVqH9WY9S4rKysvL2dkqaurr169GkGQ5uZmKpV69OhRND04OJhEItXW1iIIMmXKFEdHRzR948aNVCq1ubkZ3ayurmZnZz9w4ACCIIsXL+bm5m5sbESzrly5AgBoB9PbwXz/kf8aiouLBQQEnJychjqQz/Qw/5yNjQ0A6HT6d94OenMCk8lkOzs7VCQAuHHjxpw5c9BbGjNpaWmTJk0ik8noJh8fn5yc3IsXL9BNeXl5xosSeHl5AQDtfkYE+fn5Ojo6Kioqp0+fHupYvtJVb1FRURYWloKCgu+p3LcT2NnZOTMzMzMzs7W1NTIy8o8//ujeQn19PfN7bQBg1KhRjNEs43vAABkhNsS0tDRtbW0NDY07d+6QSKRvV/hVdNWbQqFMnTo1NDS0y3LuABAaGhoREcGc0rcTeOLEiRMnTgwODo6Ojh41apSRkRF0g0qldrlka2pquncDI4u8vDwTExNLS8vQ0NBhJTb0+Pzt4uKSm5u7b98+5sSsrCxnZ+cuen/TCezs7Hz9+vXg4OAlS5Ywv9KEUUZDQyM9Pb21tRXdrKioKCwsnDz5l67RNrB0dHRYWVkZGRn5+voOx7e49DjMWbVqFQCYm5tfvnz5xo0b27Zt4+HhmTZtGjrgYozXKisrKRSKs7NzaWnpnTt3tLS0zM3NVVVVy8rK0HZqa2spFAobG1tBQQGjcTMzM2Vl5fT09MrKysLCQjKZvHjx4pycnOfPn5uZmQkICFRUVCAIsnjx4unTpzNqoV+1kpKSPgYjAzCk6TceHh5EIjEsLOwRE8xPaENID+NzBkFBQfr6+vz8/JycnCoqKkeOHGlpaUGzmMfnISEhMjIyZDJZT08vNzc3Ojqal5dXXV2d0Y65ubm2tjZzy5GRkfz8/Pz8/Hfv3kUQJDExUUdHh0QicXFxmZmZZWdno8VGqN5WVlbdL6qVK1cOdVwI0rfeA0JFRQUXF1dgYODg7YLBMNF7ODOIfuCqqqqUlJQ5c+bIysr28S4QnF/MYOl99epVHR0dVlbW27dvM1a3xxlyBktvFxeXtra2uLg4aWnpQdoFzk8w/B4YcAYTXG9sgeuNLXC9sQWuN7bA9cYWuB8YW+B+YAyB+4ExB643tsD1xha43tgC1xtb4HpjC1xvbNHr+sAonJyc48aN+/PPP9+/f//rgxuJjMj1geXk5M6fPw8ATU1NGRkZPj4+/v7+4eHhOjo6vza8kceIXB+Yi4tLX18f/Wxubr5+/XpTU9N58+YVFhby8PD8uuhGICNyfeAucHNz+/n5VVZWXrp0ydvbm0wmt7e3o1mrVq0iEAioyxAAvL29qVQqjUbrbcVgXV1dExMT5sbnzp2rpaUFAMLCwp6enm5ubsLCwjw8PBYWFowVrWg02q5du6SkpFDX8bByZHVhmK8P3MN8ZCsrK1VV1e6zWRUUFGxsbAoLCwHgyZMnaKKSkpKEhIS3tze6aWdnZ2Vlhfy4TxhBEHFxcSkpKQ8Pj6ampqKiIlFR0TVr1qDF1q9fT6FQLl68mJ+f7+Xlxc7O7uPj032ybf9n7PYfLy8vMpk81FH0TM/zz3vT29jYGDUASEtLo0bf8vJyNja23bt329vbo2UkJCROnz6N/JRPWFxc3NDQkFHFyclp8uTJCILU1tays7Pv3LmTkbV8+XIFBYXuB/Mz52CgOXLkCA8Pz5o1a0RFRalUqq6ubmJi4lAH9Zkfm3/e2tqKut+MjIwSExMBIDY2Vk1NzcjI6PHjxwBQXFxcUlKCrgn/cz5hNTU1xu54eXlRK2FGRkZ7e7uhoSEjS19fPz8/v7q6uj8d2yAxgtcHZgZBkMLCQgkJCQCYMWMGqndcXJyOjo6mpubHjx9LSkri4+MlJSUVFBR+2ifcxQCMIAh8uSOampqSvoBWqaio6O/RDwLDfH3g732tVnx8/MePH2fNmgUAhoaGVVVV+fn5cXFxBw4c4ODgUFdXT0hIiI+PRy9u1Cd89epVJSUltHpZWdno0aPRzwyf8OTJk3vzCTODXv0BAQHKysrM6b2tTz2sGEnrAzOorq5et26dgoKCpaUlAAgJCSkrK4eFheXm5mprawOAtrZ2QkLC48ePUb1/2ifcI6qqqhwcHJWVlUpf4OfnFxQU5ODg+KlDHlyG+frAPV/fjY2NsbGxANDa2pqZmXn69OmWlpbo6GjGKTYyMjpz5szYsWP5+fkBQFtb28XF5d27d+jFylgx+H//+9+LFy/279/PWDFYWFgYAOzs7FxdXYuLi3Nycr4ZIg8Pz4oVK3bv3i0gIKCpqVlcXLxx40YpKanbt28P0EkYSISEhHbs2NHW1jZ37tza2trDhw8Pq/WBex6fM3KJRKKMjMyaNWuKi4uZy9y5cwcA0CE3giBVVVUEAmHixImMAj/hExYXF3d3d2dsbt68WU5ODv3c0dGxc+dOSUlJNjY2cXHxtWvXNjQ0dB98/sSQdTA4f/48+o0XERGxtrbOyckZ6og+M+h+4N4YDJ/w8NF72DIE6wPjPuGh5VfrjfuEh5ZfrTfuEx5a8PkO2ALXG1vgemMLXG9sgeuNLXC9sQXuB8YWuB8YQ+B+YMyB640tcL2xBa43tsD1xha43tgC1xtbdNW7pqZGVFTUzs6OObGhoUFCQmLOnDk/tw9MrSc8wvzAfHx8586ds7a2XrRoEWOJ0+3btzc3N3t5ef3cPgwMDM6ePduvMEcOw9wP3PN8xcWLF4uLi6O2ridPnrCwsFy5cuWXTavr6Ojo7Oz80VrDZL5ieHg4ANTX1w91ID3Q63xFT0/Pzs5OV1fXjo4OZ2fnWbNm2dvbM3JTU1ONjY35+Pi4uLg0NTXv378PAPfu3SMQCMnJyYxiKSkpBAIhJiamS38eFBSkoqLCwcEhLCy8fv36lpYWNJ2Pj8/Dw8PCwoJMJtfV1Q3Gl/sXMMz9wD3rPWrUKG9vbz8/P1tb25KSEmb7U2trq5mZGTc394MHD1JSUnR0dKytrUtLSw0NDYWEhG7dusUoGRoaKiQk1MUudOPGDTs7u1mzZmVmZvr7+4eFhS1fvhzNYmdnP3/+vJqaWnx8PBcX1yAc7K+goaGBTCYPx5XmUProBm1sbADg5MmTzIk0Gu3du3eM6f7o7So4OBhBkNWrV8vLyzNKysrKrlu3DvnvemWamprMNoOAgAACgYAuAC0uLo4agH+6s/rpugPISPUD19XVJScnUyiUmzdvIkzWL1ZW1rS0NAMDAwqFQiAQUJMY6vVdsGBBQUHBy5cvAeD58+evX7/uMs6n0+np6enMV7y+vj6CIE+fPkU3R/RKkigj1Q+8ceNGNja2uLi4p0+fMo/MX758aWtrq6WlVVRU1NnZ2dHRwcjS0dERFRW9efMmAISGhkpLS6Mv6mDQ0tJCo9EOHDjAcPbKyckBAOO9HV3WCh6JjEg/cGRk5KVLl2JiYjQ0NLZu3erm5mZhYSEpKQkAd+7c4eDgOHHiRPcFgVlYWObPn3/r1q2dO3feuHFj0aJFXZpF1xJ1cXFxcnJiTkdNhL8lI8APXFtb6+zs7OjoOGPGDABwd3cXERFZuXIlmtvQ0EAikRjj7UuXLgHTer8LFix4/vw5ukJql84cAFhYWNTV1d++fctw9srKyrKzs/8GlzWDYe4H7kHv9evX0+n048ePo5skEuncuXPR0dGXL18GAC0traqqKj8/vw8fPpw5cyYrK0tERCQjIwN9gtLS0pKUlNy0aZOysvKECRO6N75ly5YbN278/fffBQUFL168cHBw0NHRaWxsHMxj/KUICQkdPHjQ1dU1KSkpMjLSwsJiWPuBUVM1Ot5mxtHRkY+PD13o2c3NTVBQkEqlOjg41NfX79mzh5OT08XFBS25efNmADh06BCjLvP4HEGQwMBAFRUVdnZ2Pj4+Kyur/Px8NL2LH/gnBp8/XXdgwf3Av4Lf5kAGjyHwA+MMLbje2ALXG1vgemMLXG9sgeuNLXC9sQWuN7bA9cYWuB8YW+B+YAyB+4ExB643tsD1xha43tgC1xtb4HpjC1xvbPGN9YEJBIKgoCBjhbG+6cP3iylLcHx8vL6+Pi8vr6CgoLm5eVZW1lBH9JWer285OblHX/Dw8EAQRF9f/9GjR784uJFIenq6iYmJmJjYzZs3L168WFFRYWxsjPpvhgPfXh8YAObOnTtmzJhTp04ZGBj8orhGLNevX5eRkQkICEAtgzIyMhMmTEhISECX8hpyvuv+zcHBoays/O7dO3SzRz/w5+ZYWJKTk9XV1UkkkqysbEBAQPfW2tratmzZIiEhwc7OLiUl5e7uTqPRBuRghgOHDh3Kzc1l+EPRFTiHj130e+N48+aNqKgo9O4HRosRCIT169fv3LkzISFBU1PT0dGxu1VuzZo1vr6+R48ezcnJOXDggIeHx7Zt2wbwkIYDdDq9rq4uPT3d2dlZRUWlyxLYQ0lv6wN3fOH9+/eurq4AcP36daRPP7CnpycAhIaGolnNzc0UCmXHjh0Ik+WgqqqKSCQeOHCAsbvNmzdzcnK2tbX1f3J1P1sYQBhjnZkzZ1ZWVg51OJ/pdf55RkYG2xdGjx7t5+fn7e2N2sH78AOj6OnpoR/IZLKiouKrV6+6tEyj0dBVKFE0NTWbmprQZcV/GyZOnBgbG+vv719WVqavrz98ljLuWW8FBYXUL7x+/bqqqmrFihVoVh9+YBTmd9NwcnI2NTUx56Kvu2A2CKKf0fTfBiqVqqen5+jo+PDhw5KSkpMnTw51RJ/peXxOJpM1NDR6zOrDD4xSX1/Py8uLfq6tre3i9UUX+0UX9kZB+wbGEuAjnejoaBKJxHi64eXllZOTKygoGNKgvvLD48a+/cAAwHhlT2NjY1FR0fjx45mrq6qqEonEpKQkRkpSUhKVSpWXl/+J6IchPj4+a9asodPp6GZDQ0NRUdHwWbr6h/Xuww+MIAiRSDx48ODjx48LCwtdXFza29u7uP75+PiWLVt25MiRW7duFRcX+/v7+/r6bty48bf59W3Tpk0FBQULFy68d+9eVFTUnDlzOjo6urzfYCjpbXzexzCvNz/w8ePH+fj4EhIS1NTU2NnZZWVlQ0JC0CrMlmD0+VtMTAxdfPjgwYM/8ba1Hgef/W9kQLh//76uri4vLy8/P7+RkVFycvJQR/QZ3A+MLXA/MObA9cYWuN7YAtcbW+B6Ywtcb2yB640tcL2xBa43tsD9wNgC9wNjCNwPjDlwvbEFrje2wPXGFrje2ALXG1vgemOLvvResGABgUDw8fH5ZdFkZ2cTCISEhIRftsdBxcvLi0AgnD9/fqgD+UqvetfW1oaHh6uqqqIzjr8TISGh/qy9JC4u7uXlNWbMmJ9uYfhQVlbm7u7Oyso61IH8h171DgoKolAoJ0+eTEpK+k6zz7t37yorK/sTzahRo1atWiUiItKfRoYJLi4uZmZmw20h1F719vf3t7W11dfXl5KSunLlCiM9NzeXQCDEx8fb2Nhwc3MLCwtv2LChs7MzNjZWSkoKAGRkZKytraFP36+wsLCnp6ebm5uwsDAPD4+FhQW6xGCX/tzPz2/cuHEcHBwCAgKLFy9mLEM4/ImKirp79y5jTa9hRI/TeHNzcwHgyZMnCIL89ddfMjIyjCniqDVm4sSJ9+7da29vj4qKIhAIISEh7e3twcHBAJCeno6ufr1s2TIqlRoUFFRQUHDlyhUuLq5NmzahjYiLi0tJSXl4eDQ1NRUVFYmKiq5ZswZBEPTVF48fP0YQ5PLlywQCYd++fa9evXrw4IGCgoKGhkYfM9WHz3zkpqYmaWnpM2fOIAhCpVJ9fX2HOqLP9Dr/fOvWrYqKiuhntDOPi4tDN1G99+7dyygsJye3ZcsWBEGioqIA4M2bN8i3fL/i4uKGhoaMLCcnJ3RlYGa91dTUjI2NGWUiIiIAoI+1doeP3lu2bJkyZQqdTkeGn9499Od0Oj0gIMDe3p5Go9FoNCkpqenTp6OLCzJQU1NjfObl5WX2/6F80/fbdwsdHR2ZmZldqgPAixcvvqfTGkIyMzM9PT19fHyGzzsdmOkhppiYmA8fPuzcuZNhAU9MTLx+/XpLSwujDJlMZq6CMPkFUb7p++27haamps7OzhFnG+7s7FyxYsXGjRtVVIbprIIe9Pb3958+fXoqEwkJCS0tLWFhYd/fbj99v5ycnKysrCPONlxSUvL06dOjR48Sv1BXV7dy5UoBAYGhDu0zXV2Z6GP3yZMnu/i/Z8yYcfny5e5LPHcHvVIZvl9dXV00/Yd8v2xsbKqqql1swzDsF4QXExPr8ra1adOmubq6zp8/f6hC6kJXvYOCgjo6OubOndsl3dbWdvny5R8/fuyjLbTLvXPnjr6+/oQJE1Dfr6KiIvpyC19f361bt36/79fV1dXe3v7o0aM2NjZv3rxxdXXV09Pr7S0EwwQ2NrYuqyKzsLCIiYmNHTt2qELqQtezf+nSJV1dXSEhoS7p1tbWK1asuHr1Kvps3SMaGhozZ87cunWrnp5eVFSUp6cnlUpdt25dRUWFhITEzp073dzcvj+yRYsWtbS0HD161N3dnZeX18rK6ujRo99fHadnhs9jTD/5bQ5k8MD9wJgD1xtb4HpjC1xvbIHrjS1wvbEFrje2wPXGFrje2AL3A2OL/wPMY2tstD/ITgAAAABJRU5ErkJggg=="
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<image>A girl compared the ages of her cousins. What is the mean of the numbers?
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4
| 90 | null |
4
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"
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<image>Brenda wrote down how many pages she read over the past 4 days. On which day did Brenda read the most pages?
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Friday
| 91 | null |
Friday
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"
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<image>A grocery store monitored how many paper bags were used in the past 4 days. On which day did the grocery store use the fewest paper bags?
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Monday
| 92 | null |
Monday
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"
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<image>How much money does Brandon need to buy 3 computer printers and 9 computer mice?
|
370.14
| 93 | null |
370.14
|
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"
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<image>A food magazine published a listing of local restaurant ratings. What is the lowest rating?
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12
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12
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"
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<image>Some teachers compared how many students are in their classes. Which teacher has the most students?
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Mrs. Woodworth
| 95 | null |
Mrs. Woodworth
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"
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<image>The county released data about how many schools there are in each town. What is the mode of the numbers?
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10
| 96 | null |
10
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uX78uUHjyl0HwT2B9YWEh4AvO50eIA5GRkTQa7eLFixUVFVlZWVpaWjBetqurC85kraio6OjoGNlZGoOMfH5mcnIyk8kEAEhKSpqbm+/atauhoQHfOm/evLVr18L/586dyz+FLz4+nkQiQWMPDw8GgwEjtTEMMzExmTZtGm6pqKi4b98+wXo/XE9CHGhvb6+trcU3BQcH4w5cvHgRAAC/0oEYJiO/v3N2dq6trb1161ZoaCiJRAoPD9fT04O/AT88Hu+vv/6CnxKALFy4EMMw/GNAenp6+KdRGAyGgYEBbslgMGC47WgQ7gCGYREREWpqahISEiQS6cCBAzA+DDEyRvX8iUwmW1lZRURE5ObmVldXGxgY+Pr69vb28tv09PTA79fQ3qGnpwcAaG5uhgYwWghHYBEb9esg4Q74+/tnZGScP3++u7sbw7AdO3aMsroxzgjv7zo7O7u6uvjD7iZOnBgUFOTp6fns2bMpU6bg6+l0uqSkZGBgoLe3N38JKioqI6v6QxHiAIZhV65cCQsLW7hwIVz54sUL8Xj1sTJCPVlYWDAYjJycHDxuHwBQWVkpISGB313DpoVMJs+aNau2tlZfXx+u7+3tbWhoGBiiKiKEONDX19fT04N/jaOjo+PKlSsCN62ID2KEetqzZ4+rq6utra2vr6+WlhaHw8nMzIyKitq4cSMUiry8fGFhYWFhoaam5rZt21atWhUZGeni4tLV1fX999/n5uZWVFQI/9bHyCgsLOTvMaWlpRcsWCDEgVmzZsXFxcGvDGzbts3Z2fn06dOPHz+eNGkS4b6NCUY8kr99+7aLiwuTyZSSklJVVbW2to6Pj8cjHtPT0xUVFRUVFeENf0JCgrGxsZSUlIKCAovFqqyshGYeHh4WFhZ4mQsWLPDw8MAX9fT0QkJCBOoVfn8ngLa2Ntw6lAMPHz6cM2cOjUYzMDC4cuVKQ0ODnp6ekpJSTU0Nur8bAWj+E4JI0FgBQSRITwgiQXpCEAnSE4JIkJ4QRILiORFEgtonBJEgPSGIBD3PRBAJap8QRIL0hCASpCcEkYhJT2w2e968eTBTo6+vL3+eEAIpKytbvny5oqKikpKSo6MjTBMlhJKSEklJyU8//XTQrQcOHCD9N/gMKgG4XG54eLiGhsa4cePMzc3z8vJGeyT/WkY4/+mDyMzMZLFYPj4+kZGRz549++qrrxobG9lsNrG1NDU1LVy4UF9f/9y5c/AHtre3Ly8vh9mPBoJhmJ+fn5ACORyOlpYWTKAFgTmoBhISEhIfH3/48GEtLa2ffvrJwcGhurp6bEbtiUNPhw4dmjdvHp7uqLu729/fn8Ph4BMjCeHXX3/lcDhXr16FybF0dXUNDQ1v3ry5fPnyQe2PHj3a1NRka2s7VIEcDkdJSQmfCjwUjY2NR44cOX/+vKurKwBg5syZp06dEk8i4f9BxNHfnTx5EiapgsBcKO/NAPah+Pr6FhcXQzG9t5YXL158/fXXP//8s0DWYX46OzuHM4M0LS0NRqLCRWlpaX9//4EJbcYI4tCTuro6/HUh6enpGhoaEydOJLYWeXl5/jiI9PR0EolkYWExqPHmzZuXLFni6OgopEAOhzNu3Lj31ltSUqKjo3Pp0iWYctLCwgImqxmbiPv+js1mHzt2bN++fSKd9l9bWxsQEODl5QUzHwuQnp6emZn5008/CS+Ew+G0trYuX75cXl5eTU1tzZo1MB2eAC0tLY2NjdHR0YcPH05NTaVSqfb29oS3vv8WxKqnlJQUNze30NDQoW6pCKGystLKysrY2Dg6OnrgVjh627t373C6pKamJhsbGzabfeDAgfz8fBsbm+7ubgGbvr6+1tbWpKQkGxsbmPubx+MJ5MYcO4hjPA45ffq0r6/vrl27QkNDRVfLgwcPHBwcLC0tExISBEJDIeHh4erq6hs2bHhvUfwZMi0sLCZPnjx37tz09HSBz0GNHz9eTU0Nz4WsoKBgYGBQXl4+uuP4tyImPV24cMHX1/eXX36BaQJFREVFxZIlS5ydnX/55Zeh+tOkpKS6ujopKSm4CPMsJiYmPnjwAObJHApjY2MAwLNnzwTWT5kyJTExEcMwPB0yj8cTMsz/uBFHf1dVVbV27dpDhw6JVEx9fX0sFsvGxub48eNCBmfXr18vLi4ueseiRYuWLVtWVFQkMNLicrnr1q3jT3sMR9m6uroCBS5duvTNmzfp6elwsaWlpaysDGZZHoOIo30KDQ3V0tIyMjLKycnBVxoYGPBnZx89R48era6ujoyM5M9nqq6uzn/TBwAQWBw/fryMjIyRkZFAaRQKhcfj+fr6trW1zZw5s6qqKiwszNDQ0MnJScDS1NR05cqVXl5e0dHRioqKO3fuHD9+vI+PD4GH9m9CDDF++DMhfs6fPz+y0oaK52SxWANr8fPzE14ai8XijyDlp6enJyQkREdHh0aj6erqBgQEvHz5clBLDoezYcMGBQUFGo22cOHCoqKiERzXxwGa/4QgEjS/AEEkSE8IIkF6QhAJ0hOCSJCeEESC9IQgEqQnBJEgPSGIBOkJQSRi0tOJEyeMjY3pdLqmpqafn98/G99SX1/v4eGhpqYmKys7b968K1euiMKZsYk49BQTE+Pn57dq1arr16/v3r07JSVlzZo1hNcC41s6OjrOnTsXFxfX3Nxsb2/f2dkpYNbb22tvb19XV5eamvrgwQN7e3sXF5c//viDcH/GKGJ4R2hhYeHt7Y0vwmmT7e3tIyttqPfB+/bto9FoeLGPHj0CAKSmpgqYwTQbeXl5+JqJEyf6+vqOzBmEAOKYr5Kbm8u/SKPRBuY6Gz2+vr7Ozs7DjG+hUP7/gVOpVOzf9lL8fxbxjcd7e3tbW1uvX78eERHh6+tLbPAdGHZ8y+zZs01NTSMiIlpbW3k83rlz56qrq9etW0esM2MXsbWE4eHhAAAJCYng4OD+/v4RlzNUf8fPs2fPlJSU+DtZfhobG+HUXgkJCRqNdu7cuRE7gxBAfPEIXl5elpaWJSUlkZGRDQ0NiYmJIqqosrLS1tZ2qPiWvr4+V1dXaWnp33//XUFBgc1m+/j4qKmpLVq0SET+jC3EL+Hs7GwAQFZW1sh2F94+3b9/X1lZ2dnZuaenZ1CDs2fPAgCeP3+Or3FxcTE3Nx+ZMwgBRD5+evv27fnz5ysqKvA1s2fPBgBUVVURXheMb1mxYkVSUtKgwVIAgMrKSjk5OXV1dXzNpEmTROHM2ETkepKSktq8efPBgwfxNTBDtY6ODrEVDTO+RVtbu6Ojo6mpCV9TWVlJePD7mEXk4ycSiRQcHLxjxw4VFRVbW9vnz5+HhYUZGBgsXryY2IqGGd/i7OwcFhbm4eGxb98+BQWFjIyM1NRUmHoaQQBi6FP7+/tjYmKmT59Op9OZTKanpyd/5uoPZfTxLY8fP3ZxcVFVVR03btyMGTPi4uJG7AxCABTfgiASNL8AQSRITwgiQXpCEAnSE4JIkJ4QRIL0hCASpCcEkSA9IYgE6QlBJOLWk7u7O4lEevLkiSgKJzZ/Cz9C3H7w4AFpAC9evBAwi46OHmg2VEKYuLg4ExOTcePGaWlpbdiwobW1dVCzO3fuLF68mMFgKCsrOzk5lZSUDGomznge8c2nAwBcu3YtOTlZRIUTnr8FR7jbHA4HAJCcnCwvL4+vVFBQEDBzdnYW+KpiUFDQoHo6e/ast7d3TEyMnZ1dfX29n5+fq6sr/0tuSEVFhZ2dnaenZ2xs7Nu3b8PCwmxsbEpLSwW+IgnjeRQVFVNTUxkMxtmzZ11cXLKysgh/H/8fxPamsKurS0dHZ+PGjQCAqqqqEZczyvgWnJiYmIkTJy5dunSo7x0O0+3U1FQAQGdn5wcdRVZWFp1Or6+vH7jJwcHBzs4OX4yLiwMANDY2CphFRkZKS0v39fXBRfjh4YSEBAEzMcfziK+/27lz54QJE0T3oVLC87dA3us2DPEbTmYOnP7+/qCgoKCgICaTOaiBQPgNAAAb7LU9mUyWkJB4r9nAAocyIwAR6VSA4uJiGo1WXFxcWFgIRNM+CZCYmEgikR4/fjzo1lWrVq1atQoT+j3WYbodGxsrLS39IUeAxcfHKygodHR0DLo1OTlZSkqKzWbzeLzGxkYLCwsHB4eBZrW1tbKysuHh4W/evOnq6goICFBVVR1YJo/HMzU1XbZsWUtLC5fLjY+Pp1Ao/M0VsYhDTzweb/78+du2bcMwTDx6Eh7fkpaWJicnB3sQIXoaptv79++XlZX94osv1NTU5OTkrK2t3/trGRkZffPNN0IMoqKiJCQkYKNibW3d1tY2qNmtW7cUFBTIZDKJRNLU1Bzqu8LijOcRR38XGxv74sWLnTt3iqEuQFz+lmG6zeVyJSQkqFRqQkLC+fPnKRTK4sWLhdxa5uTkPHr0yNvbeyiDlJSUkJCQyMjI+/fvp6end3Z2fvLJJ9iAHurJkyerVq1auXLlvXv38vLyzMzMWCzWwPtK/niegoKC7du3+/j43LhxQ/hBjRzRSRXS2NgoJyeXkZEBF0XdPr03vmXr1q3m5uY8Hg8uDtU+jdjtrq4uZWVlf3//oQz8/PyEh9Po6enxj5cfPnwIAMjMzBQw8/b21tfXxyMZe3t7VVRUtm/fLmAm5ngekbdPmZmZHR0dTk5OFAqFQqHA4BZ9fX2YzZJYhhPfkpSUdO/ePSkpKehPampqQkIChUIpLi4mxG06na6npzcwzQt/yXZ2dkNt5fF4T58+nTZtGr5m0qRJYLBwoMrKyqlTp+JJYyQlJbW1tQc1E2c8j8ifP7FYLP7nbBUVFW5ublevXjU0NCS2Iv74FvwsD+T69eu9vb34YmBgIJ1O//777+HPNgK3v//++9evX+/ZswcudnZ2lpeXf/bZZ4PWXltbW1NTM2vWrKHck5CQ0NDQ4E9PVVlZCQAYGIGjra1dUFCAvctD1NfXV1NTs2DBgoFmMJ4H799FG88jonZvKETX30VFRVEolJSUlBt8VFRUCC9N+P3dcNw+ceIEACA4ODgvLy8tLc3KykpGRmaoeuHApaysTEhde/fupVKpx44de/LkyZ07d8zMzPT19Qd237m5uWQyefPmzWVlZaWlpd7e3jQarby8XMDs5cuXqqqqixYt+vPPP6uqqqKioshksuhCMD4ePRGev2X4bp84ccLExIROp6uqqq5cuVKIXGDCKv7RzEC4XG5UVJSRkRGdTtfQ0PDw8KirqxvU8tq1a5aWlgwGQ0FBYfHixUPdV4ozngfFtyCIBM0vQBAJ0hOCSJCeEESC9IQgEqQnBJEgPSGIBOkJQSRITwgiQXpCEIk49HTgwIFhxnWMkqdPny5fvnz8+PFycnJr1qxpbm4WRS0IIYgjvoXD4WhpaZ05cwZfQ6fTCa+lp6fHxsaGyWSmpKRwudzQ0NAVK1bcu3dPyFwDBOGISU9KSkoLFy4UaS3nzp1ramrKz89XVlYGAGhra0+bNi0zM9Pe3l6k9SL4EUd/19nZKSMjI+pasrOz58+fD8UEANDX19fT08vKyhJ1vQh+xKEnDofzQeFEI6OqqkpPT49/ja6uLpyMhhAbYtJTa2vr8uXL5eXl1dTU1qxZU19fT3gtHR0dAqHAsrKy7e3thFeEEIKYnhc0NTXZ2Niw2ewDBw7k5+fb2Nh0d3eLp2qEOBHHeDwtLQ3/38LCYvLkyXPnzk1PT3dzcyOwFnl5+Y6ODv417e3t/N8UQIiBf+B5prGxMQBASATIyJg6darAaKmyspI/UAQhBkSuJy6Xu27dOjhvGnLv3j0AgK6uLrEV2dvb5+fn44lZCgoK6uvrHR0dia0FIRyR93cUCoXH4/n6+ra1tc2cObOqqiosLMzQ0NDJyYnYilavXr1nzx5XV9ddu3a9efMmODjYxsbG2tqa2FoQwhHH+On48eMaGho//vhjU1OTurr6ihUrvvvuOykpKWJrkZKSyszM3LRpE4vFolAoK1euPHToELFVIN4Lim9BEAmaX4AgEqQnBJEgPSGIBOkJQSRITwgiQXpCEAnSE4JIkJ4QRIL0hCASMemptbX1008/ZTAY8vLyLi4ujY2NIqqopKREX1+fwWAIsRFnPpOxhjj0xOPxHB0dKysrf/vtt8TExOrqahcXF1FUdOrUKTMzM/5cAAOB+Uzq6upSU1MfPHhgb2/v4uLyxx9/iMKfMYg43gcnJycXFRXV1dWpqqoCALS1te/evdvX1ycpKUlsRTt37rx48WJxcfG+ffuGsikqKiovL8/Ly5szZw4AICIi4uzZsxcuXBBVfpwxhjj0lJKSYmtrC8UEANDX1xdRPOedO3eYTKbAl58HRXz5TMYY4ujvSkpKJk2a9O2332ppaSkoKLi5ueGz3ohlqPQ6/MyePdvU1DQiIqK1tZXH4507d666unrdunWi8GcMIg49tbS0XLx4sbGx8eLFiydPniwoKBDFx+yHCZlMTktLa2hoUFZWplKpPj4+Z86cMTc3/6f8+cgQR3/X19enqqqKf2aeTqcvXbo0NzfX0tJSDLUPdAbPZ6KgoMBms318fNTU1BYtWiR+Zz4+xKGn8ePHz5gxA/+OAJRReXn5P6KnCxcu3L179/nz5zAFhampaVFRUVhYWF5envid+fgQR383ZcoU/ryG/f394F3+P/Ej5nwmYw1x6Gnp0qW3b9/GJZWTkwMAmD59uhiqHgiezwRfI9p8JmMMcejJx8dHSUlpxYoV2dnZSUlJGzduXLp0qampKbG1vHr1KicnJycn5+nTp1wuF/7/+PFjATNnZ2dVVVUPD4/8/PwnT54cOXIkNTXV39+fWGfGLqJL5cFPVVWVg4MDnU6Xk5P79NNPW1tbR1zUUPlbMjIyBh7d2rVrB5YgznwmYw0U34IgEjS/AEEkSE8IIkF6QhAJ0hOCSJCeEESC9IQgEqQnBJEgPSGIBOkJQSTi0JOSkhJpAImJiYRXNMz8LV1dXQEBASoqKnQ63dLSsqCgYKgC4+LiTExMxo0bp6WltWHDhtbWVsJ9/sgQx/ynK1eu9PX14YsPHz4MCgqCX2UlkOHnb/Hy8srLy4uOjlZXVz9y5MiSJUtKS0s1NDQEzM6ePevt7R0TE2NnZ1dfX+/n5+fq6nrz5k1i3f7YEP8rQ0tLy02bNo1496HeBx8/fpxKpf79999wsby8HABw7do1ATM41Sk1NRUu9vb2ampqhoaGDqzIwcHBzs4OX4yLiwMANDY2jtjzsYC4x08XL14sKSkJDw8nvORh5m/Jzs6WkpLCkwRJSkouWbJkqDQvAmEwAADs3/b6XMyIVU/9/f3ffPPNtm3bFBUVCS98mPlbqqqqmEwm/9dgh0rzsn79+uzs7LS0tP7+/qampujoaAcHB/6JnYiBiFVPycnJz58/DwgIEEXhw8zfMqgZh8OBs5D5cXZ2/vHHH1ksFpVKVVdXl5CQSEhIEIHjHxVi1VN0dPTq1avl5OTEWemISUlJCQkJiYyMvH//fnp6emdn5yeffIL6O+GI4/4O0tTUdPPmzR07doio/GHmbxnUTFZWlkwWvLS2bt3q6ekZHBwMADAxMWEymcbGxr///rudnZ0I3P9IEF/7lJWVRaPRrKysRFT+MPO3TJ06tb6+/s2bN8LNeDze06dP+ddPmjQJAIAiYYQjPj3duHHDwMCARqOJqPxh5m+xs7Pr7+9ns9lwsbu7OyMjY6CZhISEhoYGfOgAgWJFkTDvQWxPJhYsWLB69erRlzPU86e3b9/q6+ubmZn9/vvvbDZ76tSpNjY2g5bg5eWlqqr622+/3bp1y8nJSUVFpaWlZaDZ3r17qVTqsWPHnjx5cufOHTMzM319/Z6entEfwkeM+PQ0derU9evXj76cofSEYVhdXR2LxRo3bpycnNzatWtfvXo1aAk9PT2BgYHKyso0Gm3RokWlpaWDmnG53KioKCMjIzqdrqGh4eHhUVdXN3r/P25QfAuCSND8AgSRID0hiATpCUEkSE8IIkF6QhDJ/wNGVeFuxIYXkAAAAABJRU5ErkJggg=="
|
<image>Mr. Harmon, a P.E. teacher, wrote down how much weight each of his students could lift. How many people lifted at least 30 pounds but less than 50 pounds?
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10
| 97 | null |
10
|
"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"
|
<image>The bird watcher counted the number of birds in each flock that passed overhead. How many flocks had at least 55 birds but fewer than 74 birds?
|
2
| 98 | null |
2
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"
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<image>If Zack buys 4 kilograms of chicken, how much will he spend?
|
6.96
| 99 | null |
6.96
|
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