image
unknown | problem
stringlengths 14
525
| answer
stringlengths 1
112
| id
int64 0
11k
| choices
null | ground_truth
stringlengths 1
112
|
|---|---|---|---|---|---|
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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
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-4
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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
| 1
| null |
10
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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
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29
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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?
|
19
| 3
| null |
19
|
"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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
| 4
| null |
10
|
"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"
|
<image>The members of the local garden club tallied the number of plants in each person's garden. How many gardens have at least 48 plants but fewer than 80 plants?
|
6
| 5
| null |
6
|
"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"
|
<image>The employee at the department store counted the number of ties on each tie rack. How many racks have at least 24 ties but fewer than 36 ties?
|
5
| 6
| null |
5
|
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"
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<image>Lester, a doctor's office receptionist, tracked the average waiting time at the office each month. According to the table, what was the rate of change between May and June?
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-4
| 7
| null |
-4
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"
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<image>A researcher recorded the number of cows on each farm in the county. How many farms have at least 35 cows but fewer than 47 cows?
|
3
| 8
| null |
3
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"
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<image>Maureen went to the store. She bought 0.7 pounds of alphabet confetti. How much did she spend?
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7.70
| 9
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7.70
|
"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"
|
<image>A farmer counted the number of apples on each tree in his orchard. What is the smallest number of apples?
|
18
| 10
| null |
18
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"
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<image>An employee at the craft store counted the number of red buttons in each bag of mixed buttons. How many bags had at least 14 red buttons?
|
23
| 11
| null |
23
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"
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<image>Ernest, who has four different fruit trees growing in his yard, kept track of how many pieces of fruit he picked this year. What fraction of the pieces of fruit picked were plums? Simplify your answer.
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16/49
| 12
| null |
16/49
|
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"
|
<image>The bird watcher counted the number of birds in each flock that passed overhead. How many flocks had fewer than 64 birds?
|
12
| 13
| null |
12
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"
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<image>Emma kept a tally of the number of emails she received each day for a week. According to the table, what was the rate of change between Monday and Tuesday?
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-1
| 14
| null |
-1
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"
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<image>Jen kept track of the number of games her soccer team won each year. According to the table, what was the rate of change between 2017 and 2018?
|
-6
| 15
| null |
-6
|
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"
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<image>Principal Whitaker reported the state test scores from some students at her school. How many students scored at least 40 points?
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17
| 16
| null |
17
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"
|
<image>Kelly found a list of the number of roller coasters at each amusement park in the state. How many amusement parks have at least 34 roller coasters but fewer than 48 roller coasters?
|
8
| 17
| null |
8
|
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"
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<image>Dr. Everett, a pediatrician, weighed all the children who recently visited his office. How many children weighed less than 85 pounds?
|
11
| 18
| null |
11
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"
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<image>Fans of the Richmond baseball team compared the number of games won by their team each year. According to the table, what was the rate of change between 2013 and 2014?
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-27
| 19
| null |
-27
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UzljbYrTPrDZ69r7WPb9xm3g/95LCPqSSOmvr2UZapsSmyd9FyfPWRMROckeb3sQPFh9KydT7Wvdc9OXuL+y/stC1dTB2+8Y9vJxbVM4tVjJac34vPfZ8a3enQZGBa1ZcGS+RSlZdCw/zXzS/905Nhk4Zp+BE4rbzyfsBQCwVrboa9m3nZfN6bZdIJUkl93+7PVsilQBIVl0LC+u0ZFm/A0yaRn5V+vq4yJdy37Plbf5n9rTAXxZ+ubtOwLmSFlOeVRzoMKDhandzzjFpGkM7TAnxm1snYD8quH7wyTriJhqVnlr2NLH4zpK+e420TLNZyetuTCGOeEXd/XGIR8Ron9kSqbigOuOXuO+KarIB4ELKwVndN60IOrT5n9knk3ZY6tuvCDpYJ6i9nPbXqRc72+jZTv7iJ6FEcCf7b0269hCPyUM7TCmrLdp1f+m93AsKhe1/vJYrYIf6LzLSMqvhVz7Kv/ZXguJxfwBobCgl23Ut/aizSYeVX/1JpVAf51+PSdg4v/cOKpXWcPBNt78P67R4bs9tuhoGNfzKx/k3/kz4FQDKucXLr4yb0HHBugEnpSDNq0pdeyOi4UtZJfOoxPWMYzpM/fXfnGLQNJ4W3frj4QqFFZTUeTfn3Jdtg5f03Xvm5R8P8q7I7qLkeWuirMqkp0W3Qv0Xvnr9cM31bz90o6DxqY998TuNSgvtuNBYpw1PwEktf7r6WpjyoSh4djKkRrK/FlB3IaSG/ycGIbLDLkWI7HCPFyGyw89ShMgOuxQhssMuRYjssEsRIjvsUoTIDrsUIbKj5KvvnEsIoaagTL3to+4aPopFXsfWvXjHuUsQ+uTgHi9CZIddihDZYZciRHbYpQiRHXYpQmSHXYoQ2WGXIkR2LepSYw2rrd3uD3OcrXB9J/Ovd/R45mb0RUsG/6Rt6npnR49nsn9but1f0vFYD6tRFHW8LerQDXf0eOZr2lf5apPdN3zvtevjlWHANPsl4Hpn83ectkpdJSlBBdpcn/1j2i5Sy6MraM7ZyWRY9cWX8/d9bT/53utTZbw3AUdMquYwp9lPK66lVD1QRYWfqmcV128VvUma0KLruBsFjm670ETT6nT2FrXW9R8R7r++rLz7oPRvALhTfJJOZXzEx3Jbn8yKf1R2sel3aXlJvwbE/fJ0PKte2Rn63kkC4r3JC5b6x2axnz8u+7DIXJVr6Vv7tYIDVfySEc7zZNd8bT9Zi64Xm7mxhSMDABXecUa8T0VVfVlGzRPi34vK20cz1z0sPd/LajSN0qJ3xvf6oCfNTtdddjm1+sFL1p2PUBEAgJ9ZP3t9j7M574ktUtDCkow02ugylJ3WXLlqQVlcUcxQx1l0ykd882qKlr5iRFLhscz1Mzy3dzDu9pJ111TTpo/N+HO5O6oFZQBgp+s2zGm2o76XRCpOr358ImtDJf/Nu1on86/72Uw007YTSeqzahJjszZW8AsBYIr7JrFUWFKXE2Qbtj9lcWLlzRZWSB65nJdfWAzSoRuwhZUA4G/W/yu7by20HXgiTkL51dPZW4SSN+ehDbAYHGT3rYmmZSW/+Gr+/vulfxPXB7YZ2tdmgqmWbb2Ym8y6H5u1kSNkwbuetG6WwV/bRegyjApqUxvrjR09ngFAaPufRradN/de98nuG7ToelEvIttoOy73PxX1IjLILsxZ35cjZJ3K3lzOKwhxWWql41zGy/8zbWV+7Zs8CCVbIS/INvxR6cUaQTkANH18hZJ+S5zU23qsu1GgQMJPKLtyImuDFKR9bUK/cYicczeQeCBDpvnPX1zZ8fL7ejFvjvcfALCmy4XEylu7X82hAm2A/ZQv2gzSZ5pW8Uviig7fLj727xM7rI/NOFNNa4GEn1GdcDzzV+IFfLPwcH+7bztbfBP/+owKXgHNpYKvSclV8YmVN0c4z6NR6COcf6zgFd4ojAEAYw3L2d5/iKTCjc/CtiRO0aLrzfLaTacwAcBBr0O468/PK2/+khCy7cV0Jk1jiscmYjSxVGil09ZWt/22pGmZNc+UPfCnxkLLXiipJ/rKx7TPt27rXrHurn0y8lDqcm+T3uPbvTkPrZ9Zv3Htl99/fWbjs7A7xbHj26/0Me0DAJ3NvxnXbvnjsktrn4z8I3m+nZ77tA5RxF0UnjRnA98Ql6XPKuJ+Thh9OT862PmHd9az6EEQABzL/GXZw2/krydyDQc7zjiTHTUvvlce51WIy7KhjrP2pSxaeD+IL+KOaruAWFPJVsjTZ5ra6brJPhWbPr5CSSOd590pjp0b3/Ng6rKe1mOUf9POYj+PTpkPAD8/HXMgdQkAjHCe29c29HzurtVPRlwv/DPYeW7XNsMBwNnAd1y7ZXGFh1c/Gbk9aaYOwzDC/c05k3liTnZNoqdJDyUP1ApUczDjROYGQw3zye4bvUx6Hs1YJ5GKAKCH1SgA2Je8qJCbll+bfCB1iYmmlY/plwBQWJu+/NHAS3l7Snm5+bXJcYWHbXTaETsnYqnYTMvuz7QVWTXPuKJqlZSnFhQAKtCIf9p0vc7m33SzDL73+jSRthJkG5ZV8+xMTlQpL+9V1b0zOVv9zfsbMM0AoK9N6PPyuKsFB/JrU+KKYq4VHDTSsACAvjYTUqseXsqPLuXlpVc/Ppm1yV7Pw0nfGxo8aV3MB3KErJNZm0p5eS9Zd28XKQYxErjCGgCoF/PqROyGtz6ruJ5fmyKQ8B+VXtSm6917faqcX8ATc56UX7HVdSXWUbIV8ogiFd5zmzK+gucVcanVDyVSUXJVfAW/0F6v0dANAJBIRUROVJ2QUy+u06TpdrMacb3g0IPSv8t5+XdKYh+WnutrGwoAtrquIongQenfFfzCXM7L6OT5J7I2yMbJrHnmrO+j5IFagWq+I7HqSy7lRw9xmPG47FJ6zZs4Ngc9j4LaVJ74TYROVX1pBa/QSd/rSfllkVTQ0bx/oMVgY00r2fc0HbpBrbAKAMp5BXWi1gve+Uh6W4f0tg6RLQok/PjXZ09mbQIAClDtdF0v5b8Na0ivfkIBiqO+Z2LFTTtd12fl12U3ncnZCgBUCt1a1+VC3m7Z9bmclwBgo9s+m50I/33SLHWcirjpUpAQizmcD0hekCnhZhMXiGFlizwRh0HVoFMYYqm4sa14XhEnP5QB00QiFRGT2/TxRVKhQkmFtW//lyVPxNFmvD97TsZGtx2dwkirfixfbdc2w3XoBmlVD8UOork+++Nfn05mPWDVFxP7O4QaQYUOw5AKNAmIm/5wqqWyIxnPy28McZghPz2adB1bXdeo7g9l19AoDD2mCQB0bTN8kMPUmPTVz8qv88VcV8Mu8gfc3/nW/sl5XHbpRuFfxOUJ7VdyhJXHMt+EIDCpGlQK/Wu7SV/ZhcvfRY9hwqRqUil0gaRBSiJViwLUOuHbZ4Z4cWvSdP5dfHuTJk2bLaiQLfJEtc2oXyFySmERgKJkKxSG0qLr8cSKEWnvHb9hSQrfeD8oaol4omZ67YB/k+OIX8X0mMYlddkbnoX2tZ04xHFmiMuyHE7SkYy1sncEnohDAYomXUeNL8uPeLyRJ6rNrHl2OH2N/JV8MRcAfEx7p1Y9vP/6LHGlPlNxXj8DHGFVfu2bUMrjmevneEd3Mv+aOKYvkPDFUlFcUUx8yZn/3qVSIKmXSEU6DEOF0eolPAmItRlvQwR16PrQSAfWi3la9LdxbDqMD4vQbSIlW6GwJk/E0fr33UTlFPIaGY0kRPLEtQBwIGVJETdD/vpKfhEAlNRl/5m2ggIUR32vYU6zZ3huX/ygP/HFTYuuJwVpw0Tw1vQRf2TP5bw007It5xeW8nKJf1KQEO/xmjQdvtybaxeLQQBAoTQzhY78MmoSHpddGuk8T5uuDwBSkOZzkk00rGTPTAW/UCwV1ok4UpAU1Ka5GLxN9RvhPG+E8zyJVFRYm058wSMQl/M4rxo+XCkvz1qnnewvKNoZ+CuprdlPupKtUFizRlBJpdB16IbNfShleCIOk6oh+/3JVre9wgrEy6qoNl0kFegyjWTVckU1tcIqkVTooNfBUd+L2KJsduKZnCh9honhv9+uDZimXGG1Gnd34aN26Z3iWE2azsT2q6x1XMy07L62i1je6ZStrhsAZLNfuBkFOOp7mWpaj3VZXM7LBwA7XXcGVVlU7iftVPZmOpU53GkOsXit8KCvWZ8g2zAzLTsbnfZhrmvn+uzXoGoBQFxRTHvDzoMcptnpuvWyGtPLenQOOxEArhcccjP6op/NRBNNq3aGnYKdf8ioSZB9XMt7UnZJj2E8su08ax0XP9N+X7QZ/M6SRFKBUMJ3MfS31XWlNutXXCVbIS+75jkAtDXwbcZDvFceJ5kC1EDLoRSgWGo7d7MMlt1E7KN2MO5uqe3MF3PvFp8caB/pZ9bPWMPKxcD/e69dE9qvBAB3465TPbb4mPYx1bS20Wn/pXUIq76EVV9CDNLWwFftvzV8xD1eVn3JlsTJQ51mzfM9JAVpUW36jqTviVfV5fy9Zlq233vu5Iu5t4uPXcnfZ6plM8ZlkUgqeO+wn6gaQfnFvD3DneY8LL2QUfPkeUXc/pQlX9mFD3SYVi+uy6x59ltiRL2EBwCPyy5p0LT62kzsZxtWyS8+nL42ofwqADwpv8ygafSzmTjYcQZPxEmsvHkqa8s7Hyul6kFs1sZ+thO7WQ7P56T8mbZyScdj7/xriisF+/vZhrkadVn9eEQzNkrJVshjCyvza5M7mHT7GL9+F3HTT+dsGWA/ZYTzj3mcV0cz1i3zjyU2No+T/Ip1d7jT7PSahO1JM2KzNtWJOMOd5hgwzThCVmLFzTPZWwHgUt4fNAptuNNsQw1zvoibxU7c9mIaMbgWTc/JwPtI+lqVl/1B8LxHqDX4mfYLc1uz7OFA4g8bPhUD7L/r2mboikeDGx5wbk34f2JQa3hacS2X/XKI40x1F/IBDJnmX1qPO529Vb0tCtilqNXsTVnobhz4Qf8nRo2oQJvkvj6h/PKT8svqruVjfi9FSF6NoHzh/ff87znykIB40/Pw96/XKvCzFCGywy5FiOywSxEiO+xShMgOuxQhssMuRYjssEsRIjt679r1IwcEqbsM1Ttx8eqOAZ/VCVnQ/6cTF6/iZylCZIddihDZYZciRHbYpQiRHXYpQmSHXYoQ2WGXIkR2LerS6urqpUuXBgQEeHh4DB48+Nq1a7Kb8vPzJ02a5OHh4enpOXPmzIqKCvk7pqam9unTx8vLS/7KqVOnOjawZMmSllSIVCUjI2PSpEk+Pj6+vr5hYWFpaW9PYJ2QkDB27FgvLy8/P79vv/02NTVVjXV+lprfpRKJZMqUKXFxcQsWLIiOjnZ0dPzuu++eP38OAHw+f9y4cWw2e8+ePdu3b8/Ozo6IiJBK35w39fjx48OHD6fRFKPB5syZc0TOvn37tLS0PDyUpQyg1lFWVjZmzBgOh7N169aNGzdWVFSEhoZyOBwAyM7OHj9+vJOT05kzZ2JiYqhU6rhx4xTelFFLHb9wRdosz549c3BwuH37NrEoFAo7deq0evVqqVR65MiRdu3aVVRUEDdlZmbKrxkQEHDz5s0dO3Z4enoqGX/Dhg0DBgwQi8XNK6/Z24Ua2rlzZ/v27dlsNrGYnp7u4OBw7do12U1CoZC4qbCw0MHB4ezZs2qr9bNz/MKV5n+Wurq6Xr16NSAggFik0+nm5uYsFgsA4uPjfX19TUzenLHe2dnZzs7uzp03kVsnT57s1auX8sGLi4ujo6MXL15MpeI3Z/UbO3bsxYsX9fTe5LJYWloCADHXAEClUmV7RkwmEwCkUum7hkHN1Pwe0NTUdHFxYTDeBLAWFxenp6f7+/sDQE5Ojp2dnfzKdnZ2OTk5xGVijpWLiory9/fv2rVrs8tDKmRgYODk5CRbvHXrFgAQcz1o0CAajbZ161aBQMDj8X7//XczM7Mvv/xSXaV+llRzdjKBQDBr1ix7e/sRI0YAAIfDkb3vEnR1dSsrFeNDGvP69etTp04dOHBAJbUh1SoqKlq+fPmoUaOIvrW2tt67d++UKVOioqKkUqmlpeXBgwcVZh+1kAr2J7lcbnh4eGFh4d69e4kdnhY6evSopaWlbF8akUd2dvbIkSNdXV1XrVpFXJObmzt9+vSgoKDTp0+fPHnSz89v8uTJ5eWf0qmxya+lXcpisUJCQkpLS2NjY2V7uQYGBmz2f2Lk2Gy2gUFTk7/OnTs3cODAzzjc6ROVlJQ0cuRIT0/P/fv3a2hoEFfu3LnTwMBg/fr13t7efn5+mzdvrq+vx/0g1WpRl/J4vPDwcKlUeuLECWtra9n1Tk5Osm+hhJycnLZt2zZlzOLi4uzs7O7du7ekMKRy2dnZEyZM6Nu3786dO2UtCgA5OTlOTk6yt1QGg2FtbZ2bm6ueKj9TLerS5cuXczicQ4cOGRkZyV/fo0ePxMTEsrIyYjExMbGkpOS9x3UJ9+/fBwD8mZRUhELh5MmTu3bt+ssvvygcdbe2ts7KypId1BUKhQUFBTY2Nuoo87PV/KNHKSkpJ0+enDt3rvzfmmhqavr4+HzzzTfbt2+PjIycO3dufX392rVrAwMDu3TpAgDV1dXE+vn5+SKR6MGDBwBgZmbm7OxMjFBQUGBiYoKHH0glJiYmLy9v4cKFDx++TXY3Nzd3cnIaN27c2bNnV61aNW7cOIlEsnfvXi6XO2rUKDVW+/lpfpfev39fKpVu3LhR/konJ6cbN24wmcxDhw6tXLly8uTJdDo9KCho2bJlxAqJiYlhYWGy9ceOHQsAwcHBsnHKy8uxRckmPj5eLBZPmTJF/sqQkJC1a9f6+/sfOHBg27ZtwcHBFArF3d09JiZG9p6LVIJy/MKVz/W8R5/ldqH/N3jeI4Q+AdilCJEddilCZIddihDZYZciRHbYpQiRHXYpQmSHXYoQ2WGXIkR2lOMXrqi7BoSQMnQA+Cz/kg7/QhB9HvAvBBH6BGCXIkR22KUIkR12KUJkh12KENlhlyJEdtilCJEdiZIRATP2SExJMiI0PqFIJUiUjIgZe6SlJBkRGp9QpDLkSUZUbcYeJiOqkJJkRGmToy5R85AuGREz9shJeTJiU6IuUUuQKBkRM/ZIS0kyIjQt6hK1BImSETFj75OgkIyIWgGJkhExY4/8GiYjolZAomREzNgjuXcmI6JWQKJkRMzYI7PGkhFRKyBRMiJm7JGWkmRE1ApIlIyIGXukpSQZ8b1Rl6jlSJSMiBl7pKUkGfG9UZeo5TAZESFSw/MeIfQJwC5FiOywSxEiO+xShMgOuxQhssMuRYjssEsRIjvsUoTIDrsUIbLDZESEyA6TEREiNfwLQYQ+AdilCJEddilCZIddihDZYZciRHbYpQiRHXYpQmRHrmTEV69ehYSEuLq6ent7L1iwQJbqhdSusWTEqVOnOjawZMkS9Vb7mWn+2cmIZMTCwsIFCxZYWFgcPXr0u+++O3XqlI+PD5GM2KZNmz179ojF4vXr10dERJw+fZo41+7x48dXrlzZ8BSeVVVVISEhbm5ue/bsqays/Omnn6qrq3fv3t2i7UOqQCQjOjs7b926VSQSbd68OTQ09Pr163p6enPmzJk4caJsTR6PN336dA8PDzVW+xkiTzLili1bPDw8ampqiMXz5887ODikpaU1rzxMRlQh5cmI8jZs2DBgwACxWNy6BX7OyJWMmJaW5uHhoa+vTywGBQVRKJR79+41u0KkKsqTEWWKi4ujo6MXL16MZ9ZWLRIlIwqFQjr97R44g8EwNDTMy8trdoVIVZQnI8pERUX5+/t37dq1NWv7f6Ca97ymJCMq5Ds1ROzfCgQCYrG8vLy6uprL5aqkQqQqjSUjvn79+tSpU9OmTVNXYZ8xEiUjjhkzhsVirVq1is1mFxcX//DDD7q6urJocEQGSpIRjx49amlpKfsGhFSIRMmIzs7Oa9asOXXqlLe3d79+/Xr37m1iYiL7covUTnky4rlz5wYOHCiLzEMqRKJkRAAICQl5+vRpXFxcQkLC6NGji4uLXV1dW1IhUhXlyYjFxcXZ2dndu3dXS22fPRIlI+bk5Bw+fFhTU9PR0VFTU/PcuXMUCqVHjx4tqRCpxHuTEe/fvw8A+DPpR0KiZEQ+n79s2bL09PRhw4ZlZWWtW7du6tSp791PRq1ASTIicbmgoMDExEThkCFSFRIlI7q5uW3btm3r1q1HjhwxNTWNjIyMjIxsdnlIhZQkIxKXy8vLsUU/HkxGRIjU8LxHCH0CsEsRIjvsUoTIDrsUIbLDLkWI7LBLESI77FKEyA67FCGywy5FiOwwGREhssNkRIRIDf9CEKFPAHYpQmSHXYoQ2WGXIkR22KUIkR12KUJkh12KENmpIRmxsYw95fdC6tXYrCUlJTVMRiwvL1dvtZ+Z1k5GVJKxpzxPEamRklkjIkJ27dolf7ZHPPOjirVyMqKSjD3leYrNyJNr3h1RQ0pm7dq1aw4ODhwOR60Ffs7UkIyoJGNPeZ4iUiMls1ZbWwsA2traaizvs9fayYhKMvaU5ykiNVIya1wuV0NDAwNLPyp1JiMqZOw1L08RtTKFWautrWUwGMuWLevcubOXl9fo0aMTEhLUXePnRm3JiEoy9hBpNZw1sVhMpVKZTGZUVFRUVBSNRgsJCZE/bo9arvnHeAksFis8PJzL5cbGxspi196bjJiUlBQWFubv7x8VFSUL8GpeniJqNe+ctWnTpsknC3fp0qVbt24xMTH45qtCakhGbCxjr9l5iqgVKE9GlNHS0rK3ty8sLGzN2j57rZ2MqCRjr3l5iqgVKJm1HTt2bNiwQbbI4XAyMzMVjgKiFmrtZEQlGXtK7oXUS8msmZiYbNiwQSAQ9O/fn81m79y5UywWh4aGqrHaz09rJyMqydhTci+kXkpmbfTo0QBw8ODBv/76S09Pz9fX9+zZs/I/26CWw2REhEgNz3uE0CcAuxQhssMuRYjssEsRIjvsUoTIDrsUIbLDLkWI7LBLESI77FKEyA6TEREiO0xGRIjU8C8EEfoEYJciRHbYpQiRHXYpQmSHXYoQ2WGXIkR22KUIkR25khEBIDU1tU+fPl5eXi0pDKncw4cPx4wZ4+Xl5efnFx4eLn9KOsyz/Nia36VEMmJcXNyCBQuio6MdHR2/++6758+fAwCRcchms/fs2bN9+/bs7OyIiAipVAr/ZuxxOJytW7du3LixoqIiNDSUw+EQYx4/fnz48OE0Gk0Vm4ZU5uXLl6Ghoebm5rt27dqwYUNlZeWECROqq6tB6VwjlSFPMqJUKg0ICLh58+aOHTs8PT2bGyT3BiYjqtD69ev79OkjFouJxbS0NAcHh6tXr0pVnWeJGiJXMiIAnDx5Ek+TTULz58+/fv267HzZxLntiUXMs2wFJEpGhH+bFpGTWCzmcDgvX75cuHChq6tr9+7dAfMsWwWJkhERyT1+/NjLy2vQoEEaGhoxMTFEvh7mWbYCTEZETeXh4XH06NGNGzeWl5ePGTOmqqpK3RX9v2hpl7JYrJCQkNLS0tjYWNmeT1OSEUeOHOnp6bl//34lAV6IVPT09Lp06RIcHHzkyJGSkpK9e/cC5lm2ChIlIyLSun379oMHD2SL+vr6dnZ2ubm5gHmWrYJEyYiItA4fPrx06VKxWEws1tbW5ufn29raAuZZtgoSJSNWV1cTQ+Xn54tEIuLN28zMzNnZufnbh1QhIiJi7NixM2fOHDt2rFgs/uOPP4RC4ahRowAA8yxbAYmSERMTE8PCwmRXjh07FgCCg4MVHgK1vk6dOh08eDAqKmrGjBlUKtXd3f3o0aOOjo4AgHmWrQCTEREiNTzvEUKfAOxShMgOuxQhssMuRYjssEsRIjvsUoTIDrsUIbLDLkWI7LBLESI7TEZEiOz+BxOoTwoxlEXrAAAAAElFTkSuQmCC"
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<image>Each year, the campers at Luke's summer camp try to set that summer's record for finishing the obstacle course as quickly as possible. According to the table, what was the rate of change between 2019 and 2020?
|
-2
| 20
| null |
-2
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ll5aWvz7jf+zYMWVlZTqdPn78+MzMTLyq9vb2jRs3amhoCAgIKCoq+vj4NDQ0AMCmTZvExMSamprwkgcPHqTT6TU1Nf0+n91QWFjY1NQ0adIktEmhUGbOnHnv3j1utmF02gz7N7a2tkZGRigdGRkpKCj46dMnJpO5b98+lDlnzhx9fX0Mw9ra2gwNDTU0NO7du5eVleXr68vPz//8+XMMw2pqaiQlJS0tLZ89e/b48WMrKyspKSkfHx8Mw06cOEGj0WxtbXNyclpaWjZs2EClUt+8eYNh2MuXL0VERKZOnfr06dPU1FQLCwt1dfWmpiYMw7Zt28ZgMG7fvl1YWBgVFaWgoLBu3ToMw+Lj4wFg2bJlOTk5N27cMDIyAoCwsDAMw/z9/QUEBMLCwnJzc+/evausrLxs2TIMw4qLiykUSkhICP4nm5ubz5kzp9N56Hpmvo709HQASEhIwHMOHToEAB8+fOBK/UanzbpRce/evTw8PFVVVRiGLV++3NraGsOwxYsXT58+HRWQkZFZvnw5hmE3b94EgPv376P89vZ2JpO5ePFiDMOCgoIAACmKYVhBQQGFQsFVBID4+Hi06/Xr1wAQFRWFYdivv/4qIiJSXV2NdpWUlPDw8AQHB2MY5uTkNGnSJLyT2dnZubm5GIZ5eXkxGIy2tjaUf/r0aVzFmpqaV69e4YesXLlSV1cXpW1sbOzt7VH63bt3PDw8t2/f7np2+npCu6WmpoaHhwcfAxiG/fTTTwDw8uVLrtRvdNqsmzcNGxubjo6O2NhYAIiJiUFTVktLy/j4+Pb29uzs7LKyMvRQTE1N5ePjs7CwQAfy8PCYm5snJycDQFZWFpVKNTD4K6CLhobGsGH/Cp83atQolBAXFweA6upqVOHo0aNRDgAoKSmpq6ujCh0cHGJiYlxcXMLDw6urq3V0dLS1tVFDI0aMwE0q48aNw5vAMGzr1q1ycnK8vLwUCiUgIKCqqgrt8vT0vH37dnl5OQBERETIy8ujB8S3QExMzMXFZdeuXQ8fPmxpaQkODkZTaD4+ri1A7EZFAwMDOTm5Bw8eVFVVsdnsiRMnAoClpSV6RsbExFCp1AkTJgBAXV1dW1ubsLCwwN+cOXOmrKwMAOrr60VF/+WJERP7V1xDOp3OuYlhGKowISFBgIPCwkJUoYeHx40bNxoaGtzd3RkMxpw5cyoqKlBDnDVzpn18fKKjoy9evNjY2Ihh2Pr16/Fdjo6O4uLiISEhABAeHj5//nwenm/46rx//35NTU1zc3MajXb48OEVK1bw8PBISUlxq/7uLwdra+ukpKTExEQ6nT527FgAkJOT09bWfvjwYXJyMpoBAYCYmJiAgMDTp085j0XDQkhIqK7uX469Dx8+fLY3YmJiZmZmx44d48wUERFBCTs7Ozs7u6ampps3by5dutTb2/vKlStCQkK1tbVdW8EwLDIycsOGDfjr7/v37/Fi/Pz87u7uoaGhrq6u8fHxnd6GuQ6DwXj48OGbN28oFIqCgsKGDRu0tLQEBAQ+f+SX0f0FaGNjw2azY2JizMzMqFQqyrS0tExKSnr8+DH+jmFsbNzc3NzR0aHzN3Q6XVFREQCYTGZra+uLFy9QyRcvXuB3s14wNjYuLCzU0NDAK+Th4ZGTkwOAyMjIly9fAgCdTp81a9aPP/6Irh4mk8lms/EvUqAHAQC0tbU1NTXhV0BtbW1kZCTG4U7y8vJKTk4+cOCAiYmJlpZWH85Z3wkJCUlLS1NUVFRQUGhtbQ0KCnJ0dORmA90+w9+9ewcAEhISfn5+eGZwcLCEhAQAPH78GOWgOaqhoWFcXFxxcTEqsHfvXgzDKisrRUREJkyY8Pjx49jYWBaLJSMjwzm7aW1tRZXU19cDQGBgIPb3HNXV1TUjIyMvL2/btm28vLypqakYhllaWhobG8fFxRUVFcXGxurr67u7u2MYdvv2bQDw9fXNyMi4dOnS6NGj4e/ZzdixY8eMGVNQUJCWljZx4kQvLy8+Pr7s7Gy8aVNTUyqVeuLEiZ5mDf2eefzF7NmzlZWVIyMjk5KSZs2aJSMjU1ZWxq3Ku5+jItDEJDk5Gc8pLS0FAHFxcXxCiGFYWVmZu7u7lJQUjUbT0dHhnIndu3dPX1+fSqVqaWmFh4ebmZmh6WsvKmIYlpaWZmVlJSgoKCQkxGKxoqOj8YbmzZsnKyvLz8+vqKj4008/1dXVoV379u2Tl5en0WgsFuvZs2cAgKa1bDZ77NixAgICenp6kZGRb9680dDQkJaWLi4uRgfu3r0b3ZB7Ojt9PJ89Ul1d7erqKikpKSgoaGNjk5WVxa2asd5VJDwdHR3jxo1DF1a3DJUzY3TabAi4bbhOU1NTQUHB4cOHnz9/jqapQ53/oopZWVnjx49XVla+evWqispgfnGFW/wXVTQyMmpuHohwwQMG+SsxESBVJAKkikSAVJEIkCoSAVJFIkA634gA6XzrEdL5RjKgkCoSAVJFIkCqSARIFYkAqSIRIFUkAp1VnDdvHqUHjh49ipZ4c9lj0DO+vr74uuQhSnh4uJiYWKcVb+3t7Rs2bODh4dm/fz9XWun8K/G6desWLFiA0h4eHgYGBqtXr0aburq6nA4Vkt5paWlZuXJlYGAgvtQd8e7du7lz55aXl3cKutAfOquor6+vr6+P0nQ6XU5OjnPpe0FBQT/ba21txRe4Ehs2mx0bG5uWltbJexsUFDRs2LAbN25IS0tzq62veS42NTW5ubmJiIjIyMgsXboUhehJS0ujUCic5kpNTc1Vq1YBwMGDB2VlZW/cuCEjI4NGdkJCgoWFhbi4uIiIiJmZGfI9AUBpaamdnR2dTpeVld28eTNno6mpqTY2NpKSksLCwsbGxuiuXl9fLywsvHPnP5+1b29vZzAY69at+4q/i7toaGg8evRIU1OzU/6cOXPCwsKEhYW52NbXqLhp0yYWi5WcnLxixYo///zz8uXLvZfn5+dvaGg4dOhQYGDg0qVLGxoapk2bpqenl5yc/Pjx45EjR9ra2iK3zfz589ls9o0bNx48eFBRUXHlyhVUQ3Nz89SpU0VERO7fv5+SkmJubu7o6Pj27VsRERFnZ+fAwEC8rbi4uIqKCvyhMIhISEggH0Qn0Np5LtPLqksNDQ0PDw/OnPz8fAD49ddf8RxVVVW0mZqaCgBoHTd++MqVK7G/lxEjbxuGYRkZGcDhfGttbY2NjW1oaHjz5g0A/Pnnnyi/vb1dVVUVN0qWlJTU19ejXWghcmhoKIZhiYmJnO0uWbKExWL1Y3XnP3BrPeqUKVMcHBy65tNoNM5F2F9N9863zzJ+/Hg8LSkp+SUGDABArh0AYDKZurq6rq6uu3btSk9P5+XlnTBhgqCgYHZ2NgAYGhqiYjw8PMbGxijNy8v75MmTiRMnCgoKUigU5L5A7Zqamurp6aHh2NHRERER8T0MxAHma1QUFBTE0xQKBfuymKTI4wEANBotISFh3rx5p06dMjIyUlVVvXjxIgCgEdatjS0zM9PZ2ZnFYhUWFnZ0dLS2tnLWvGjRoosXL7a1tSUmJtbW1rq4uHzFHzWk4dpbf9fIpL28lkhJSfn5+eXn5+fm5k6ePNnNzS0jIwM9Rbq1sUVFRdFotL1798rJyVEoFE4PGwDMnz+/trY2Jibm8uXLTk5OnYyS/wW4piJ6K8I9i+/fv0fGq64UFxdHRkaitLa29rFjx/j4+J49e8ZkMgEAd0OisYXS9fX1AgICuPn23LlzwBGEVFpa2tHRMTQ0NCwsbOHChdz6i4YQXFsbrqyszGAwzp8/b2pqWldXt3Tp0k4WcJySkpJZs2b5+/tPmzYNAC5dugQAJiYmKioqLBbLz89PU1Nz2LBhBw4cwH2aLBZr+/btp06dsrW1jYiIeP78uaysbEZGRm1tLRp5np6e9vb2srKy+KcsBp2ioqKSkhIAqKqq4ufnR8ZKHR2d0tJSdK13dHQUFBSg/HHjxvXLlPoVc9S7d+/+M0EyMlq0aBFKR0dH6+rq0ul0HR2d69evm5qaom9adLK6YRh24cIFQ0ND9DkUFot18+ZNlF9cXGxlZUWj0RgMxqZNm9avX6+trY12rV27dtiwYWJiYu7u7nV1dVu2bBESEkL1YxjW3t4uIiKyYcOG/k33/kU/56hr1qzperbPnDljYmLSNR83431dPwnifIuOjubj4yspKeFinUPlzBDB+fb69Ws2m+3l5eXt7a2kpDTY3RkchvwvU8uXL3d2dp46deqePXsGuy+DxpAfi5/9/7//AkN+LJIAqSIxIFUkAqSKRIBUkQiQKhIB0vlGBEjnW4+QzjeSAYVUkQiQKhIBUkUiQKpIBEgViQCpIhHoRkVHR8dunW/dWm2kpaW3b9/ebdUDE+RtqPDs2TO0eFpeXn7lypVtbW1crLz7X4k1NDS6BidQUFDoWjIgIGD48OFc7BAhKSkpmTRp0rRp0/z8/IqLi1EoJz8/P27V372KwsLCn431gjxsHh4e3OoKgfH391dSUjp37hyFQjE1NZWRkcFDnXGFvj0X2Ww2hUKJjo7W19dHK/I476g9BXkDgKCgIENDQ2FhYWlp6RkzZhQWFsLfkR2TkpI61Y+CKxCJq1evurm54SfE2trazs6Oi/X3TUV+fn4A2LJly5o1a86ePcu5q7a2dsaMGRISEikpKYGBgUeOHMHXhj9+/HjevHkodOStW7eamppmzZoFABMnTtTQ0OD0rYWHhysoKBAssmNVVVVpaam0tLSbm5u0tLSCgsLq1as7WU36S9dVlw4ODsOHD6//Nx8/fsT+XlW8evVqvLCUlNS2bduwXoO8NTU1FRYWtre3o13Xr18HABQWZMeOHRISEp8+fUK7dHV1UTy+7wFurUfNyckBACUlpd27d6emph48eFBAQGDt2rVcqRzrxfn2/PlzkX8jIyOD78U9bJz0EuSNRqOFhIQwmUx+fn4KhTJ9+nT427e2cOHCuro6FKc3Ozs7OzubeL41NOymT5++atWqMWPG/Pzzz8uXL9+/fz8Xh2P3Kmpqaib8m7t37+J7cQ8bJ70EeTt58uSmTZvWrVtXWVmJYRhnVXJycnZ2duimGh4ebmpqiuLxEQnktsR9mQBgbm7e3NyMwmZxhe7nqEJCQmZmffv1uJcgbxEREdbW1j/88APa7ORb8/T0dHFxqa+vv3z5so+PT58aHRIoKirS6XQUZxCBYpvRaDRuNcG1/7vpJchbfX09HnsNAM6fPw8cvjV7e3tJSck9e/bk5eUR0kDKy8trY2ODf6MAAGJjY8XFxblo8OeaitOmTRMREfH19U1JSYmLi1u8eDH+KGWxWHfv3k1OTi4qKlqyZAn67ERaWhqKJ8/Ly7tgwQI/P7+ZM2d2uicThg0bNmRkZCxatCgxMXH//v2HDx9eu3YtF+N2cq0iKSmpiIiIyspKMzMzLy+vlStXamlpoQf4b7/9NmnSpMmTJ5ubmysqKh46dGjKlCk+Pj43btxAxzo5ObW2thLYQDp27Njr168/ffp00qRJe/bsWbt2Lf4tKO7wPfi71qxZw2QyOzo6Brsj/+J7ODNfwuA737Kzs2NiYgICAi5evNj1ywAkX8ggq2hubk6hUPz9/WfPnj24PRnSDLKKlZWVg9sBYkD+SkwESBWJAKkiESBVJAKkikSAVJEIkM43IkA633qEdL6RDCikikSAVJEIkCoSAVJFIkCqSARIFYlA9yrGxcXZ29srKirSaDR5eXknJyfO0EPfmvDwcAqFQoCfHp8/f66jo9MpWhgAZGVlTZ8+XUpKSlpa2s7ODl84+NV0o+KtW7cmTZokLi5++vTp5OTkQ4cOvXv3ztLSEq1U7x0Gg8HFxbJDmtOnT7NYLDzuAA46mbW1tUFBQWfPni0rK5syZUqnpbx9pusaodmzZxsYGHDm1NXV6evrHz16tPdlPK9evYI+fsi8tbW166KpsLAwAKioqPjyer4F/Vw9paSkdPPmTT8/PzExMc78Xbt2CQgI1NTUoM3MzEwAuHbtWn/62c1YbGtr6xQaUERE5MWLF97e3miz2/BrsbGxKioqAKCmpoaCRgoLC3N+BdrT03PMmDEoLSkpefDgwWnTptHp9Nra2ra2Nl9fXwkJCVFRUVdXV87AKO3t7Rs3btTQ0BAQEFBUVPTx8WloaAAACwuLyZMnc3Zy5syZLBarX1c0V0lKSrK1te2av3jx4oyMDNz+gL51zrly/GvoesWdPHkSAJycnJKSktra2jrtbWpqkpSUdHJySk9Pz8zM/OWXX4SEhN68edPS0hIaGgoA6enpdXV1GIYJCQnt3r0bP3DRokVGRkYoLSMjM3z48PXr1yclJbW2tm7bto1KpZ48eTIvL+/w4cPoakBj0d/fX0BAICwsLDc39+7du8rKyij6wrlz53h4eN6+fYsq/PjxI51O/+zdoq/XeP8r6ToWOxESEkKhUHJycr66iR4jMWzevBnFCxIVFbWzszt27FhDQwPa1Uv4tejoaOC4o/aiooKCwtixY/FdWlpas2bNwjfnz5+Pq1hTU/Pq1St818qVK3V1dTEMa2xsFBMTw+sPDQ3lvE1xhQFQ8eXLl9LS0nhAkq+jR+fb77//XlZWdvXqVQ8Pj6KiIm9vbyaTmZWVBb2GX+sTuH2upaWloKCA01I0btw4PI1h2NatW+Xk5Hh5eSkUSkBAAGqLTqe7urriDtahGGEqLy/P3Nx8xIgRhw4d6mdVPb4vCgkJOTg4HDx4MDs7+8GDBw0NDSiwae/h174c3D6HRnm3od4AwMfHJzo6+uLFi42NjRiGrV+/Ht/l5eXFZrPZbHZzc/PNmzeHlkHgyZMnZmZmY8aMiYqK6ldsIgDoVsXS0lJ0n8SZOHHizJkznz17Bp8Lv8ZJp7XePYWAQ3EAuw31hmFYZGTkzz//bGlpiXxinM0ZGhoaGhqGhobeunVLQkLCysrqM3/rdwOKdDdjxozw8PD+SwhdVSwrK1NRUeGM9IvIz8+XlZWFz4Vf40yLi4tzvgahi6ArNBpNVVUVD/UGACiAFgC0tbU1NTXhrrna2trIyEjOtry8vMLCwkJDQ+fPn89FC9I3pbW11cHBwcrK6sSJE9zqc+d3UhkZmRUrVuzatau8vNzR0VFKSur9+/fnzp1LSEhAU9Bewq+hm2RUVJSlpaWBgcGYMWMiIiJ+/vlnISGhgICA+vp6Op3ebSfmzp27Z8+eY8eOmZqa3rx5E9ebSqUaGRmdPXt26tSpNTU1q1evdnJyOnPmTE5OjqamJh8fn6ur66pVq16+fIme2d8PVVVVbDYbAIqKitra2tB1KSsrq6Ojc/To0cLCQn9//7i4OLy8vLx8v0zU3c7Ezp8/b2FhwWAwaDSaioqKk5PTw4cP8b09hV9ra2uztbWl0+lTp07FMKygoAB9bUlBQWHHjh2//fbbyJEjUQ0KCgrr16/HK2xubvb09BQVFRUWFnZxcUHhakpLSzEMY7PZY8eOFRAQ0NPTi4yMfPPmjYaGhrS0ND4Ttre3NzP7Juam/sxR0XS9EyiAnoODQ9dd3t7e/ennd+F8+2rKy8uFhYWDg4O/ReVD5cx8ZXTp74HKysqUlBQnJyd1dXVnZ+fB7s4gM1RVDAoKMjc35+XljYyM7PT/hf9BhqqKy5Yt+/TpU1xcnKqq6mD3ZfAZqiqScEKqSARIFYkAqSIRIFUkAqSKRIB0vhEB0vnWI6TzjWRAIVUkAqSKRIBUkQiQKhIBUkUiQKpIBAbH+VZZWUmhUMLDw7lY53dIT863oqKi6dOni4iIiImJzZkzp6ysrJ8Ncdn5RoLTk/OtqanJysqqpqbm6tWrly5dys3NnTFjBsaxPPNr4KLz7ctBFqGwsDBuVfgt+EbOtxMnTtBotPLycrSZnZ0NALdu3epPP/vsfEtLS6NQKJw3WE1NTbT4/8iRIwwGIz093cTERFBQUE1N7cyZM3ixY8eOKSsr0+n08ePHI9Meoidv26ZNm8TExDhXlB88eJBOp9fU1PTrsh0oenK+3b9/f9y4cXj4Jh0dHQ0NDc54P19BNypOmzYtIyNj5syZycnJKArLF0KlUuvq6jZs2HD+/Pna2tp58+Z5e3u/ffsWABISEn788UdkE/jtt99WrlyJHxUQELBnzx5/f382m3327NkbN24gM8YPP/xQX19/7do1vGR4eLijo2PXx8z3SU9BT/Lz8zU0NDhz1NXV8/Ly+tNWNyouWrRo8+bNd+7cMTU1lZSUtLe3P378OIpg8lk+ffq0bt06JpNJpVK9vb1bW1szMjIAIDAwkMFgBAQEMJlMe3t7zkhE3t7eubm5s2fP1tbWtra2/r//+787d+4AgKqqqrW1Ne6Kev/+fWJi4tCy1HRLbW1tp+AvoqKi/bzB9Nn59llGjRqFEmjQVFdXA0BWVtaIESPwG/WXeNsAwNPT8/bt2+Xl5QAQEREhLy//2Qit/0367Hz7LJ3MGBiGAUB9ff1XeNvQ/TMkJAQAwsPDh5ClphckJCQ4DWIAUFNT020YvS+nz863rrFLerK0cSIkJPQV3jZ+fn53d/fQ0NDKysr4+HhihGZkMpmdnoJ5eXm6urr9qbPPzjd0n8Qtbe/fv8cj1/YCk8lks9n4XKlP3rbk5OQDBw6YmJhoaWn17Y/7LpkyZUpKSgp+0lJTU1+/ft3PMMWdVcSdb4sWLbp+/XpSUtKVK1ccHBwSEhLWrVsHAMrKygwG4/z5883NzeXl5UuXLsUnzb0wd+7c8vLy5cuXs9nssLAwPKYx7m0rLCx88uSJk5OTk5NTVVVVTk4Oimivq6vLYrH8/f2H1kCsqqqKjY2NjY3FnW+xsbHov02cnZ01NDRmzZp1//79qKgod3d3KysrCwuLfrX3Fc636OhoXV1dOp2uo6Nz/fp1U1NT9N2LEydOAEBraysqhm7LgYGBaHPfvn3y8vI0Go3FYqGbM/I6fdbbtnv3bnRD/ur34q/jGznfMAwrKSlxcHAQEhISExPz8PCoqqrqZz+/d+dbR0fHuHHjFi9ePPBNf+dnBmfwY771QlNTU0FBweHDh58/f46mqSQ98f2qmJWVNX78eGVl5atXr6LvGJH0xPeropGRUXNz82D3Ymgw5F+iSYBUkRiQKhIBUkUiQKpIBEgViQDpfCMCpPOtR0jnG8mAQqpIBEgViQCpIhEgVSQCpIpEgFSRCHSjoqOjI4VC4QwuhKisrKRSqRQKBa1r4gqECe/WO01NTevXr1dXVxcUFGQymX/88UefrBOfpftfiQUFBYODgzstIw4LC6NSqVyU8L+Dr69vdHT0qVOndHR0Hj9+/MMPPzQ0NGzZsoVb9Xd/RzUzM3v69Gknw2JISAjnynySL6SjoyM0NNTX19fW1lZNTW3OnDkuLi7cXUnUvYqysrIjR44MDg7Gc96+fZuQkGBjY8NZ7NSpU3p6ejQaTVpa2s3NDffEuri4ODs7BwUFaWlp0el0IyOjlJQUtKuX8G4VFRXu7u5ycnICAgLa2toHDx5E+d9/eLfeoVAoGIZx2lFpNBrWT9tpJ7qu13NwcHBzc9uxY4empiaeGRAQMHz4cBQZEa04PX/+PIVC2bZtW05Ozv3797W1tceMGYOCKbq5uSkpKS1YsKCioqKmpmby5Ml6enqonl7Cu9na2jKZzPj4+Nzc3LNnz/Lx8UVERGADEt6tW7i4knHZsmXq6uqZmZkYhqWnp0tJSfn7+3Or8u7XoyIVi4uLASAlJQVljh07dufOnZwqjho1ysbGBj/q+vXrAJCYmIhhmJubm4iIyMePH9Eu5F5D8aR6Ce/2/v37srKyfzpnZLRkyRJsQMK7dQsXVWxra5szZw4AINfY0qVLuVUz1nskBlVVVVNTU3RTLSwsTEtLQ/1AtLa2stlsM7N/ftUyNjYGjjBEWlpaKPYfcFjgeg/vVllZ6eHhIS4uTqFQKBTKkydPCBPebc2aNXFxcSEhIenp6WfPng0KCtq1axcX6+/tfdHV1TU0NLSjoyMkJMTExERNTQ3f1dDQ0NHRwenXQmnchdM1GBGGYb2Ed2tubp4xY0ZjY+OjR4/QWB8/fjxebEiHdyspKdm3b19AQICLi8uIESM8PDx+//33LVu2dDKm9YfeVHR2dq6oqHj48GFISMjcuXM5dwkJCfHy8iKHKQKNm96HSC/h3dhsdlFRkb+/v46ODpoIECO8GwAUFBR0dHRwets0NTWbm5tfv37NrSZ6U3HYsGE2NjbHjh3LysrqFD+GSqWOHDkyKSkJz0FpPDZmt/QS3g1dmLgFLjExsbCwEBvi4d0QaAaHvqWByMvLo1AoysrKXGujp9kNSgcGBvLy8lpZWaFNztlNcHAwDw/PH3/8UVRUdP/+fXV19QkTJqBibm5u48ePxytEE5/Xr19jGLZu3ToqlXr06FE2m71r1y51dXUAqKioqKioEBQU9PLyevv2bVRUFIvFsre3Hzly5Pv371ElNTU1goKCVCo1Pz+fi1ODXuDi7GbKlCkqKipRUVFFRUVXr16VlZVdsGABtyrvbY6K0vX19YKCgidOnECbnCpiGIb+M4JKpQ4bNszT07O6uhrl96JiL+HdLl26pKamRqfTJ0yYkJ2dfevWLXFxcTyUMfYtw7t1CxdVrK6uXr58uZqamoCAgJaW1vr16/E4z/1nCDjfcL5peLduGSpnZmjEfCPDu32WIaAiGd7tswwBFcnwbp9lCKhI8llIFYkAqSIRIFUkAqSKRIBUkQiQzjciQDrfeoR0vpEMKKSKRIBUkQiQKhIBUkUiQKpIBEgViUBnFefNm0fpgaNHj37Trvj6+hoYGHzTJgaFFy9edHs+OZdq9pPOzrd169bh31n38PAwMDBYvXo12uxntID/LGpqajExMZw558+fj4mJkZSU5FYTnVXU19fX19dHaTqdLicnR4aT6SdCQkKWlpb4ZkVFxdWrV0+ePMnPz8+tJvr2XJw2bdq0adPwzQsXLlAolI8fPwJAW1vbpk2bVFRUaDSalpbWoUOH8GIJCQkWFhbi4uIiIiJmZmbx8fEov7S01M7Ojk6ny8rKbt68mbOhbl1w9fX1wsLCnLE+2tvbGQwGChExVNi8ebO+vv7MmTO5WWkv6/U0NDTw4AEIe3t7e3t7fBM5YOrr6zEM+/nnnwUFBc+cOZOXl3fkyBF+fv7jx49jGPbx40dRUVFvb++srKzMzMyffvpJUFAQxR6wsrJSUFC4d+8eypeTk9PX10c19+SCW7hwoY6ODt6B+/fvA0BOTg731gX+w7dYyVhcXEylUhMSErhY52fWo365ijU1Nfz8/Bs3bsR3eXp6amtrYxiGYr7Fx8ej/NbW1tjY2IaGhjdv3gDAn3/+ifLb29tVVVVxFXtywSUmJgJAamoqyl+yZAmLxfr6E9Ar30JFHx8fc3Nz7tbJtfWoGRkZLS0tkyZNwnMsLS3z8vI+fPjAZDJ1dXVdXV137dqVnp7Oy8s7YcIEQUFB5FvAXXA8PDzIO4foyQVnamqqp6eHrp6Ojo6IiIghFPPm48eP586d8/Ly4nrN3FERGd6mTJki8DfInFZeXk6j0RISEubNm3fq1CkjIyNVVdWLFy/C3/aar3DBLVq06OLFi21tbYmJibW1tS4uLlz5EwaAGzdutLS0ODk5cb3mvqnYKeAbHu0NCXDhwoVnf8Nms7Ozs5GZRkpKys/PLz8/Pzc3d/LkyW5ubhkZGcij+hUuuPnz59fW1sbExAw5O+qdO3dYLJawsDDXa+6biuLi4rjPFABwD9vIkSNpNFpFRYXO30hJSQ0bNoxGoxUXF0dGRqJi2trax44d4+Pje/bsGZPJ5KwBjS2U7t0FJy0t7ejoGBoaGhYWNrTsqDExMUZGRt+k6j7Nbvbv30+n0588edLa2nrt2jWkBD5HlZaWDg0NLS4ujomJGTlyJApgHhsby8vLu2fPnpycnJycnK1bt1Kp1OzsbAzDWCyWvLx8dHR0Wlqau7u7iooKmt181gV3584dKpWqpKTU3t7O3ZkCJ9yd3bS3t/Py8v7vf//jYp2IPs9RGxoa3N3dJSQkxMTE3N3dkW8NGd5aW1s3btyorKxMpVIVFBR8fHyQuhiGXbhwwdDQUEhISFRUlMVi3bx5E+UXFxdbWVnRaDQGg7Fp06b169ejaS32ORdce3u7iIjIhg0buHw+/g13VUQBF4OCgrhYJ2IoOd84iY6O5uPjKykp+aatDJUz813HfOuW169fs9lsLy8vb29vJSWlwe7O98IQ+2Vq+fLlzs7OU6dO7fqxwf8yQ2wsoicxSSeG2Fgk6RZSRSJAqkgESBWJAKkiESBVJAKk840I/D8PYVqeV0JsDwAAAABJRU5ErkJggg=="
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<image>For a psychology assignment, Aisha kept a sleep log for 7 days. What is the mean of the numbers?
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9
| 21
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9
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"
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<image>Allie kept a tally of the number of emails she received each day for a week. According to the table, what was the rate of change between Friday and Saturday?
|
-7
| 22
| null |
-7
|
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"
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<image>An architect recorded the number of different types of buildings and the materials from which they were made. Are there fewer stucco houses or brick houses?
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brick
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brick
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"
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<image>Every year Lowell has a citywide relay and reports the winning times. According to the table, what was the rate of change between 2018 and 2019?
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-11
| 24
| null |
-11
|
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"
|
<image>For a math assignment, Logan researched the scores of the people competing on his favorite quiz show. How many people scored at least 50 points?
|
5
| 25
| null |
5
|
"iVBORw0KGgoAAAANSUhEUgAAAGgAAADgCAIAAABgnbRDAAAd6ElEQVR4nO2dZ1wUydaHz5CEIQ0ZiSIISDKgskoQBRVRQYIRWQMKChgu6JrFjOzq6i4oCgYMV3BRFwQRURQEc0DFBIgYUBBY0ggsMDP9fqi7fefODOPQ3ayubz8/PlDVxakzf7q7eup0nQKsa+rq6latWmVlZaWgoKCoqDhgwIAtW7aw2Wwxf4JTUVEBAADQ0NAgSft/HNDVgbKyMkNDQ/ThVVVVlZWV0e/W1tYfP378rN2PHz9OmDBhwoQJnz59otThr4UuhRs6dCgAGBoaFhYWYhjG4/GysrLU1NQAYNKkSX+jh5TB4/G4XC5V1kQLV1hYiM6v8+fP89cnJCSg+ufPn2MYhn4vKipCR1euXAkA06ZNw4QuVQcHB/hfMjIyhPu9e/eup6enlpaWgoKCtbV1bGwsfqipqSk8PFxPT09eXt7Kyio+Ph4/VFlZOXv2bB0dHVlZWSMjoyVLljQ1NaFDfn5+ALBnz56goCB5efmCggIMwx49euTp6amiosJkMseNG1dSUoKbSklJGTp0qIqKiqqqqrOzc05OTveE2759OwBoa2sL1Le3t0tLSwPAgQMHuiXc6tWr/fz8/Pz8Ro4cieqvXLkiYLympobFYsnKys6ZM2fp0qUmJiYAEBcXh2EYl8t1cnICABMTk9mzZ2toaADA9u3bMQyrra1FtxRLS8vvv/9eX18fAIYNG9bZ2YlhWEBAAAA4ODioqKgMGTLk3r17r169UlFRAYAZM2aEh4dLS0vr6+sjoS9evAgAOjo6YWFhwcHBysrKsrKy+KeTSLglS5YAwHfffSd8yNjYGACioqK6JRzOxIkTAcDT01PYcmZmJgC4urqiYllZ2fr169GJiQ7JyclVVVVhGJabm9urVy9dXd2Ojo41a9YAgJmZWWtrK4ZhlZWVvXr1AoDU1FQMw2bPng0AioqKb968QWYXL14MAO7u7qgYHh4OALt378YwbPny5QCwceNGdCg7O3vbtm1dCScDopCSkgKAtrY24UN//vknAKDzrrscOHAgMzNTU1Pz8OHDwkf79OkDAHl5eU5OTmPHjh01alRUVBTq6Nq1awBgb2+vq6sLAKNHj0ZuAEBubi4A+Pj4KCgoAIC+vv6IESOuXr1aUFDg7++P2owbN87IyAj9fuPGDQCwtbWtrKwEABsbGwC4cuXKsmXL0Dm+ffv2oqKi0aNHu7m5jRs3rqvPIiWyFpl49epVR0cHf31zc3NNTQ0A9O3bVzKt/ktZWVlkZCQAJCYm6ujoCDewtrZOTEzU1NS8fv16VFSUi4tLnz59ioqKAOCPP/4AADQ0CYAOaWpq4jXo9/r6erxGT08P/72xsREAdu/ebWhoaGhouHDhQgB48+YNAAQHB4eHhzMYjPT09KVLl9rY2Dg7Ozc0NIj8OKKFGzNmDACw2exDhw7x1+/duxfDMBkZGdRA4MSsq6sTaQ0AOBxOYGBgS0vLvHnzJk+e3FWz+fPnV1dX3759e8+ePUOHDq2srJw+fToAsFgsAS2qq6urq6s5HI66urpA17W1tfC/UvJfH0j9wMDADD5++eUXAJCRkYmNjf3jjz8uXbq0ceNGAwODwsLCVatWifZV5AWMYZivry8AMJnMhISE2tra6urq2NhYdPtYunQpaoP+k3v27MEwjM1mo+tI5D0uKioKAExMTJqbm7vqMT8/f/Xq1fn5+aiIPr+8vDyGYb///jsAyMrKfvjwAcOwmzdvAoCcnFxzc/Pq1asBwNzc/M8//8Qw7PXr13JycvDXqI3ucbjD+D3Oy8sLFe/du5eSkvLw4UMMw44fP75s2TL8KTU1NRUAPDw8RHrbpXD19fXCzxCoy/b2dtRm/vz5SNygoCArKyv06Dd16lQB4erq6mRkZADA1tbW7y927twp0OP58+cBQENDIzQ09Icffhg+fDgA+Pn5YRjW2dk5bNgwAOjbt29QUBC60leuXIlhWE1NDRpJ7ezs5s6di/557u7uPB5PpHDl5eVKSkoA4OnpOX/+fFVVVSkpqaysLAzDfvjhBwDo379/RETEsmXL0D2X/5FIIuGQu0lJSX5+fuhEGzp0aHp6On+Duro6f39/FRUVPT29n376ad++ffg/k1+4d+/eCf8DkCICnDp16rvvvmOxWAoKCubm5uvWrcO/eNTX14eEhKCHNXNz8507d+JPs2/fvp01a5aWlpasrKyJicnq1avb2trQIWHhMAx78ODB2LFjlZSUlJSUhg8fnpmZieo5HM7mzZstLS2ZTCZ6fDl06FBX4ogTDmfOnDkAYGlpWV9fL0n7/w9IJNzTp0/RYK+oqGhra3v48OGeduvrR/SoKoCVldW5c+cGDx7M4/EaGxvl5eUl+atvGwb21xcAmm4h0RlHIwwtHEFo4QhCC0cQmchtaV/ah38k9BlHEFo4gnxdz3H4fWPX2slf0g8JoM84gtDCEYQWjiCihSsvL58/f76pqamCgoKmpqazs/Nvv/32N3vGz8OHDxkMRlpaGlUGuVyuv7+/oqIiHtDpLiKiXNXV1cOGDTMzM/vxxx/79OnT0NCQlJQ0bdq09vb2wMBAANi7d+/du3eTkpLIuP5lKSwsPHPmTHx8vJg4lnhECHfmzJmGhobMzEwtLS1U4+7u3tbWlp+fj4S7f/8+YY+/ElBwx8/PD/+M3UXEpcrhcBgMBopg4Zw5c+bgwYMA4OrqeuTIkaNHjzIYjIcPHwJAcnKynZ1dr169dHR0Fi9ejAe9pk2bNnXq1Pj4eH19fSaT6eXl1djYuHLlSk1NTQ0NDRTzpoSuHOByuevXrzc1NZWXlzcwMAgLC2tpaQGAdevWoStUW1vbw8ODYK/Cc5vPnj2Tk5OzsbE5d+5cS0uLwNHGxkZ7e/vp06fX1tZyOJzTp08DwMqVK1+8eJGVlWVgYDBz5kzUMiAgwMDAIDIyks1mX79+XVpa2tra+ueff25paTl79iwAXLx4UcB4xNbf0Y9APYqu/v67YD2GYWIciImJkZeXT01NLSkpuXTpkpGREQo+tLS0oIh4SUkJ/pZJdxE9dX727FkDAwMAkJWVHTFixJYtWyorK/GjDg4Os2fPRr8PGzbMyckJP3TixAkGg4EaBwQEsFgsFLXDMGzAgAH9+/fHW2poaOzYsUOgXwLCiXGgsbERf/MBw7DIyEjcART6q62tFfnxJUH0qOrj4/PmzZtr166tWrWKwWBERUWZmpqizvjhcrkPHjxwc3PDa9CbH7dv30ZFU1NTFCEDABaLZWVlhbdksVgoqE4G8Q5gGLZ58+bevXtLS0szGIxdu3bxh7RJ0uVznJSUlLOz8+bNmwsLC8vLy62srIKDgwXeiGhra+NwONu2bZP/C1NTUwD4+PEjaiAQnRAoYqS/7Yl3ICws7MKFC8nJyeh9nLVr15Lsjh8Ro2pzc3NLS0vv3r3xmj59+kRERAQGBr5+/drc3ByvZzKZsrKyS5cuDQoK4rcg8tWQnkCMAxiGpaenr1u3ztXVFVVWV1dT2LUI4RwdHVksVl5eHv8rF6WlpdLS0vjgjU4WKSkpe3v7N2/eWFpaovqOjo7KykqRb8f0BGIc6OzsbGtrw9/AbWpqSk9PF3hUIIMI4bZt2+bn5+fu7h4cHGxkZMRms3Nycn799ddFixYhRdTU1IqKioqKigwNDVesWDFlypSYmBhfX9+Wlpbo6OjCwsKSkhL0mgG1FBUV8V/sCgoKI0eOFOOAvb19UlKSh4dHY2PjihUrfHx8jhw58uLFCzMzMwq8ETlkFBQU+Pr6GhgYyMnJ6erquri4nDhxAn/lICsrS0NDQ0NDAz1PnDx50s7OTk5OTl1d3dvbu7S0FDULCAhwdHTEbY4cOTIgIAAvmpqaopc/+BE/qgpgbGyMjnblwOPHj4cOHYpefU1PT6+srDQ1NdXU1KyoqCA/qtLzcQShZ0cIQgtHEFo4gtDCEYQWjiCMiK2/f2kf/pHQZxxBaOEIQj8AE4Q+4whCC0cQWjiCUCPc6dOnVVVVxSzSooTi4mJLS0u0rqsr6uvrQ0NDDQ0NlZWVhw4deu7cuc+anTZtGoPBePnypfAhf39/hhBo3ZzoZZeS09HRERkZefz4cfGfhzyHDx9esmQJWibUFTweb/Lkya9fv96xY4eent7Bgwd9fHxu3Lghcm0VIjs7G4XcRLJp0ya0oBXR2to6derUwYMHA3S9CE5C7t69a2NjU1ZWNm7cOG9vb5LWupqPwzDM0NAwKysrOjpaVVW1qz+/desW8EUdOzs7e/fuHRER0VX7lpYWExOTRYsWAUBZWdln3Vu7du3AgQPRvCTZS9XU1PTWrVvUzKmK5caNG+PHjxffxs7O7unTp6NGjUJFGRmZ3r17o1WIItm4caO2tjZayvdZ3r17t2vXrp07d6L5d7KX6t8WXkBxXvEoKCjwRyDfvXv35MmTkJAQkY0fP34cGxt7+/ZtHo8niQObN292cnLCQ5Hf7Kja3t4+c+ZMMzMztIBQAB6PFxISsnjxYjs7O0msvX///tixY2htLILsGfd18unTJzRK5Ofn4xFxfuLj46urqzdu3CihwcTERENDQ/wmAN+kcHV1dZ6enmw2u7CwEOWsEKCqqmrt2rUpKSlMJlNCmykpKeipBa/51i7V1tZWlJujK9UAICcnp6mpaeLEiTIyMjIyMkOGDAEAS0tLlN1FmHfv3pWUlKA0BDjf2hkXHh7e1NR08+ZNlORAJN7e3sXFxXixpKTE398/IyPD2tpaZPsrV64AwH8e3/6CrHCvXr16+/YtANTX18vJyeXl5QGApaUlWhtPFfX19Y8fP0bdcTgc1Iuuri4ewEc8evTo6NGjW7ZsQY0RTCYTrefHYbFY/I/rHA4HAPr164fnJhGgoqJCW1sb5cf5L5996hMPym4jwJEjR4hZ6+oB+MKFC8K94K+a4ezevVu4mYWFhfhOUbRbzANwSEhIv379BCrp+TiCfGuDw98GLRxBaOEIQgtHEFo4gtDCEYQWjiC0cAShhSMIBcJlZmY6ODgoKSkZGhoGBwej3IuU8+zZs0mTJmloaGhqanp6ej558qQnepEcssLl5OR4e3sPHDgwMzNzy5YtaWlpImdcSVJVVeXq6trU1PTvf/87KSnp48eP48aNa25uprwjySE7O7J7924HB4cDBw6gYmtra1hYGJvNxhcYUMKxY8fYbHZGRoaqqioA9O3b19raOj8/f9KkSRT20i3ICnfo0CEul4sXUS7j2tpaaoULDg728fFBqvH3QmEX3YWscPyZYgEgKytLX19ffNiYAGpqavzhtKysLAaD4ejoSG0v3YLKGeDMzMwDBw4cO3aMwpU/wrx58yY8PHzevHkWFhY918tnoewTpqWl+fv7r1q1atasWVTZFKa0tNTZ2dnOzi4uLq7nepEEaoQ7cuTIlClTNm7ciLLL9xD37993cnIaMmTI+fPnv3i6SQou1VOnTgUHByckJMydO5e8ta4oKSkZO3asj49PQkJCj94KJISscGVlZbNnz969e3ePqtbZ2ent7e3m5paYmMgf3PyCkBVu1apVRkZGNjY2KPKEsLKy0tbWJmmZn/3795eXl8fExOTn5+OVenp6/KuO/2bICpebm9vU1MT/bgAAJCcno+TuVJGbm8vhcAReXAwJCdm/fz+FvXQLssKRT0ggCRQmB6KKL3+X/YdCC0cQWjiC0MIRhBaOILRwBKGFIwgtHEFo4QhCgXAHDx60s7NjMpmGhoYhISE9FOW6du2aq6sri8XS0tKaMGEC/7uoXwSywu3bty8kJGTKlCkXL17cunVrWloatd9SEWhfIz09vbNnzx45cqSmpmbMmDEUJoMjANnvqidPnpw7d+769esBwNnZ+dOnT+j1ZTywQgmpqakmJiYnTpxAM3EmJiY2NjaFhYVeXl4U9tItyAqH78SKkJeXF05MSp7o6Ojo6Gj+XuCvDfy+FNQEazo6Opqbm+/fv79582a0MyklZgXgcrmfPn0qLy9fvny5nZ3d2LFje6IXCaHmn7Z9+3Z0z54yZUp8fDwlNoUpKChgsVj29vby8vK5ubloj8EvBTXCzZs379KlSz/99NOJEydmzJhBiU1hBg0alJeXl5SUVF1d7erq2kPDt6RItgBBUtA2sZcuXSL252IW+vLT0NCgoqKydu1aYr1QAqkzrr29PTk5uaSkBK9B66LKyspI/jsFyM7O5o9psFgsU1NTynvpFqSEk5OTW7Jkyc8//4zXoCTeaENgCklISAgNDcVfUmGz2eXl5ZT30i1IjaoMBiMyMnLt2rU6Ojru7u7v379ft26dlZXV6NGjqfIPERERMWrUqOnTpwcHB3M4nF27dnV2dgqksP27IXmp83i8ffv22draMplMAwODwMBA/uTe3UXMPe7y5csuLi4sFktDQ8PNze3WrVvEnaYCei0XQejZEYLQwhGEFo4gtHAEoYUjCC0cQWjhCEILRxBaOIJQKZyY1H/fHpQJJz7137cHNcK1traGhoYuWLCAEmv/CKgRrlup/74NKIhydTf137cB2TOuu6n/vhnICtfd1H/fDKQuVQKp/74ZSJ1x3U399y1B6ozrbuq/bwlSwnU39d+3BP1dlSBULi0fOHDgVxUz61HoM44gtHAEoYUjCC0cQWjhCEILRxBaOILQwhGEFo4gZIXbtWuXwLZVAhnvqeLGjRujR49Ga7kmTpz4xddykf3KxWazjYyMjh49itf0xNwc2ociMDAwPj6+vb193bp1bm5uT548oTYtTLegQDhNTU1XV1cqnOmS9PR0DMPi4uJkZGQAIDY2tk+fPrm5uT23puKzkL1Um5ublZSUKHFFPFJSUtLS0uh3tH/Pl51QICscm81WVFSkxBUxTJ8+XVpaetOmTe3t7a2trdu2bdPV1Z04cWJP9ysGCoSrq6ubNGmSmppa7969p0+f/u7dO0o848fIyCgzMzM2NpbJZCopKaWnp2dnZwvuhfL3QsHjSFVVlZubW2Zm5q5du+7cuePm5tba2kreLD8vX76cMmXK5MmTb926df369eHDh3t7e1dXV1PbS/eg9u3/O3fuAEBqaiqxP+9qnUNQUJClpSWPx0PFjo4OHR2dNWvWkHGVJBQ/AKOw9OvXr6k1W1paamFhgafck5WVNTY2/gev5eJwOHPmzElOTsZr0Eadffv2JevX/2JsbPzixQvsr2G0s7OzoqKC8qS53YLUc5yMjAyXyw0ODm5oaBg8eHBZWdm6deusra0pH+8WLlx48uTJZcuWLVy4kMfj7d69m81mz5s3j9peugXZB+DExER9ff2dO3dWVVXp6el5eXlt2rSJ8rXLjo6OWVlZW7duHTFihJSU1MCBA3Nzc3vou52E0Gu5CELPjhCEFo4gtHAEoYUjCC0cQWjhCEILRxBaOILQwhGEAuHq6upmzZrFYrHU1NR8fX0/fPhA3ubXD1nhuFyup6dnaWnpb7/9lpKSUl5e7uvrS4lnXzlkv+SfPXv24cOHb9++RduUGxsb37x5s7OzU1ZWlgr3vl7ICpeWlubu7o5v7m5pafllJy3+NsheqsXFxWZmZhs2bDAyMlJXV/f396+qqqLEs68cssLV1tampqZ++PAhNTX10KFDd+/e/f+wOgTIX6qdnZ26urr4HjxMJtPDw6OwsNDJyYkK975eyJ5xysrKAwcOxMMoSK/nz5+T9eurh6xw5ubm/JsnoiWr6BWFbxuywnl4eBQUFODaoYSMtra2JM1+/ZAVbv78+Zqaml5eXrm5uadPn160aJGHh8egQYMoce5rhoJ73JUrV9TU1Ly8vObPnz9q1KgTJ05Q4tlXDgVruczMzLKyssjb+WdBz44QhBaOILRwBKGFIwgtHEFo4QhCC0cQWjiC0MIRhKxwmpqaDCFSUlIocY6f7u7LVVxcLCsrO2vWrM9aFpNo8f79+8KfDr3tTvYrV3p6emdnJ158/PhxREQE5Zm90L5cvr6+GzZsaG1t3bRp05gxY549e6auri6yPYZhISEhklgWn2iRzWYDwNmzZ9XU1PBK1ClZ4RwdHfmL69evDw0NtbKyImlWgO7uy7V///6qqip3d3fxZvFEi11tUISEc3d3F973icp7XGpqanFxcVRUFIU2EdHR0c+fP8c34hK/L1d1dfXq1av37t372fnUzyZabG5uBgCRa64oE47H461fv37FihUaGhpU2RSAy+U2NTU9ePBgwYIFYvblWrJkydixYz09PcVbQ4kWExISxGyMxmazFRQURDagTLizZ8++f/8+PDycKoPCSLIvV1ZWVk5Ozi+//CLelISJFtlstqysbFhYmJ6eHovFGjly5I0bN9AhyoSLi4ubOnUqtVsOCvDZfblaW1vDwsK2b9/eu3dv8aYkTLTI4XCkpaV79ep18uTJ5ORkGRmZ0aNHP3nyBICitVzoRZucnBySdkjuy7V8+fIRI0ZwuVxU9Pb2DggIEOmtqqrqhQsXULGoqAgAysrKPuteS0uLlpZWWFgYhmHUZPO6dOmSvLy8s7MzJdaEyc7OlpeXx9dhd7Uv1+nTp9++fYtfwijklpKScv/+/QEDBuDN8ESL/H9raWnp7e195swZMW4wmUxTU1O0Uo0a4a5evWplZYUGu54gISHhxYsXxcXFaJE02pdLeHC4ePFiR0cHXly6dCmTyYyOjjYzM+NvJnmixejo6E+fPm3btg0Vm5ubnz9//v333wNVwlVUVAg4Ry0S7stlbm7OX1RWVlZSUrKxsRFoJnmiRW1t7TVr1rS3t/v6+jY2Nu7YsYPL5aIBkJrBobq6ukeHBScnp+zs7JqamqlTpwYGBgLA1atX+/Xr13M9IoKCgg4ePHj58uUxY8YEBQVpaGjcuXMH/XvotVwEoWdHCEILRxBaOILQwhGEFo4gtHAEoYUjCC0cQWjhCEKBcElJSQMGDFBUVDQyMlq4cGFdXR15m8I8e/Zs0qRJGhoampqanp6e/5kUE+L169czZszQ1dVVVlYeNmxYenp6VwZPnTpla2vbq1cvIyOjmJiYbjv02Uko8Rw7dkxKSmr//v3l5eV5eXkWFhYuLi6ErXU1H/fhwwctLS1nZ+cLFy5kZGQMHjxYT0+vqalJoFlzc3Pfvn3t7e3T0tKuXLkya9YsKSmpa9euCXd0+fJlAFi0aFFeXt6WLVukpKT27NnTLVfJCjd+/PgxY8bgxaSkJAD48OEDMWtdCbdjxw55efnGxkZUfPr0KQCcO3dOoFlmZqaCgsLr169RkcPh6Orq/utf/xLuyNXV1cnJCS+GhoZqa2vjM6CSQMGlitIvInool2BwcPCjR4/wCRhDQ0MA4F8mgJgwYUJra6uxsTEqSktLy8rKigy1PHnyhH9Pej8/v5qamm4lLCUr3IIFC3Jzc8+fP8/j8aqqquLi4saPH6+np0fSrABqamr8c21ZWVkMBkMgpMvPp0+fXr58uWTJkubmZpH703V0dPCvb9TR0QGA8vJyyV0iO5Hp4+Ozc+dOb29vBoPB4XBcXFxOnjxJ0qZ43rx5Ex4ePm/ePAsLi67aoPixhYVFbm6uyGb9+vW7d+8eXnz27Bn8FX6WELJnXFpa2sqVK2NiYu7du5eVldXc3DxjxgzKL1Wc0tJSZ2dnOzu7uLg4Mc0KCgrOnDljY2Pj7u5+8+ZN4QbBwcEZGRmHDx9ua2u7c+fO1q1b4X/vOZ9H8tuhSExNTYODg/Hi48ePgUS4S3yU6969e1paWj4+Pm1tbRIadHFxcXR0FK7ncDgLFixAtz9DQ0O0NqNbbpM647hc7qtXr/r374/XoMhDT+QSLCkpGTt2rJeX1+nTp7uKCj18+FDgRSl7e3uRzkhLSyckJNTW1paXl1dUVKB7nHB0QgykhJOWltbX1+dfK1haWgoAlOcS7Ozs9Pb2dnNzS0xMFPPGwrVr1wICAiorK/Gahw8fmpiYiGyZnp6urq7et29faWnppKQkBweHz4ax+SE7OISGhm7atMne3t7Nza2mpiYyMtLS0pJ/pKcE9IAdExOTn5+PV+rp6QmEtWbOnPnjjz9OnDhxw4YN6urqZ86cuXr16vHjx4UNFhcXR0RE7NmzZ9iwYRkZGSkpKTk5Od3zSfKrWiQcDufXX3+1sbFhMpn6+voBAQFv374lbK2re5y3t7ew5yEhIcIWysrKpk6dqqurq6ioOGjQoGPHjonsiMfjRUVFGRgYyMnJ2dnZoZTg3YKOchGEnh0hCC0cQWjhCEILRxBaOIL8H4P+t3wr0HkJAAAAAElFTkSuQmCC"
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<image>Ms. Dudley reported her students' scores on the most recent quiz. How many students scored at least 10 points but fewer than 28 points?
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5
| 26
| null |
5
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aWhq+/jGqq6tdXV1tbGxQVsF3Dpx1NzIyMjIycnV1tbW15XA4oaGhrq6u+B4CAG7durVgwQInJ6eUlBSJEKh3BXzGmVevXqWmpqJkUAiUo7CmpgYX/+JUVVXNnz/fy8srIyPjHRUd8NJdSUlp/fr1X331FVaDIrNRpkIc6enp4XK5HA7nxIkThMceDQd8xhkKhRIZGYmStLm6uj558mTr1q2WlpYffPABLv4x/vOf/9TW1sbFxV27dg2rHD9+vHjQ4LsBXoE4/f39CQkJU6ZMYTAYBgYGy5cvF4/Yfl0Gi1tCOTYlWLVq1fDaTgDk/DsxvMND5DsNqTsxkLoTA6k7MZC6EwOpOzGQuhMDqTsxkLoTw4jovnjxYgqFcv/+/ZFwDgCVlZUWFhays/4/fPhwyZIlenp66urqM2bMQMn1ZTPSzRYHf91zcnJQ1oER4tSpUw4ODmgpmsEQCoUcDqempubYsWMXLlwwNzf39fUtKiqSsctIN1sCnHXv7Oxcs2ZNWFgYvm7FiYmJSU9PX7ZsmQybwsLCpqamzMxMLpc7d+7cpKQkHR2dH374YTD7UWi2BDjrHhMTo6OjExoaiq9bcYqLixcsWCDbZuHChZ2dndjqKoqKijQaTcZ8/Sg0WwI8n/Pdvn37m2+++e233/r7+3F0KwHKDyInL168ePr0KVqwaLDuPDrNlgC3/t7f379q1ap169ah1aTeEtTV1U1NTfPy8vLz8wcMOyCq2bjpfvTo0adPn8bExODlEBeKiooyMzOtra1dXV3RMkQSENVsfMaZpqamLVu2pKWlYQuUvSWgRRR9fX1RAgOJoDYCm41Pf8/Ly2tra/Pw8KBSqVQqFQUTWFhYSKxkPGqUl5dLhO7Y29tLBzcQ2Gx8+juXy0XrEyKqqqr8/f0vXrxoZWWFi//XpbCwcMOGDU5OTthFuLy8XDq4gcBm46M7k8kU//WI1lMzNTUdcCHI4fD8+fPbt28DwIMHD3p7ewsKCgBAT08PSzuDWLp06b59+zw8PLZv366lpZWZmfnzzz+fPn2aqGZL846t31RaWip+8z537lwYaEVHbW3tgoKCLVu2RERECIVCMzOz5ORk2T+1RhkynoAYyPlIYiB1JwZSd2IgdScGUndiIHUnBlJ3YiB1JwZSd2LATfcDBw5Q/heJORMckSee4C0Ht/kZoVBoZGT03XffYTUjNKl96tSp9evXT5w4cSScjxp46q6trY3l+h45UDxBRUXF3r17R/pYIwdu40x7e/tIpL6WRp54grcf3HQXCoWqqqp4eZPBa8UTvLXgqXtLS4unp6empua4ceMCAwMfP36Ml/N/HnjeRzY1NXE4nEuXLh04cKC0tJTD4XR2duLo/58EbtfVy5cvY58dHR1NTU1nzJjB4/FGed27d4WR+t2EwoAePnw4Qv7fdfDRvbe3d8WKFampqVhNSUkJABgbG+Pi/58HPuMMlUrt6+sLDw9vbW2dNm1aTU3N1q1braysPDw8cPGPIWc8wdsPbuP7iRMn9PX19+/f39TUNH78eC8vry+++EJJSQkv/wg54wnefsh4AmIg5yOJgdSdGEjdiYHUnRhI3YmB1J0YSN2JgdSdGEjdiQFP3VtaWpYtW8ZkMjU1NX19fRsbG3F0jlFYWOji4sJkMlECaPEXZcSRPz9BUlKSra2tqqqqkZHRJ5980tLSMqBZWVkZh8NhMBhaWlqhoaGDJftvaWlZvnw5i8ViMBjz5s0TzyH7P+CVELG3t3f69OnTp0/Pzc3NycmxsbGZOXPmG3sbLH/krVu3lJWVlyxZkp+ff/Hixffee09XV/evv/6SMGtvbzc2Nra3t8/Kyvrpp5+WLVumoKBQWFgofaDk5GQFBQWUDrSgoMDc3NzZ2VnarKWlRVNTc86cObm5uadPn9bS0vL29h6w5c7OzgYGBmfPnuXxeNOmTTMwMBAKhdJmuOl+7tw5Go3W1NSEivfu3Tt16lR3d/ebeRtM9+joaAsLC2zBY7S4R3Z2toTZpUuXVFRUHj58iIq9vb16enobNmyQPtCCBQvmzZuHFdH8WmNjo4RZTEyMurp6a2srKp47dw4A7ty5I2GG5kevXr2Kig0NDTQaLT4+Xvq4uI0zWVlZrq6uenp6qGhhYfHxxx/TaDS8/CP27Nlz7949LNMAysssnXjgtfITiKf2UFZWhr8Xaxfnzp07dnZ2WKSUt7e3goLC1atXpc0UFRXnzJmDivr6+rNmzZI2AxzH98rKShMTk+3btxsZGWlpafn7+zc1NeHlXIK+vr62trbff/89LCzMxsZm/vz5g1m+ePHi/v3769evHyw/QVhYWH5+/uXLl/v7+5uamuLj4xcsWDB+/HgJs+7ubvE+RKPRtLS0amtrpc0UFBTE/8G6urrSZoCj7nw+Pz09vbGxMT09/eTJkzdu3Bi5t2+LioqYTKa9vT2dTs/Pz5cxyz9kfgIfH5/9+/dzuVxlZeXx48crKiqmpKRIm5mamlZWVnZ3d6Pi06dPnz9/LhQKpc16enrQkxnEvXv3pM0A8LuuslgsKyur/v5+VMzJyUECvZm3wcZ3hEAgKCgoSEpKsrOzs7KyamlpGcwPyk/g5+fHZDKLi4ulDX744QcVFZX9+/eXl5fzeLypU6e6u7tjZ4GBBrfVq1e3trbW19fPmzdPQ0MjNDRUwqy7u3vChAkODg4PHjxob2//7LPPNDQ0TExMpI+Lm+4TJ04MCgrCii9evACA48ePv5k32bpjtLa2jhkzZsuWLUM6dHZ2dnR0lK5ns9nh4eFYEXXVvLw8actjx46hwCw1NbWDBw+amppu3rxZ2qy4uBi9dqyoqLhixYqPPvro/ffflzbDbZwxMzMTX88H5XJBlykcycnJQfcMCCaTyWazpRMPyJmfoK+v78GDB5MnT8ZqTExMYJBlGsLDw/l8fnV1dXNzc2hoaH19/ZQpU6TNHBwc6urqampq+Hx+YmJibW3tgGa46e7u7l5UVIRJj9QZ8JDD4fjx42vWrOnr60NFoVBYW1srnXigsLAwKCiooaEBqxkwP4GioqK+vv69e/ewmurqagCQDjauqak5fvy4ioqKqampiopKWlqagoKCm5ubhJlAIDhx4gSfzzcxMdHU1KypqSkuLvb29h7gTIb8hspJe3u7oaEhum1KT0/X19d3d3d/Y2+DjTNFRUVUKtXf3z8vL4/H43E4HBUVlerqagkzPp+vr69va2uLMhOsXbsWAE6fPi19oNjYWGVl5WPHjt2/f7+4uNjBwcHCwqKrq0vCrKKiQlFRcd26daWlpcnJyUwmMyYmRtrbq1ev9PX1P/jgg8LCwtzcXGtr67lz5w54grjpLhKJampqFixYwGAwNDQ0li1bJuNyNyQyxverV686OzszmUwWi8XhcEpKSgZrTEBAgJ6enqqqqp2dXXJy8oBmvb29hw8ftra2ZjAY+vr6QUFB9fX1A1qmp6dbW1srKysbGRnt2bNH+tqLqKiocHFxUVVV1dTUDAkJEQgEA5qR8QTEQM5HEgOpOzGQuhMDqTsxkLoTA6k7MZC6EwOpOzGQuhMDbrpra2tTpBiJ9YYfPHjg6emprq6uoaERGBj47NmzwSyfP3/u6elJoVDQoqSDcenSpZkzZ6qpqRkaGoaHh//111+4t1ka3N73yM7O7unpwYq3b9/euHEj7kmmu7q6OByOgYFBVlZWb29vdHS0l5dXSUkJhUKRsPztt98CAgKwlecHIy8vj8vlhoaGxsXFPXz48PPPP29sbLx06RK+zR6AAWdtho+Tk9O6deveePfB5sVOnDihrKzc3NyMimgKNycnR9qDl5fX7t27i4uLAaCsrGywA7m7uzs4OGDFI0eOAEB7e/sbt1xORiRfanp6emVlZVZWFu6e8/PzZ82aNXbsWFS0sLBgs9lXrlyRngo/cuSIgYEBeq1QBidPnsRm8wHA0NAQAPh8vrq6Oq4NlwR/3fv7+7dt27Zp0yYWi4W785qaGltbW/EaY2Nj9LBCAjnTGEiEDvB4PH19/VFIsoK/7ufPn3/y5Al61IA7bW1tY8aMEa8ZM2ZMc3MzLs4vXbp07NgxFEGGi0MZ4H+A+Ph4eS5obxtZWVn+/v7R0dGjk74ZZ92bmpquXbsWGBiIr1sMTU3NtrY28RqBQKCpqTlMt4mJiYsWLYqJiYmNjR2mKznBWfcrV67Q6fTZs2fj6xbD3NxcYjSvrq4WDwh4A86ePRseHn78+PHo6Ojhte41wFn3n3/+2dLSEoUtjgRubm6lpaVYBOCNGzceP3784YcfvrHDmpqa4ODggwcPfvzxxzi1US5wvq7W1dWhEJQRIiAgYPfu3X5+fl9++eXLly8jIyM5HI6zs7OEWX9/f2FhIQDcvXsXAG7evCkQCOh0+qxZsyQso6OjjYyMrK2txcNyLC0tdXR0Ru4sAPD+3WRubh4WFjZ8PzLiCerr67lcrqqqqoaGRnBw8PPnz6Vturq6pM90woQJ0pYDXv9TU1OHfwqywbm///nnn/g6lMbQ0HDIX2R0Ol0kX5yEQCAYfpPeAHI+khhI3YmB1J0YSN2JgdSdGEjdiYHUnRhI3YmB1J0Y8NRdzhf9h89rrXdQWVlJo9EGm1WXf5mG3t7eHTt26Ovrq6qqvv/++7/88ou0TXx8vHRQxYAOcZsnOH36dEhISEJCwrx58x4/frxq1So/P79r167h5R/jtdY7EIlEq1atkmEg/zINUVFRZ86cOXTokJGR0ddff71gwYLa2lrsSS/Cx8fH2tpavGbjxo0D/yPxmuiR80V/OZExL2ZoaMjj8fbs2aOhoTGkn4SEhIkTJ7q7u4u/4ynOxo0bp02bNqSfJ0+e0Gi0jIwMVOzs7IyPjx/y7K5cucJgMB4/fiy9Cc9xRp4X/YeP/OsdPH369F//+teRI0dkvM4p5zINly9fZjAYXl5eqKiiohIRETFu3DgZu/T392/cuHHjxo0DPmHHTXc5X/QfPvKvd7B+/fr58+fLfioi5zINlZWVkyZNyszMnDJlioaGhqOj45ARIqmpqU+ePNm0adOAW3HTXc4X/UcNHo+Xl5f39ddfyzaTc5kGPp/f2NgYHx9/6NChCxcuKCsru7m5ib8nLc3evXsjIiIkoh8w8MyDEhUVFRcXd/PmTR6P197evmTJkpEYZ+Shs7MzIiIiNjZW9lCAkGeZhp6enpaWloyMDA6HM2fOnIyMjL6+vmPHjg3ms6Cg4I8//ggJCRnMALf7mc8++2z58uWRkZEAYGtra2BgYGNjc/Xq1Xnz5uF1CPnZsWPH+PHjP/nkkyEt5VymQV1dfdy4cVh2HS0tLUtLS/EXvSVIS0tzcHDAEuBIg09/f60X/UeBjIyMkpISJSUlKpVKpVIvXLiQkpJCpVIrKipk7zjYMg1mZmYomxZW09fXJ+NynZeXJ7vD4aO7/C/6jw65ubkVFRXlfzN37tyFCxeWl5dLpKCRf5kGd3f3ly9f8ng8VOTz+Xfv3h0s+8KjR4/q6urs7e1ltBC3cWbNmjVffPGFvb09h8Npbm6OjIy0sLD44IMP8PKPkHO9AzMzM/Giurq6mpqaxC8aeJ1lGuzs7Ly9vVeuXBkfH89isVC6sdDQ0AEbWVdXB39/4wdlyJ8MciL/i/7yMNjvph9//FH6FIKDg2V743K5g/1u6urqioqKmjRpEp1ONzY2Xrt2rXR2PoRQKPzkk0+0tLTodLqLi0t5eflgh0NfoCdPnshoEpmfgBjI+UhiIHUnBlJ3YiB1JwZSd2IgdScGUndiIHUnBlJ3YsBT97Nnz06ZMgVl+ouLi8PRszjy5yd4m8FN9/z8/MDAwNmzZ+fl5YWHh2/evHnIZz1vAMpPIBAIsrKyzp07V1VV5eXl9XZOdQyB7Bkl+XFxcXFycsKKa9as0dHRwRYmeF2Gn5/gLQe3/n7nzh3xWV8/P7/m5ubBFj15YwbLT4DvUUYB3HSXWBFAV1cXAAZM9T8campq2Gy2eM1g+QnecnDT3dTU9ObNm1gRvcA4cKr/YTBgfgKi3g0bDrjpHh4efvHixVOnTnV1dZWWlu7atQv+N5KJRBzcdA8JCQkJCQkLC2MwGP7+/p9//jkA4P727QjlJxh9cNNdUVHx+PHjfD6/tra2rq4Oje/SjzSHyUjkJyAE3HQvLCzMzs7W0tIyNjZWVFRMSkqaOXOmPGFDrwXu+QmIAs/1mwICAo4ePXrr1q2YmJi0tLSRyCkSEBDAZrP9/PxQLOby5csHzE/w9oNnHAefz4+NjW1ubrawsDh//jzuQRwAoKSklJeXt27dOi6XS6VSvb29Dx48iPtRRgEynoAYyPlIYiB1JwZSd2IgdScGUndi+D+YUCzQcuwnOQAAAABJRU5ErkJggg=="
|
<image>A high school basketball coach counted the number of points her team scored each game. How many games had at least 30 points but fewer than 90 points?
|
18
| 27
| null |
18
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"
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<image>Look at the following schedule. Franklin is at the art gallery district. If he wants to arrive at the baseball stadium at 12.00 P.M., what time should he get on the train?
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11:30 A.M.
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11:30 A.M.
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"
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<image>How much money does Amy need to buy a bag of cat treats and a box of dog biscuits?
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7
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7
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"
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<image>A vendor who sold bread at farmers' markets counted the number of leftover loaves at the end of each day. According to the table, what was the rate of change between Thursday and Friday?
|
-6
| 30
| null |
-6
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"
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<image>At Lancaster Consulting, the head of human resources examined how the number of employees with health care benefits varied in response to policy changes. According to the table, what was the rate of change between 2009 and 2010?
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-5
| 31
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-5
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"
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<image>At Weston Consulting, the head of human resources examined how the number of employees with health care benefits varied in response to policy changes. According to the table, what was the rate of change between 2007 and 2008?
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-1
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-1
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"
|
<image>A machine at the candy factory dispensed different numbers of lemon-flavored candies into various bags. How many bags had fewer than 70 lemon-flavored candies?
|
4
| 33
| null |
4
|
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"
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<image>A crayon factory monitored the number of broken crayons per box during the past day. How many boxes had exactly 85 broken crayons?
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0
| 34
| null |
0
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"
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<image>A shipping company keeps track of the number of boxes in each shipment they send out. What is the smallest number of boxes?
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10
| 35
| null |
10
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"
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<image>This morning, Mr. Bradshaw released the scores from last week's spelling test. How many students scored at least 10 points?
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23
| 36
| null |
23
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"
|
<image>Belle and her friends recorded their scores while playing a board game. How many people scored less than 7?
|
14
| 37
| null |
14
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G5L2qaqoAgPiYM3JfpK6Vrq6VbkBYAAA8ffFUfC/tPuQ9XateVwGAHFtOniNPLFHr/a5b1Ova1x/1KIhNqam8b05HbEqcMsSf7qlLp16Uv3jw+EFfzb7ExKTjRjhyHGIG0c7eo3t59jyWEUuOJ0c8RuK4Q8eHyWQy43+MNzE0KSwpjNwX6ernqvmFZsdjHP9FHT+zICawBMkXupNRUVFVAQDig+iqyqrw1xDbbGtr41pzic0SxzIkB5u4HmJaKmwTwh+vrHioS1KQV/Ca6CUSieIT4y/fuCwUCl0dXZUU2zcupNw/OtAdGhgaczzm8OnD092mixdKMaUAoLGpUbzk9+rfSe78l1XVVPVS6AV/PN1EWBBP+szJM4l3foKC/Ps+rqTdXOCP8dHY1NjQ2EC8lpVVlcQqyTH3VxCb+v31+0dHbEqcF+7j3ReuXnjl5pWEpAQAmO42veNBdSIZGxobmpubWSwWAFTXVLe0tigqKKZlpfmv8GexWD9u+NHE0OTs1bObo9sfBpZ8mFZDrR5fe1zwW0FadlpCUsKpS6d8v/EdM3KMjpbORz2u7qbzzywkn4FORgXxoojfACqrK/9nI/87aCVHLLFNaWnp0z/+z8dVQ02Hdl428cpKTkiJSbGaipq0tLSfl1/s8dhz184Rx7lmuc/qfGuU+EefAKmrqi+as6itrU3yOCIxj2ppaXnw+AEA3Hlwp/hp8T/5LcSHiG1tbZdSLwEAMV20GmoFALX1tS4OLi4OLloaWm8b3qookuR0O1ZDrYgjSScSThBLjp47CgDmg8zFU5gPIWaPTc1NxOzGYYQDAGTnZhfxiwCgpaXlVOIpABBPENgs9owvZzQ0NmyM3ggAsyaTjACLwRbEXDchOQEA3ja8NRptpPWF1s3Mm+n30gHAxMDEZ4qP1VAr4mn8UHO64qfF4VHh+07sM9I38vbwjouOG2g0sK2t7UU5jZrTdTIqTAxNACDxeiLx2rU78k0M2sz7mcRVybVfmH0hLS0tEAj6avZ1cXAZZzuupq5GJBL96Wix/sIaALJys8oqygAg/V661hda/Uf2JzJo+ODhZiZmt7NuX75+WVNdc+woksaFlPunnw8vnbdUWVG5tbVVvMSgvwGxH+46z9VvuZ9HoMdAo4HQYUr8p9ra2ogLuw/t/urrr0Z5jsrOzWYymYEzAwFgsc9iBXmFc1fPOc9x9lvu5zDd4atFX72seNnpJgEAlBWVV369EgDmfzd/+qLpY2eO3Xt0r7S09JbQLX96X2IS29zc7OzjvOfIHsdRjk62TkKh0GaKjc8yn2GThuU8ydHS0Fo2b5n4LsTOxdPnT80HmRPPQzvqquoLZy8EAJ9vfOYsnTPCfUTV6yqroVaOoxx5+jwAyMnPWRK+xNXPtaKqgsFgFPGLwraGddyOAkdh696t/iv8ZwbPXL55uWeg56OCRzpaOsShHJroZFT4efkxGIycJznWHtZfff1V9OFoIusJxCGtM1fOeMz3cJzhSOyGECNWQ02DeBEneE8IWhlk52U3M3jmpuhNHT8La8fF3mX44OGtra3WHtZzv51LfL8z2DeYmAgDwNypc5ubm8sry6e7Tf/QVJda/zQdlBWVl/kvk1zCZDJPRJ2wGGJR8XvFr9m/7t2wl/iraGpu+qgtE22gpaSkzuw98+zls6zcLIP+Bkd3HDXlmQKAfj/9G7/cGGsz9kbmjePnj39m+Nm52HPj7cb/lS2HBobu37rfxMDkVOKp9HvpY6zHpBxLsR/x510e9HT1lvgtUZBXSMtKe/nqJYPBOLP3TGhgKEuWdfjM4fLK8hlfzkg/nd5H/X1zukHGg4hjZqQTB8LWFVs3L9+soapx5OyRit8rgmYFXTxwkclkekzwWOK3REVJJeZ4jAJH4czeM4EzA6WlpY+ePdpxI33U+6QcSxlvN/7yjcuR+yLT76V7e3jf+OXGxx4S+k/rZFR8/tnn+7bs09HSuf/4/rOXz07uPin5djVt0rTQwNA+6n2u3rraT7tfdHg0SIzYqLVRa4PXyrHlYo7H8J/zA2cGXjpwSTJcSElLSyf+nOg/3f9t49uD8QeVeiltC9u2YdkG8Q1cHN41LuxkbFCLsds9GU8H9O9J+TXFfpo9R45T+mtpN/9eKdDp3FACgUDGUAYA8pLyjA2MKalhdeTq73d8bznE8tfTv1JSQOeil6T02K/fUu78tfO7D+0mPtZaOm9p948G1GU27t6YeD3xRsYNAFi/bD3V5XwQfi/931JZXXk947ocWy5kbsjKhSupLgd1I0X8ovR76Vwd7k/bfvoru7RUwbnDv8Vnio/PFB+qq0DkpKWlRfyPO0z+Ce3bsm/fln1U/fa/DucOCCFymA4IIXKYDgghcpgOCCFyjN3uyX9+K4QQ/UgDwPw4WnwBBv2paI8UHAyIEO2BnfIQQh+A6YAQIofpgBAih+mAECKH6YAQIkf3dPjtt98mTpzYq1cvJSUlLy+vV69eUV0R6jpCoTAiIoLH43E4HB6Pt2XLFslzmu7YscPQ0JDNZpuYmBw6dKiT7fRUtE6HxsZGBweHmpqaM2fO/PLLL/n5+ZMmTfrYc1ih/67Vq1eHhYX5+fklJibOmjUrNDQ0MvJd/8fo6Ohly5YFBQWlpqZOnz7d29v7woUL1FZLgd3uySK6iomJYbFYFRUVxNW8vDwASExMpLYqCtFqMLS2tioqKoaGhoqXeHp6Dh06lLisq6sbEhIiXjV16lRLS8uuLpFS/6ifRQ+QlJRkaWmprq5OXDU2NjYwMLh69Sq1VaGuwWQys7Kyli17f95DXV3dyspKAMjPzy8tLZ04caJ4lYuLS0ZGRl1dHQWFUofW6VBYWGhgYCC5RF9fv6Cg4EO3Rz0Jk8k0NDRUUXl3HnOBQHD16lVra2sAKCwsBADJsaGvry8SiYqK/qTZbw9D67O/1NbWKioqSi5RVFSsqKigqh5EodDQ0OLi4pMnTwJAbW0tAEiODeJyTU0NRdVRg9bpgBBh+fLl//d//xcXF8fj8aiupRuhdTqoqKgQ7xJiNTU14qkmooO2tjZ/f/8TJ05cuHBhzJgxxEJiDNTW1iopveteR8wa6DY2aH3cgcfjtTvKUFBQYGJiQlU9qOstXLjw9OnTqamp4mgAAGIGITk2CgoKpKSkBgwYQEGJ1KF1Ojg5OWVmZpaVlRFX79y5U1paOmHCBGqrQl3m4MGD+/fvT0xMHDr0f5piGhgYGBoanjlzRrzk1KlTNjY2CgoK7TfRo9F6z2LKlCnr1693d3dft25dU1PTkiVLHBwcbGxsqK4LdYXGxsawsLCJEye+efMmNTVVvHzEiBGysrKrVq3y8fHR09OztrY+e/ZsYmJicjL9zpNEqy/AdPTs2TNXV1d5eXklJaXZs2dXV1dTXRGVaDUY7t27R/oXUVZWRtwgOjpaX19fVlbW1NQ0Pj6e2mq73m73ZFrPHQBAV1dXcgKJ6GPw4MGiTr81HxAQEBAQ0GX1dEO0Pu6AEOoEpgNCiBymA0KIHKYDQogcpgNCiBymA0KIHKYDQogcdspDCJHDTnnoPeyUh8SwUx5C6IMwHRBC5DAdEELkMB0QQuQwHRBC5DAdICcnx9jYWFlZmepCEMXS0tLs7e2VlZXV1dVdXFxycnKorohidE+H/fv3W1lZSUvT/TwXKD8/39HR0cjIKCMjIykpiclkOjg40Lx9Ad3TYc2aNSdPnpwxYwbVhSCKnT17ViQS7dy5k8fjmZmZRUVFVVZWJiUlUV0XleieDmlpaePHj6e6CtQtMJlMKSkp4jKLxQKAzk8e1ePRPR10dHSoLgF1C15eXlJSUmvXrm1ubm5oaFi/fr2mpqaLiwvVdVGJ7umAEKFfv34JCQlRUVEcDkdBQYE4D3W7Rop0g+mAEABAUVGRp6enm5tbenr67du3raysXF1dy8vLqa6LSnisHiEAgE2bNqmoqMTGxjIYDAAYNmyYrq5uVFTU+vXrqS6NMjh3QAgAoKCggMfjEdEAADIyMv379y8sLKS2KmphOiAEANC/f/8nT56IP6RobW0tKSnhcrmUFkUxWu9ZVFdXP3z4EAB+++03gUBAtEvT1NQ0NjamuDLU5QICAo4ePbp48eKAgIC2trbIyMj6+nofHx+q66ISrdMhMzNT8ssOo0ePBoDZs2cfOHCAspoQRUaOHHnx4sXw8PARI0YwmczBgwcnJSXR/H2C1ukwbtw4mn/dBUlycnJycnKiuopuBI87IITIYToghMhhOiCEyGE6IITIYToghMhhOiCEyGE6IITIYac8hBA57JSH3sNOeUgMO+UhhD4I0wEhRA7TASFEDtMBIUQO0wEhRI7u6fD48eOJEyeqqqqqqalNmDAhNzeX6ooQNbKyshgd4Fln6ausrMzOzs7Y2PjIkSMCgWD16tVOTk55eXk0P085PdXX1wNAfHy8ioqKeGHv3r2pq4h6tE6HgwcP1tfXnz9/XklJCQD09fUHDhx4/fr1iRMnUl0a6mpEOowZM6ZXr15U19Jd0HrPYt68eQ8ePCCiAQB0dXUBoLKyktKiEDXq6uoAQF5enupCuhFazx1UVFQkp5EXL15kMBgjR46ksCRElfr6ejk5OSaT1u+X7eBz8c7Tp08XLFjg4+PD4/GorgVRoL6+XkZGJigoSFtbW1lZ2dbWNi0tjeqiKIbpAABQUFAwatQoMzOznTt3Ul0LooZAIJCSkmKxWEePHj127Ji0tLS9vT3NP8PCdICsrCxra+thw4ZduHCBzWZTXQ6iRmhoaHV19Q8//GBnZzd+/Pjz588rKiru2bOH6rqoRPd0yM/PHzt27KRJk+Li4jAakBiHwzEwMODz+VQXQiVap0Nra6urq6uDg0NMTAwejqK5jRs3hoWFia/W1dXl5eXp6+tTWBLlaP2ZxZ49e4qLizdv3nz9+nXxQm1tbSMjIwqrQpTQ0NBYsWJFc3Pz5MmTa2pqNm3aJBQKFyxYQHVdVKJ1OiQlJQkEAjc3N8mF/v7+NN/bpCdfX18AiIqKio6OVlRUtLS0zMzMpPn7BK3T4cyZM1SXgLoRX19fIiMQAXe2EULkMB0QQuQwHRBC5DAdEELkMB0QQuQwHRBC5DAdEELksFMeQogcdspD72GnPCSGnfIQQh+E6YAQIofpgBAih+mAECKH6YAQIkf3dLhx44adnZ2ysrK6urqzs3NOTg7VFaEuJRQKv/vuOyaTuX379narduzYYWhoyGazTUxMDh06REV1FKN1OmRnZ48dO1ZbWzs+Pv6nn36qqKhwdHSsrq6mui7URcrKyhwcHOLj46WkpNqtio6OXrZsWVBQUGpq6vTp0729vS9cuEBJkRSi9dlfTp48qaend/jwYeKkknp6eqamprdu3Zo0aRLVpaGucOTIEXV19YSEBDU1tXarNm7cuHDhwuDgYACwtLTMzc0NDw93dnamokzK0HrusHHjxry8PPH5ZolzUuPpZ+nDy8vr5MmTCgoK7Zbn5+eXlpZKtlN1cXHJyMgguunRB/4lgFAorK2tzc7O9vPzMzMzGzt2LNUVoS6io6NDurywsBAADAwMxEv09fVFIlFRUVEXVdY9YDrAzZs3lZWVzc3N2Wx2UlKSrKws1RUhitXW1gKAoqKieAlxuaamhqqSKIHpAEOGDElNTT1w4EB5ebmdnV1VVRXVFSHULWA6gJKSkq2t7ezZs5OTk0tLSyMjI6muCFGM6MxOzCAIxKxBsmM7HdA6HRITE1NTU8VXlZWVDQwMiH1ORGdEH/aCggLxkoKCAikpqQEDBlBXFAVonQ579+4NDAwUCoXE1fr6+uLiYj09PWqrQpQzMDAwNDSUbHdy6tQpGxubjp9u9Gy0/r5DSEjI6NGjvby85s2bJxAIIiIiWltbsd8JfWRnZxMfUra1tRUVFRETSUtLSzabvWrVKh8fHz09PWtr67NnzyYmJiYn0+88Sbvdk0U0du3aNRsbG2VlZVVVVQcHh/T0dKorohLdBoOFhUXHv4iSkhJibXR0tL6+vqysrKmpaXx8PKWVUmC3ezKt5w4A4ODg4ODgQHUViBrp6emdrA0ICAgICOiyYrohWh93QAh1AtMBIUQO0wEhRA7TASFEDtMBIUQO0wEhRA7TASFEDjvlIYTIYac89B52ykNi2CkPIfRBmA4IIXKYDgghcpgOCCFymA4IIXKYDu9ER0czGIzY2FiqC0Fd6kOd8oRC4erVq/v168disT7//HMaNsICTAdCeXl5WFhYx3ZpqGfrpFPe2rVrN2/eHBwcfPnyZVNTUzc3t7t371JSJIUwHQAAFi1aNG7cOLqdNRARnfIyMzPbpUNTU9O2bduWLVsWHBxsZ2d3+PBhHo+3efNmquqkCqYDXLp06fLlyxEREVQXgrrahzrlFRcXNzY22tvbE1cZDMbkyZOvXbvW5QVSjO7p0NDQEBgYuGHDBi0tLaprQV3tQ53yWlpaAEBGRka8pE+fPjU1NXTrz073dFizZk2fPn1ofvpA1I6+vj6TyZQ80PD48WMAqK+vp64oCtD6rLMPHz6MiorKyMjAvttIkpKS0tSpUzdt2jRs2LDhw4fHxcXFxcUBgLQ0vf5e6PtX0dbWNm/evMWLF5uZmVFdC+p2tm/fbmhoOGrUKBaLtWvXruDgYCaTqaqqSnVdXYq+6VBaWpqRkbF161bpP9TW1vr7+6upqVFdGqKehobGrVu3SktLnz9/fvv27Tdv3gwYMIDNZlNdV5ei10xJkra2dk5OjuSSESNGLF261NPTk6qSUPdx/PhxQ0PDYcOGAUBra+uRI0emTp1KdVFdjb7pICMjY2pqKrmEyWRqa2ubmJhQVRLqYp10yjt16lRmZmZUVJS6unpERERjY2NISAjF5XY5+qYDQoGBgRkZGcTlXbt27dq1CwBKSkq4XG5MTExQUNCcOXOamppGjhyZkpKioaFBabEUwHR4r6amhuoSUJfqpFOesrLykSNHurKYboi+RyURQp3DdEAIkcN0QAiRw3RACJHDdEAIkcN0QAiRw3RACJHDTnkIIXLYKQ+9h53ykBh2ykMIfRCmA0KIHKYDQogcpgNCiBymA0KIHK3TISsri9FBeXk51XWhrkPaKS83N7fjwKDh2KD1+R2IE5DHx8erqKiIF/bu3Zu6ilCXKisrmzZtWkVFRbteWHp6eikpKZJLDh48mJKSQrexgekAY8aM6dWrF9W1IAoQnfISEhLanWpYXl7ezs5OfLWysvLMmTOxsbGysrJdXSKlaL1nQZxTUF5enupCEDU+1CmvnTVr1gwcOHDy5MldU1X3Qfe5g5ycHLa6oa0PdcqTxOfzY2JikpPp+A8HtP7DqK+vl5GRCQoK0tbWVlZWtrW1TUtLo7oo1L1s27bN0tLS2tqa6kIoQOt0EAgEUlJSLBbr6NGjx44dk5aWtre3z83Npbou1F28efPm559/9vPzo7oQatB6zyI0NDQ0NFR81dbWlsvl7tmzZ+fOnRRWhbqPhISElpaWL7/8kupCqEHruUM7HA7HwMCAz+dTXQjqLq5cuWJlZfWnhy17Klqnw8aNG8PCwsRX6+rq8vLy9PX1KSwJdSspKSnm5uZUV0EZWu9ZaGhorFixorm5efLkyTU1NZs2bRIKhQsWLKC6LtRFOumURywsLS01NDSktkgK0TodfH19ASAqKio6OlpRUdHS0jIzM9PIyIjqulAX6aRTHgBUVFQIhUIlJSUKK6QWrdMBAHx9fYmMQDTUSac8ANDU1BSJRF1WTDdE6+MOCKFOYDoghMhhOiCEyGE6IITIYToghMhhOiCEyGE6IITIYac8hBC5/wfQD/3levVEvgAAAABJRU5ErkJggg=="
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<image>In order to complete their model of a futuristic highway, students in Ms. Jonathan's design class find out how many toy cars each student can bring to class. How many students are there in all?
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79
| 38
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79
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"
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<image>A machine at the candy factory dispensed different numbers of lemon-flavored candies into various bags. How many bags had at least 32 lemon-flavored candies but fewer than 52 lemon-flavored candies?
|
2
| 39
| null |
2
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"
|
<image>Stacy, a candy store employee, placed peppermint candies into jars of various sizes. How many jars had fewer than 76 peppermint candies?
|
21
| 40
| null |
21
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"
|
<image>Mona kept a tally of the number of emails she received each day for a week. According to the table, what was the rate of change between Tuesday and Wednesday?
|
-7
| 41
| null |
-7
|
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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
| 42
| null |
-4
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"
|
<image>Mrs. Lester kept track of her students' scores on last year's final exam. How many students scored fewer than 72 points?
|
19
| 43
| null |
19
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"
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<image>The Cedarburg Chamber of Commerce compared the local dealerships' vehicle sales. What fraction of the vehicles were sold by Affordable Cars? Simplify your answer.
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3/65
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3/65
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"
|
<image>Mrs. Hanson, the science teacher, informed her students of their scores on Monday's test. How many students scored at least 27 points but fewer than 68 points?
|
12
| 45
| null |
12
|
"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"
|
<image>A shipping company keeps track of the number of boxes in each shipment they send out. How many shipments had at least 20 boxes but fewer than 80 boxes?
|
12
| 46
| null |
12
|
"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"
|
<image>Finn counted the number of problems on each of his tests. How many tests had at least 50 problems but fewer than 70 problems?
|
2
| 47
| null |
2
|
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"
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<image>A vendor who sold bread at farmers' markets counted the number of leftover loaves at the end of each day. According to the table, what was the rate of change between Monday and Tuesday?
|
-11
| 48
| null |
-11
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"
|
<image>Stanley kept track of how long it took to finish his homework each day. According to the table, what was the rate of change between Wednesday and Thursday?
|
-3
| 49
| null |
-3
|
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"
|
<image>Toby's class recorded how many states each student has visited. What is the range of the numbers?
|
21
| 50
| null |
21
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"
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<image>Look at the following schedule. Bert is at downtown at 12.00 P.M. How soon can he get to the boat docks?
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2:00 P.M.
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2:00 P.M.
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"
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<image>A school interested in expanding its playground counted the number of times that students went down the slide during recess. How many students are there in all?
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73
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73
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k7Q/mv7i5uU2cOPHNmzdHjhyRti8YSdLd3R0dHQ0A69evRzm4x/uwyMvLc3JyUlFRKS4u5nugh/nncuDAgbVr17q5uZGPMbHwMBgpgIeaGIwUwMLDYKQAFh4GIwWw8DAYKUA9tuaCtH3AYD46cI+HwUgBLDwMRgrg53jDBDmkX/JjsHQ9wXwI4B4Pg5ECWHgYjBTAwsNgpMBHJ7zS0tLQ0FAzMzNFRcURI0a4u7ufP39eiv7k5eWhQImSKpDL5QYHByspKZHv6WI+QKjSdmBYqaurc3Z2Njc337dvn7GxcWNj47Fjx+bOnfv+/XsUx+Gnn37Kzc0lIxT+E8nKyrp48eLhw4fJF58xHyAfl/AuXrzY2NiYkpJCvnHj5eXV0dFx584dJLxHjx5J1UEJgOILBQUF4beKPmQ+rqFmd3c3hUJBAflILl68+OuvvwKAp6dnfHz88ePHya+jnD17FsX01tbWXrVqFRnSa+7cuXPmzDl8+LC+vj6dTp81a1ZTU1NkZOSIESM0NDRWr14tKYeFOcDlcrdu3WpmZkaj0Vgs1sqVK1Gooi1btqARppaWFgpEiflAERYw4/9LCgsL5eXlbW1tk5OT29ra+LY2NTU5OjrOmzePw+F0d3dfuHABACIjI//666/U1FQWi/XZZ58hy/nz57NYrIiIiNbW1uzsbFlZ2VGjRv3www9tbW2XLl0CAMEvnMWvTkR/fPkoJk2vkUtEOLB3714ajZaYmFhUVJSenm5oaIgif7S1tcXFxQFAUVERGRwF8wHycQmPIIhLly6h0OtycnKurq7ffPNNVVUVuXX8+PEoVDhBEM7Ozm5ubuSmU6dOUSgUZDx//nwGg0GGLre3tx85ciRpqaGhsWfPHr56ByA8EQ40NTWRYcMJgoiIiCAdQLH+h+3zepiB8XENNQEgICCgvLz87t27GzZsoFAo27dvNzMzQxcrL1wu9/Hjx7xBINHHDx48eICSZmZmZOhyBoOBPmBCJgcf5Fe0AwRBREVF6erqysrKUiiU6Oho8SM0Yz4EPjrhAYCMjIy7u3tUVFRWVlZpaamNjU1YWFhnZyevTUdHB/pCFe1vzMzMAKC+vh4Z8EUB40sSg/4hnmgHVq5cee3atbNnz6JPgqCPGWL+QXxcq5otLS1tbW0oVCvC2Nh43bp1CxcufPnyJfoEFIJOp6OPSC1dupS3BBTjcRgQ4QBBEElJSVu2bEGfm4L+f+YFI3U+LuFNnDiRwWBkZGTwxrsvLi6WlZUlF99RZyUjI+Po6FheXm5tbY3yOzs7q6qqBhYefACIcKCrq6ujowNFRwWA5ubmpKQkvqVazAfOxyW8Xbt2BQUFeXl5hYWFGRoatra2pqWlHTx4cPny5UhRTCbzyZMnT548MTAwWL9+/ezZs/fu3RsYGNjW1rZ79+6srKyioiJlZWWJO/bkyRPewaqioqKHh4cIBxwdHY8dO4Y+ZrB+/fqAgID4+Pi//vrL3Nxc4r5hhgQpLuxIhczMzMDAQBaLJS8vr6OjM2nSpFOnTpFfr05NTdXQ0NDQ0EDPA86cOWNnZ0fG7i4uLkZm8+fPnzhxIlmmh4fH/PnzyaSZmZngVz5Fr2ryYWRkhLYKc+Dp06fjxo2j0Wg2NjZJSUlVVVVmZmYjRowoKyvDq5r/CPD7eMMEfh8PwwueGGAwUgALD4ORAlh4GIwUwMLDYKQAFh4GIwUo8av5f6aIwWCGGtzjYTBSAAsPg5EC+AH6MIEfoGN4wT0eBiMFsPAwGCmAhYfBSAEsvD64cOGCmpqav7//0FVRWFg4c+ZMDQ2NESNG+Pr6FhQU9Gr25s2bFStWGBgYqKiojBs3Ljk5WViBDQ0NCxYsYDAYTCYzMDCwpqZmyHzHDBAsPKF0dnauWrUqNDSUwWAMXS21tbWenp7Nzc2nT58+duxYfX29t7d3S0sLn1lPT4+/v39KSsqePXuSk5MtLS0DAgLIADC8cLlcX1/f4uLi8+fPJyQklJaWBgYGDp3/mIHxcb0I2y+ePn2akZHx8OHD8PDwoavlxIkTra2tV65cUVNTAwBTU9NRo0bduXNn5syZvGa5ubmZmZk3btyYOnUqALi7u9++ffv8+fPjx4/nK/DSpUt5eXkVFRU6OjoAYGRkdO/eva6uLjk5uaE7Ckx/wcITipmZ2f3795WUlIa0lrCwsICAAKQ6ADAwMAAADofDZ2ZnZ/fs2TMLCwuUpFKpurq6gmYAcPnyZS8vL6Q6ALC2tiaDR2A+HPBQUyhMJnOoVYdq4Q2ylJqaSqFQJk6cyGemqKhoY2ND9lqVlZUFBQVubm6CBebn55ubm2/bts3Q0FBdXT04OLi2tnbo/McMDCy8D4jy8vLw8PCQkBArKysRZu/fv//ss8/Mzc0XL14suJXD4SQmJtbU1CQmJh49ejQ3NzcoKGjIXMYMEDzU/FAoLi728vKys7OLiYkRYfb27Vt/f/+XL1/euXOHjKjLS1dXl46OTmxsLIVCAQA6ne7j45OVldVr94iRFrjH+yB49OiRm5ubk5PT1atX+WLj8tLQ0PDJJ59UV1dnZWWZmpr2aqOiouLg4IBUBwBIb8+fPx8KtzEDBgtP+hQVFU2dOnXWrFkXLlwQobr29nZfX1+CILKysoyMjISZWVpa8i669PT0AECvfSNGimDhSZmuri4/Pz82mx0bGys6KG14eHhzc/ONGzc0NDREmPn4+GRmZpLay8jIAIDRo0dLzmWMBMBzPKG8ePGioqICAN68eSMvL4+uYGtra3KlXiL85z//KS0t3bt37507d8hMPT093qVOAPjzzz+PHz/+zTffPH36lMyk0+nOzs58BYaGhu7fv3/WrFnffvttY2Pjv/71Lx8fnzFjxkjQZ4wEkHJczw+YyMhIweaKj48fWGnCAtr6+fkJ1vLFF1/wme3fv1/QzMrKqte6SkpKpk2bRqfT1dTUFixY0NDQMDCfMUMHfh9vmMDv42F4wXM8DEYKYOFhMFIACw+DkQJYeBiMFMDCw2CkABYeBiMFsPAwGCmAhYfBSAEsPAxGCmDhiSIlJWX8+PHKysoGBgZhYWGvX78eilrEjDIGAAkJCaNGjVJUVLSysjp69Kgws2PHjtnb2yspKRkaGn755ZcNDQ29mj158oTNZtPpdHV19dDQUMEIS4iGhoaFCxdqaGjQ6fQpU6YUFRX19wAxvSDt36x9uNy4cUNGRiYsLOz27dvx8fGamprTp08fcGnCfqtZU1Ojqanp7u5+7dq1K1eujB07Vk9Pr7m5WbCE5ORkKpW6e/fue/fuRUVFUSiUa9euCZqdOHFCRkYG/fY6IyPDyspq0qRJgmYNDQ1MJtPDw+PGjRsnT55UV1f39/fv1fNJkyaxWKxz586lpqaOHTuWxWK1trb2vwEw/w9YeELx8fGZMGECmfzpp58AoKWlZWClCRPenj17aDRaU1MTSj579gwAkpOTBUuwsbEJDw8nk8ePH3/y5Img2bRp06ZMmUImjx07BgA1NTV8Zjt27FBRUWlsbETJ8+fPA0BBQQGfGXon4+bNmyhZVVUlJycXExPTx9Fi+gIPNYVy9OjRc+fOkUlh8b8GSVhY2J9//tlnlLGSkpLCwsKFCxeSOYsWLXJwcOi1TCr1v297oVdgCYGfwhcUFIwZM4YMGerv7y8jI3Pz5k1BM1lZWQ8PD5TU19d3cXERNMP0Fyw8oejp6SEZIFJTU/X19Y2NjSVbi5hRxvLz8wGgo6PD09OTwWBYW1vHx8f3WuCyZctu3bp19erVnp6e2tramJiYadOm6enp8Zl1dnbyRtqUk5NTV1cvLS0VNJORkeF9Q1dbW1vQDNNfsPDEIiUl5ZdfftmzZ4/ol8QHiYgoYxwOh0KhrF27dvny5WlpaVOmTAkJCblx44ZgIQEBAd9//72fn5+CgoKenp6srOyZM2cEzSwsLPLz8zs7O1Gyrq7uzZs3ra2tgmZdXV28b98+f/5c0AzTb6Q91v0H8NtvvykoKGzcuHEwhQib45EUFRUZGBh88sknHR0dglsPHToEAOfPnydzXFxc2Gx2r94qKip+//33eXl5qampDg4OPj4+PT09fGbPnz+XkZFZvnx5Y2NjRUXFlClT1NTUQkND+cw6OzuNjIwmTJjw4sWLlpaWr776Sk1NzdzcvB9HjukNLLw+iIuLQ2uJgyxHtPAePnyoqakZEBDQq+qIv9dISkpKyJz169fr6ekJWpqZmYWFhZFJ1FmlpaUJWv7yyy8oYq+ysvL+/fstLCw2bdokaPbHH38YGhoCgKys7JIlSxYtWuTq6ir6YDF9goeaojh37lxYWNiRI0c2bNgwdLWIE2UMzQN5F124XK5g7DAul/vixYuRI0eSOebm5gBQUlIiWGZYWBiHwykuLn716lVoaGhFRUWvMZEmTJhQVlZWUlLC4XDi4+NLS0tx6KTBg4UnlJKSksWLF+/fv//zzz8fulrEjDI2btw4dXX1S5cukTl37twRFICsrKy+vj5vFM3i4mIAEFwTKikpOXLkiKKiooWFhaKiYkJCgoyMjLe3N59ZU1NTbGwsh8MxNzdnMpklJSV//PHHkH607CMBRxkTyoYNGwwNDW1tbdGzLISNjY2WlpYEaxEzyhiVSt22bdtXX32lra09YcKEU6dOPX78GE38+FixYsXOnTsdHR3ZbParV68iIiKsra0/+eQTPrOOjo4VK1YUFBQsXLjwr7/+Wr9+fWRkJJPJ5DOj0+k7d+5MSEjYsWNHR0dHRESEp6enj4+PhI7+I0baY90PF/LZGi9nz54dWGmDjDKGiI6ONjIykpOTs7Gx4V1o4aW7u/vgwYO2trZ0Ol1fX3/+/PkVFRW9WiYmJtra2iooKBgaGu7evVtwAQbx559/enp6KikpMZnMpUuXks/6MYMBRxkbJnCUMQwveI6HwUgBLDwMRgpg4WEwUgALD4ORAlh4GIwUwMLDYKQAFh4GIwWw8DAYKYCFh8FIASw8Ufz66692dnZ0Ot3AwOCLL74YoihjL168mDlzpoqKipqa2rx58+rr6wVtYmJiKAJYW1sPhT+YYQD/SFooP//886pVq3bs2OHp6fnixYuvv/76xYsX6enpkq2lo6ODzWazWKzLly93d3dv2LBh1qxZ9+/fp1AovGYBAQG2tra8OevWrcPC++eChSeUM2fOfP7551u3bgUAd3f3t2/fhoeHNzc39/rj6QFz+vTp2tranJwcTU1NADAyMho5cmRaWhrfGzr6+vr6+vpk8ubNm0VFRcnJyRL0BDOcYOEJJSsrizdJo9EoFIrEY67cunXLxcUFqQ4ArK2tzczM0tPTBV+NI+np6Vm3bt26detYLJZkncEMG1h4fdDZ2dnS0vLo0aOoqKiwsDAVFRXJll9SUmJvb8+bY2pqit5eFcbZs2erq6vXr18vWU8wwwleXOmD7777DsWQnj179uHDhyVefnNzs6qqKm+OqqpqU1OTiF327NmzcuVKvr0w/yxwj9cHISEhbm5u+fn5e/furaqqSkhIkK4/GRkZz549S0lJka4bmEGChdcHhoaGhoaGXl5e9vb2bDY7NDTUy8tLguUzmczm5mbenKamJsEQDCQJCQkTJkwwMjKSoA+Y4QcPNXvn/fv3Z8+e5f0yjpOTEwgJ1zUYrKys+GZ0xcXFvGHC+EDRbCXrA2b4wcLrHXl5+dWrV//www9kTl5eHgCYmJhItiJvb++cnJza2lqUzM3Nrays9PX17dW4vLy8rKzM0dFRsj5ghh881OwdCoUSERGxefNmbW1tLy+v6urqLVu22NjYCIbrGiRz5szZtWtXUFDQN9988+7du4iICDabPWnSpF6Ny8rK4O9QmZh/NFh4QomMjFRTUzt8+HB0dLS6uvrkyZN3794tLy8v2Vrk5eXT0tJWrVrl5+dHpVL9/f33798vzLiurg4AJPsEHyMVcJSxYQJHGcPwgud4GIwUwMLDYKQAFh4GIwWw8DAYKYCFh8FIASw8DEYKYOFhMFIACw+DkQJYeBiMFMDCE4u5c+dSKJT/+Z//GYrCu7u7t2/frq+vr6Sk5Orqmp2dLWjTryhj586dGz16NPri5N69e4fCZ8wgwb/V7Jvr16/zfnxc4kRGRp46derAgQOGhoY//vjjtGnTSktLySgsCPGjjN26dWvevHnLly+PiYnJzMzctGkTjUZbs2bN0PmPGQjS/iTth05bW5uJicny5csBoKSkZMDlCPsUc3V1tZyc3IULF1Cyvb09JiampqZGdGnp6el0Or2yslJwk6enp5ubG5lcsWKFlpYWl8sdsOeYoQAPNftgx44dWlpaoaGhQ1T+1atX6XT6rFmzUFJRUXHlypW6uroidhEdZaygoID33aWgoKBXr17l5+dL1m3MIMHCE8XTp08PHTp05MgRiUf1I8nPzzcxMbl48eLo0aPV1NQmTpx4//590buIjjLW2dkpJydHJrW1tQGgtLRUgj5jBg8WnlB6enq++OKLVatW2dnZDV0tHA6npqYmJibmwIEDycnJCgoK3t7eHA5HxC6io4xZWFg8fPiQTBYWFgJAa2urZN3GDBIsPKEcPny4rq5ux44dQ1pLV1dXQ0PDhQsX2Gy2h4fHhQsXuFzuL7/8IsweRRlbunSpMIOwsLArV67ExcV1dHTk5OR8++23AECl4lW0DwssvN6pra3dvHnz4cOH6XT6kFakoqKiq6uro6ODkurq6jY2Ns+fPxdm32eUsaVLly5dunTZsmV0Oj04OPjrr78GAC0tLYl7jhkMWHi9k5aW1tzcPGPGDCqVSqVSUYgxa2vroKAgyVZkaWn5+vVrgicOAJfLVVBQEOGY6ChjsrKyR44c4XA4paWlZWVlaI7H9ygCI3Ww8HrHz88vPz8/72/OnTsHAFeuXBEREGVg+Pj4vHv3LjU1FSU5HE5hYeHo0aN7NRYnytjdu3eTkpLU1dVNTU1lZWWPHTs2fvx40cukmOEHD/17h8FgMBgMMtnd3Q0AFhYWhoaGkq1ozJgx/v7+ISEhMTExGhoaO3bsUFFREfb0QpwoY/n5+evWrTtw4ICzs/OVK1cSEhLS0tIk6zNm8GDhSZ+TJ0+uX7/+yy+/bG9vd3FxSU9PF/ZpFHGijK1YsYLD4Xz33XevXr2ytra+dOmSxEMSYgYPjjI2TOAoYxhe8BwPg5ECWHgYjBTAwsNgpAAWHgYjBbDwMBgpgIWHwUgBLDwMRgpg4WEwUgALD4ORAlh4QomOjhYzqtcgefHixcyZM1VUVNTU1ObNm1dfX9+rmYqKCp8/CQkJg3FbnOhmmCEC/1ZTKK2trYaGhsePHydzhuLdvI6ODjabzWKxLl++3N3dvWHDhlmzZt2/f59CofCaEQTR1ta2bdu2yZMnk5k2NjaDcVuc6GaYIQILTyitra0jRozw9PQc0lpOnz5dW1ubk5ODrngjI6ORI0empaV5e3vzmr19+5YgCCcnpz79EdPtmpqaQ4cOnT17Fr1hOHbs2Li4OPQSBmYYwENNobS0tCgrKw91Lbdu3XJxcSH7GWtrazMzs/T0dEFnAEAcf8R0ewDRzTASBAtPKK2trUpKSkNdS0lJiZmZGW+OqalpcXGxoDMAII4/Yro9gOhmGAmChSeU1tbWhoaGmTNnMplMXV3defPmVVZWSryW5uZmvnhhqqqqTU1Ngs4AwPHjxy0sLJSUlOzs7OLj4wfj9gCim2EkCBaeKGpra9lsdkpKSnR0dE5ODpvNbm9vl4on7969U1NTq6qq+vHHH1NTUydNmhQSEhIbG9ursThu9ze6GUay4MUVoVy9epX8f+LEiRYWFs7OzqmpqcHBknyTlclkNjc38+Y0NTUxmUw+M3d3d95u0MPDo6ys7Mcff1y2bNnA3O5vdDOMZME9nrigsLYvX76UbLFWVlZ8M7ri4uKRI0eK4484zghzu7/RzTCSBQuvd7q7u5csWXL27FkyB609mJqaSrYib2/vnJyc2tpalMzNza2srPT19eUzS0pKmjdvXmdnJ5nz4MEDQWfEd7tf0c0wkkeqn0z5oFmwYIGysvJPP/107969EydOGBoajho16v379wMrTdjXgt6/f29tbT1hwoSbN2+mpKRYWVmx2WzB3fPz82k0mq+vb3p6+u3bt9EI8/Tp04Nx29/fX0tL6/z587du3XJ3d9fU1GxpaRnY0WH6CxaeUDo6OiIjI01MTGg0mqmpaXh4OBqbDQxhwiMIoqKiws/PT0lJSU1NbfHixW/evOm1hLt3737yySco7qCrq+vVq1cH6XZra+uXX36prq5Oo9E8PT3z8vIGfHSY/oKjjA0TOMoYhhc8x8NgpAAWHgYjBbDwMBgpgIWHwUgBLDwMRgpg4WEwUgALD4ORAlh4GIwUwMLDYKQAFp4oGhoaFixYwGAwmExmYGBgTU3NUNRy9+5dT09PBoOhqak5ffr0/Pz8Xs3EjDI2YsQIigCClsHBwYJmX375pWCBlZWV8+fP19XVVVVVHT9+fFJS0uAPGYPfxxMKl8tFbwmcP3+eIIivv/46MDBQ4vERHj9+PHXq1MDAwG3btrW3t+/cuXPKlCmFhYXq6uq8ZoTYUcaSkpK6urrI5NOnT9etW4deDuJl586d4eHhZLK9vX3OnDljx47lM+vs7PT29tbQ0EhOTmYwGCdPngwMDExPT8dfmR0sUv6t6AfM+fPn5eTkamtrUfL58+dxcXGdnZ0DK03Yj6Q3bNhgbW3N5XJRsqCgAACSkpL4zFCwo+Tk5P7W6+bmtmrVqj7NNm/e7ODgQLpB8uDBAwDIzs4mc4yNjcPCwvrrBoYP3OMJ5fLly15eXuQ72tbW1kMR0Hb37t27d+8mkzQaDQBkZPinAOJHGeMlMTExPz//8uXLos0qKyujo6NTUlIE60VQqf+9ThQUFAj8w/pBg+d4QsnPzzc3N9+2bZuhoaG6unpwcDD5uqrE4XK5zc3Njx8/XrZsmZ2d3dSpU/kMxI8yRtLT07N169b169draGiItoyKinJzc2Oz2YKbnJycxowZExUV1dDQwOVyT58+XVpaumTJEvHdwPQKFp5QOBxOYmJiTU1NYmLi0aNHc3NzUezXoSAzM5PBYDg6OtJotFu3bsnLy/MZiB9ljOTSpUvV1dW8E7leqa6uPnHixMaNG3vdKiMjc/Xq1aqqKk1NTQUFhdDQ0OPHj7u6uop9ZJjewUNNoXR1deno6MTGxqJo6nQ63cfHJysry83NTeJ1jRkzJiMj4+XLlz/++KOnp+edO3f4uineKGNKSkqJiYkhISHd3d2CwY5IYmJi5syZo6amJrrq2NhYAwMD3jUbXrq6uoKCghQVFW/evKmurp6SkhIaGqqrqyvMHiMu0p5kfrgYGxvPnz+fTL59+xYAjhw5MrDSRLyBzktjY6OqqurmzZv7LNDX13fUqFHCtqInH2lpaX2WY2VltWnTJmFbT548CQDV1dVkTmBgoKura5/FYkSDh5pCsbS05A3w2tPTAwASj8N1/fr1jIwMMslgMMzMzEpKSvrcUXSUsfT0dBqN5u7uLrqQysrKoqKiKVOmCDMoLi5WU1PT09Mjc8zNzcVxDyMaLDyh+Pj4ZGZmktpD8pB4HK4jR46sWLGCy+WiZGtra2lpqYmJCZ+ZmFHGSG7fvm1jY4PWSEXw+++/A4Dg4zsSIyOj5uZm3lWl4uJiY2Nj0cVi+kbaXe6HS0tLi4GBgYuLy82bNxMTE/X19X18fAZcmrChZmZmJpVKDQ4OTktLS01NZbPZioqKxcXFfGbiRxlDeHh4zJkzp0+vtm/frqWlJcLg9evXOjo6kydPfvDgQUlJycGDB2VkZI4dO9ZnyRjR4B5PKCoqKr///juTyZw1a1ZoaOjkyZNPnTol8Vrc3NyuX7/+6tWrOXPmLFy4EABu375tYWHBZ2Zra5uWlvbu3bvZs2cHBAQ8e/bs6tWrn332mbBi6+rq+lxWEcdMXV09IyODyWT6+fk5ODjExcXFxcUtXrxYvIPDCAVHGRsmcJQxDC+4x8NgpAAWHgYjBbDwMBgpgIWHwUgBLDwMRgr8LxyNqJRosegJAAAAAElFTkSuQmCC"
|
<image>While writing a paper on making decisions in groups, Dirk researched the size of a number of committees. How many committees have at least 16 members but fewer than 34 members?
|
7
| 53
| null |
7
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"
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<image>Each year, the campers at Celine's summer camp try to set that summer's record for finishing the obstacle course as quickly as possible. According to the table, what was the rate of change between 2009 and 2010?
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-6
| 54
| null |
-6
|
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orq4eEBCA7kJHjRrF5/NFB/P8+XO01sXFJSIiApBFa2vr3r177ezsWCyWtLT0oEGD1q9fX11dLXSkSY8VFRUeHh6ysrLq6uphYWFcLtfOzk5CQgL97FtdXb1kyRI1NTUJCQljY+Off/4ZTQAK+amsrETSPXz4MEEQ9+/fnzBhAnrKyc7OLjExkdz1hw8f1tLSYjAY9vb2T548Qd1CZmZmx4OUmpqKqjh16hQq2blzJyp59uyZ4AHoiZx4PN6qVavk5eXl5ORmzZqVnJwMACwWSzCwIUOGSElJsVgsZ2dnwZ9WWlpa0CBw6dKlqOThw4coEsFfk0jInZOWlmZnZyclJWVoaEi24t69e8OGDWMwGKamprGxsVlZWTo6OgwGY9++faKbQBDE6dOnra2tJSUlFRUVPTw8yMtQZmamu7u7ioqKpKSklpbW/Pnznz9/3jEw5N/a2jo2NtbIyEhSUnLkyJEPHz4kDbryL1pOaMORI0ey2WxpaWljY+PQ0FD0w1cv5BQZGTl9+nQZGRllZeV169bx+fyOfkTLicfjfffdd/r6+hISEgMGDAgICEC/04gOhiCI1atXy8rKslis9evXQ1dNxXxiPttHAT7nZ+SIj3gCsy8QAwwGQxFYThgMZdAIgd8uMBjMx4B7JwyGMrCcMBjKwHLCYCgDywmDoQz61p+n9ncMGMy/BNw7YTCUgeWEwVAG/t2pTyCH0N9+HdO/kWA+Jbh3wmAoA8sJg6EMLCcMhjL+5XIqLCz08/MzNDSUlpZWVlZ2cHAQfKP204NehURvjFJCW1ubj4+PjIyMiIw0mE9GJy+u/2soKyuztbUdOHDgTz/9pKenV1NTc/To0enTpzc3N8+ZMwcA/ve//2VkZIjIN/L5k5qaeubMmYiICJR8D9O//JvldObMmZqamsTERBUVFVTi7Ozc1NR0/fp1JKfMzMx+DZACUKYRb29vso2YfuTfPNjj8Xg0Gk1M7IM2njlzBuV2dXJyOnLkSGRkJI1GQ6+dR0VFWVpaSklJqamprVixgswVM3369GnTpkVERAwYMIDJZE6ePLm2tjY4OFhZWVlJSWnlypVUBdxVAG1tbevXrzc0NGQwGFpaWsuXL29oaACA0NBQNMZTVVVFueMw/Ux/vw7ch+Tk5EhKSlpYWJw9e7ahoUFobW1trY2Nja+vb0VFBY/HQ2lig4ODnz59mpSUpKWlNXPmTGQ5a9YsLS2t1atXc7nctLQ0cXFxc3PzX375paGhIS4uDgAuXbok5HzLdh/0J1SO8hN0+ia2iAB+/PFHBoMRExOTl5eXkpKio6ODEjA0NDQcPnwYAPLy8lBiA0z/8m+WE0EQcXFxKGuchITEqFGjNm/eXFxcTK4dMWLEvHnz0P+2trb29vbkquPHj9NoNGQ8a9YsNpv9/v17tMrKyopMTkQQhJKS0rZt24Tq7YWcRARQW1srmJd49erVZAAoIVZFRUWPdgemj/k3D/YAwNPT89WrVzdu3Fi7di2NRtu4caOhoSGZk42kra3t/v37HA6HLEG5s1EOQAAwNDREueQBgM1mozRd5GL7t30+AtEBEASxadMmDQ0NcXFxGo0WHh4umBUU8/nwL5cTAIiJiTk4OGzatCk1NbWwsNDMzMzf318otWdTUxP6HgnjLwwNDQHg7du3yIDMx9vpIvHRD2qJDmD58uUXLlyIiopCn2UICQn5yOowfcS/eWavvr6+oaEBJVhG6OnpffXVV3PmzHn58qWxsTFZjr65GBQUtGjRIkEPKGHdJ0BEAARBJCQkhIaGOjk5oUIysTvmc+PfLKfRo0ez2exr164JpsnOz88XFxcnp5VRxyImJmZjY/Pq1StTU1NU3tLSUlxc3JPkwJQgIoDW1tampiaUtRwA6urqEhIShKYrMZ8J/2Y5/fDDD97e3s7Ozv7+/jo6OlwuNzk5+ddff122bBnSiYKCwoMHDx48eKCtrb1mzZqpU6f++OOPXl5eDQ0NW7duTU1NzcvLQ6meqeXBgweCw0VpaWlHR0cRAdjY2Bw9ehQlzl6zZo2np+eRI0eePn06cOBAymPDfBT9OA3yCbh586aXl5eWlpakpKS6uvqYMWOOHz9OfqQ1KSlJSUlJSUkJzXSfPHnS0tKSTA6cn5+PzGbNmjV69GjSp6Oj46xZs8hFQ0NDMr8uieiZPSF0dXXR2q4CePz48fDhw9GXURMSEoqLiw0NDZWVlV+8eIFn9j4r8PtOfQJ+3+m/CR6CYzCUgeWEwVAGlhMGQxlYThgMZWA5YTCUQduyHb/FicFQA+6dMBjKwHLCYCgD/4zbJ+Cfcf+b4N4Jg6EMLCcMhjKwnDAYysBy+oDY2Fh5efkpU6Z8groiIiJoNBpKq9QRFotF+5BTp051NAsPDxcyI9+YEoLH423cuHHAgAEyMjKjRo1KS0ujsjEYAPh3v+/0j2hpaVm9evXvv//OZrM/QXVlZWUhISGC7zUKQhBEQ0PDhg0bxo4dSxYKJqgg4XK5Ojo6kZGRZAmTyezUZ3Bw8PHjx3fu3Kmjo7Nr164vvviisLAQZ+ejFiyndh4/fnzt2rV79+4FBgZ+guqCgoJcXV2TkpI6Xfvu3TuCIIYNG0a+0N4VXC5XWVm5W7OSkpLdu3dHRUV5e3sDwNChQw8fPszj8XoTOqZrsJzaMTQ0vHPnjoyMzCeo68KFC5cuXcrNze1KTvX19QDQkxeB6+vre2J2/vx5lHATLUpLSy9fvvyfhIzpEfjeqR0FBYVPo6XGxsaAgIAtW7YI5oQRgsvlAkBP4uFyuT0xy8rK0tfXP3PmzODBg+Xl5UePHn3nzp1/FDamJ2A5fWrCwsLU1NSWLl0qwgbJKTIy0sjISEZGxtLS8siRI11ZVlZWTpo0SUFBQUNDw9fXt6ioqKNZRUVFSUnJnj17du7cefbsWSkpKRcXl4qKCkpahCHBcvqkPH78ePfu3fv37xediuj9+/fy8vLFxcW7du1KSkoaM2bMwoULDxw40KlxaWkph8NJTEwMDw9PT0/ncDiNjY1CNq2trZWVlbGxsRwOx9HRMTY2tq2t7bfffqOsYRgAwPdOnxI+n+/v779q1SpLS0vRlg4ODoKZZR0dHV+8eLFr167FixcLWZ4/f578f/To0UZGRra2tklJSUKfe2KxWBoaGurq6mhRUVHRzMwsNzf3Y5qD6QjunT4dRUVFd+/e3b59O/0v6urqlixZoqys3O22lpaWL1++7IkZAHS0NDY2rqqqEnw+s62tjUwTjaEKLKdPh6amZlZW1kMBWCzWxo0bb968KWSZkJDg6+srmPn57t27BgYGQmY8Hm/+/PlRUVFkCZpg6Gjp6ur6/v17ciKxoqIiJydn8ODBVDUNg8CDvXaeP3/++vVrAKiurpaUlLx27RoAmJqakgOkj0dCQsLCwkKwRExMTFNTc9CgQUKWhoaGCQkJnp6eX375JZ1OP3ny5NWrV0+cOCFkRqfT29ra/P39a2pqhg4dWlBQEBoaam5u7u7uLmRpbW09ZcqUhQsX7tmzR0lJKSwsjMVi+fn5UdU0TDv9muXvMyI4OLjjzjly5EjvvHWVtlIIeXn5AwcOdLrqxo0b48aNY7PZbDZ71KhR58+f79SsqakpODhYX1+fwWAYGBgEBgaiQV1HuFzu0qVLFRUVGQyGk5PTw4cP/1GLMD0Bv+/UJ+D3nf6b4HsnDIYysJwwGMrAcsJgKAPLCYOhDCwnDIYysJwwGMrAcsJgKAPLCYOhDCwnDIYysJz+JjExccSIEbKystra2v7+/lVVVX1RS05OzqRJk5SUlJSVld3c3LKzs/uiFky/gOXUTnJysoeHx5AhQxITEzdv3hwfHz9v3jzKayktLXVycqqrqztx4sTRo0ffvn3r4uKCMkNg/gXgJ8rb2bFjx4gRI8gXVBsbG5cvX87lclksFoW1HDt2jMvlnjt3Tl5eHgAMDAzMzc2vX78+adIkCmvB9BdYTu0cOnSora2NXNTW1gaAiooKauXk7+/v6emJtCRYC4VVYPoRLKd2NDU1BReTkpIGDBigp6dHbS0KCgoKCgqCtdBotNGjR1NbC6a/wHLqhMTExN9+++3YsWOiE6R8JK9evQoMDFy4cKGJiUnf1YL5lOCpCGHi4+N9fHzWrl07e/bsvqslPz/fwcHB0tJyz549fVcL5hOD5fQBR44cmTp1alhY2JYtW/qulszMTHt7+2HDhp0/f57BYPRdRZhPDB7s/c3p06f9/f3379+/YMGCvqslLy9vwoQJnp6e3Wbbw/y/A8upnYKCgnnz5u3YsaNPtdTa2urh4cHhcA4cOECj0fquIky/gOXUztq1a3V0dCwsLFAOI4SZmZmqqiqFtezbt6+wsPDHH3+8fv06WaipqWlsbExhLZj+AsupnStXrtTV1Ql+TwkAoqKifH19qa2Fx+MJfY5tyZIl+/bto7AWTH+B5dSOYBLjviM+Pv4T1ILpL/CtMAZDGVhOGAxlYDlhMJSB5YTBUAaWEwZDGVhOGAxlYDlhMJSB5YTBUAaWEwZDGVhOf3Pw4EFLS0smk6mtrb1kyZI+ymQEAFlZWaampmw2W4RNdXV1QECAtrY2i8UaPnz42bNnOzULDw+nfYipqWlHs8zMTFoHysrKKGkOhgQ/ZNTO3r17V6xYERYW5uTk9Pz582+++eb58+cpKSmUV3T48OGVK1eKfm2ez+dPmTLl5cuX27Zt09TUPHjwoKen561bt0aMGCFkyeVydXR0IiMjyRImk9nRIZfLBYC4uDjBV+sVFRU/piGYjmA5tXPy5MkFCxasX78eABwcHN69excYGFhXV0emSaGKsLCwmJiYR48ebdu2rSubjIyMmzdvXrp0acKECSieq1evRkdHdyonZWVlJycn0ZUiOTk7O1ObSQYjBJZTO6mpqYKLDAaDRqP1xet9t27d0tLSevTokQgbS0vLJ0+eGBkZoUU6na6hodFpwqP6+npZWdluK0Wp/GRkZHoVMqan4HunD2hpaamsrLx06dKmTZv8/f374lqupaXVrY20tLSZmZmEhARaLCoqys7Otre372jJ5XJ7IhIulystLY1f/u1r8P79gC1btqioqEycOHHq1KkRERH9HQ4AQHNz88yZMwcOHNhpVloul1tZWTlp0iQFBQUNDQ1fX9+ioqJOzSQkJJYvX66pqclmsx0dHW/dutX3sf/nwHL6gIULF6akpGzfvv348eMzZszo73Dg3bt3EydOfPny5blz56SkpDq1KS0t5XA4iYmJ4eHh6enpHA6nsbFRyIbH44mLi0tJSZ08eTIqKopOp48bNw6nR6ceAtMZV65cAYCUlJTebb5luw/668pg69at8vLyop1UVFQMHz7c1NT05cuXPaw3PT0dAGJiYkSbNTQ0qKioLF++vIduMT0E904AAM3NzVFRUXl5eWTJsGHDAKCgoKC/QmpsbHRzcyMIIjU1VVdXt4dbWVpaAsDLly9FmzGZTENDw27NMP8ULCcAAElJyZUrV/7yyy9kycOHDwFAX1+/v0JC0/SXLl1SUlLqyobH482fPz8qKoosuXPnDgAYGBgIWW7dujUkJIRcrK+vz83N7WiG+UjwRDkAAI1GW716dUhIiJqamrOz85s3b0JDQ83MzMaNG0dtRdXV1Y8fPwaA58+f83g8lDVJXV1d6FGGR48eRUZGbt68GRkjmEymra2toBmdTm9ra/P396+pqRk6dGhBQUFoaKi5ubm7u7tQvaqqquvWrWtubvby8qqtrd22bVtbW1tgYCC1rcPge6d2+Hz+3r17Bw8ezGQytbS05syZU1xc3GtvXd07XbhwoeMhmDdvnpDZjh07OpqZmJh0rKipqSk4OFhfX5/BYBgYGAQGBlZVVXUa0sGDB62srJhMprq6+pQpU3JycnrdOkxX0AiC6HvN/ufY+vNU9M+3X8f0bySYTwm+d8JgKAPLCYOhDCwnDIYysJwwGMrAcsJgKAPLCYOhDCwnDIYysJwwGMrAcsJgKAPLqROmT59Oo9GePXvWp7VERETQaLSDBw92upbFYgklHjp16lSnlpWVlbNnz2az2QoKCl5eXiUlJX0ZNUYU+BFYYS5evBgXF9fXtZSVlYWEhIiLi3e6liCIhoaGDRs2CH4N0czMrKNlW1ubm5sbAERHRxME8c0333h5eaHnyjGfHiynD2hsbAwICFi8eHFfv9keFBTk6uqalJTU6dp3794RBDFs2LBuUxTFxcU9fPjw9evX6urqAKCrq3v79u3W1lYyzwTmU4IHex8QFhamqqrq5+fXp7VcuHDh0qVL4eHhXRmgxEM9SVEUHx/v7OyMtAQApqamCxYswFrqL7Cc/ubx48e7d+/ev39/n2b8QR3gli1bNDQ0urJBafF6kqIoKytr4MCBGzZs0NHRUVRU9PHxKS0tpTJczD8By6kdPp+/ZMmSFStWoPfD+46wsDA1NbWlS5eKsEFyioyMNDIykpGRsbS0PHLkSKeWFRUVMTExJSUlMTExhw4dysjI8Pb27pO4MT0A3zu1ExERUVZWFhYW1qe1oA7w7t27ojvA9+/fy8vLFxcX79q1S0ZGJiYmZuHChTweb/HixUKWra2t6urqBw4coNFoAMBkMl1dXVNTUztNyofpa7CcAABKS0tDQkJOnTrVaYJvquDz+f7+/qtWreq2A3RwcKitrSUXHR0dX7x4sWvXro5yYrFYQ4YMQVoCAKSi3NxcLKd+AQ/2AACSk5Pr6urc3d3pdDqdTkdpjExNTakdOBUVFd29e3f79u30v6irq1uyZImysnK321paWnaaeMjY2Fgw2TKfzweArjLyYfoa3DsBAHh4eGRlZZGLeXl5Pj4+586dMzc3p7AWTU1NwVoAYNSoUV9//fXUqVOFLBMSEqKioo4dOyYpKYlK7t6922niIVdX15CQkIqKChUVFQBAuVwGDx5MYdiYnoPlBADAZrMFv7bE4/EAwMjISEdHh8JaJCQkLCwsBEvExMQ0NTUHDRokZGloaJiQkODp6fnll1/S6fSTJ09evXr1xIkTHX36+fnt2LFj8uTJ33//fU1NzapVq1xdXa2trSkMG9Nz8GDvc8TCwiI5Ofn9+/dTp0719PR88uTJ+fPnZ86c2dGSxWL9+eefCgoKkydP9vPzGzt27PHjxz99wBgEzmTUJ+BMRv9NcO+EwVAGlhMGQxlYThgMZWA5YTCUgeWEwVAGlhMGQxlYThgMZWA5YTCUgeWEwVAGllM74eHhQpmDhL4ISBXPnz+fNGkSi8WSl5f39fV9+/Ztp2YvX76cMWOGuro6i8WytbVNSEj4yLBv3bo1btw4NputoqLi7u4u9DAuhhLwI7DtcLlcHR2dyMhIsqQv3n1qamricDhaWlrx8fE8Hm/t2rWTJ0++c+cO+cISGQyHw1FQUPjtt9/k5OQOHz7s5eV17do1BweH3oWdl5c3fvz4OXPmRERENDc3h4aGcjic7OxsVVVVytv4XwbLqR0ul6usrNxt5qCP5MSJE6Wlpenp6eh9Cl1d3UGDBiUnJ7u4uAia3bhxo7S09M8//0TfbB8zZszly5f/+OOPTuXUk7ATEhIIgtizZw+dTgeA3bt36+npXblyZcaMGRS2DoMHe+3U19f3JHPQR3LlypWRI0ciLQGAqampoaFhSkqKkNnEiRMbGxuRlgBAXFxcQkKi0/fhex62mJgYmdYPvV+In36mHCyndrhcbk8yB30kBQUFhoaGgiUGBgb5+fld2b979+7Zs2crV66sr6/v+GY79DhsX19fcXHx7777rrm5ubGx8YcfflBXV+/4gXfMR4Ll1A6Xy62srJw0aZKCgoKGhoavr29RURHltdTV1cnJyQmWyMnJCaaFEILFYhkZGSUnJ1+5csXExKTXYevo6CQmJu7evZvJZMrKyiYkJFy8eFEoEszHg+X0N6WlpRwOJzExMTw8PD09ncPhNDY29m9IN2/ePHPmjIWFhbOz8+3btzu16UnYz549mzp16pQpU+7cuZOWlmZnZ+fh4VFWVtb3LfiPQWA6Iz09HQBiYmJ6t/mW7T7oT6h8+PDhCxYsECzhcDiTJ0/u1uGYMWNGjx7drVlXYS9atMjU1JTP56PFlpYWNTW1devWdesQ84/AvVPnoNxdnSYP+hhMTEyE7pTy8/M75op4+PCh0PcybGxsCgoKuvXfVdj5+fkmJibkdLyEhISurm5PHGL+EVhOAAA8Hm/+/PlRUVFkCfoIRafJgz4GFxeX9PR0Mu9xRkZGUVER+gSGIDdu3Jg1a1ZxcTFZ8vDhQ319/V6Hraur+/TpU+KvqbzW1tYXL17o6elR0CSMIP3dPX4uzJ49W1ZW9n//+9/t27ePHTumo6Njbm7e3NzcO29dDfaam5tNTU3t7OwuX76cmJhoYmLC4XA6bl5RUTFgwAArK6szZ85cvXo1MDAQAH7//fdeh52amiomJrZy5cqcnJzs7OxFixYxGIzc3NzetQ7TFVhO7TQ1NQUHB+vr6zMYDAMDg8DAwKqqql5760pOBEG8fv3aw8NDRkZGXl5+3rx51dXVnXooKCiYNm2aurq6jIyMtbX1sWPHPjLsixcv2tvbs9lsRUXFcePGpaWl9bp1mK7AmYz6BJzJ6L8JvnfCYCgDywmDoQwsJwyGMrCcMBjKwHLCYCgDywmDoQwsJwyGMrCcMBjKwHLCYCgDy+lvKisrZ8+ezWazFRQUvLy8SkpK+qKWHmYyamhoCAwMVFNTYzKZ9vb2GRkZ3XqePn06jUZ79uxZx1U+Pj60DixdurSjZVFR0axZszQ0NOTk5EaMGNFVBiVMp2A5tdPW1ubm5pafnx8dHX3q1KnCwkIvLy/Ka0GZjGpra+Pj46Ojo/Py8tDLTh0tFy5cGB8fv2fPnpSUFC0trQkTJrx580aE54sXL8bFxXW19rvvvrsqwPnz52VkZIYOHSpk1tLS4uLi8vr167Nnz2ZmZrq4uHh5ef3555+9a+x/kf5+aPBzITo6WkJCorS0FC3m5uYePny4paWld966egT2wIEDUlJS5eXlZC0AcPHiRSEz9CbS2bNn0WJLS4u2tvbatWu7qq6hoUFfX3/ZsmUAUFBQ0G14ISEhQ4YMaWtrEyq/e/cuAAg+Haunp+fv79+tQwwC907txMfHOzs7q6uro0VTU9MFCxZISEhQW0sPMxlduXJFUlKSzBYmISExYcKEjmYkYWFhqqqqfn5+PYmhqKgoPDz8559/7jQ1EgCg5GEIKSkpAj8k3WOwnNrJysoaOHDghg0bdHR0FBUVfXx8yJf8KKSHmYwKCgq0tLQkJSVFmyEeP368e/fu/fv3dyUPITZt2mRvb8/hcDquGjZsmLW19aZNmyorK9va2k6cOFFYWDh//vyeuMUAlhNJRUVFTExMSUlJTEzMoUOHMjIyvL29Ka+lh5mMOjXjcrl8Pl/Iks/nL1myZMWKFei19m558+bNsWPHvv32207XiomJnT9/vri4WEVFRUpKys/PLzIyctSoUT3xjAGcBZaktbVVXV39wIEDKKECk8l0dXVNTU21t7fv79BEERERUVZWFhYW1kP7AwcOaGtrjx07ttO1ra2t3t7e0tLSly9fVlRUTExM9PPz09DQ6MoeIwSWUzssFmvIkCFkchKkotzcXGrlpKCgUFdXJ1hSW1uroKDQEzM5OTmh4VxpaWlISMipU6d6nk791KlTaD6907WnT5++ffv2mzdvNDU1AcDa2vrhw4ehoaFpaWk99P8fBw/22jE2Nq6oqCAX0bAKJR+mkB5mMjIxMSkqKnr//r1os+Tk5Lq6Ond3dzqdTqfThw0bBgCmpqZdDVOLiopQ7v+uwsvPz5eXl0daQgwcOBAnPOo5WE7tuLq63rx5k1TUtWvXAGDw4MHU1tLDTEbjx4/n8/mJiYlosbGx8cKFCx3NPDw8srKyHv7F6dOnAeDcuXM7duzotHb0C1LHn5tIdHV16+rqBOdg8vPzccKjf0B/z9R/LtTX12tra48cOfLy5csxMTEDBgxwdXXttbePzGREEMTChQvV1dWjo6Nv3Ljh7u6upqZWUVEhutIHDx6AyN+dNm7cqKqqKsJDVVWVurr62LFj7969W1BQ8Ouvv4qJiR09elR0vRgSLKe/KSgo+OKLL5hMpry8/OzZsysrK3vt6uMzGTU1NQUFBamoqDAYjLFjx2ZnZ3dbabdyWrJkiZGRkWgnT58+9fLyQhmUhgwZgrX0j8CZjPoEnMnovwm+d8JgKAPLCYOhDCwnDIYysJwwGMrAcsJgKAPLCYOhDCwnDIYysJwwGMrAcsJgKAPLqR1lZeWOuX6EPlD78WRmZnaspasvqJ86dcrc3FxaWtrExOTQoUMfGfaDBw84HA6TyVRUVPTz86uvr6eyYRgAwO87kSQkJLS2tpKLjx8//uqrr3r4imvP4XK5ABAXFyf4jpOiomJHy3Pnzs2ZM2fz5s1OTk4pKSmLFy9GT+X2LuyqqioOh2NpaRkfH19eXh4UFFRVVfXHH39Q1jAMor8fGvxMsbe3X7FiRa837+oR2LNnzwJAfX19tx7MzMwCAwPJxcjIyAcPHnS7VVdhh4WFsVismpoatBgdHQ0APXmsFvOPwL1TJ8TExGRlZcXHx1PuGQ2xZGRkRJsVFBTk5OQcOXKELJk7d263zkWEnZ2dbW1tzWaz0eKUKVPExMQuX75sbm7e49gx3YPvnYTh8/nr169fs2aNkpIS5c65XK60tHS3KYeysrIAoKmpycnJic1mm5qaCkqrU0SH3dLSIpjkTEJCQlFRsbCw8J+3ACMKLCdh4uLi3rx5ExgY2BfOuVyuhITE8uXLNTU12Wy2o6PjrVu3OppVVFTQaLQvv/xy2bJlycnJ48ePX7hw4aVLl3odtpGRUVZWVktLC1osKyurrq5GN3IYCsFyEmbPnj3Tpk2Tl5fvC+c8Hk9cXFxKSurkyZNRUVF0On3cuHHZ2dlCZq2trQRBfPvtt9OnT7e1td29e/fIkSO3b9/e67D9/PwqKytXrVpVW1tbVFQ0d+5cFoslmJ4SQwlYTh9QWlp6/fp1X1/fPvL/7bffVldX//LLL05OTl988cW5c+fk5OT27dsnZMZisQDA2tqaLHFwcEAZmHsXtqmpaURExLFjxxQUFMzMzNzc3FRVVVVVVT+6QZgPwHL6gJSUFAaD4eDg8GmqYzKZhoaGL1++FCo3NjYGAMHMSm1tbSLSKvUkbH9//4qKivz8/PLycj8/v9evX1OeWAaD5fQBV69eNTMzYzAYfeR/69atISEh5GJ9fX1ubq6BgYGQ2fDhwxUVFQW/iHH9+nURZ3+3YRcUFOzfv19aWtrIyEhaWvrUqVNiYmJkDnQMVeDR8we8ePFi4MCBfedfVVV13bp1zc3NXl5etbW127Zta2tr6zh/QKfTN2zY8PXXX6upqdnZ2R0/fvz+/fu7d+/uddhNTU0BAQHZ2dlz5sx5+vTpmjVrgoODO6bLxHws/f3D1+eFiYnJ4sWLP96PiExGBw8etLKyYjKZ6urqU6ZMycnJ6cpJeHi4rq6uhISEmZlZdHT0R4YdExNjYWEhJSWlo6OzdetWPp/fw7Zgeg7OZNQn4ExG/03wvRMGQxlYThgMZWA5YTCUgeWEwVAGlhMGQxn/B9oKHhXdXVvMAAAAAElFTkSuQmCC"
|
<image>The employees at Roger's Construction monitored the number of cracked window panes in each shipment they received. How many shipments had less than 70 cracked window panes?
|
21
| 55
| null |
21
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"
|
<image>How much money does Jasper need to buy a trumpet, a flute, and a clarinet?
|
2,380
| 56
| null |
2,380
|
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"
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<image>Bella kept track of how many laps she swam during the past 6 days. What is the mean of the numbers?
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22
| 57
| null |
22
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"
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<image>A restaurant's average food preparation time was tracked from day to day as part of an efficiency improvement program. According to the table, what was the rate of change between Friday and Saturday?
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-5
| 58
| null |
-5
|
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"
|
<image>Kendra counted the number of ducks at each pond in the city. How many ponds had at least 56 ducks but fewer than 97 ducks?
|
11
| 59
| null |
11
|
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B92fLkqXjpWW+T1+C/Z7ciydPHty6BQCRafe1jIwA4E1x8TyzEe9evLh/9eoEF5eBDvC/CKe9/U58/HfrTrDH4MZPDlTin1xwVLS0TmZn3aquwuX7pqhozSwXWxnZcZJSS8eOzbpzh7sFYWGhwuzsBZaWo8XEF44a9Sz3/81PC9IzVk21HyclbS0iOsd4WMy+/dzGC1dOnvzR3MJGlDVWQnLZ+PFp169/0yP9R/Hi8WNzYYqtjOyHd++87R1Gi4k7aetcO3MGAO5dvjyKwayvqWmsqzMXpuxZswYAmhsbd/v6Ompo2oiynHX1Tv2+m6eFRVJcnLkwZaqySsXbtwBQV1W1ddlyO6XBVkwRN1Oz1Ku8X4cWbAWr6mgje6WlY8ed3h1WlJeHYZiypqboJ2umyvfvF48ecyc+XlVHe9SUKQXpGaumTM1N/n9XKHYb2895FplMJpPJjzMfrJvzA4fDAYCH91KXjx+ffv360GHGY2fMePfiRejPP6PrAQAndu7atGBhcX6+1dSpxlZWuckpPvYOd//667ufgIEBnfPmhgb/2bNFxMQ0DQ3elpRsmr+g9PlzRXV121mzAIBCpc5Z5WViYwMAvy70iA7bIyEr4+q1subDhz1r1sQfOdKlzeL8/M0ei2gMxq7z5+UHD+a0t6+0m5Jw9KjSEHV339WV7975znR6lJHZPRjBVrC4lJTf3j0UKvX9y5dhfn7upmaTBilsXrT4ZWEhKhC9Z0/tx4/aJiaH797devqUx/p1ZDI5eu9evIWSR49++T30z9TUsEuXAOBtScmbZ88AYP/6de1stt3cuYdu3dpy6uSmY5EAELNvf1V5eUNt7ZHgYADwP7B/+9mYPZcvufy0AsOw8KANA3AKBgLk3NrR0WE91X5b9OmIu3fllJQ6OjrSr98Yoqc3e+VKAKAxGL/8/vvoadPYbW1CwsLjnZyCT5zw+u23Oau8AOD2+QvcDdZVVfk5Obc2N286Fqk3wgwAUi5depabKyouvj8xccXmzf4HD3RwOMdDQroHI9gKBoDpCxeef/Z05bZt5ra2DBGRuqqqS8eP/2hu8eLxYwDITUkBAMvJk4SEhABgyYYN95oad8Sew6tLycmNd3ICgGHWVnQmEwAqy8pam5sfpWcAwOQf5qBi42bOFBIW7uBwCtLTH2VktDY3A8CkOf/LnTDLBQBePH5cx+Vr+F9g0mxXABAWFtY2MQGAj2Xvu5eh0mjbok9vPxszWFOzrbVVRkERACrLyrjLBLq7v3/1atLs2bbOziglPy0NANR0deprairevlXW1ASArNu3u7cv8AoGAHll5R/X+O2/lpj0sfK3mDOSsrJtLS1Rob8DQF1VNQCwJCR7qis9aBC+zWSxAKCzo6O+pqazsxMAJD49UJPJZDFJSQCoq66uq6oCABqDwRARQbnin9wmG3iZOv6LwR8/0I+/ux0g4sLhw7P09K2YIjairO0//QTdrNyePMgCgHuXL1eVl6OUhto6AHiUnjFNTX2amrrbcFMAaGpoqO92hgV7LeJZbu6jjExZJcXR06YBgDCFYuvs/Krw6aFNm969KAEAloQ4ANTX/G9obGez66urSWSylNwn17pPdrbcsCQkyGRyZ2dnbdVHlMLhcNC5k5CRQd8WaGtpaW1uRleutvJ/xcSlpf9ly8BfTmZS0m8rfqLSaOvCD6rr6N69+NeJHTu7lNl+NubG2XNJsbH71wds/PMoAIhJSgDA0GHDlv+6ibskOuHcCPYYfCchIWTlym3Llhfl5aGUxvr6jJs3AEBBVQ0AjK2sAOB+4jU0PJzeHTZlsLKvkxP/ZhkiIvoW5gBw4+z/5htJsbEdHA6VRjMeNcpw5Ej0KHPj7P++lXLtTDQA6JoOZ3HZWf9nQR7X7NZWdM7RfExNV3f6woWGliPflbwAgC6fIxkxfrzn1i0UKvVKVBR6XDMcORIAPpaVjbC1tba31zYxaaitpTEY1G7eu4I9Brt6et44e+5NUZG7qdlgDQ0qnf7uxYu2lhaGiIjbLz8DwFwfnytRJ4vz8paNG6ekPuTmuXNkMtlj/frPtrxy6zbPyZOvREVVV1SIS0ndvnABABauWychIwMAiwICDgYGhniuzEy6VVtZmXHzppCw8Mrt27/18QoEMooKAMBua/t52vQxjo4q2kMBoKSgIMzP7+3zkoa6WhKJ9Pb58/CgIMdFi/BagzU0nJcvO7N3X+jPPn+mpto4OGgZGxfn5XlYWRuPsky/fuNtScn8tWtGjO9qzyrYY7CkrGzEndsL1/kP0devqax8U1QkISMzxc0tMu3+UGNjABikohJx57a1vX1JwaNb589rDzfZFX/BeurUz7ZsMtom/OZNc1vb/Pv3b1+4oKarG3Tk8KLAAJS7wH9t0JHDarq6t8+ff5SRYW5rG37z5ojPfbTiP4KSurrbLz8zRUUL0tI+lr23dXZ2++VnlqRkwpGjDFHRnXFxs1YsFxIWvtbtO7CLAgJYEhKPMx9cOn5cmELZn3jVYf78j+/f//VnpJCwsPeOHT9t2dK9O5LB3jCBeCOK4HtCvCdHQPCdIBRMINgQCiYQbAgFEwg2hIIJBBtCwQSCDaFgAsGGUDCBYEMomECwIdxXCQQbYQAo8PIe6DAI/lkY7tsjEKow3LeHmEUQCDaEggkEG0LBBIINoWACwYZQMIFgQyiYQLAhFEwg2PBWMIZhx48ft7GxERcXFxER0dXVDQwMrP6P2XkgHj16RCKR7t27N9CBCACxsbHi4uIzZszokv7w4cMxY8YwmUxFRcXVq1dzuF5U3rNnj6amJp1O19XVjYqK6kenvBX8448/Lly4UFVVNSIi4vTp07NmzTpw4IClpWX5J0OKgUJOTu7Vq1ffs0clJaXw8HBNza/pm/vvg81me3l5LV68WKKb38CbN2/Gjx+vqqp68+bNnTt3/vnnn0FBQSgrPDzcz8/P09Pzzp07bm5uCxYsuHz5cp/7Ntgbhv2do0ePAsChQ4e4E588eSIiIrJkyRJs4Hj9+jUAvHz5svdV2tvbOzs7v1lE/1q6q4I/Dx48MDAwKC4unjx5sqOjI3fWTz/9ZGRkhF+FGzduXL58GW0rKyv/8ssveMnZs2ePHDmyr3HyULChoaGFhUX30jk5OU1NTWj73r17NjY2DAZDRERk3LhxmZmZKP3gwYOysrIpKSn6+vo0Gm3YsGEFBQVRUVHq6uoiIiJTpkyprKzEMCw7OxsAEhISbG1tGQyGjIyMn59fR0cHOhcA8ODBA7xfDQ2N1atX3+byzELnqL29PSgoSEVFhUqlampq7tu3D68iKSm5Z88ee3t7YWHhmpqaLgdy+PBhfX19BoMhLS3t5ORUWlqK0t+9e+fi4iImJiYpKTlr1qy3b99iGFZQUAAAKSkpqMzp06cNDQ2pVKqcnNzKlSubm5tRuqurq4uLy8mTJ9E9cfjw4RkZGSiLzWb7+voqKCgwmcxRo0alpqaidD7xDzh9VXB1dXVjYyOGYd0VrKioGBIS0r3K06dPAeD27dt4SlRUFIlEqqur61OcXRVcU1MDANu2beNT7dmzZ3Q63cXFJTc3Nzs7e/r06SwWC13vw4cP02g0FxeXsrKyt2/famho6OjozJ07t7q6+tmzZ9LS0uvWrcMwLD8/HwC0tLRSUlJaW1tjYmKEhITQJexJwWw2OyYmBgBycnLq6+sxDPPy8mIymZGRkUVFReHh4VQqNSIiAlWRl5c3NDQMCAi4f/9+e3s7d/DJyckkEikiIuL58+fp6eljxoyxtLTEMKy9vd3IyMjU1DQpKSk5OdnMzAyNHNwKjo2NBYC1a9c+ffr0ypUrgwcPnjt3LmrWzc1NWVl5wYIFlZWVtbW1kyZN0tPTQ1krVqyQkZE5c+ZMVlbW/PnzWSwWuo3wiX/A6auCcboouKqqCgCOHj06d+5caWlpRUVFX19fNpuNYdjFixfRHAMvnJqaCgDZ2dl9irOrggsLCwHg1KlTfKr5+PiIi4vjw09VVRWVSt26dSuGYYcPHwYAfPjx9vYGgPLycrTr7OxsZ2eHfRrYAgMD8Tbt7OyQknpSMIZhV69exWcRtbW1VCo1KCgIL7Z48eKhQ4eibSUlpREjRvAMfs+ePXQ6va2tDe2Wl5ejaK9cuQIAjx8/Rum5ubloGOZWsLm5ubW1Nd7UyZMnSSQS+um6ubmxWCw0DmEYhh5KmpqaUJwHDhxA6W1tbc7OztevX+cf/4DztRSMBlplZeWdO3c+ePBg7969dDrd398fw7CTJ08CQG1tLV4YneqkpKQ+xdn1SY5CoUDPJoSI7Ozs4cOHMxgMtCslJaWhofHw4UO8gJ6eHtqQkJCQlpaWl5fHd2u5jPHMzc3xbX19fXS0vSQvL4/NZo/n8iAaO3ZsUVER+tEDwIgRI3hWtLW1pVAoNjY2ERERr169kpeXR2FkZWUxmUw88mHDhp07d05JSQmv2NHRkZOTY2try90jhmEZGRloV0tLS+STmyV6oKmpqcnPz2ez2XgwVCo1NjZ24sSJn43/30F7ezsATJs2zdfX18zMzMvLy8fHJywsDKV/FboqWEFBgUwmFxcX86lTX18vKfk3P1NJScn6+np8l06n89yGv9tuslgsfJvJZDY3N/c+btTd5MmT6Z9YuHAhAHz48AEPiWdFfX39tLQ0PT299evXq6urjxw5Mjc3FwDq6urw3yRPWlpaOBzO1q1b8R41NDQAoKKiAhXoXh3DsLq6Op5Zn43/3wG6xCYmJniKjY1Na2vrq1ev0AVC5weBRreeLlxPdHX+YzKZI0eOjI2N3bRpE5n8N33HxsbSaLRp06aJi4vX/N3Gtbq6evDgwX3qGAC4G2loaBAVFYVPzofctLS0dK8rLi4OACdPnjQ0NOROV1dX/2y/+vr6kZGRnZ2daWlpa9eunTJlSmlpKYvFqq2t7ezs7HLUOEwmk0KheHt7L+LyqwMA/A7DE3QJu4+sXxK/ADF48GAGg1FZWYmnoNs7jUbT1tYGgKKiIhUVFZRVVFQkJCSkpaXVpy54XC1vb+/CwsLg4GDuxIKCgiVLlqDZt5mZWU5OTmtrK8r68OHD8+fPe7pr8yEtLQ3ffvjwob6+Pny6/+Ijenl5ednf/b7RKG5sbEyj0SorK3U+IS0tLSsrS+vmztmFjIwM1C+ZTLaysvrtt98qKirev39vZmbW0dGBHiYA4MmTJ2ZmZk+ePMErkslkU1PT169f4z0OGTKESqXyHzOMjY0pFEpycjLa7ezsHDNmTFRUVL/jFyyEhIQmTpx4/vx5POXOnTsSEhKDBw/W0NDQ1NSM5/rqUVxc3OjRo9FA1gd4ztmXL18OAPb29idOnIiLi1u7dq2YmNioUaPQvPv58+cMBsPNze3Jkye5ubl2dnYyMjIfPnzAPj3J4Y//GzduVFJSwptdtGgRWqdDc/ahQ4eePn36xYsXe/bsIZFIhw8fxjCMzWbLycnNnz+/paWloqLCxcVFTk4OPcmlp6cDwL59+woKCjAM8/LykpGRiYmJefny5e3bt42NjadPn446UlJSCggI4Dn337Rpk6ysbGxsbElJSW5urrOzs6qqamdnJ5vN1tXV1dHRuXbtWkpKipWVlYGBAYfD4X6Si4uLI5PJ27dvLyoqys3NdXV1VVRUbGhowDDMzc3NysoK7wX91NE63eLFi0VFRY8dO5aVlbVkyRJRUdHnz5/zj3/A6euTXElJye3bt2/fvj1ixAgrKyu0XVZWhmFYZmYmhULx8PC4d+/e7t27aTTa9u3bUa0TJ04ICwvv2rUrPT193bp1ZDL5zp07fY2Tt4IxDIuOjh47dqy0tLSIiIiRkdGOHTtaWlrw3NTUVBsbGzqdLioqamdn9+jRI5TeJwWfPXvW3t6eyWTKyMisX78eX/S+evWqrq4ug8HQ0dG5ePHiqFGjvL29MQzjcDhTpkxhMBhoQQNfT6VQKEpKSp6enkhMGF8FczicwMDAIUOG0Gg0WVlZR0fHwsJClPXmzRsnJycWiyUhIeHk5IQWerqvBxsZGVGpVCkpKUdHx6KiIpTOR8Gtra0///yzvLw8g8GwtLTEm+IT/4DTVwWvXbu2++AYGRmJchMTE01MTKhUqpKS0saNG9HCPyI8PBzdygwMDM6fP9+POHtU8DeliywI/mkMiCr6AY/VNAICwYJQMIFgMzDf0TAwMMB4fZeUgKCvEGMwgWBDKJhAsCEUTCDYEAomEGwIBRMINoSCCQQbwn2VQLAh3FcJeEC4rxIQfCcIBRMINoSCCQQbQsEEgg2hYALBhlAwgWBDKJhAsOGh4BkzZpB4MWvWLPjnuZH+0+Ih4CY8PJxEIh05cgRPefHixbRp01gslri4+Jw5c3C3jX7D+z/cNTQ0/vjjjy6J/I0Resnjx4/t7e2/ooMq4Y76j6W8vDwgIEBISAhPaWlpsbW1HTx4cHx8PIfD8ff3nz59enp6eneTkN7DW8GioqITJkzod6N8QK6V3Wlvb0eGV31FUlISeQMQ/NPw9va2s7NDhnSIU6dOlZWVZWZmysrKAoCqqqquru7169cnT57c716+dB4cHR1tZGREo9Hk5eW9vLy4/XUiIyO1tbXpdLqOjk5kZCQAbNq0af78+a9fvyaRSGFhYXv37h00aNClS5fk5eX9/PwAoK2tzc/PT1lZmUqlqqqqBgQEIL/vwsJCEomUnJw8a9YsFoslLy+/atWqzs5O6DaL6N4pAJSWlrq6uqL33fX09CIiIr7wqAk+y9WrV69duxYaGsqdmJSUNHLkSCRfANDR0dHQ0Lhx48YX9dT9vWpHR0cjI6OWbiA/h166kSJD1e3bt2dlZf3+++8kEik2NrapqWnVqlXKysqVlZUtLS3h4eGioqKTJ0++du1aSUkJhmEeHh7i4uLR0dHFxcVRUVGioqLIIRn5uJmYmNy4cYPNZl+9epVEIp09e7ZLPDw7xTDM1tbWysoqMzOzuLg4PDxcWFj42rVr3+2NcEHkC9+2b2pqUlNTQ46d4uLiyMsGwzBTU1MPDw/ukhMnTpw2bdqXxMlbwTy1jhxRe+lGam5u7uLigmetWbMmLCwMw7C1a9eqqqqiRGSPgjt6f/z4UVhYGLm4IlavXi0iItLW1oYUvHnzZjxLQ0PDz8+vezw8O5WUlOSum56ejhvCEvDkCxXs5+dnYWGBnE24Faypqenj48Nd0tnZ2cbG5kvi5D0P1tLSOnHiRJdEXV1d7l3kRhoQEICn4G6kM2bMyMnJQWsXiJCQkJ5uArjhWl5eHofDsba2xrPMzc1DQ0OfP39OpVIBYNiwYXiWhIREF/fBzs7OnjqdMWPGtm3bamtrp06damNjY2Fh0VMwBF9Ofn7+vn37MjIyevJQ/LrwVjBysORfE3cj3b59O3d6RUVFc3Mzh8Phb2aKgzvnIbc/biM9tF1fXy8jIwPdPEyxv7+vz6fTw4cPm5iYnDp1avfu3SwWa9WqVRs3bhQWHhingX83nZ2dS5cu9fHxMTIy6p4rKSnJbbcKALW1tX21W+1C/38lyI3Ux8fnIReFhYVz5sxhMBjCwsJ9NXNGhqTcIyv6/hdK/yx8OhUSEvLy8kpPT//w4cPGjRtDQkIOHjzYp9gIeklpaWlGRsbOnTuFP1FXV7ds2TI0BmlraxcVFXGXLyoq6nJv7yv9VzAfN1IhIaFhw4bhlqMA4OPj4+Pjg7axHrxOjI2NhYWF79+/j6fcv39fXFy8l4ayPXVaV1d36tQpZBouIyPzyy+/2NjYINdrgq+OoqJiQUEB96DGYrE2btyYkpICAJMnT87MzMTtdB88eFBaWjp16tQv6ZH3nbShoSExMbFLIplMnjRpEneKn5+fi4tLSEiIk5NTU1PTb7/9du/evWfPnomKivr4+Li7uwcFBc2YMeP+/fv79+8/deoUAEhKSpaXlycnJysrK3dpX0pKysPDY8eOHdra2iYmJnfu3Dl8+PCaNWt6f7vn2SmJRPL09Lx586a3tzeLxcrJycnMzHRzc+tlmwR9gkKhGBgYcKeQyWRFRUU00Lq6um7dutXZ2Tk4OLi1tXX16tW2trajR4/+oi57vxYhJCSE9dqNFMOwQ4cOaWlpUanUoUOH4k+jaMwWFRX99ddfu1i1YhiG1oMVFRWFhYXV1dW3bduGlvDQWsSNGzfwkqamposWLeoeD89OMzMzJ06cKCkpidaJQ0ND+/3w+x/hK3pXcq9FYBj25s0bR0dHERERcXHx+fPnV1dXf0njBnvDSAZ7wwTijSiC7wnxnhwBwXeCUDCBYEMomECwIRRMINgQCiYQbAgFEwg2hIIJBBtCwQSCDaFgAsGGcF8lEGwI91UCHhB/VSYg+E4QCiYQbAgFEwg2hIIJBBtCwQSCDaFgAsGGUDCBYMNDwYGBgXQ6va8NxcbGkkikjx8/fo2ouiIjI7Nlyxb+ZWbNmtUbt8IvjLOXvfyXmT17NolEev78Odrt6OgIDQ3V1tZmMpna2to7duzo6OjAC+/Zs0dTU5NOp+vq6kZFRfWju3+K6wd/V9bQ0FBDQ8PvGxFvli1b1tbWNtBR/HNJTEw8f/48d8rGjRt37dq1ZcsWc3PzlJSUdevWkclkX19fAAgPD/fz8wsJCbG0tLx58+aCBQukpKTs7e371mX3t1IDAgJoNFpf3xo9d+4cAFRWVvbvpdPjx4/jfmrcsNnsXrbg7Oxsa2v72WJfGOd/hP69q9zU1KSurr5ixQoAKC4uxjCsvb1dTExs3bp1eBkXF5fhw4ejbWVlZeTsiJg9e/bIkSP7Gudn5sHh4eFycnI5OTkWFhZMJlNdXR23NOVwOCtXrpSUlBQTE5s7dy63m5CDg4ODgwO+ixwBGxsboQcj1M+6snLPIk6dOmViYiIqKiojIzN9+vSSkhL+h8AnTujZPbYnw1buWcS9e/dMTEzodLq+vn5iYqK1tfWyZcv4n7R/N5s2bZKTk1u8eDGeQiaTs7Oz0UVEIOdSAHj27Flpaem0adPwLAcHh4yMDGQ+1gf4j8GHDx+m0WhTpkx5+vQpm80ODAykUCjInTI4OJhCoRw5cqSoqOjAgQOqqqrwaWyzt7e3t7fHG0Tzm4aGBqwHI9TPurJKS0sHBwdjGJaeno7OVGFh4YMHDyZMmGBsbIx66WkM5hMnH/fYngxb8V5qamokJCTGjRuXm5ubmppqZmamoKDg6enJ/6QJCv0Yg/Py8uh0el5eHvJDQmNwF9rb2w0NDX/44QcMwy5evAgAb968wXNTU1MBIDs7u09xfl7BAJCcnIx2S0tL4ZNfqpaWlrOzM17rxx9/7I2CezJC5ePKinEpuKWlpaSkBNl64mehoqIC61nBfOLk4x7bU5x4L+ignj59ihcAAFzBPZ00QaGvCu7o6Bg5ciTyw+WjYF9fXyaTiU7ayZMnAaC2thbPReY1SUlJfYqzV6tpuO2phIQEANTU1LDZ7OfPn5uYmOBlPut1iUBGqKtXr05KSmKz2RYWFj19ngN3ZeWGRqOdOXNGW1ubSqWSSCR0D0IGgTzhEydyj7W1tcWzcPfY3sRZWFgoIiKira2Ndi0sLKSlpbkLdD9pPQX5LyA8PLy8vHzTpk18yvj7++/duxddvq/Yda8U3N32tKmpCcMwblfJXjpMHj58eMeOHampqRMnTpSVlQ0KCkLfGegOT1POI0eObNiwYd26dR8/fsQw7LMG9nzixN1j6Z/Q0NAAAPR1nc/G2djYiKSJg+wZcfh7xf6bKCsrCwgICA8PZzKZPAt0dnYuWbLk4MGDly9fxie+6PpyP5bU1tZCD9edD/1cTUOxcnfPbXtKIpG4Lxj3xzWQEaqXl9fHjx9PnDjh7+8vKyu7atWqXvZ74cKFCRMmeHh4oN3y8vJ+x4ncY729vRctWsRdBY21n42TwWA0NDRwV+yr2+y/huvXr9fV1XE/uwOAjo6Oo6NjXFwcAHh5eV24cOHOnTvDhw/HC6CRuKioSEVFBaUUFRUJCQn10qoUp59/k6PRaGpqatwepnfu3MG3JSQkuJ8o8WL8jVB7M0o1NDSwWCx8FxnN86nIJ04+7rG9MWzV0tKqr6/HF7CzsrK+0V9z/vk4OjpyO67GxMQAwMWLF3fv3g0AJ06c+PPPPxMTE7nlCwAaGhqamprx8fF4Slxc3OjRo0VFRfvUe///ovHDDz/s2rXr0KFDo0aNunLlysOHD/EsMzOzuLi4nJwcIyOjq1ev3rp1C6XzMULl48rKjaWlZURERFpamry8/M6dOzU1NW/cuJGVlYVWGPoaZ0/usb0xbHVwcGAwGF5eXiEhIY2NjatXr1ZQUOjPeRR8JCQkuCdUaLqlpaWloqLS0tISEBAwbdq0xsZG7jFu1KhRVCp1w4YNHh4e6urq1tbWCQkJiYmJuFT6QG/WInCDVHTfjIqKwjCstbV18eLFYmJioqKis2fPRveL9+/fo1nyvHnzJCUlxcXF582bh7Jqamqwno1Q+buy4msRNTU1M2fOFBUVVVRU3LJlS0dHx+TJk1ksVkxMTE9rEXzixHp2j+0pTu5eLl26hJxehw8fnpqaqqOjs3r1av4nTVD4EvdV7rWInpzGy8rKUOHw8HB06zMwMDh//nw/4uShYIJeUlVV1dLSgrZbW1tFRET2798/sCF9LQRFFb1dTSPoTn19vYaGhru7e35+fkFBwdKlS8lksrOz80DH9Z+DUHA/ERMTu3btWlVVlbW19ZgxY0pLS2/evDlo0KCBjus/xz/lf9MEEXNz89u3bw90FP91iDGYQLAhFEwg2BAKJhBsCAUTCDaEggkEG0LBBIIN4b5KINgQ7qsEPCDcVwkIvhOEggkEG0LBBIINoWACwYZQMIFgQyiYQLAhFEwg2PBWMIZhx48ft7GxERcXFxER0dXVDQwMxI1F9u/fLyz8mX8sxp3OHj16RCKR7t2793Xj7s739EXtjRvsf41Lly5ZWFiIiooqKysvXboU9x5oamry9/dXV1dH7qshISGdnZ14rS93X+X9npy7uzuJRHJzcztz5kx8fHxgYKCEhMTQoUPRC3qPHj06dOgQ/xeYjh07hgywkJVQSkrK139J6u9cv3794sWL37oXBH50/1b6+p7ctWvXyGTy0qVLb9++HRkZKSsri9uOubi4yMnJHT16NDk5eevWrWQyecuWLSjr4MGDFArl999/T0tLCw4OJpPJly5d6mucPBR89OhRAOii0SdPnoiIiCxZsqRPHWDfUcHfh967wQo0fVWwnZ2dpaUlvnvgwAEAqK+vr6qqEhcXP378OJ41a9YsExMTtP2t3FfDwsIsLCyWLl3Knairq5uSkhIWFgZcswgrKys7OzvuYlOnTh01ahT07j774cOHefPmycjI0Ol0c3Nz3CuAv3vpoUOHVFVVGQzGuHHjnj59SiKRoqOj4e+zCHl5+X379vn7+8vLy4uJiTk4OCAvKT6d8sni4wbbv1D/fRw9ehQZnSCQ6UdlZaWUlFRtbS1yW0TQ6XQymQxfz321q4Jra2sLCgocHR27FzUxMelijDVnzpxbt27hnk51dXVJSUk//PBDbzru6Oiws7NLS0uLiYnJzc21sLCYMmXKo0ePAIBCodTX1wcGBp44caKurs7d3X3ZsmXv3r0DgDt37ixfvtzJyenhw4eenp5z585F5bs0TqFQQkNDlZSUXr58+fDhw5ycnM2bN/PvlE8WlUptamrav39/VFRUF4OsLw/134GioiK3Vc2VK1eUlJTU1NTwlJaWlvfv3x8+fPjcuXO//PILABQXFwMA8qpDDBkyBMMw/PMFvaXL/aKwsBAATp06xWfo3rdvn5CQEIZh79+/J5PJeOHjx48LCQkhl1Lco6SnWcSVK1eAy2qzo6NDW1t76dKlGF/30kWLFikqKuLuq9u3bweAc+fOYX/3IlFSUho/fjze16JFi0aMGMG/08/Gw9MNtn+h/vP5Er+IixcvkkikLg4vY8aMAQAJCYmTJ0+ilG/lvooGCe5vdfBBQUFh9OjRFy5cQLtxcXG2trY9ual24cGDB8LCwqNHj0a7ZDLZxsYmLS0NL8DTvbSwsNDExATdhgBg6tSpPbWPV0ctoOp8Ov1sPDzdYL9KqP8m4uPjZ82a5e/v7+7uzp2+b9++y5cvL1myZPHixWiW/LXouiimoKBAJpPRCN8bZs+e7evr29ra2t7efv369T/++KOXFevr6zkcDrfNG4fD4bbg5ele2tjYqK6ujifKysr21D7P6nw6/Ww8fFxBvzDUfw2RkZFLly4NDg729/fvkmVoaGhoaDh16lQ6ne7r6zt//nzcfRX3w/067qtMJnPkyJGxsbGbNm3Cxw9EbGwsjUbjnnoDgLOz88qVK69fv97c3AwAM2fO7GXH4uLidDq9i6+WkJAQ/1pdPE/7anjKp9P+xfPtQhU4YmJili5dGhERsXDhQjzx3bt3N27ccHZ2xh1HzczMWltbS0tLv6H7qre3d2FhYXBwMHdiQUHBkiVLkOs/N7KysuPHj79y5Up8fLy9vb2YmFgvOzY3N29tbe3s7MTNTxkMxuDBg/nX0tLSys/Px3evXr3ay+4+22n/4vl2oQoWxcXF8+fP3717N7d8AaCqqmrhwoWXLl3CUx4+fEgikVRVVb+W+yoPBbu6ui5fvnzTpk0ODg5RUVHnz5/39/e3trbW09PbuXNn9/KzZ8++du3atWvX0ON2L5kwYYKJiYm7u3tycvKrV6+io6NNTEw+OwlxcXF59erVhg0bXr58eeHCBWRE+VU67V883y5UwcLf319FRcXAwOAOFx8+fDAyMrKzs/Py8oqIiEhJSdm9e3dISIiHhwda1NqwYcOhQ4dCQ0MzMjLWr1+fmJi4cePGPvfd01NndHT02LFjpaWlRUREjIyMduzYgfs04msRiOrqagqFIi4u3traiid+di0Cw7CKiop58+ZJS0vTaDQdHZ3du3ejdP7upVu3bpWTk2MymQ4ODuimj/4U12UtIiAgAO9o9erVGhoa/DvtfTxYt7WIvob6z6evaxE8v0ERHR2NYVhdXZ2vr6+6ujqdTtfS0goKCmpubsYr/ufcVzs7O3HrWQzDUlJSAODRo0cDGFJPCFCo3REUVQie+2pKSoqCgkJwcHBxcXFqaurPP/9sYWGhp6c30HHxQIBCFWgETMGjR48+ceLE2bNnjYyMXF1dhw4dev78eRKJNNBx8UCAQhVoBM99dd68efPmzRvoKHqFAIUquAjYGExA0AVCwQSCDaFgAsGGUDCBYEMomECwIRRMINgQ7qsEgg3hvkrAA8J9lYDgO0EomECwIRRMINgQCiYQbAgFEwg2hIIJBBtCwQSCDQ8Fz5gxg0Qi7dq1q0v6x48fKRQKiUTicDj968zd3d3a2rp/dXnyJS6ovfGQ/Sp8N6vW72Z02xOxsbHi4uIzZszgTvzW7qu8LyGTyTx9+rSvry934rlz5ygUSr/l+y0IDQ01NDQc6Cg+w3cLUklJKTw8XFNT8zv01QU2m7169eqoqCjkWsTNwoUL7969+9tvv2lpaaWkpKxfv57D4QQEBABAeHi4n59fSEiIpaXlzZs3FyxYICUlZW9v37e+u7/T5+joOGnSJAAoLCzkTh89evS4cePg72/t9gk3NzcrK6t+vtT3tenyxrVA09nZ2e+LwpO+vun54MEDAwOD4uLiyZMnOzo64ukD474KAIMGDTI2Nj59+jSe8u7du5SUlIkTJ3IXi46ONjIyotFo8vLyXl5eLS0teFZkZKS2tjadTtfR0eE2JBUWFo6Pj9fW1mYymaamppmZmSi9o6MjKChIQ0ODTqcPHjzY09OzqakJZfGxUuW+QaelpVlZWTEYDCUlJT8/PzabjdJPnTplYmIiKioqIyMzffr0kpKSz/6qs7OzbW1tRURExMTEHB0dX758idJnz57t6up66tQpLS0tBoPBHX97e7uXl5e0tLSYmJiHh0dCQgKJRCorK+MOsrCwkEQiJScnz5o1i8ViycvLr1q1Cr+l9tQpnywnJ6c5c+b8+uuvoqKily5d4p5F8An13bt3Dg4OTCZTUVFx586dgYGByD7nS9DQ0EhPT+8+/A+A+yqio6PD1dWV2+w2JibGwMCA2xEoLi5u7ty5U6dOzc/PP3bsWHx8/OLFi1HW2bNnlyxZ4uHhkZqaumzZskWLFuF+H6WlpeHh4X/++eetW7daW1txi5fQ0NBdu3aFhISg1i5duoRuNNCzlSo3L1++nDhxoqam5u3bt/fv33/s2DE0BcrIyHB3d58xY0ZWVlZiYmJLS4uzszP/M/L69etx48ZRqdTU1NRbt27V1tZOmDChtbUVRZKenn7z5s20tLTy8nIZGRk8/m3btkVERISEhOTk5Kirq6Peu3itol0fH5/ly5dXV1cfP358//796Mzw6ZRPFpVKffTo0cOHDxMTE7s8YPAJ1d3dPS8v76+//rp16xZym/1yT1hJSUkRERE+Bb6f+yqGYY6Ojm5ubuiHnpmZiRJHjBixbdu2c+fOwadZhLm5ubW1NV7r5MmTJBLp7du3KMvFxQXPWrNmTVhYGIZhbm5uDAbj48ePKP3YsWMA0NTUhGFYbW3t69ev8SqrV6/W1dVF2z1ZqWJcziNr1qxRUFDgcDgo/cSJE8huvqWlpaSkBLdARa5ZFRUVWM+ziDVr1rBYrJqaGrT75s0bMpl8+vRpFD+LxWpsbERZ6MkDxa+hoTFnzhy8EWQMXllZyR0kumabN2/Gi2loaPj5+fHvlH88VCq1uroaZXGby/QUKvKH/eOPP1B6U1OTtLS0vr5+l5PQb7+ILrMInO/nvoqjpqY2atQoNJEoKSnJysqaM2cOntvR0ZGTk2Nra4unjB07FsOwjIyMzs7OnJwcbq/SkJAQb+///aOTjo4ObggpJSUFn7xKMQzbvHmzgoKCkJAQiUQKDQ3FPzwDPVipcpOVlWViYoIb9c2bNy8iIgIAaDTamTNntLW1qVQqiURC9yzulrvz4MGD4cOH408kysrKQ4YMwW1YtbS08MEG91pls9kvXrwwNTXFG+mHLWxPnfKPR1NTsyezR56hIn9oPFQmk4m09a35du6r/NaD586dGxMT09nZeebMGQsLC24v0ZaWFg6Hs3XrVvon0O2goqKiubmZw+F0MSTF4XaBR+YJGIYBgKen59WrV6Ojo5ElET6FQPC0N+Wmrq6OZ49HjhzZsGHDunXr0MB/48YNPseLqK+vT0lJoXNRUlKCz7y794JhGBqGuR/D+2EL21On/OPpvScs6quxsRE+CfqzoX5FkPXqjh07/Pz8fH19GxsbcfdVvMzXcV/lxtXV1cfH5969e2fOnFmyZAl3FpPJpFAo3t7eixYt4k6Xl5dnMBjCwsJ9MhvFMCwhISEwMHDs2LEopby8vPfVAYDFYvHs8cKFCxMmTPDw8Oh9s+Li4tbW1ocOHerSPp8qSCtfaAvbU6f9iOebhtonBsZ9FUdWVnbixImHDh168uSJq6vr36qRyaampq9fv8a9SpF/m6SkpJCQ0LBhw5KTk/HCPj4+Pj4+fDricDgtLS34QdbV1SUkJHQfaPlgZmaWnZ2NPIwBICoqasyYMZ2dnQ0NDdwX+8SJE8BrCOfG3Ny8pKREQ0MDPzQymaygoMCnClo/+UJb2J467Uc8fED6wENtaWm5e/du/5rqDQPjvsoNmkiMGzdu0KBBXbL8/Pzi4uJCQkKKi4sfPnw4b948GxsbdJPy8fG5detWUFBQdnb2vn379u/fb2lpyacXCoViamp67NixkpKS7OzsmTNnzpw5s7q6+unTp738A8qyZcva29vd3NzS0tISEhLWrFmjr69PJpMtLS1v3LiRlpb24sWLFStWoOWerKwsXOvdWb58eX19/YIFC/Lz84uLi7ds2aKnp5eTk8M/ABcXl5iYmDNnzrx+/Xrbtm2vXr3qTdi96bR/8fSEhobG8OHDg4ODU1NTi4uLf/zxx68yi3jx4gVyXK2urv748SPaLi8vHxj3VbQWgbYbGhqYTObhw4fRLvdaBIZhp0+fNjIyolKpUlJSjo6ORUVFeCOHDh3S0tKiUqlDhw7Fq3f5iwZaGSgtLcUwLD8/f8SIEXQ6XU9PLyEh4e3btxoaGjIyMi9fvuRjpYo/5mMYlpycbGlpSaPRFBQUVq9ejbxia2pqZs6cKSoqqqiouGXLlo6OjsmTJ7NYrJiYGD5/0cjKyrK1tWUymSIiIpaWllevXv1s/I2NjW5ubiIiIlJSUt7e3miwr6+vx7qtRdy4cQNvwdTUdNGiRfw77X08XdYiegr12bNn1tbWVCpVTU0tIiJi+fLlpqamXc5AX9ci1q5d211akZGRGOG+Kiiw2ewPHz7gu8HBwTIyMgMYDx+amprwtTkMw2xtbWfNmtWljKCoQvDcV/+xbN++fciQIefOnSspKblw4cKePXu6+PH/c5g2bZqVldW9e/eKiop2795969atf2yovUHwvCv/maxbt66lpcXX17eiomLw4MHLli0LDAwc6KB4Ex0d7e3tPXPmzObmZk1NzRMnTgj0l8IIBX8dhIWFt23btm3btoEO5PPIycn9mz6OS8wiCAQbQsEEgg2hYALBhlAwgWBDKJhAsCEUTCDYEO6rBIIN4b5KwAPCfZWA4DtBKJhAsCEUTCDYEAomEGwIBRMINoSCCQQbQsEEgg0/Bc+ePZtEIiHrkH4wePDgnv7L+7sZkhJ8f5BscPOob+2+2qOCa2tr//rrL2Nj4+PHj/ejXf6Ehobi7wXIycn19c1eblxcXJB7FcE/gcTExPPnz3OnLFy4MDIyMigo6Nq1a/Pnz1+/fv1vv/2GspD7qqen5507d9zc3BYsWHD58uU+d9nTO30HDx6UkpK6desWABQXF/Msw2az+byF1+UdY568fv0aAF6+fNm7F/t4oK6ujt6J7SVf3aj0X0n/3vRsampSV1dfsWIFrpkBc18FgGPHjrm6uo4dO1ZVVZV7eM/PzyeRSFevXtXX17ewsACA9vZ2Pz8/RUVFERERKyur+/fv44WFhISCg4MHDRrE0zX1zp07qqqqAKCuro6MvzkczoYNG1RVVWk0mpaW1v79+/Gm3r9/7+rqKi4uLiUl5eLi8u7dOwAgkUgvX75cuHAhslFycHBwcHDAqyAzQmRh0cWoFPi6nRL0j02bNsnJyeEWpvBd3Fd5j8HIHy4tLQ3DsMDAQHV19c7OTu4sCwuL48eP5+XlYRi2YsUKGRmZM2fOZGVlzZ8/n8VioTFVSUlJR0dn5cqV2dnZCQkJIiIiP/30E2oEWSiw2eyYmBgAyMnJQdYKXl5eTCYzMjKyqKgoPDycSqVGRERgGNbe3m5kZGRqapqUlJScnGxmZmZkZNTZ2fn27VsA2LdvX1VVFYZh9vb29vb2+FGgH15DQwP6fevr68+YMSM5ObmysvLVq1csFsvOzi43N/fBgwejR48eMmQIspggwPo1Bufl5dHp9Ly8vNzcXOh2325ubn737l1ERASNRjt16hT2ycLizZs3eJnU1FQAyM7O7lOcvBW8Zs0abW1ttI2m5Hfv3kW7yLYDeYZiGFZbW0ulUg8cOIB229ranJ2dr1+/jmGYkpKSubk53uaCBQvwXdwEBLkzIcWjpoKCgvAqixcvHjp0KIZhV65cAYDHjx+j9Nzc3FmzZr19+xZ5buOzCD4K7mJUysfSlADru4I7OjpGjhyJVMFTwd/VfbWjo+PkyZPu7u4cDofD4aiqqlpZWSETGhzcXDU/P5/NZuO7VCo1NjYWt3q3srLivqHwtz3Ny8tjs9njx4/HU8aOHVtUVFRVVZWVlcVkMvX09FD6sGHDzp07p6Sk9Jn7y9/hNirlb2lK0FfCw8PLy8s3bdrUU4Fv577K423769evv3//PigoKCgoCE8sKCjYt28fbuiJSwG5Z/bSaxXja7mHJkCTJ09GrqwAgJZdPnz40JO5ap/gtvWsr6/Pzc2l0+l4CpvNxqfpBH2irKwsICDgzJkz3Je7C4aGhsiAlU6n+/r6zp8/H3dfFRcXR2W+mvvqsWPHrKyswsLC8JS2trZx48bFx8f/8MMPXQojZ8iv4uCJjuTkyZNdvvyjrq7OYrFqa2s7OzvRQ0BPdPmRcH/Xo3tfX9HS9D/O9evX6+rquJ+hAUBHR8fR0XHv3r3f230VLQO7u7ubcWFlZTVhwoQuEwmEsbExhULBvVY7OzvHjBnT16VpJDtjY2MajVZZWYnbjEpLS8vKytJoNDMzs46ODjTTB4AnT56YmZk9efKEuzoASEhIcD/JogkZT76upel/HEdHx4KCgoefQE/nFy9e3L1793dwX+06BkdHR7e3tzs5OXVJd3V1Xbx4Mfo4DzcSEhLz58/fsWOHioqKgYHBoUOHcnJyRo0a1cvu0S3j8uXLY8eONTAwWLp06caNG2VkZMzNzV+9euXj46OqqpqQkDBp0iRdXd2lS5fu2bOHyWT6+/u3tbVpa2sLCQkxGIy7d+8aGxsbGhqamZnFxcXl5OQYGRldvXoVLWbzZPny5QcOHFiwYMHatWsZDEZMTMymTZvS09PNzMx6GTkBjoSEBLcpPDLM1dLSUlFRUVFRQe6rDQ0Nurq6WVlZXdxXPTw81NXVra2tExISEhMT+VyyHuny1GlhYTFu3LjuD301NTUUCmXnzp3dLURbW1t//vln5N5uaWmJ3D+xbn/R4OmayuFwpkyZwmAw7OzsMAxrb28PCgpSUVGhUChKSkqenp5oJQHDsDdv3jg5ObFYLAkJCScnJ3wV5tdffxUREVFSUqqpqWlqapo3b56kpKS4uPi8efPQZ4LQgkP3T9nxcTsl+BLvyi5rEd/afZVksDdMIN6IIvieEO/JERB8JwgFEwg2hIIJBBtCwQSCDaFgAsGGUDCBYEMomECwIRRMINgQCiYQbAj3VQLB5v8ApiL43DZmiUcAAAAASUVORK5CYII="
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<image>Bloomington University offers six applied majors and monitors the number of students in each. What fraction of the students in applied majors are majoring in industrial design? Simplify your answer.
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14/47
| 60
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"
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<image>During Fitness Day at school, Jerry and his classmates took part in a pull-up competition, keeping track of the results. How many people did at least 26 pull-ups but fewer than 90 pull-ups?
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18
| 61
| null |
18
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"
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<image>Quinn looked over her calendar to see how many times she had soccer practice each month. What is the mean of the numbers?
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12
| 62
| null |
12
|
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"
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<image>An environmental agency examined how many trees were planted by different organizations. What is the mean of the numbers?
|
58
| 63
| null |
58
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"
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<image>Some farmers compared how many sheep were in their flocks. What is the mean of the numbers?
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49
| 64
| null |
49
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"
|
<image>A volunteer for the local running club counted the number of participants at each race. How many races had at least 34 participants but fewer than 56 participants?
|
7
| 65
| null |
7
|
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"
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<image>Craig, a candy store employee, placed peppermint candies into jars of various sizes. How many jars had exactly 58 peppermint candies?
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0
| 66
| null |
0
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"
|
<image>A machine at the candy factory dispensed different numbers of lemon-flavored candies into various bags. How many bags had at least 26 lemon-flavored candies?
|
17
| 67
| null |
17
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"
|
<image>Gabe kept track of how long it took to finish his homework each day. According to the table, what was the rate of change between Sunday and Monday?
|
-1
| 68
| null |
-1
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rehh5X1jtnh7+ZqYU4R1XQ0OD2JU/T72+Bbu9S+MvnxB/Vbt0ogs+Ik5OTsOGDauvr9+1a1dvjwW8Nx6Pt3XrVoQQPvVFXbwWBR+XuLg4KpW6Zs2aLk4aAdkRFxd3584dJyengIAAvIYieP+5AQBAj4GjKAAyDVIUAJkGKQqATIMUBUCmycds9e3tMQAAOgVHUQBkGqQoADINPhf9aBCXJMsjk3p3JKAnwVEUAJkGKQqATIMUBUCmQYq+t9LS0uDgYDabraSkpKWl5ezsjH9W31sKCgpwqV5pNYjrSiorK/v4+EirTdBt8v8dAoRUVVUNHjzYzMxsy5YtxsbGL1++PHDgwJQpU969excYGIgQ2rlz59WrVzurAvVRyMvLO3bsWHx8/OjRo3t7LABS9D0dO3bs5cuXaWlpRBVMNze3lpYWXO4EIdRhbe6PC66C5e3tLVLpE/QKONF9Pzwej0KhyMn9z/t27NixPXv2IIRcXV33799/8OBB4mYEhw8ftrGxodPpffr0mT9/PlEtbsqUKX5+fvHx8fr6+gwGY+LEiQ0NDdHR0VpaWpqamgsWLJDWgDsbAJ/PX7VqFZvNVlRUNDAwmDdvHq4MtnLlSnx+q6Ojg0vmgl4m5WoQn7q7d+8qKChYW1v//fffb968EXm0oaHB3t7e39+/pqaGx+PhQvXR0dH3799PT083MDCYNm0ajgwICDAwMIiMjGxqarpw4QKVSrWysvrxxx/fvHmTnJyMEDp16pRI4xt/8MH/RNbjqksdVgCRMIDY2FhFRcWkpKQHDx6cPn3a0NAQlzt68+YNLszx4MEDosIQ6EWQou8tOTnZwMAAIUSj0YYOHfrdd99VVFQQjzo4OBCF2gYPHuzk5EQ89Pvvv1MoFBwcEBDAYrGIuyTY2toOGDCAiNTU1Ny8ebNIv91IUQkDaGhoePLkCfFQZGQkMQBc2LLH7k0KJIMT3fc2efLkJ0+e5OTk4NtprVmzhs1mE/VaCXw+/8aNG8IVX11dXQUCwZUrV/Aim80m7pLAYrEsLS2JSBaL1Y3C3O81AIFAsH79+r59+1KpVAqFsnXr1g8p0w7IAynaHXJycs7OzuvXr8/LyystLbW0tAwNDRW5WUhLSwuPx9u4caPiv9hsNkLoxYsXOECkWrzIouCDv5gpeQDz5s07efLk4cOH8R2NVqxY8YHdAZLAjO77aWxsfPPmjfDdqIyNjb/99tvAwMDHjx/379+fWM9gMPB99WbPni3cAq5G2wMkDEAgEKSmpq5cudLV1RWvFLnfFJAdkKLvZ9iwYSwWKzs7W/g2JMXFxVQqlfiIAh8A5eTk7O3tnzx5wuFw8PrW1taKigriLkZkkzCAtra2lpYWXE8ZIfTq1avU1FSRaWogIyBF38/GjRu9vb3d3NxCQ0MNDQ2bmpoyMzO3b9/+zTff4NxTV1e/efPmzZs3+/XrFxUV5evrGxsb6+Xl9ebNm02bNuXl5T148ADfNUy6bt68KXyqrKSkNHz4cAkDsLe3P3DgAL7DSlRU1OTJk/fv33///n0zMzOpjw18kF6cqvpI5ebmenl5GRgYKCgo6Orquri4/P7773w+Hz+anp6uqampqamJPzVJTEy0sbFRUFDQ0NDw9PQsLi7GYQEBAcOGDSPaHD58eEBAALHIZrOjo6NF+pU8oyvCyMgIP9rZAAoLC7/66itFRUVLS8vU1NSKigo2m62lpfXo0SOY0ZUp8HvRjwb8XvTzBJcfAMg0SFEAZBqkKAAyDVIUAJkGKQqATKNs/AF+WQ+A7IKjKAAyDVIUAJkGX134aMBXFz5PcBQFQKZBigIg0yBFAZBpkKKkO3r0KJPJnDRpEnld3L17d8KECZqamlpaWuPGjbt9+3aHYY8fP546daqurq6qqurgwYNTU1M7DNPS0qKIOXLkiHjkzZs3uVwug8HQ0NAIDg5ubGyU5qsCCCH4vSipWltbIyMjExISWCwWeb1UVla6urpyOJw//viDx+OtWbNm9OjR9+7dU1NTEw5ramricrnq6uq//fabmpravn37vLy8srOznZ2dRRpMTU1ta2sjFgsLC7/99lsbGxuRsLq6Oi6Xa2Njk5KSUl1dHRERUVdXd/z4cZJe5mcLUpREhYWF2dnZ165dCw8PJ6+XQ4cONTU1/fPPP0wmEyFkampqZWV1/vz5CRMmCIfl5ORUVlaePXvWyMgIIeTi4nLmzJnjx4+Lp+iwYcOEF1etWhUWFiZc/QyLi4vj8XgpKSn4DxCdTvfz87tz546VlZW0X+JnDVKURGw2+/Lly8rKyqT2EhoaOnnyZJyfCKF+/fohhGpqakTCPDw8mpubiUUqlUqj0f6zGEpSUlJRUVGHN4y5ffv2wIEDiROESZMmycnJnTlzBlJUuiBFSdQzZYrU1dWFO0pPT6dQKCJHQmGvX7+uqqravn17Y2NjSEiIhJbb29tXrVoVFRWlqakp/mhrayuNRiMWaTSahoZGaWlpt14E6BSk6CflyZMn4eHhs2bNsrCw6CwGVxWzsLDIysqSEIYQSk5OfvbsWWdn6ebm5gkJCa2trQoKCgihqqqq+vr6pqamD3sFQBTM6H46iouLnZ2dbWxs4uLiJITl5uYeO3bM2trazc3t0qVLEiLj4uL8/PyIU2gRwcHBtbW1CxcubGhoePr06YwZM1RVVeXl4Y++lEGKfiKuX7/u5OQ0aNCgEydOiFTNFuHk5OTl5XX06FEbG5uoqKjOwiorK8+fP+/v799ZAIfDiY+PP3TokLq6uqWl5bhx43R0dHR0dD7oZQAxkKKfggcPHowaNWrixIlHjx7tLD8LCgpEPtu0t7cvKSnprM3Tp08rKiqKz/cKCw0NrampKS4urq6uDg4OLi8v/+KLL7r3EkBnIEU/em1tbZ6enlwud/fu3RJmaHNycgICAioqKog1BQUFJiYmncWfO3fO0tJSwgG5pKRk165dSkpK5ubmSkpKR44ckZOTg7sGSx1cOZCorKysvLwcIVRfX6+goJCdnY0Q4nA4urq6Uuzl119/LS0tjY2NPX/+PLFST09P+O4VCKFp06Zt2bJl/Pjxq1ev1tDQOHbs2Llz5xISEjpr9tGjR5LLXre0tISFhd2+fTswMPD+/ftRUVHR0dE9Vmv/M9LbhXw/ZdHR0eJv+P79+7vXWmelrj09PcV7mTNnjngLJSUlfn5+urq6ysrKAwcOPHTokITuLCwsQkJCJA8pKSnJ2tqaTqcbGhpu2rSpvb39fV8U+E/we9GPBvxe9PME16IAyDRIUQBkGqQoADINUhQAmQYpCoBMgxQFQKZBigIg0yBFAZBpkKIAyDRIUXKlpaU5ODioqKj069cvNDS0rq6OpI6Kioo4HI7kOmaqqqpdqeuHEDpw4ICtra2ysrKhoeHcuXNra2tJGTToAvgaPYkyMzM9PT2Dg4NjY2MfP368ZMmS58+fp6WlSb2jffv2LViwwNjYWEKMQCB48+bN6tWrR4wYQawULxqGEEpISJg9e/Yvv/zi7u7+9OnTOXPmeHt7C39HH/So3v6S8KdszJgxjo6OxOLOnTsRQo2Njd1rrbOv0QsEgn79+qWnp2/atInJZHb2dFzk9u+///7PjsaOHevu7k4sHjhwACH0/Pnzbo0afCg4ipJo7969fD6fWCRq8+HqQVJ08eJFAwODW7duSYjBKaqiotKVBoXrm9DpdISQAH5u0UvgWpREenp6OC2x9PR0fX19yaej3WNgYPCfMbjwV1cqhoaEhGRlZZ04caK9vb2ysjIuLm7s2LF6enpSGCh4f5CiPSQtLe23337bvHnzf5auJQlO0YMHD5qbmysrK9vY2Ozfv7/DyMmTJ//www+enp50Ol1PT49KpSYmJvbsYMH/gxTtCSkpKT4+PkuXLp0+fXpvjeHt27dMJrOiouLnn39OT093cXGZNWvW7t27xSNTUlKio6NjY2OvXbuWnp7e2Ng4depUONHtNb19Mfzp27dvn7y8/KZNmz6wHQnTRZjk6SJx48aNs7KyEl/PZrNDQ0OJxcLCQoRQZmbm+wwWSA0cRcn1559/hoaG7tq1a+nSpb09FlE2NjaPHz8WWcnn88vKygYMGECswRWMJNQKBKSCFCVRSUlJUFDQtm3bvv76694eC0pNTfX3929tbSXWXLlyxdTUVCSMSqXq6+vfu3ePWFNcXIwQImOWC3QFfOhCoqVLlxoaGlpbW+Paf5ilpaV060HX19fjc9GysjIej4f70tXV5XA4wmFsNjs1NXXy5MmLFi2Sl5dPTEw8d+7cH3/8Id5gWFjYunXr7O3tuVxudXV1ZGQkh8MZOXKkFMcM3kNvn2l/yjq81cLhw4e711pn16InT54U7yUoKEi8hZycnJEjR7JYLBaLNXTo0BMnTnTYEY/H2759u7W1NYPB0NfXDwgIKC8v796YwYeDCoAfDagA+HmCa1EAZBqkKAAyDVIUAJkGKQqATIMUBUCmQYoCINMgRQGQaZCiAMg0SFEAZBqkKLn27NljY2PDYDD69es3Z84c8ioAgk8VpCiJfvnllzlz5vj6+p46dWrDhg0pKSn+/v69PSjwkYFfupAoMTHx66+/XrVqFULI2dn59evX4eHhr1696vDr9QB0CFKURHl5ecKLioqKFAqlt2oXgY8UpCjpWltbGxsbr1+/vn79+tDQUKlX6ASfNviLTrqYmBhtbW0PDw9fX9/4+PjeHg74yMBRlHSzZs1ycnIqKiqKjY2tqKjo7DYqAHQIUpR0hoaGhoaGbm5utra2XC43ODjYzc2ttwcFPhpwokuWd+/eHT58+MGDB8SaQYMGISilB94TpChZFBQUFixY8OOPPxJrCgoKEEImJia9NibwEYITXbJQKJTIyMgVK1b06dPHzc3t2bNnK1eutLS0hFJ64L1AipIoOjqayWTGx8dv3bpVQ0NjxIgRmzZtUlBQ6O1xgY8JpCiJKBTKN99888033/T2QMBHDK5FAZBpkKIAyDRIUQBkGqQoADINUhQAmQYpCoBMgxQFQKZBigIg0yBFAZBpkKI9ZMqUKRQK5eHDh6T2Eh8fT6FQ9uzZQ2ovoCdBivaEjIyM5ORksnupqqpasWIFlUoluyPQkyBFSdfc3BwWFhYSEkJ2RxEREWPGjFFRUSG7I9CTIEVJt3btWh0dneDgYFJ7OXny5KlTp7Zu3UpqL6DnwS9dyFVYWLhjx44rV660t7eT1ws+UMfExPTt25e8XkCvgKMoidrb2+fMmTN//nwbGxtSO1q7dm2fPn3mzp1Lai+gV8BRlETx8fFVVVVr164ltRfiQA1FtD9JkKJkqaysXLFixZEjRxgMBnm9tLe3h4aGLly4kOwDNegtFIFA0Ntj+DQdPHhw5syZwh+B8Pl8KpXq6el57NixbjQYs9UX/2d5ZBKx8smTJ8bGxiK9yMnJqaur19bWdnfsQIbAUZQsnp6eRUVFxOKDBw98fHz++ecfKysrKfaip6cn3AtCaOjQoYsXL/b19ZViL6AXQYqShcVisVgsYpHH4yGEzM3NDQ0NpdgLjUaztrYWXiMnJ6enpzdgwAAp9gJ6EUwwACDT4CjaQ+zs7Hrmsr+hoaEHegE9Bo6iAMg0SFEAZBqkKAAyDVIUAJkGKQqATIMUBUCmQYoCINMgRQGQaZCiAMg0SFESbd26lfK/OBwOSX0VFRVxOBzhbwWLe/z48dSpU3V1dVVVVQcPHpyamtpZZG1t7fTp01kslrq6upeX1/PnzzsMu3jx4siRI1kslra29vjx40W+0A+kAlKURE1NTYaGhueEHDp0iIyO9u3b5+joKC8v6eucTU1NXC63pKTkt99++/vvvy0sLLy8vHJzc8Uj+Xz+uHHjiouL//rrryNHjpSWlnp5eYmHPXjwwN3dvX///leuXMnKypKTk+NyudXV1VJ7VQAhBN/RJVVTU5OWlparqyvZHa1duzYpKenWrVubN2/uLCYnJ6eysvLs2bNGRkYIIRcXlzNnzhw/ftzZ2VkkMjk5uaCgoLy8XFdXFyFkZGR06dKltrY2Go0mHJaamioQCOLi4vCfhh07dhgbG2dlZU2dOlX6r/AzBilKosbGxp4pmXnx4kUDA4Nbt25JiPHw8GhubiYWqVQqjUbrsJZKSkqKm5sbzk+EEIfD6ez8XE5Ojvg1OZ1ORwhBhQCpgxNdEjU1NSkrK/dARwYGBl0Pfv369cOHDxcsWNDY2Nhhdd+ioiIzM7PVq1cbGhpqaGj4+PhUVlaKh/n7+1Op1HXr1r179665uXnjxo26urrjx4/v/ssAHYEUJVFTU1Ntbe2ECRPU1dX79u3r7+//9OnT3h4UUlVVNTc3z8zMzMrKsrCwEA+oqalJSkp6/vx5UlLS3r17r1696u3tLR5maGiYlpa2Y8cOBoOhoqKSmpqakZGhpqZG/iv4vECKkquyspLL5aalpW3dujU/P5/L5QqfbfaK3NzcY8eOWVtbu7m5Xbp0STygra1NU1Nz9+7dDg4OkydP3rVr16VLl/Ly8kTCHj586OvrO2nSpMuXL1+4cMHR0dHT07OqqqpHXsTnRAB6Sn5+PkIoKSmpe0/f+IMP/tdZwKZNm5hMZtcbdHFxGTZsmPh6Y2PjgIAAYvH169cIoV27domEzZ49m8PhtLe348XW1tY+ffosX7686wMAXQFH0Z6D62g+fvy4V3ovKCg4cuSI8Bp7e/uSkhLxyP79+9fU1BCLuI4+ng0SVlxcbGFhQaFQ8CKNRjMyMuqwQfAhIEXJwuPxZs6cefjwYWLN5cuXEUKmpqa9Mp6cnJyAgICKigpiTUFBgYmJiXjkmDFjcnNziSzNzs5GCH3xxRciYUZGRvfv3xf8O4Xb1tb26NEjY2NjEsb+WYMPXcgiLy/P5/NDQ0Nfvnz55ZdflpSUrFy50srKSupznvX19YWFhQihsrIyHo+HM0pXV1fkk5Jp06Zt2bJl/Pjxq1ev1tDQOHbs2Llz5xISEsQbDA4O3rZt28SJEzds2PDy5cuFCxeOGTNm4MCBImFz585NTExcuHDh3Llz29vbt23b1tTUNGvWLOm+OgDXoiRqaWmJjo42MTFRVFQ0NTUNDw+vq6vrdmudXYuePHlSfLMGBQWJt1BSUuLn56erq6usrDxw4MBDhw511ldJScnYsWMZDAaTyZw+fXptbW2HYRkZGU5OTiwWS0NDY+TIkRcuXOj2qwOdgWr0H40Oq9GDTx5ciwIg0yBFAZBpkKIAyDRIUQBkGqQoADINUhQAmQYpCoBMgxQFQKZBigIg0yBFydXFUnofqKysbMKECaqqqkwm09/f/8WLFx2GSb0CIOgBkKIk6mIpvQ/U0tLC5XIbGhpSUlL++uuvBw8eTJw4Ufx7nVKvAAh6BvzShURdLKX3gf7444/Kysr8/HxtbW3cy4ABAzIzM0ePHi0cJvUKgKBnQIqSqOul9D5EVlbWkCFDcH7iXths9unTp0VSlIwKgKAHwIkuibpYSu8DlZSUsNls4TWmpqbFxcWdxUurAiDoGZCiJOpiKb0P9OrVK5G6e2pqag0NDZ3FS6sCIOgZcKJLora2Nl1d3d27d+MCPwwGY8yYMXl5eU5OTr04qtzc3Orq6sTERDc3t/T0dEdHR5EA2Rz2ZwuOoiRSVVW1s7MjCnDhXfzevXvS7UVdXf3Vq1fCaxoaGtTV1TuLd3Jy8vLyOnr0qI2NTVRUlHhAzwwbdBGkKIm6WErvA1lYWIhceRYXFw8YMEAkTOoVAEHPgBQlURdL6X2g0aNH5+fnEzM6V69effr06bhx40TCpF4BEPSQ3i6e9ClrbGzs16/fkCFDzpw5k5SUpK+vP2bMmG631ll5sXfv3nE4HEdHxzNnzqSlpVlYWHC5XPGn19TU6Ovr29ra4tp/4eHhCKGEhASyhw0+EKQoubpYSq8rJFSjLy8v9/T0VFZWZjKZQUFB9fX1nQ1GuhUAQQ+ACoAfDagA+HmCa1EAZBqkKAAyDVIUAJkGKQqATIMUBUCmQYoCINMgRQGQaZCiAMg0SFEAZBqkKIm0tLQoYkR+biItRUVFHA6HxWJJDquvr58wYQKFQikoKJAcefToUSaTOWnSJAkxN2/e5HK5DAZDQ0MjODi4sbHx/QYNugB+0k2i1NTUtrY2YrGwsPDbb7+1sbGRekf79u1bsGCBsbGx5LArV674+fkxmUzJYa2trZGRkQkJCZITvq6ujsvl2tjYpKSkVFdXR0RE1NXVHT9+/D3HDv4DpCiJhg0bJry4atWqsLAwS0tLqXe0du3apKSkW7dubd68WUJYTEzMnDlzRowYMXToUAlhhYWF2dnZ165dw7+G6UxcXByPx0tJScGZTKfT/fz87ty5Y2Vl1a0XAToGKdpDkpKSioqKUlJSyGj84sWLBgYGt27dkhy2c+dOAwODy5cvSw5js9mXL19WVlaWHHb79u2BAwcSR9pJkybJycmdOXMGUlS6IEV7Qnt7+6pVq6KiojQ1Nclo38DAQIphEoqqCGttbRWurEuj0TQ0NEpLS7vyXNB1MF3UE5KTk589eyb5vPGjY25uXlRU1Nraiherqqrq6+ubmpp6d1SfHkjRnhAXF9eVeZqPS3BwcG1t7cKFCxsaGp4+fTpjxgxVVVV5eTgvkzJIUdJVVlaeP3/e39+/twciZRwOJz4+/tChQ+rq6paWluPGjdPR0dHR0entcX1qIEVJd/r0aUVFRfFbp3wCQkNDa2pqiouLq6urg4ODy8vLoQqZ1EGKku7cuXOWlpaKioq9PRApKykp2bVrl5KSkrm5uZKS0pEjR+Tk5ERuJAM+HFw5kO7Ro0dmZmbktV9fX19YWIgQKisr4/F4uKamrq6uyL2S2tvbc3JyEEJ3795FCF27dq2hoUFRUXHIkCEiDZaVlZWXl+OWFRQUcIMcDoe4ERPW0tISFhZ2+/btwMDA+/fvR0VFRUdHd3E2GLyH3q5v9umzsLAICQn58HY6qwB48uRJ8c0aFBQkEtbS0iIeZmRkJN5RdHS0eOT+/fvFI5OSkqytrel0uqGh4aZNm9rb2z/8ZQIRUAHwowEVAD9PcC0KgEyDFAVApkGKAiDTIEUBkGmQogDINEhRAGQapCgAMg1SFACZBikKgEyDFCXXgQMHbG1tlZWVDQ0N586dW1tbS0YvOTk5rq6uLBZLW1vbw8OjqKhIcnxRURGNRps+fToZgwHSBSlKooSEhNmzZ4eFhRUVFSUkJGRnZ3t7e0u9lxs3bowaNUpPTy85OXn//v3V1dXu7u719fWdxQsEgjlz5kh9GIAk8EsXEh0+fJjL5eJ8MDU1XbZs2cyZMysrK/v27SvFXpKSkkxMTH7//Xc5OTmEkImJibW1dV5e3sSJEzuM//XXXysrK93c3KQ4BkAeOIqSS7hQCJ1ORwhJ/XcLmzZtunfvHs5PhBD+YSqxKKKqqmrZsmU7d+7EgwGyD1KURCEhIVlZWSdOnGhvb6+srIyLixs7dqyenh4ZffH5/FevXt24cSMkJMTGxmbUqFEdhi1YsGDUqFHjxo0jYwyADJCiJJo8efIPP/zg6elJp9P19PSoVGpiYiJJfeXm5rJYLHt7e0VFxaysLAUFBfGY9PT0zMzMn3/+maQxADJAipIoJSUlOjo6Njb22rVr6enpjY2NU6dOJekHugMHDszOzj5w4EBVVZWrq2tdXZ1IQHNz87x582JiYqR7JQzIBilKosWLFwcGBkZGRtra2o4dO/bQoUMZGRlnzpwhoy8mkzl8+PCgoKCzZ88+ffp027ZtIgFr1qzR09ObO3cuGb0D8kCKkoXP55eVlQ0YMIBYgysYlZSUSLejjIwMXF4IY7FYbDZbvJejR49evnxZQUFBXl5eXl7+77//TkxMlJeX/8/bTIDeBR+6kIVKperr69+7d49YU1xcjBD6z/uXva9du3bdv3+/qKiISqUihJqamkpLS8Wni06dOkVUjkcIRUREMBiMTZs2kVr6DHw4SFEShYWFrVu3zt7ensvlVldXR0ZGcjickSNHSreXb7/9dsSIEf7+/qGhoTweb+vWrW1tbbNnzxYJ69+/v/CiqqqqioqKtbW1dAcDpA5OdEm0ZMmS77//fseOHTY2Nr6+vqamppmZmVIvqOvk5JSRkVFdXe3n5xcYGIgQOnfunLm5uXR7Ab0FKgB+NKAC4OcJjqIAyDRIUQBkGqQoADINUhQAmQYpCoBMgxQFQKZBigIg0yBFAZBpkKIAyDRIUXL9+eefX3zxBb5JbmxsLEm9lJWVTZgwQVVVlclk+vv7v3jxgqSOQM+DFCVRVlaWv7+/s7NzZmZmaGjo8uXLyah40NLSwuVyGxoaUlJS/vrrrwcPHkycOBG+1/nJgF+6kGjDhg1OTk6//PILQmj48OGVlZUxMTHz58/vrPZX9/zxxx+VlZX5+fna2toIISMjowEDBmRmZo4ePVqKvYDeAkdREt2+fVv4p2fe3t7V1dX/WYf6fWVlZQ0ZMgTnJ0KIw+Gw2ezTp09LtxfQWyBFSdTa2kqj0YjFPn36IIRKS0ul20tJSQmbzRZeY2pqin8+Dj4BkKIkMjc3v3btGrF49+5dhFBTU5N0e3n16pWamprwGjU1tYaGBun2AnoLpCiJQkND//nnn3379rW0tOTn52/YsAH9b/FrAP4TpCiJZs+ePXv27JCQEAaD4ePjs2TJEoSQjo6OdHtRV1d/9eqV8JqGhgZ1dXXp9gJ6C6QoiahU6q5du2pqakpLSx89eoSvRaVeLsjCwkLkyrO4uFi48iD4qEGKkignJyc1NVVDQ8PU1JRKpR44cMDBwUHqlaZHjx6dn59fWVmJF69evfr06VO4JcQnA1KUREVFRX5+fvHx8devX1+7du2RI0diYmKk3oufnx+bzfb29sb3jwkMDORyuS4uLlLvCPQKmLogUVhYWE1NTUxMTHV1NYfDSU5OlnqFToSQgoJCZmbm/PnzPT095eXlJ02aJF6KHny8oALgRwMqAH6e4EQXAJkGKQqATIMUBUCmQYoCINMgRQGQaf8HDKghKdpiZOIAAAAASUVORK5CYII="
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<image>During Fitness Day at school, Alice and her classmates took part in a pull-up competition, keeping track of the results. How many people did fewer than 20 pull-ups?
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4
| 69
| null |
4
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"
|
<image>The receptionist at a doctor's office kept track of each patient's wait time. How many people waited for less than 28 minutes?
|
4
| 70
| null |
4
|
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"
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<image>Bryce's class paid attention to how many bottles each student collected for their recycling project. What is the range of the numbers?
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20
| 71
| null |
20
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"
|
<image>Darrell went to the store. He bought 7/10 of a pound of orange beads. How much did he spend?
|
4.20
| 72
| null |
4.20
|
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"
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<image>Every year Lancaster has a citywide relay and reports the winning times. According to the table, what was the rate of change between 2008 and 2009?
|
-3
| 73
| null |
-3
|
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"
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<image>The owner of a plant nursery wrote down the number of roses on each bush. How many bushes have exactly 30 roses?
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0
| 74
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0
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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 spun a number less than 2?
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5
| 75
| null |
5
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"
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<image>Braden went to the store and bought 2.3 pounds of mint ice cream. How much did he spend?
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11.50
| 76
| null |
11.50
|
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"
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<image>Every year Riverside has a citywide relay and reports the winning times. According to the table, what was the rate of change between 2017 and 2018?
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-2
| 77
| null |
-2
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"
|
<image>Miss Tyler ran a sit-up competition among her P.E. students and monitored how many sit-ups each students could do. How many people did at least 60 sit-ups but fewer than 92 sit-ups?
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7
| 78
| null |
7
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"
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<image>Mrs. Austin hosts an annual art contest for kids, and she keeps a record of the number of entries each year. According to the table, what was the rate of change between 2015 and 2016?
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-11
| 79
| null |
-11
|
"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"
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<image>In the first episode of a reality show, contestants had to spin two wheels of fate. Spinning the first wheel determined the remote location where contestants would reside for the duration of the season. Spinning the second wheel determined which "bonus survival tool" they would be allowed to bring, along with a few other necessary items. What is the probability that a randomly selected participant spun the second wheel and landed on a tent and spun the first wheel and landed on rainforest? Simplify any fractions.
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3/14
| 80
| null |
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"
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<image>Bounce World rents out bounce houses of all shapes and sizes. They tracked their bounce house rentals so far this year with a frequency chart. How many rentals did they get for the two most popular bounce houses?
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72
| 81
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72
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"
|
<image>Addison measured the length of each scarf in the clothing store where she works. How many scarves are at least 74 centimeters?
|
13
| 82
| null |
13
|
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"
|
<image>For a social studies project, Troy counted the number of classrooms in each school in the city. How many schools have at least 40 classrooms but fewer than 80 classrooms?
|
14
| 83
| null |
14
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bGhrOnz9PUk4P8fH6Ig8gBwUF0dvYQ2CP5W/Nzc0cDofcjkw7duzYzp07AWDUqFF79uzZt28fh8O5ceMGABw8eNDJyUkgEBgaGs6fP58eYHbq1KmhoaFJSUmmpqbq6ur+/v41NTVLliwRiUT6+vrvvfeevAruqACpVLpq1SqxWCwUCs3MzObNm0ceE165ciXpqBgYGJAxc3qQjh6/62lu3bqlqqrav3//EydO1NfXt/ptTU3NoEGDwsLCKisrm5ubyfOjS5YsKSgoyMjIMDMzCw8PJ0tOnz7dzMwsLi5OIpH89NNPXC63X79+n332WX19fWpqKgCcPn261cojP9tH/rWaTwZApB+HldVJARs2bBAKhSkpKYWFhWfOnLGwsCDPetbX1+/evRsACgsLyWBxPQem/L9SU1PJQFZ8Pn/YsGFr1qwpLS2lf+vm5kYPsjdkyBAPDw/6V/v37+dwOGTh6dOn6+joPHv2jPzK2dnZwcGBXlJfX3/9+vWt2mWQ8k4KqKmpoR/NpigqLi6OLoAM3FdZWdmt3cEi2GP5rylTpty7d+/ChQtLly7lcDgffvihWCwmyZAllUqvXbsmO1rLqFGjKIr69ddfyaRYLKYHHtHR0XF0dKSX1NHRIeNOvYzOC6AoKiEhwdjYmMvlcjicTZs2yY5t1DNhyv+HiorKiBEjEhISsrOzS0pKHB0do6KiWn0RQENDQ3Nz88cffyz8Bxlv5K+//iILkKHzaK0mqZe+paLzAubNm3fy5MmDBw+SAWdWrFjxks2xAF5j+VtdXV19fT0ZuYawsrKKjY2dOXPm3bt3yUDVhLq6OhlXevbs2bJrIEOj/As6KYCiqOPHj69cuXLUqFFkJj3yd0+GKf/b8OHDdXR0zp07JzuEX1FREZfLpa+7kcOwiorKoEGD7t27Z29vT+Y3NjaWlpa+0Kh6L6OTApqamhoaGsjAhQBQW1t7/PjxVheOeiBM+d8+/vjjoKAgb2/vqKgoCwsLiUSSmZm5ZcuWd999l8RXV1f3+vXr169fNzc3/+CDD0JCQjZs2BAYGFhfX79u3brs7OzCwkIyLJt8Xb9+XbbPo6am5unp2UkBgwYN2rt3r4+PT01NzQcffDBlypQ9e/YUFBTY2trKvbbXhhLPfF81Fy9eDAwMNDMzU1VVNTIyGjly5P79+8mobhRFZWRk6Ovr6+vrk0uBBw4ccHJyokfVKyoqIotNnz59+PDh9Do9PT1lR6sTi8X0uHy0zq+xtGJpaUl+21EBubm5b7zxhlAodHR0PH78eGlpqVgsFolEd+7c6bHXWPD+cuXD+8sVraf32FBPgClH7IcpR+yHKUfshylH7MeJ/GyfsmtASLHwWI7YD1OO2A8/FVI+/FRI0fBYjtgPU47YD1OO2A9TztzRo0e1tbUnT56soPVfvXqV0wY+FcEA3l/ORGNjY1xc3Ndff63QL3SVSCQAkJqaKvt8hp6enuJaZCtMORO5ubnnzp27cuVKTEyM4lohKff29qaf/UHMYMqZEIvFly5d0tDQUGgrdXV1AKDoVnoCTDkT/84jnhKJRE1NDZ/afHm4B19dEomEz+fPmzfPxMRER0fH09Pz559/VnZRryVM+aurubmZy+UKBIIDBw4cPHiQx+ONGTPm5s2byq7r9YM9llfXsmXLli1bRk96enpaWVl99dVX27ZtU2JVryM8lr821NXVxWLx3bt3lV3I6wdT/upat26d7PhvdXV1+fn5NjY2SizpNYU9FiZu3759//59AKiqqlJVVT137hwA2NvbGxkZybEVAwOD5cuXP3/+PDAwsKamZv369VKpVKFX6NkKU85EcnLyhg0b6MnRo0cDwJ49e2bNmiXHVsgwiFu3bk1KSurVq9fQoUNzcnJkR2xE3YT3lysf3l+uaNgvR+yHKUfshylH7IcpR+yHKUfshylH7IcpR+yHKUfshylH7IcpZyg9Pd3NzU1TU9Pc3DwqKurx48eKaOX27duTJk3S0tLS1tYOCwujv1K0laqqqujoaHNzcy0trTfeeOPEiROKKOb1hSlnIjMzMyAgwMXFJT09fc2aNWlpaREREXJvpaGhwcvLq6amJi0t7ciRI4WFhf7+/m3vyGhpaZk8eXJ6evr69etPnDhhZ2c3ZcoU+oukEQB+RxwjPj4+7u7u9OQXX3wBAHV1dczW1tF3xO3YsUMgEFRUVJDJ/Px8ADh16lSrxS5dugQA5JvrKIpqamoyNjaOjY1lVgwr4T2JTOzatUsqldKT5ubmAFBZWSnfISWysrKGDh1Kf6euvb29WCw+c+bM+PHjZRdzcnL6/fff+/TpQyZ5PJ6xsXFlZaUcK3ndYY+FCRMTE5JsIiMjw9TU1MrKSr6tFBcXi8Vi2Tk2NjZFRUWtFlNTU3N0dOTz+WTywYMHN2/e9PDwkG8xrzU8lr+s9PT07du3/+c//5H7kBK1tbW9evWSndOrV6+KiopO/uT58+fh4eG2traKOE94fWHKX0paWlpYWNjSpUtnzJih7FrgyZMnkydPvnv37vnz5wUCgbLLeYVgj4W5PXv2hISExMfHJyYmKmL9urq6tbW1snNqamo6GvDo0aNHY8aM+fPPP7Ozs/HZ0FYw5QwdPnw4KioqOTl56dKlCmqib9++rXrhRUVFDg4ObZd8+vSpr68vRVHZ2dmWlpYKquf1hSlnori4OCIiYvPmzW+99ZbiWhk/fnxOTk5ZWRmZvHz58oMHD3x9fdsuGRMTU1tbe/r0aX19fcXV8/rC5z6ZCAoKysvLS05Olp3p6OhoYGDAYG0dPffZ2Njo7Oysq6u7Zs2aZ8+excXFmZmZnT17ttWf//bbb66urmvWrBk2bBg9U11dfciQIQyKYSdlX7B/LWlra7fdkwcPHmS2to4+FaIo6v79+wEBARoaGtra2hEREVVVVW2X2bx5c9ti+vbty6wYVsJjufLhM/yKhv1yxH6YcsR+mHLEfphyxH6YcsR+mHLEfphyxH6YcsR+mHLEfphyhnbu3Onk5KSurm5ubj537lwFPcOP5AJTzsSXX345d+7ckJCQ06dPr127ljxLoeyiUIfwWSEmDhw48NZbb61atQoARowY8eTJE3Lva7t3cSGlw5QzkZ2dLTspFAo5HA5+lfgrC1POXGNjY11d3dWrVxMSEqKiouQ7TAWSIzz8MJeYmNi7d++JEyeGhIQkJSUpuxzUITyWM/f22297eHjk5eVt2LChtLT00KFDyq4ItQ9TzpyFhYWFhYW3t7ezs7OXl1dkZKS3t7eyi0LtwB7LC3v+/PnBgwcLCwvpOYMHDwaA4uJi5RWFOoMpf2GqqqrvvffeZ599Rs+5ceMGAFhbWyutJtQp7LG8MA6HExcXt2LFCkNDQ29v7z///HPlypWOjo5jxoxRdmmofZhyJpYsWaKtrZ2UlLRp0yY9Pb3Ro0evW7dOVVVV2XWh9uEz/MqHz/ArGvbLEfthyhH7YcoR+2HKEfthyhH7YcoR+2HKEfthyhH7YcoR+2HKX9bUqVM5HM4ff/yh7EJQhzDlL+XUqVOpqanKrgJ1AVPO3NOnT6Ojo+fMmaPsQlAXMOXMxcfHGxgYREZGKrsQ1AW885ah3NzcrVu3/vrrry0tLcquBXUBj+VMtLS0zJ07d/78+U5OTsquBXUNU85EUlJSeXl5fHy8sgtB3YI9lhdWVla2YsWKQ4cOqaurK7sW1C14LH9hmZmZtbW1fn5+PB6Px+ORB/jt7e2DgoKUXRpqHx7LX1hAQEBeXh49WVhYGBwc/N133/Xr10+JVaFOYMpfmI6Ojo6ODj3Z3NwMAH369LGwsFBaTahT2GNB7IfH8pfl4uKC4yC84vBYjtgPU47YD1OO2A9TjtgPU47YD1OO2A9TjtgPU47YD1OO2A9TzsSmTZs4/8ve3l4RDV24cGHUqFE6OjrkKxdl7xJD3Yef8DMhkUgsLCz27dtHz1HEvebXrl0bN25cYGDg6tWrnz59+tFHH40dO/bWrVt6enpyb4vdMOVMSCQSkUg0atQohbaSkpJibW29f/9+8t3n1tbW/fv3z87O9vf3V2i77IM9Fibq6uo0NTUV3cq6devy8/NJxAFAKBQCAD2Jug+P5UxIJBINDY1/py2pVPrkyZOSkpJFixY5OTmNGzfu32mXTfDAwIREInn06NGkSZN0dXWNjY3DwsIePHigoLYuXryoo6MzaNAgoVCYlZWF30THAKacobKyMi8vr/T09E2bNuXk5Hh5eT19+lQRDQ0cOPDcuXN79+4tLy8fNWrU48ePFdEKu+E3IcrB5cuXhwwZkpKSEhwczODPu/lNiDU1NZaWlvPnz1+7di2TKnswPJbLARl76O7du/Jd7alTp86dO0dP6ujoiMXi4uJi+bbSE2DKX1hzc/OsWbMOHjxIz7l06RIA2NjYyLeh5OTk6OhoqVRKJiUSSUlJibW1tXxb6QnwGssL4/F4Uqk0Kiqqurra1dW1uLh45cqV/fr18/Pzk29DsbGxo0ePDgsLi4qKam5u3rRpU1NT0+zZs+XbSk+AKWdix44dpqamGzduLCsrMzEx8ff3/+ijj+R+9cPDw+PUqVMJCQmhoaFcLtfFxeXHH3/s06ePfFvpCfDsU/m6efaJGMN+OWI/TDliP0w5Yj9MOWI/TDliP0w5Yj9MOWI/TDliP0w5Yj9MOUOPHj2aMWOGjo6Orq5uYGDgw4cPlV0R6hCmnAmpVOrr61tUVHTkyJFDhw6VlJQEBgYquyjUIbxbi4nU1NQbN27cv3/fyMgIACwtLX/55ZempiY+n6/s0lA7MOVMpKWleXt7k4gDgL29vYJGHUJygT0WJvLy8mxtbVevXm1hYaGnpxccHFxWVqbsolCHMOVMVFZWpqSkPHz4MCUlZdeuXZcvX8avtH2VYY+FiaamJiMjox07dnA4HABQV1f38fHJzs728PBQdmmoHXgsZ0JLS8vFxYVEHABIuPPz85VaFOoQppwJOzu7yspKerKlpQUABAKB8ipCncGUM+Hj43Px4kU66GQ8iQEDBiizJtQxTDkTkZGRIpHI398/Kyvr6NGj7777ro+Pz8CBA5VdF2ofppwJLS2tH374QVdX19/fPzIycvTo0fv371d2UahDeI2FIVtb24yMDGVXgboFj+WI/TDliP0w5Yj9MOWI/TDliP0w5Yj9MOWI/TDliP0w5Yj9MOVMiEQiThuHDh1Sdl2offgJPxPHjx9vamqiJ3Nzc2NjY8l3aKFXEKacieHDh8tOrlq1Kjo62tHRUVn1oM5hyl9WSkpKXl5eWlqasgtBHcJ++UtpaWlZtWrVBx98oK+vr+xaUIcw5S8lNTX1zz//jImJUXYhqDOY8peybdu20NBQbW1tZReCOoMpZ66srOz8+fNhYWHKLgR1AVPO3JkzZ4RC4YgRI5RdCOoCppy5H3/80dHRUSgUKrsQ1AVMOXN37tyxtbVVdhWoa5hy5srLy/G887WAnwoxV1BQoOwSULfgsRyxH6YcsR+mHLEfphyxH6YcsR+mHLEfphyxH6YcsR+mHLEfppyhvXv3Ojs7a2hoWFhYvPPOO48ePVJoc0lJSRwOZ+fOnQptha0w5Ux8/fXXs2fPjo6OzsvL+/rrr8+dO6fQ7/ssLy9fsWIFl8tVXBPshiln4uDBg15eXnPnzrWxsfH09Fy2bNmFCxcU9/XNCxYs8PHx0dTUVND6WQ9TzhCP998b3ch3IFIUpYiGTp48efr06U2bNili5T0EppyJOXPmZGVlff/99y0tLWVlZdu2bZswYYKJiYncG3r69Gl0dHRiYqKxsbHcV95zYMqZmDJlysaNGwMCAgQCgYmJCZfLPXDggCIaio+PNzQ0fOeddxSx8p4DU85EWlrakiVLNmzYcOXKlYyMjLq6umnTpsm9x5Kbm7t169bk5GQVFXyZXgo+RcHEokWLZs6cGRcXBwDOzs5mZmZOTk5nz54dO3asvJpoaWmJiopauHAhDr/48vAg8cKkUunt27cdHBzoOeTpz+LiYjm28uDBg19//fXTTz/l/aO2tnbu3LkikUiOrfQQeCx/YVwu19TUND8/n55TVFQEAFZWVnJsxcTEJC8vT3bOsGHDFi1aFBISIsdWeghMORPR0dEfffTRoEGDvLy8Kioq4uLi7O3tx4wZI8cm+Hx+//79ZeeoqKiYmJjI/h+CuglTzsTixYs1NTW3bt36/vvv6+rqjho1at26dTgwyyuLo6DPMlD3zdn8H/LDjvffVG4lbIVnn4j9MOWI/TDliP0w5Yj9MOWI/TDliP0w5Yj9MOWI/TDliP0w5QwdPnx4wIABAoHAwsJiw4YNCmrl9u3bkyZN0tLS0tbWDgsL++uvvxTUELthypnIysoKCwsbMWJEZmZmVFTU8uXL/+///k/urTQ0NHh5edXU1KSlpR05cqSwsNDf3x/vyGAA79ZiYu3atR4eHl9++SUAeHp6lpWVJSYmzp8/X74P9XzzzTdlZWU5OTm9e/cGAEtLSwcHh8zMzPHjx8uxlZ4Aj+VM3Lx5U/Y+26CgoIqKila3g7+8rKysoUOHkogDgL29vVgsPnPmjHxb6Qkw5Uw0Njby+Xx60tDQEABKSkrk20pxcbFYLJadY2NjQ57YQC8EU85Enz59rly5Qk/eunULACQSiXxbqa2t7dWrl+ycXr161dTUyLeVngBTzkRUVNR33323e/fuhoaGnJyctWvXwv+OQ4ReKZhyJmbPnj179uw5c+aoq6sHBwcvXrwYAAwMDOTbiq6ubm1treycmpoaXV1d+bbSE2DKmeByucnJyZWVlSUlJXfu3CH98laPab68vn37tuqFFxUV4XOfDGDKmbhw4cLx48f19PRsbGy4XO7evXvd3NzkPsjb+PHjc3Jy6EFGL1++/ODBA19fX/m20hNgypnIy8sLDQ1NSkq6evVqfHz8oUOHEhMT5d5KaGioWCwOCgoiYzLOnDnTy8tr5MiRcm+I9fCEiYno6OjKysrExMSKigp7e/vU1FT5DlNBqKqqZmZmzp8/PyAggMfjTZ48efPmzXJvpSfAZ/iVD5/hVzTssSD2w5Qj9sOUI/bDlCP2w5Qj9vt/6jJY3gKOtJ8AAAAASUVORK5CYII="
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<image>A machine at the candy factory dispensed different numbers of lemon-flavored candies into various bags. How many bags had at least 29 lemon-flavored candies but fewer than 98 lemon-flavored candies?
|
3
| 84
| null |
3
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"
|
<image>Oliver measured the length of each scarf in the clothing store where he works. How many scarves are at least 75 centimeters?
|
14
| 85
| null |
14
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"
|
<image>Luna found a list of the number of roller coasters at each amusement park in the state. How many amusement parks have at least 16 roller coasters?
|
17
| 86
| null |
17
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"
|
<image>The students in Mr. Kline's class recorded the number of siblings that each has. How many students are there in all?
|
59
| 87
| null |
59
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"
|
<image>A machine dispensed red gumdrops into bags of various sizes. How many bags had at least 41 red gumdrops but less than 83 red gumdrops?
|
9
| 88
| null |
9
|
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E5z7vtJ1FzpeYtl+4O37lKd5oq9g7RYomwn+Kddf6nS8xeQkr8ud4xx4P8yhdsJKWBTlyMX71dZcUTKTZJTePacUNoymKqqur27Nnz4YNG8Lh8MyZM995551ly5aNcxhjxATxrUbZzVmBspsnLyi7GXFTgFSOUD9I5Qj1g1SOUD9I5Qj1g1SOUD9I5Qj1g1SOUD8TJYd/4qMOZ2d19GKk/D+OJaIlv37BvgAAAABJRU5ErkJggg=="
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<image>In the first episode of a reality show, contestants had to spin two wheels of fate. Spinning the first wheel determined the remote location where contestants would reside for the duration of the season. Spinning the second wheel determined which "bonus survival tool" they would be allowed to bring, along with a few other necessary items. What is the probability that a randomly selected participant spun the first wheel and landed on rainforest and spun the second wheel and landed on a tent? Simplify any fractions.
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3/10
| 89
| null |
3/10
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bm0m5eUUM18gA0Nr6NQASidRG646pkz8tHQ115dy8ou7uL/Fy6usby8reT9VQQaPRKsoTM7Jy6DUzMnMAYKqGCsN2nj3Py8zKAQBOTk5tramHvVzr6hqqq795iSQ3N7e4uGhBYTE95+HjJFqCxe4U5GUoFErRqy8xVopevaEpbIRTWfnJYN6KBw8TB2Y2Nbeg0WgBAcIPDFNSn92+80RAgCAtLcnFxRV1Pmb6NFVRUZH4hDQBAcIUFSWGVlnP8ujp/ILXWCxWRlqSqZM/LZ0tG63JZPL6jS7FxW/zX75as86JQOBbY2UOALucNsQ9TfULOPXu3YeExPRdrl6zdGdoqDOIEgcAjx4nLV66/sbNBxUVlfkvXwWGnJWUFJeQGBwRaNnSBVev371y7U5l5cdDPiHv31fRi1jpbqGxAR6Ps9+293l2fnJK1obNrrQfHSMceXlp08XzNtm7R567VvWxuqam/uLlWGdXbxvrZWg0uqKiMik5Myk5s7mZ1NjYTEvX1tYDQGFRyfKVW0LDonNyC/Z7Hrty7c4hz90A8DQhTX+21vfj63w66HW8vLzy0eOk0LBoczNj+lr2B/x0uAIZGcmnjy65evioTTdGoVA62lOTnl6jLUFWWCzu6ur2Oxrmsc+PQOBbvGiun893f+btcXfs7evb7X7o06c6Pj6clqb6o7vnh56b5/5d9fVN6zfuxmIxVqvMXJw3W9vuoMVSZKU7QUFi7PXwbU77dWYvHT9e/LCny/HgiEHT4sjkQlTgQe9Az0NBVVXVAJCcmrXWxsLdxR4AwiMu+fqF0mvqzbEAgMgzATbWy7Zssm5obD7kG1Jf36SoIHPzWjjtNk9cfJrbbgb3PoAWX8fF/n3lx2nai7q7e4zn64cEHmTFQw5qlSOI7Pr7p/oPQaFQSKQ2+urY61BQYMjZhur8YXXqX8X/aBiptc3rgPNwO/Itdf4j/T/nPkdOSivoXI+5V15eGXvrUWDIWds1y4fbqX8VLU11/dlaw+0FA0Z6fB03l61d3d27XL3r6hrFxcdstFu1x81huJ36V2F4Q3UkMNInLIQRysifsBBGLIh0ENgEkQ4CmyDSQWATRDoIbIJIB4FNEOkgsAkKAIBcxawaAsJgkFEHgU0Q6SCwCSIdBDZBpIPAJoh0ENgEkQ4CmyDSQWATRDoIbPLT0gkJi0Hx/8q9t6PHLzjsf/4XNvhn0N/ff+TYRfkplhjiLDRBV2byMv/ASwMrxMQm8o+da2rpOsiwsZG0et0Bgtg8oriR2Ur36pqv+7aoVKqI1MLYO8kDv0QhSWMv3yg2PGTpAdMT4Teyc4qjwvYAgJ6u2sljO9no6XvgcDxIxJ2hBIVe9/Y7d+Loztz8Nx2d3QpyEs4eJ/j5cHa2JmQyZadbcPSVxwR+3CCrvr4+46W7AODaeU8qlbp7z0mzlR5ZieG00oKisqbmNj1dtQtXmWxAZgWWpJOT9/U140oTpJUmSP/9jgGAQulFo1E43lE4XiY74/+D3LqXamVptNpyXm1dE6m13cnBsqS0Mjktz87WpKCoLCk170VKhP3Oo4Osbt5Ozi94+6Hk5hgRQQCQHDcm83kR7ToDQFxCtrqqAoHwa7ZOM5+wZs+3j4y+f+7iQw6cdn7B24Fj3afqhoXmzjzC+mNlF/sdv7jnYLiC6gpaUW9v7z6v05ITzLACs+VULELCYmj5BUVlHDjth08ylTRWT59tBwArlhlOmigNAFUf65Zb7RWRWjhKSG+ixqrws7cZ+lPf0GK1/qCQpDG3oN60WesTknMAICE5hwOnnZFVSK9G6+jx02cAkJNXYrDAkXe0AZ/onMUWLu/eV7N9vf41+vr66hqaB+aEB7tciPgLAGSkxLISw2VlxIda3bqXaqinQdMNACgqSNpaLaDpBgDiErIN9Rg8JN/fT93hEigkacw72mDJCremptahdYbCXDq3r/ioqypamhs2vL8/Wemb8Wb1uoMvC8vuXPNNuB+U+fzV1RvxaBQXrcjJNTgg6MoBj/VFz6N3OljudAs5HXkHADBoNAAcOBzp4rQqKswDANx2WU9VnwAAtpsOVdc23ovxK3wW7bjJfKtTwJP454Oc6evrMzJ1ynxedPXcwbz0yOkaE+cv2Vn0ukJPV01GWiz6yiN6zZhbiWJjhefoT638UKtn7IDBoNOfnkq4H0RqbTdctK27u4eVqzOMmC7UjYlN9DgQVlvXPKiISOTj/c44XfiqXFZafJ/XaQlFM4FxRuarPWpqv8R36ukhp2UWMJROxPm7FErfo9iAs6HuiSm5m7f7s+IhK/F1cCgUFxaLFhIiDMz/+Kk+KTX3VKCzod5UALhwZp/EBLMxowUAoLW1PezsbRenVTarjQFATnZcTv4b/6DLdrYmtIAdutoq1ivnD+oo9+WbHVstaDKSlRFXVZEfLyk6qM6T+Od5L0vj7wfpz1IHgEC/7XGJ2cGnYsKCdq+1WugfdCnwyHYMBg0AMbeSrFcacXJynjx9EwAuR+6nDdQXzuwbP9E89m7KimVzWLlAw8UOewtSa3tA0OWurh5xsdFkMsXOxkROlsk7hBoaSddjExcYaV6P9qyuadzuErh0lUdGfBgApGcVUqlUrekMXn3Nh+cNOeoEABpqE0reVHr7nevs7ObhYbJ3mP0f58Vv3gOAuuqX0DU8PNyzdKbQ0i8Ly8hkCu3bpTF7pmrp2w/0kXCq2oShDZou1D3kf36nW3B80gsymTJ9qpLIaIFBdbJzSlAoLl3tLzEJODk5Z2qpZD4rAgBbK+O2ts77jzIAoLjkfXHJe5tVxgCQnVOsNuXrBD9OXERaaizNZCTDycnpudeuruKuna0JNzfmdNRd5RnWt+6m/NiK0tsrKMB3OsR1+lSlJSazwoNdMp8VpWW8BIC4hOyZWiq0PdeDmKWjSk+rqshRKL3l7xiEyRoE+1v42tu7AIAwICiJsBDxTekHAGj73AEA8xY70feQ9/f3A0B9Qwtt3iUSGazUToe4qKrIX7z65FjIVTyex3Hzsr/cbFGobzxs+9zR29uHE/k6YPT29gkK8AGA6Bgh43ma0VceLzGZFXMrUWvGZHk5CQBo+9yZ97KUW1CPbkImU+rqB88CIxM8nldedtxoYaKr0+qlqzy27AgwXfSjOyN4HM8UZTn6ZdfRVAaA4jeVOloqTxOzl5vpM7QSFPwawej/8XW6mPrGvnRGjcICwOf2rzF8mpq/DCr8fDgAuHBm32QlmYEmUuNFqz5+N5QfFxeXwyZzh03mjY2k85cfue4LFRYiOG5eNrAOPx8vNzcmLz3qW8MvY+f6NQst1uz7/Lnjxu2krRuW0k10tJTDAncPNMHjR/TtgJ4ecnpWoY6mMm3yBQAcjsfJwdLI1KmuvnnoYExHXnZcQyOJfkj7i8Vi0c3Nbbn5peHBLgytWlu/RjAikdpp3TF1ktUJ69vojgAAcjLjAKCgqIx22NXVk5z6JUyLymRZLBbT0EhSVJCkfQQF+ISFCAxHy/97337x6mMKpRcAhIQITg6WM7VU8l6WDqo2TWNidze5v7+f3vKoUVhxsdG00gVGWgJEPv+gy6VlVRZLDegm5RWfZKTF6CacnByiY0Z0WLjKD7UGCxwfPM4cmNnU3IpGowSIg2MlD8RozozUjJcNDV/CTyWl5gHAZCWZ+KQXAgJ8U5TlGFplZb+ip/ML32KxGBmpwdFqhsKSdIgEfN7L0ryXpY0DFC0jLaY2RcHTNyo9s+BtWZX1Bk9hoS9xxfj4eDfYmvx1KOLazfj3lTVJqblzTLav3XLoB11wcHBsdTq6wcE3v+BtecWn6zcTnucUz9QaHNbJUE9DVUV+9fqDKWn57ytrLl+PU9W2ORVxi1bKxcVls9r4sH+0mcksPr4vcak2rTNt+9xhs9G7oKjsbVmVl2/URI3VuflvYAQjLydhukh30za/yOj7VR/ra2qbLl597Oxxwma1MRqNqnj3KSk1Nyk1t7mlrbGplZaurWsCgPVrFgoJEkwsXOKTXsTEJm7e7m80Z4aqivzTpBf6umrfj69Td/BwZHnFp0dxWaFnYs1NZ9OmlB/D0oTluNncys5zjsn2S2f3D8y/HLl/3dbD+gscx4oKue+yFhLkz875EqL3qI8DgYBz9jhRU9s0WphoulDX5+CmH3TBx8cbd+e4x4Ew/QUOXV094yVFD3isW2u9cFA1Li6uR7eO7nIPMVvl3t7eJTVedJ+r7fatFvQKSxbpHvI7b2u1gJ4jKTEm8UGwy95QTf2NHBwcypNk7sUc0WC0Th9RXDiz76BPpKdvVNXHOgBITstba73QfZc1AIRH3vE9eoFeU2++AwBEnvKwWW2Mx/Mm3A9ydD5mstwFjUYtmq993HcbAMQlZLvttGLYEYXS677L+n1lzbTZ67u7ycbzNEMCnFjxkINa5QhEC+YVGdHZ2U0mU+g/XgwXbiMS8dejvdhr7Zfgui/01r2U4pxLv0tobab4B14itbZ77dsw3I58S8vVvxUkZdGy3bV1zWFBzqOFifcfZyYk59yL8ftVvv0sxSXvE1NyA4IuX4488MfoBgC0pk/u7iEzr/ev87dGnfqGlm3Ox58mvejs7JaVFnfevnK15bxf6x/rCEkac3BwuO20cnKwHC4f/kO0XP1b0kH479JyFXnUC4FNEOkgsAkiHQQ2QaSDwCaIdBDYBJEOApsg0kFgExQAAIbJs2cICENBRh0ENkGkg8AmiHQQ2ASRDgKbINJBYBNEOghsgkgHgU0Q6SCwCSKdEUp/f/8R/1B5pVkYXhk0j7SMoo7/0bCBFWJu3OcXUjI1X/+9FixWbuHASJSVvafnUKlUEXG12FuPQk5GoUZJ0TKFRFW8DgWx4SFr8XVCz2W/eBkVMTgkB8I/R1BIpLdPyIkgz9y8oo6OTgV5GWdXb35+vN26lWQyeedur+iLNwmE7+7JevQ46eatR4MyCwqLm5pa9GZrXrgU+/c9ZGnUycktZF4J4Zdy685jq1Vmq1eajRUVERYWdNput87WMjnlGQAUFJYkJWe+yLw3QVGWoW1nZ9cWxz1261YMyo97mqquNplA4P8lHrIQX8dweeS5a+eiYzgwEvkvXwFAeka2rr45D788jqioP9cy+8VLWk0Ts7VmyzccCzwzTno6Fic7TWtRbt4XzfX19e3d7y+jqMONlxOXmrbVcU9Hx5cdx5OmGHJgJAZ+7t1/+kvO7bemr6+vrr5xYE54qM+Fc4EAICMtkZV2W1Z2/Pds93seGy0suH7t4Mf74+JTDQ10htbv7+/fseuAkKgKL0FhyTK7pqYWVjxkIb7OjTPqapMtl5s0VOdPnqRYWlphaLRyjIhwRkpsSsJ1PJ7XYN6KT59qAQCNRqekPnv1urQw90llWQYvL4+J2bqenh4ACDgW7n80zNfbrSDncdSZgHsP4j32HaG1//Du+bevU2ifuXN0BQQI6moMAnn81zA1mRdz477HviO1dQ2DiohEAi/vd/eEFxQWB5+IDA/14eT85svt6elJS8821GcgnYioqxRK76N70WdP+ycmZW62d2fFQ1bi6/ChUCgsFiMkJAAAoeHRWCz23Nljo0ZxA0Dk6QBRCY1z0THurvYcHBwdHZ3HA/7C4XgBwMfbdYbO4uSUZ3Pn6G60W2W53ERCQgwA5OWlly1d8OBRIq39cePG0hI3bj54Epdy/XKoqKgIK67/2ezYtp7U2hZwLLyrq1tcXJRMptitXSEnJ/Vjq/7+/o1b3By22ipPnkCbIuikZ7ygUqlamupDrfjwuJBATwDQUFcuKSnz9gnp7Ozi4WESpe+nf2Hl5BaqqU6i6QYABAQIMjKSdC8nTpCn6QYAlCbKA0DJmzIAoFKpB70DRSU0uLjHc2AkAo6FNzeTBjZbXV23YYvrGitz86ULAIEWX2f/rrqPuXbrVnJzY09HXFZWn3vrNpPwkaFh0bV1Dfv37hhaFBefOlNnGhbLYDP5LN0Z9LTqlEkUCqW8opK5h0xrDKKtrZ1I/GadRSTwt31up6XxeF56Pk22nZ3dALDVce/Dx4mXo4M7W99QyR88vn3NPZVKtbXbyc/PF3z84M/682eDx+Pk5aQsli2qqsjSnTl9i6PHDyrX1NR57PMLDfZmOGA8jU9jOFsBgKAgkZ7+f3ydToY1B/LT0uHnx7e0fBOmsLmFxM/3Zdv5wKLPn79EaqFSqbfvPnHYYjt7liZN9bW138zfwSci4xPSoyOP4fGDo7n+N+np6UlITCeTv+4XxuF4nbbZ1dTU1w1Z+tB58jS1tbVtoaktapQUapSUxoyFAKA4WW+pxcbmZlJuXhHDNTIAtLa20dMkUhutO6ZOsrrnnPr/ADsa6soRkVe7u7u5ubkBoL6+sazs/TqbL/tH35RWtLSQiEQCAOS/fA0AShPle3t7u7q66QNSa2vb7btP6Iu4169LXdwPu+7eoq01lUVn/ngqKz8ZzFsRe/206eKvG7GbmlvQaLSAAOF7VosXzSnMi6MfvnlTbm656W7sWaWJ8vEJaQIChCkqSgwNs57l0dP5Ba+xWKyMtCRTJ1mSDpHIn5f/Ki+/aJz42C0brUPDotdvdPFwte8hk932+BIIfGuszGk1BQT4125wPvjXzt7eXidnz/Hjx+loT0Wj0epqk6POXzeaO5vU2ursemjJYqPIc9dKSsrGjxdftWbb2LEiqyxN6fc9hYSIv+rew2+KvLy06eJ5m+zdW0itVR+r29s7L16O3e12yMZ6GRqNrqio/FBVDQDNzSQMBp2UnAkAigoyY8aMHnjdent7AUBOVkpCQszbJ1h/ttb34+t8Ouh1fNWKJW/L3oWGRZubGdPXsj+Atfg6W22tbLfPmb/q0vnguXN0nz665OrhozbdGIVC6WhPTXp6TVj4S5AspYnyxkZ6i5asrampV52idOdmBBqNBoCIcL91G5wnqRpKS0kc9nJVV5uckJQ+U9/8we0o2hJ7oooBvTs/H49dThtZcewP5kJU4EHvQM9DQVVV1QCQnJq11sbC3cUeAMIjLvn6hdJr6s2xAIDIMwE21su+11pcfJrb7i0MiyiUXncX+/eVH6dpL+ru7jGerx8SyNKKk4Na5Qgiu37qrL6HueUmEqnt6aNLzKsisIz/0TBSa5vXAefhduRb6vz/VnwdhH8BLU31kRkgHJHOSEdLk0F89ZHAr5ROzJVTv7A1hBEO8rwOApsg0kFgE0Q6CGyCSAeBTRDpILAJIh0ENkGkg8AmKAAActVwu4Hw+4GMOghsgkgHgU0Q6SCwCSIdBDZBpIPAJoh0ENgEkQ4CmyDSQWATRDojl/7+/iPHLspPscQQZ6EJujKTl/kHfvPcd+GrckW1FQSxwW8+jIlN5B8719TSdVA+lUoVkVoYeyc5JCwGxa9LyxSSNPbyjWLDvRHxgOmJ8BvZOcVRYXuG25GRRVDodW+/cyeO7szNf9PR2a0gJ+HscYKfD2dnawIAZ8/fc3Q+Pl5izEATMpmy0y04+spjAj+DzZAFRWVNzW16umoXrjLZgMwKwzzqUCi9AJCTN6LfOj5c3LqXamVptNpy3lhRIWEhgpOD5bo1C5PTvmy323/o7PVoz0EvWy0oKktKzXuREjFBYfzQBuMSstVVFehviP6bsCSd6poGY7Odo4T0RKQW7vM67XEgTEH1S9gfnIjhwFF0/dbDGjPX0dLZOcVzFm0XGGeEEzGcNmv908RsWn5BURkHTvvhk0wljdXTZ9vNnm8fGX3/3MWHHDjt/IK39k5HOXDaAz+73EN+yan+dvT19dU1NA/MCQ92uRDxFy2dEX9q/lzNQSYyUmJZieGyMuIMG4xLyDbUY/CQfH8/dYdLoJCkMe9ogyUr3JqaWofWGQpL0rG28yooKr8X45f4ILihkXTu4kM0iuvHJt3dPUZLnPB4nvh7Qc+TTs/UUjG1dPtU3QAAGDQaAA4cjnRxWhUV5nH7io+6qqKluWHD+/uTlaT3u699+/Iq7bPX1QYAGJ7tfwHThboxsYkeB8Jq65qHloqLjR6aSSTy0eINDKWnh5yWWcDwYkacv0uh9D2KDTgb6p6Ykrt5uz8r7jFf63yqbohPehEcsMNgtgYAnDi688HjTKZWaDQqPyOKSMDjcDwAcMBj3dHgK+lZBcvNDFAoLgDQ1VaxXjn/ixMoLiwWLSREAAAhIQIt8e599fET17ZuWGo0Z8b3evmz2WFvQWptDwi63NXVIy42mkym2NmYyMmy+Rqh9KxCKpWqNZ1B2Cs+PG/IUScA0FCbUPKm0tvvXGdnNw8Pk73DzEed4jfvAUBVWf6LASfndA3Gu94HwsXFlZP3Rs/YgUdYnwOnjR8zBwCam79GVJiqNuEH5v39/VZ2nmJjhf28tzLt60+Fk5PTc69dXcVdO1sTbm7M6ai7yjOsb91NYa+1uITsmVoqWCxmaNEsHVV6WlVFjkLpLX/3ibl7TGt8/twJAPwDVuwEAvNQJq+KK5Zb79WcNqm88Fr/5zQKKXlQBSLxR4u1w/7Rz1+8vhjx16hRDEIJ/afA43nlZcdZLDWoKrmpqz1ly44A9tp5msh4oQMAgoJfI6H+P75OF9MGmUuH1lZrazs9p6n56zJqUPCErq4vIWHuP8rEYjFHfRxExwhxcHAwnK2/R05eyYHDZw/uWa82RYF1qz+Mnh5yQnIOmUyh5+BwPE4OljW1jXX1P3ExaTQ3t+XmlxrqMQ5D09raQU+TSF+iIjFtk7l0FOQkACCvoJR22Nvbm5ZRQC8l8OPaPn/tOL/gLS3xub2TmxuDQn1ZS527+BAA/h+jhwH0oq6untXrD2pOn7R7xyqmvv3BVH6oNVjgOGhZ2dTcikajBIjfDZf8PeKTXggI8E1RlmNYmpX9NepgfuFbLBYjIyXGtE3my2RJiTFaMyYf9o+WlRYXFiIcC7nKzf11vtRQU4y9k+Kw0ZyXd1RA0OXP7Z20KUZz2iQv36iIc3fnz50Rezel8FX5GBHBl0VlA0cvOkQCPu9lad7L0nFiow8cPlvxrjokwKniXTWtlJeXW3SMEFM//zDk5SRMF+lu2ubXQvpc9bG+vaPr4tXHu/ectFltjEajmpvbCl6VAUDF++re3r6k1FwAGDNaEINBffhYBwDNLW0YDJqWrygv+TTphb6u2vfj69QdPBy5ymLu2/Kq0DOx5qazWVknsHQ3+WLEX+u3+phauvHheTatNyUS8IkpubQif2/7dVsPj1cyJxLwW+zMrFbMu/8oAwCM52m67rRy++vUTvcQE2Od0yEux0KuHTl+kRuLsd+4dFD7jpvNrew855hsv3R2f1xiNplMMVy4jV66wEjrXowfK37+YVw4s++gT6Snb1TVxzoASE7LW2u90H2XNQA8z3k9f8lOek29+Q4AsGbV/DEigr5HLwzKjzzlEZeQ7bbTimEvFEqv+y7r95U102av7+4mG8/TDAlwYsU9DmqVIxAtfuqU7J2OJqXmFmVfYF4V4VfgH3iJ1NrutW/DcDsygJarI+J/WAg/Rmv65O4eMvN6/y6IdH4DtGaMxPD17EiHducR4T8O8rwOApsg0kFgE0Q6CGyCSAeBTRDpILAJIh0ENkGkg8AmKAAADJsPniH8l0FGHQQ2QaSDwCaIdBDYBJEOApsg0kFgE0Q6CGyCSAeBTRDpILDJyJLOmbOXOTAStFflIvT39x/xD5VXmoXhlUHzSMso6vgfDRtYobCoRHGyHkF40iDDmBv3+YWUTM3XD8qnUqki4mqxtx6FnIxCjZKiZQqJqngdCmLDveGXzqvXpePltP6JlkeLqb5//xsHog8KifT2Cdnnsc1+y5q1Nsu3blrj4n74dMSXuCJno65qzjRFcX0TN4JMJjts37d+kwuBwGCvVkFhcVNTi97swfEx2GP4pZOTW/hPNPvhw6eGhqZ/ouV/jVt3HlutMlu90mysqIiwsKDTdrt1tpbJKc9opfs9j12/HLp6pdlAk4LCkqTkzBeZ9yYoyg5tMO5pqrra5F/1DnmWpNPQ0GRls11UQoMbLyevNCso5Cy9SERcLTD47BYHD34hJQGRyW57fJqaWpYss+MlKEjIzDh/4Qa95uWrt5XV5mJxsiLiag7b93V1dQPAfs9ja9buqKz8yIGROB4UQatZWlqhM9tsFJ+clLx21PnrAJCQmM6BkcjIfEFvraCwmAMj8fhJMoVC2eXiJSEzgxsvN056upPzQTKZnJScKSmrCQBS8tpDx+3fhb6+vrr6xoE54aE+F84F0tIZybHzjfQGmchIS2Sl3ZaVHc+wwbj4VEMDnaH5/f39O3YdEBJV4SUoLFlm19TUwop7LElnzTqn7JyX1y6dLMh57OHqsHO3163bXyKKodGoY0FndGdOr/uY4+Hq4HPk5ILFNvab1zTWvFxuvnDTVjcSqRUAbtx8sNLKwXi+XkHO46gzAbfuPF6/cTcA7N65ydHedty4sQ3V+Zs2rAIAFAplv32fs9Om5xl3p2mobNjs+ulTrd5sLRkZyeiLN+kuxdx8ICY2Zo7hTF+/0OiLN8+cOvL65dOwE4evxdzb73lMW0vj6qWTAJD7/EF05HFWznEEYmoyL+bGfY99R2rrGoaWiouLDs0kEgm8vIy3i/f09KSlZxvqM5BORNRVCqX30b3os6f9E5MyN9u7s+IeSzsiIk/7c3BwjB4tBADy8tLBJyKfPE0xXfwlFNnECXKWy00AYJ2txS4XLzXVSQb6OgBgY70s4Fj4m9KK6dNUjwSc0tGe6uPtBgAKCjI+3q5WNtuPHHYXExszahQ3JyenkJAArbXe3l5np420v6cjh92vxdwrKCwWExuzdo2F/7GwwKP7MRgMAMTcfGC9eiknJ2duftEkJYW5c3QBQFpa8unDS5ycnGg0mg+PAwAigR+PZx6XY2SyY9t6UmtbwLHwrq5ucXFRMplit3aFnJwUe62lZ7ygUqlamupDi/jwuJBATwDQUFcuKSnz9gnp7Ozi4WEc4okOS6NOY1PLmnVOBOFJHBgJDoxETm5hczOJXjpxwpdN8LRJ9OshPx8AkEhtfX19uXlFBgP0PltXk0qlPnuex7A7ba0vsTwEBAgA0NxCAgDbNcva2trvP0gAgOLit8XFb22slgHA4kVzE5MyLFZuiblxv6WFpKgoKy8vzcpJjXw4OTk99++q+5hrt24lNzf2dMRlZfW59PH+Z4mLT52pMw2LZbCZfJbu1+BXqlMmUSiU8opK5u4xrdHd3W1itrazsysr9Rals4JK/kD/amlwc2N/cEilUru6unt7e70PB3Pj5WgfGcWZADBoIqdD1zttez2VSgUAUVER4/l60ZduAkDMzQdamho0iayxMr93K7Kjs8vKdvtoMTXLVVt/99XxIPB4nLyclMWyRVUVWbozp29x9GCvnafxaQxnKwAQFCTS0/+Pr9PJtEHm0ikoLKmo+OB7yE1RUZYW9ITh1PsDeHhGodHo7Y7r8rMf0j/FBQmWyxf9VDvrbVc8fJT4+XP7jdiHNtbm9Hzj+fr3bkU21xVeuRCSmv5841a3n2p2ZNLT05OQmE4mf90vjMPxOm2zq6mpr/vJ6w8Azc2k3LwihmtkAGht/RptjURqo/XFtE1Wonq1AwB9xZCekV1eXkn9QaicoX1wcqqrTa6s/KioKEv7SEtLYDBoIpFAq8BiawuM9QUECP7HwkvfVlgs+yK723ee0G7ejBrFvdTMeJPd6rz8r9FifsrPEUVl5SeDeSsePEwcmNnU3IJGo2nz+E8Rn5AmIECYosI4kl/Ws68rh/yC11gsVkZakmmbzJfJKsoTeXhGBQaf3b93R/7LV16HgxcYG7wprairaxAREWbRdWenjctWbPb1O2lmOr+js/Ow74m0jOw3RUk4HC+RwF9b25CS+mwco58MA+Hi4rKxXnbY98Ry84V8fF/iyR0Pjujs7PLz8RgnLvqhqvrq9bsztacCAJHIDwD3HybMnqU5Sen3iw4mLy9tunjeJnv3FlJr1cfq9vbOi5djd7sdsrFehkajm5tJBYXFAFDx7kNvb29SciYAjBERxmDQH6qqAaC5mYTBoGn5igoyTxPS9GdrfT++zqeDXsdXrVjytuxdaFi0uZnxqFFMYlACK9IREhKIOhPg4uFz4dLNaVOnnA33q/zwyXK1/YLFNi+y7rN4IcyWzL9wLtDnyMl9B47icDwzdaYlxV2jjYorLBZHRccsWGzj7LRx7FiRH7ezZLHRIZ8Q2zXL6DlXL57YudvLYtXW5mbS6NGCJgvn+Hi7AoCGuvJ8I73dbodm6c54ePc8i36OKC5EBR70DvQ8FFRVVQ0AyalZa20s3F3sAeB5dv78Rdb0mnpzLABgjZX5mDHCvn6hg/IjzwTExae57d7CsBcKpdfdxf595cdp2ou6u3uM5+uHBB5kxT0OapUjiOz6Gyf4r+LqcfjWnSfFBQkM/4D+VPyPhpFa27wOOA+3IwOo8/9tgqQUF79NTM4MOHb6cnTwf0o3AKClqd7d3TPcXgzmt5HOTH1zDg4O30Nu5ksXDLcv/zZamiMxXv1vI53GmpfD7QLCNwz/f84RflMQ6SCwCSIdBDZBpIPAJoh0ENiEE1Ai8Lv+nwdhmKACoEQ4qG1J0N8Oo5Thv3WbDYFdqABdBcDJy0GlUuFzEnRkQG/dcDuF8DuAEgFeLcDP/h9Sa1DTyrKZUQAAAABJRU5ErkJggg=="
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<image>Cole buys 0.9 pounds of amethyst. What is the total cost?
|
9.90
| 90
| null |
9.90
|
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"
|
<image>A volunteer for the local running club counted the number of participants at each race. How many races had at least 78 participants?
|
6
| 91
| null |
6
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"
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<image>An architecture student measured the heights of all the buildings downtown. How many buildings are at least 55 meters tall but less than 80 meters tall?
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3
| 92
| null |
3
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"
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<image>A school administrator who was concerned about grade inflation looked over the number of straight-A students from year to year. According to the table, what was the rate of change between 2014 and 2015?
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-1
| 93
| null |
-1
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"
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<image>Look at the following schedule. Jamal is at the skyscraper at 10.15 A.M. How soon can he get to the landmark sculpture?
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12:30 P.M.
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12:30 P.M.
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"
|
<image>A Technical Assistance Manager monitored his customers' wait times. How many people waited for less than 60 minutes?
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21
| 95
| null |
21
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"
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<image>Betty purchased 0.1 kilograms of star washers. What was the total cost?
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0.30
| 96
| null |
0.30
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"
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<image>Mrs. Arnold told students how many rounds to expect in the spelling bee based on previous years. According to the table, what was the rate of change between 2015 and 2016?
|
-3
| 97
| null |
-3
|
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"
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<image>In a study on public parking, the director of transportation counted the number of cars in each of the city's parking lots. How many parking lots had at least 64 cars?
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6
| 98
| null |
6
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"
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<image>A survey asked office workers what they like to do when taking a break from work. What fraction of the respondents preferred taking a walk? Simplify your answer.
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89/479
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89/479
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