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| Prompt
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| Answer
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The members of the local garden club tallied the number of plants in each person's garden. How many gardens have at least 47 plants?
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13
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[] |
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"
|
4
|
The transportation company tracked the number of train tickets sold in the past 4 days. On which day were the fewest train tickets sold?
|
Friday
|
[
"Friday",
"Saturday",
"Sunday",
"Monday"
] |
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"
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5
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The Burlington Symphony categorizes its donors as gold, silver, or bronze depending on the amount donated. What fraction of donors are at the bronze level? Simplify your answer.
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58/141
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"
|
6
|
Employees at Eve's Movies tracked the number of movies that customers rented last month. How many customers are there in all?
|
44
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"
|
7
|
A hardware store monitored how many hammers it sold in the past 6 days. What is the range of the numbers?
|
7
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"
|
12
|
A city planner counted the number of floors per building in the downtown area. How many buildings have at least 26 floors but fewer than 74 floors?
|
7
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[] |
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"
|
13
|
A food critic counted the number of menu items at each restaurant in town. How many restaurants have fewer than 70 menu items?
|
15
|
[] |
"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"
|
14
|
The table shows a function. Is the function linear or nonlinear?
|
nonlinear
|
[
"linear",
"nonlinear"
] |
"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"
|
15
|
How much money does Jayla need to buy 5 orders of pasta with meat sauce and 3 orders of pasta with mushrooms?
|
59.60
|
[] |
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"
|
17
|
Colette's Candies has been studying how much chocolate people have been eating in different countries. How much chocolate was consumed per capita in Germany in 2005?
|
11
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[] |
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XYL7ZU1FKMut9MSeF0t7RgbGYPX0dMSEB+92/mehMSHid2dnVJS0mgj/b4y+9GK1hqjuR+arvvi+WcFEpRmvdtVWV78UlA8D8GVMlhAUBYIDt35u+ugqJRFKUlsx+X3Ik4HZSRlZQVIKeumpSRta5kEhJYcH+g2GmR+P006mWzjJkvlBTWT49v/B17rslMw17lLnYbMbpwHuv8woP/3nrwFrHlXNn+oc+yCosMVrrLiMumvmu50rvy5x8ANBg9XTDeiIxc/Kk+HNH7c2NpESFm1pbhfhps6ZMunvMa+OieV9tUBKJdP3Ajm3LbKgcHDcexVbU1i02m/H0f974Dy9kxEUfnDwwW0/77bui0NikCcoKNw/uNNfTAgARAf4npw8tNptRXlN341EsF5W6bZnNrUO/9J4ze6xYbGGg29rWfiX8yZypOoGHfpk8bkxFbX1MWrqcpPgmu3m8XJzJb3I+VtcCwNFNzh4rFnNRqZfuPy4ur1plbR50eFfvMi30da8fcJ80RjEyKeV5Zo6Fge4j34NSoiIAoK85LuzEXiMtjWcZ2Xfjno0ZLf0/9w3uDgu/2hSzpmj96bVNSUoy8HHcmTvhtY1N25fbntmxEQBkJcTO/bJJUUryTcH7suqaK3vd8OdDfOn/W5EUFjy6ySX5TXZZdY2umsqtX3/BVwR6twYz331fLLGaPsXGSP9hchq9u3u+4dTjP63G0wfY/r3pp6uc3blp0hilt++KI5JSvNev+H3rGhlx0bTs/Jyi0v6DYaZH4/TTqXpcaDBhPADEsnrVQSKRDrg6AsD/gsLySsrGK8r9z329tJhI9vvS6vrGi7v/+gUfOxs7ALR9+pSSlQcABp8fD78oKsjRGO0DNHIJiHy61vuUupJcov/x4YrB1dv3amTUOlvLwxtWDlcMPzKY1vZPKrbODc2t0X8c1hqr3M+ZNQ1NucWl7R0dRlqaAPAiM9d43Q5OCqXk/mVOCuVKxNN1h1n/2z28eIrFbBaBQPQDNyd19fw5R67cPnb1Dv4Wpy+Kyytnb/Gk07stDHRHi4sGRycCgIvVLE4KpYtO970VCgD4U15v0P8CQyC+mZ+XLZAWE7kXlxyVynr9FmfiGMXAQx76mmrxr95cCX8iKsh/bPOqA64OAHAmODyrsERPXdXObDrLa9FsFoEgHGhXSwSCoCBlIhBEBCkTgSAiSJkIBBFBykQgiAhSJgJBREjIpQ+BICDsAGDjNWw/7EIQmTt7t47cvjHSg0ezWQSCiCBlIhBEBCkTgSAiSJkIBBFBykQgiAhSJgJBRJAyEQgiMoKVWfqxYtPew8rG87hUJ4toGU6xWX72elDX570SET+eC4EhGrMX8oybImsw29l9T3nV39uiHz9/RcloLudY3TEmVpduf+Fe0VdWa1vbjt98FA0tudWmjDW1PnDq3KdP37NJ0rAEP958AUlhAvOfCRZ23xTPSN1t5HVWjuly1+raOgAQ5OdraW1LfpWR/CojIiY+8NQRdvYhvK8rwfcdtu16ef/mBLUxQ1fLiOPs9aA1HvsBQE56VHlVzYXAkPTsvKSgP9nZ2U9dvrHt4DEODnbF0TK5hUUrtu8WFuSfazIDAPrJctm57/rdCA4OdmkJ8bz3xZ7HT9fU1Z/wdBsRwTc2twDAdF0tGg83XoXCaNbbavbFiBwzMQyz3+pRXVunLDc6JfRa7cvYlrdJ1328ubk4Qx5GXQkOG9Lab95/0FfWf3nEPnzmIgAc2flTYWx4evgtMpmckvH2dVYuAHj/cQEAAk8dyXoUfNxjG+PkfrJKP1ZcvxsBAAmBl97FhJ391RMAzgeGjIjgAaChqRkAznt73T/vi/856dXfjkG9GZHKjElOfZOTDwB/HNilpa4GAGQyefFc85Ne7uuX241RkMVP+1Be6eS2W0LXhDJGW9Zg9uZ9vzU2/bXht+ESF5LChN8vXMUPI2MSSAoTJHRN8ENRbSOSwoTnr99s8DokOGGahK7Jjt986HR6c0srSWFCWFQcAEy0tNO2WgoAIlqGJIUJTxOfT1u0gme83slL10gKExQNLRnR+t+8Q1KYID99DvZ9m8mOBLq6uravdvLb7+FiZwMAyvKyfLw8AFBaXlFQVPKhvJJKoVgYTQMA65lGAPDsZUZrW1s/Wd3d3X77Pf48ul9HYzwAaKurAUBTc0tD41dMEIgQPIZhTc0tAEAbwIbXfTEiZ7NJL18DgISoiPHUL/ytnBf97TRaXVunZ+tQUlY+VlF+1vSpTxKTT1669uxlekLgpa/Odbk4qQCwed9vFA4OYz3dOw+eHP7j4lgF+aXzZm9esezkpWsYhi2dNxv/UsAd9X456ltaXqE+Rnn5fEv3wz7vikvT3mRNGq8KAHcfxwDA8vmWA9lkdYTCzs6+Zqkt4/BhXFJ9YxMAjFNWzC8qAQAJURG82aUlxEkkEp1OLywpKy2v6CtrnIqi67K/d769ef8hAMiMkuDnY7GdOdGCl5YQw7+Fr9+NDH74tK29feY0vV/WOXNzsXBJ6IsROWZWVNcCgKyUZD/nnLgQUFJWriQ3Ou3e9T+P7k++E0ClUJ6/fhPyKOqr5ZNJZACg8XBHX/cP8ju2yGImAIRFxVEoHL97uuE+cG6rnbY6L4fPu/rS6d0FUfdTQq8J8vMtMDcBgMDwRwDQ2tb2OCEZABzmW/Zd4b+KrPx3y7d6AMAKWysludGNzc3w+csOANjY2HDPz4ampn6ymAsMDH+IzxIPbF0/IoJv/OyD9NOBI7HPU1+kvz142n/pll++KZIRqUx86OnfP/xJ4nMAmD/TiIuTEwCkJMSmamkCQNyLlwOsxc5yFj7KTZ6gDgBllT3N0ZhxsLGkUin4Z3xSFBjxCAAexj1ra2+fqqWpJDe6n8v/Nbx8mz19sXNlTe3kCeq/e7oBQHc3Bl+aUzE+95PF4NLtu0s27+zu7l67bJGDzdwRETy9u1tfe4KB9sQbJw83pifgT5ihj6JSMzIHHsyInM1KS4oDwPvSMgzDmJumq6uLjY0NT6mpbwAAEcG/3SxEBAUAoPZLo5h+EBYQwD9wc3ICQA9P0h6MEv/br9Zwiray3Oi898Wvs3LCo+MAwGH+0HYpgpCakWliv6ahqclk6uQ7fsf4aLwAIMBHA4CWz0Z0dDr9U0cHAAjy8zW1tPaVhaecuxG0xuMAhmFuqx0Pu28ZKcHLSY+Kv3WJUfJGxyVHz10uLvuYnp2HPwENhBE5ZhpO1gaAmrr6+09jmdN/v3hV2Xje2etBACCEGzbV/e1MWlVbB5/1iTvDtX36y2ituq7+H4bERmZjPsSHzbuPYx7GPaNSKHaWs/5h+cTnQ3nlnJUbGpqaFs4xi7h4iu+z76Wy3GgAKK+u7uzsBICiDx8xDOPgYFeQke4nCwAiYxLWev6KYdiJXW6/7fhpSJ/SBzf49k+fCks+5Bb+7d7LwcEOAJ++xbRmRCpTS11tms4kANjg5Z2Y+goAMAy7cS9y17HTBUUluO+dydTJABD6KBp/PV30oSwx7TUAmOhPBgAJEWEAeP76L9OYG/ciB1473kWaW1r7OcdpwTwODvbzt0KKPpTNM50hMATrFkRj1S/7KmtqdTXHX/fx5uDgYKQrjJZWGC3d0dF570ksANwMewAAhpO1qVRKP1lNzS1ObrvpdPpW5+VbVi4bWcGHRcUpzLCYPN++pKwcAB7GJRUUlQCAjgYLZ6G+GJGzWQC4fOyA0VKX96Vl+gudBPhonzo629rbAcB2tpnrUlsA+GnlssvB93ILi3Tn22uNV42ISejo6DTVn4Kvcc8xmnbtbkTIwyjbdT83NDXjSw4DfKshJS5W9KFs3e5fTfUnH9/1M8tzxESE5hrPuPPgCQAM9dMREcgrLIqIjgeAnHdFstNmM9I3Oy11W+3kuWH1iu27F292Vxwtk/PuPRsb264Nq/AT+sq6cT+yoroGAAJCwvBOj3PD57CBzhdegwQMfo6hwTgVxbe5BWNMraUlxAqKSwHAZpbJwKeyMELHTACQkx6Vevf6zrXOqkoKnzo6KRwckyeon/3V88ZJb3wVW1RYKOn2ZXtri49VVQGhYVyc1J1rne/5++Aj3pK55jvXOouLCD9KeDZ6lITffg8YsEPeYffN4iLCee+L07Pz+jnN0ng6AIgJC5lPnzoIN0xsWj4bMDc0NX0or2T8wV+4O9nO892zQ1pC/F1J6TgVxcBTR6br/uWJ2ldWS+tfBVbW1DIX2N7xifjBc3FyPvzTz3nRfGFB/vcfymSlJHdtWHXdx/uboiIFORqP3O1SCAudTjdzcI1KerHDdeWh7ZuGO5zvZKRvpTOigx+ps1kis2zLztfZuW9zC4QFBba5LB/ucBAjkpE6myUyL9Lf5r8v0VYfd9//pIhQTxNyBGIgoDFz8Ml9evfrJyEQ/YLGTASCiCBlIhBEBCkTgSAiSJkIBBFBykQgiAhSJgJBRJBLHwJBRNgBwObSk+EOA0FE7jiZjNy+MdKDR7NZBIKIIGUiEEQEKROBICJImQgEEUHKRCCICFImAkFEkDIRCCLCWpkxMTEWFhbS0tJUKnXUqFHz589PSUkZiupv375NIpGqq6u/firi30JiYqKxsbGAgICoqKilpWVGRsZwRzRQbG1tSb1wdXUdirpYKDMyMhJvuAsXLiQlJZ06derjx4+GhobZ2dlDEQHiP0VOTo6ZmZmKikpycvKTJ0/IZLKJiUllv/vfE4e9e/dGMREWFsbDwzNp0qShqIvFngbnz59XU1O7evUvn6xJkyaZmZnp6enFxMSMHTt2KIJA/HcIDQ3FMOzUqVP4Foe+vr5ycnJPnjxZsmTJcIf2dcaN+2LD2F27dikrK7u4uAxFXSzGTNyDgDmFRqO9efNmzZo1OTk5JBIpLi4OT79x4waJRPLz88MP8dwXL14AwPXr1zU0NKhUqri4+MaNG9va2hiFb9iwQVBQkI+Pb+nSpQ0NDcz17t69W1ZWlkqlKisrnzp1ipElLi7u6+u7Y8cOcXFxPj4+S0vLioqKQW0HxI+DTCYzOhiVSoUB7/RLKEpKSo4dO3b06FHcgWrwCXI0xr7E398fAObPn5+YmNjV1dUjV0ZG5tChQ/hnV1dXGRmZJUuW4Idnz54VFBSk0+m3b98GAHd39+zs7PDwcGlp6aVLl+Ln7N+/n4ODw9/fPzc39/Tp07KysgBQVVWFYdjGjRu5ubkvXryYm5vr5+dHoVDOnj2LXyUlJSUrK3vy5MmWlpaCggJJScl169ZhiCGmd9/45xQVFfHx8Xl5ebW3t7e0tGzYsEFCQqKhoWHQKxqK4JlxcXExNTUdosKDHI1ZKBPDsD179vDw8AAAHx/fnDlzzpw509LSgmc5OTlZWFjgn1VVVQ8cOCAtLY0f2tvb29raYhimq6trYGDAKC0gIIBEIpWWlmIYpqysvGDBAkaWg4MDrsz6+noKheLp6cnIcnFxUVFRwT9LSUkZG/8dp7Ozs46OzmC0AKI/hqhzx8bGCgkJkclkEokkIyPz6tWroahlSJVZWlpKoVCePHkyROUHORqzHoi9vLwqKipCQkIcHR3fvXu3Zs2aMWPGZGZmAoCJiUliYiKGYZWVlXl5ea6urjU1Ne/fvweAuLg4MzMzOp2elpZmYmLCKM3Q0BDDsOTk5I6Ojvz8/IkT/979fsqUKfiH169fd3R0GBsbM1+Vm5tbU1ODH06YMIGRJSAgUMdkJYQYQeTn5y9cuNDa2vrZs2cJCQl6enpWVlbl5eXDHde3ce7cORkZGSMjo6Gros9dLXl4eKysrKysrAAgKipqwYIFP//8c3h4uKmpaV1dXWZmZmZmpoaGhrCwsI6OTlxcHBsbW1FRkZmZWVtbW1dX18GDB729v9guvqKiAh94+fn5GYmMz42NjQAwa9YsJn/CbgCorKwUFhYGAK4v/XqxEfhkggAAb29vQUFBf39//B9aW1tbRkbG19f34MGDwx3aN3Djxg07O7shtSdjocyysjIajUaj/W1fZWRkZGNjEx4eDgASEhJqamoJCQnp6enTp08HAH19/fj4eBKJpKioKC8v393dzcHBsXnzZmdnZ+ZixcXFubm5AYB51YcxJOISDQgIUFdXZ75KXl5+sG4VQQRyc3PHjBnD6NMcHByysrJ5ef05xBCNkpIS/N3PkNbSczZbUVEhKyv766+/9kjPy8uTkJDAP5uamiYkJERHR0+bNg0ADAwM4uPj8aksAJDJZC0traKiorGfUVBQoFAogoKCVCpVTk7u5cu/XZ+jo6PxD5qamlQqtaqqinGVsLCwqKgovnaH+NcgKyubnZ3NmPJ0dnYWFhbKyckNa1DfxtOnTwFgiF5jMug5ZoqLi//000/e3t6VlZXW1tbCwsLl5eV//vlnXFzczZs38XNMTEzWr19fVlaGK3Pq1Kk5OTktLS3Hj/9l8OLm5rZw4cLDhw/b2Ni0tLQcOnQoPj4+JyeHl5d3yZIlR48ePXPmzNSpU8PDw1+9eoVfwsfHt3r1ai8vLxEREV1d3ffv32/ZskVWVjY0NHRI7x/xg3F1db127dqWLVtcXV27u7tPnDjR1NS0cuXK4Y7rGygsLBQTE+Pj4xvaalguYV2+fHn69OliYmJUKlVWVnb+/Pnx8fGM3IaGBnZ2dlVVVUaKuro6mUyura1lpFy7dk1DQ4NCoQgJCVlZWeXm5uLp7e3tLi4ufHx8vLy8dnZ2QUFBAFBWVoZhWGdnp6en5+jRozk4OKSkpNavX9/U1IRfJSUl5eHhwSh827ZtioqKg7UOhuiLIVrejIyMNDAwEBAQEBISMjY2TkhIGIpahm5tds2aNcrKykNUOE6QozEpyNF45G6XghhSRvpWOiM6ePR/TRAIIoKUiUAQEaRMBIKIIGUiEEQEKROBICJImQgEEUHKRCCICFImAkFEkDIRCCKCXPoQCCKCXPoQfTLSf+A2ooNHs1kEgoggZSIQRAQpE4EgIkiZCAQRQcpEIIgIUiYCQUSQMhEIIsJamRiGBQQEGBoaCgoKcnJyysrKOjg4jCA3NQTRoNPpu3btIpPJv//+e48sHx8fJSUlTk5OVVXVK1euDEd0X6e2tnbu3LkkEomxpxxORkbG2LFjBQQEBr1G1sp0dHR0dHSUkZHx8/O7ffv25s2bk5OTp0yZEhsbO+gRIP71fPz40cTE5M6dOz2crADAz8/Pzc1t/fr10dHRy5Ytc3JyCgsLG5Yg+yE5OXnixIlFRUU90i9cuKCnp4ebmg0+vbcYO3fuHACcO3eOObGpqUlDQ8PMzGzg+391d3d3dnb+833EEMPFYG0/d+TIEVtb26amJiqVeuLECeYsGRmZrVu3Mg7t7OymTJkyKJUO4t558+bNO3jwYGJiIgC8fPmSkS4jIxMeHn7o0CF+fv7BqguHta+Jj4+PpqZmjx3WeXl5ExISHj58yEhJTU01MTHh4eHh4+OzsrIqLCzE021sbBYvXrx3715eXt779+9nZWWRSKTHjx+bmZlxcXHJysreunUrLS1NR0eHm5tbU1MzNTUVv7Cqqmr58uWSkpKcnJwqKionT55k1MXSpa+pqYmXl5d502o6nS4mJrZz585B+95CDAaLFy8ODAzk5eXtkZ6Tk1NSUjJ37lxGiqWlZXJyMm6lQRxOnz79yy+/9PZKSExMnD179hBV2lOZ9fX1b968mTdvXu84mFu2qKjIyMiIQqEkJCQ8ffq0vr7e1NS0vb0dACgUyps3b169eoVvK8rBwQEAHh4e3t7e1dXVOjo6a9as2bFjx/Xr18vKyvj4+DZu3IiX6ejo+OLFi1u3bqWnp3t4eGzbti0kJATP4uDgOHbsmJSUVGFh4atXr9LS0vbt20ej0RYtWsT8ZBITE1NVVeXk5DS4bYT4h0hLS7NMx00TFBUVGSkKCgoYhuXn5/+gyAZGX/H3lT4o9FQm7srEvJt9V1dXMxN0Oh0A/ve//wHA9evXJ0yYoK2tHRAQ8P79++DgYABgZ2fPy8u7cOHCtGnTRERE8EIWLFigpaXFw8Njb29fX1/v4uKipKQkICBgZ2fHMFO4ePFibGzstGnTVFRUHB0dNTU1mYdoRUVF3GBTQUFhzpw5uH+ui4tLdnZ2SkoKfs7t27f19PTGjBkzJE2FGGxwhxvmzc7xz/X19cMVEnHoqUx8iMP/xvH396cxgRtOv3jxYtKkSYwlKRkZGQUFhaSkJPxQSUlJUFCQuVg1NTX8A34J82F7e/unT58AoLq62tHRUUBAgEQikUik1NTU2tpaRgksXfqmTp2qpqaGD5vd3d3BwcFowET8O+ipTElJSTKZXFBQwEixtraOi4uLi4sLDAxkJDY2NsbFxXEyUVBQwHBo7yFLAODk5OznEMOw9vb2efPmtba2Pnv2DF830tfXZz6nL5c+Z2fn69evd3V1JSQkNDQ02NnZDfzmEcML3k+YveHw0bJ3//kP0nPBl5ub28DA4M6dO15eXvijpoSEBO4ChtvX4vDz8xsYGJw5c4b5WmZjv28lPT393bt3V69eHTt2LJ5SXl4+kHm8g4PDzp07o6KiwsLC5s+fz2zOiSA4+HNHbm7u6NGj8ZTc3Fw2NjZlZeVhjYsQsFib3bp1a0ZGxqFDh3qkP3/+nPFZV1e3oKBAUVGRYapHJpMlJSW/O46mpiZg0nZCQkJBQQE2APtaERERa2vrmzdvBgYGrlix4rsDQPx4FBUVlZSUGOt8ABAUFDR9+vTeq7j/QVi8JLWysvr55589PDyePXu2cOFCERGRDx8+3Lt37969e0uWLMH9211dXU+fPu3k5OTu7s7FxXXz5s09e/Y8e/ZMW1v7++LQ1NTk5ub28fHZs2fPq1evDhw4YGFhkZOTU1FRIS4u3v+1Li4uFhYWEhISzGbyCOKQlpaGvwjp7u7Oz8/HTVOnTJnCycm5e/fulStXysvLGxgYhIaGRkZG4u6UxKG7uxv/gU1mZiYApKSk1NfX4y/20tPTAeDdu3ddXV34TUlISDAmff+Uvl7I3r1719zcXFxcnEKhSElJLVy48OHDh8wnpKSkmJiYcHNz8/Dw6OnpRURE4OnLli3T19dnnIavjD969Ag/jIqKAoC8vDz8EF+8aWtrwzDs1q1b8vLyXFxcM2bMyMrKioyMFBAQ0NLSwr7m0ken02k02q5du/7Ry11ELwbrZf3kyZN7d7zCwkI818/PD/c+Hj9+/J07dwalRmzwgm9ra+sdvKysbERERO90R0fHQak0yNG4T2WOICIiItjZ2YuLi4c7kH8bI7pvjPTgh+Ynfz+KkpKS9PT0VatWrVmzRkZGZrjDQSAGjZH9v8C2bNmyaNEic3Pzo0ePDncsCMRgMrLHTNxMHoH49zGyx0wE4t8KUiYCQUSQMhEIIoKUiUAQEaRMBIKIIGUiEEQEufQhEEQEufQh+mSkG92N6ODRbBaBICJImQgEEUHKRCCICFImAkFEkDIRCCKClIlAEBGkTASCiLBQprW1NYkJUVFRExMTfAPo/jl16tTg+iJt2LBh/Pjxg1ggggjExsYaGhoKCAiIiopaWFiMUPdHPz8/Eonk7+8/ROWzHjMVFRWjPnPy5EkMwwwNDfHNtRCIf0JaWtrMmTNHjRp1586dixcvVlZWmpmZMW/GPyIoLy/38PDobTo4iLAe4nh5eQ0NDRmHNjY2SkpKPj4+RkZGQxcK4r9AYGCgvLx8QEAAmUwGAHl5+fHjx8fHx8+bN2+4Q/sGNm/ebG5uHh4ePnRVDOg5k0qlqqurFxcX44elpaV2dnZCQkJ4+tWrV3tfQqfTPT09FRUVOTk5paWl169f39LSgmextNzDs8rKyubMmcPFxSUhIbFnz55BuD8EwTh06FBWVhYuS/jso8E4HBFEREQ8ePDg2LFjQ1rLQFuksLAQ34K9o6PDzMwsMzMzODg4PT19/vz59vb29+7d63H+sWPHjh49evjw4fT09EuXLt2/f9/DwwPPYmm5h2c5ODikp6ffv3//6dOnVVVVd+7cGaTbRBALOp3e0NCQlpa2atUqDQ2NmTNnDndEA6W1tXXdunW//vrrP3EkGBC9t+W0srLS1NTs/ExpaenPP/8MAIGBgRiG4XvdJyQkMM7X0tLCvah9fX3Z2NjwxPr6+qKiIsY527ZtU1VVxT9LSUkZG/9dqbOzs46ODoZhpaWlAODr64un0+l0OTm5cePGDfZenoiBMnRbtjLWLGbPnl1VVTUUVQxR8G5ubpMnT6bT6RiG8fPz97BmHyz63G/29evXzEZ9goKCZ86csbW1BYDU1FQ2NjbcQwFHV1f39u3bPUrAMGzfvn1hYWGVlZXd3d0AwGyCwNJyLysrCwAmTpyIp5PJZF1d3bdv337XFw6C0EycODE6Ovr9+/c+Pj6GhoYxMTHCwsLDHdTXSU9P9/X1TU5O/gHTb9YVqKiovPjMu3fvqqurV69ejWc1Njby8/MzRyYoKNjbvnv9+vURERHXr19vbW3FMIwxlcVhabmHmw4xm3khY69/K/z8/DNmzHB0dHz69GlJScmJEyeGO6Kv093dvXr16i1btmhoaPyA6lgrk4uLS/sz8vLyzDrk5+dvaGjAmFy6amtre0gIw7DQ0NCNGzcaGhpSqVT4bGXdPzw8PPClm2JNTc033g6C6ERGRuLmPDgCAgKKioq4+Q3BKSkpSU5OPnLkCPtnGhoa1qxZwzBWH1y+eVDW1tam0+nJycmMlMTERB0dHeZzurq62traGJZ7DQ0NoaGh2Ncs93A3RYY5PG5W+63hIQjO2bNn161bR6fT8cOmpqaCggJ5efnhjWogjBo1KiMj4xUTNBrNy8trID/C+Q6++Sc75ubm48aNW7t2rZ+fn7Cw8Pnz5zMyMnrMRjg4OLS0tC5dumRubl5fX+/m5jZ//vyLFy9mZ2crKSn1VbKsrKyent6hQ4eUlJRERUV9fHx6WFMj/gVs3brVyMho8eLFq1ev7urqOnbsWGdnp7Oz83DH9XU4ODh6/CKNTCaPGjVKVVV1KKr75jGTg4PjwYMHKioq5ubm48ePf/ToUXBwcG/jyvPnz5NIpPHjxzs4OGzZssXLy0tWVnbatGn4AmxfXLt2TVVV1draes6cOfLy8vb29p2dnd8aIYLIGBgYREZGVlZWLlq0aPny5QAQFRWFTKZ7QwpyNB6526UghpSRvpXOiA5+JP32AoH474CUiUAQEaRMBIKIIGUiEEQEKROBICJImQgEEUHKRCCICFImAkFEkDIRCCKCXPoQCCKCXPoQfTLSf+A2ooNHs1kEgoggZSIQRAQpE4EgIkiZCAQRQcpEIIgIUiYCQUSQMhEIIvIVlz4eHh41NbWffvqp//17hgsREZEDBw4MdxSIb+Ply5cmJibc3NxCQkIuLi69NysmMomJicbGxrjFoKWl5dBZDH7Fpe/WrVv29vbBwcHq6upDtHsf4j9FTU2NiYkJnU4PCQk5efJkcHCwo6PjcAc1UHJycszMzFRUVJKTk588eUImk01MTCorK4eirq+79FlYWGzcuHHWrFkLFizIz8/n4+Mbiji+lc7OTmZ/B8RI4dSpU11dXSEhIQICAgBApVIXLVr09u3bcePGDXdoXwffNpnh4Ozr6ysnJ/fkyZMlS5YMel0Des6k0Wjnz5+vqqr6888/8ZTU1FQTExMeHh4+Pj4rK6vCwkI83c/PT0xMLC0tbfLkydzc3PLy8hcvXsSz7OzsFi1a5OfnJyUlxc3NPW/evPr6end3dxEREWFh4U2bNjGqe/HihZmZmZCQEC8vr66u7uPHj/H0kydPSkhI3L9/X1xc3M3NrUeQMTExVCr17Nmz/6Q5EEPNmzdvJk6ciMsSAKytrclkMuOfmPiQyWSGoS3uP/DVLc6/s6IBnqeqqqqiohIbGwsARUVFRkZGFAolISHh6dOn9fX1pqam7e3tAMDBwdHY2Lhr167Lly83NDTY29uvWbPmw4cPeFZSUlJBQUFOTs7jx4/Dw8MNDAwkJCSKi4v9/f19fX0fPnwIAO3t7ebm5jQa7cmTJ8+fP582bZq1tTVeAoVCaWlpOXXq1JUrV5iVDAB5eXk2NjZubm4M/xUEMeno6GCe7HBwcAgJCRUUFAxjSANn8eLFbGxse/fu/fTpU2tr68GDByUkJCwtLYeksr5c+no7h5mZmenr62MYtn37dhqNVldXh6cXFxeTyeRr165hGHbu3DkAiI2NxbNKSkoAICwsDMOwZcuWCQgItLe341mampoM3z4Mw4SFhb29vTEM6+rqKi4ubmpqwtNxG6KbN28yCsdLY1y1f//+6upqZWVlBweH7/VEQ7BmKIzutm3bJiYm9unTJ/zw48ePZDLZyclp0CsaIpe+2NhYISEhMplMIpFkZGRevXo1FLUEORp/w1uT9vZ23M7gxYsXkyZNYkxIZGRkFBQUkpKSGGcyTPjwc3ATPgBQVFTEJwB4lpqaGuMSAQGB+vp6AGBjY0tNTTUyMuLm5iaRSLg5Sm1tLePMHh4qHR0dNjY20tLS/v7+A78XxHDh4uJSXV29ZcuW+vr6kpISBwcHGo2GP7YRn/z8/IULF1pbWz979iwhIUFPT8/KymogblrfwUCViWFYfn6+jIwMADQ2NsbFxXEyUVBQwHB0hz5M+OCz9TeDHof4aW/fvl20aJGenl5BQUF3d3dv9wRBQUHmQx8fn/j4+KqqKoaJDYLIjB071s/P7/Lly4KCgmpqanPmzBETExMTExvuuAaEt7e3oKCgv7+/jo6Onp5eQEBAe3u7r6/vUNQ1UGXGxsZ+/Phxzpw5AMDPz29gYMBsipSZmXn8+PFBCSgsLIxKpR4/flxSUpJEIn31C0lNTS01NbW4uHjHjh2DEgBiqFm9enVVVVVubm5lZaWLi0txcbG6uvpwBzUgcnNzx4wZQyKR8EMODg5ZWdkhshgckDJramo2bNigoqIyb948ANDV1S0oKFBUVBz7GTKZPFi29U1NTZycnIzpDb4ajPW9/GVhYTFhwgRfX9+TJ0/ia0gIIpOXl3f27FkuLi5lZWUuLq4bN26QyeRZs2YNd1wDQlZWNjs7m9EbOzs7CwsL5eTkhqIu1spsbm6Ojo6Ojo6OjIz87bffJk6cWF5efu3aNfwp0dXVtbGx0cnJKT09PS8v78CBA2pqamlpaYMSkJ6eXnV19fnz58vKyk6fPp2RkSEhIfH69Wtmx9veODg4LFiwYMWKFcgMl+C0tbWtW7du06ZNL168uHLlipubm7u7e48nFMLi6uqal5e3ZcuWrKyst2/frl27tqmpaeXKlUNRF2tlFhQUGBkZGRkZzZ07948//pg7d25KSoqWlhaeKysrGxUVVVFRoaenN3HixPDw8Pv372traw9KQHPmzNmxY8fOnTvV1NSSk5PPnTu3du3agIAALy+v/i/8448/MAxDb00IjoaGxo0bN6KioqZNm7Zr1y53d/fdu3cPd1ADRV9fPzw8PC0tberUqdOnTy8sLHzy5MnYsWOHoi7k0ofok5G+lc6IDh79XxMEgoggZSIQRAQpE4EgIkiZCAQRQcpEIIgIUiYCQUSQMhEIIoKUiUAQEaRMBIKIIJc+BIKIIJc+RJ+M9B+4jejg0WwWgSAiSJkIBBFBykQgiAhSJgJBRJAyEQgigpSJQBARpEwEgoj06dIXGBjInFheXk4ikaKjo39QXIh/Lz/M6G4o+GEWg6zHTDY2Njc3t7a2tiGqFfGf5Uca3Q06P9JikLUy586dW19ff+TIkX9SdO/t1REIhtHdmDFjNDQ0fH19q6qqnjwZGT/WYVgMzpw5097e/o8//ggJCXn79u1Q1MVamfz8/J6enocPH+7LajohIWH69Onc3Ny8vLzGxsYvXrzA05mN9FxcXEgkEsMP98aNGyQSyc/PDz/MyckhkUgvXryg0+menp6KioqcnJzS0tLr169vaWkBgN27d/Pz8zOP2ydPnuTi4sLtTxAjlx9mdDfo/EiLQdbKpNPpmzZtkpaW3r59e+/c3NxcU1NTCQmJxMTE2NhYGo1mYmLS20jPy8tLRkYmISEBvyomJkZGRoYh1NjYWEFBQS0trWPHjh09evTw4cPp6emXLl26f/++h4cHAKxcubKpqenu3buMem/fvm1tbc1oF8RI5Ica3Q02P9RikKVL37JlyzAMu3fvHgDEx8djGPbx40cAiIqKwjBsy5Yt/Pz8ra2t+Pk1NTUUCuXgwYNYLyM9JycnCwsL/LOqquqBAwekpaXxQ3t7e1tbWwzD6uvri4qKGLVv27aN4d5nZmbGuBy3c3vw4MFgGaEhvspIN7ob9DJ/pMVgf29NLC0tzc3NN23a1N3dzZyempo6adIkhuGXkJCQoqLiq1evGCcwjPRMTEwSExMxDKusrMzLy3N1da2pqXn//j0AxMXFmZmZAQCGYfv27ZOUlGRjYyORSMeOHWN48rm4uDx48ABfHggODh41apSpqelgfB0hho0faXQ36PxIi8GvvM88fvx4eno6w9Edp7GxsYcRhaCgIPPyMSPX1NS0rq4uMzMzJiZGQ0NDWFhYR0cnLi6upKSkqKgIV+b69esjIiKuX7+OD8L4VBYHn7veuHEDAG7fvu3g4EAmoxewI5sfaXQ36PxIi8GvdHRVVdV169Z5eHjgqzI4/Pz8DLNanNraWn5+/t6XS0hIqKmpJSQkxMTETJ8+HQD09fXj4+NjYmIUFRXl5eUxDAsNDd24caOhoSG+GMD89UmhUJYvX37z5s3q6urY2FgnJ6d/cKcIQvAjje6Ggh9mMfj1IWjPnj1dXV3Hjh1jpGhra6elpbW3t+OHlZWV+fn5PaygGZiamiYkJERHR0+bNg0ADAwM4uPjGVPZrq6utrY23FgaABoaGvBVdcblq1atSkpK8vHxmTx5srKy8vfeJoIo/Eiju0Hnh1oM9rMCxOD06dP4khS+ApSfn8/FxbVs2bLMzMyXL1+am5uLiIhUVlZin1eAOjs7GdeGhoZKS0uTyWT8hLq6OjY2NllZ2aCgIPwEHR0dbW3t/Pz8lJQUIyOjVatWsbOzZ2VlMQqZOnUqBwfHuXPnBv05G9E/Q7GIEh8fTyaTN23alJmZ+ebNG2dnZ05OzqysrEGvaCiCf/36NRsb28aNG58/f3758mUBAYE9e/YMei0YhgU5Gg9ImV1dXfiQjSsTw7CEhIRp06ZxcnLy8vKam5u/efMGT++tzIaGBnZ2dsZyK4Zh6urqZDK5trYWP0xPT9fR0eHk5FRTUwsNDS0tLVVUVBQRESksLMRPOHLkCA8PT0NDwyDeOWIgDNHabGRkpIGBgYCAgJCQkLGxcUJCwlDUMkTBBwYGjh8/nkqljh49+tChQ93d3UNRS5CjMdFd+jAMmzp1qoaGxpkzZ4Y7lv8cI30rnREd/JAs+A4KbW1t+fn5uO00vjyLQPx3IK4yMzMz9fX1R48eHRISIisrO9zhIBA/FOIqU0tLi7H8i0D810Av7hEIIoKUiUAQEaRMBIKIIGUiEEQEKROBICJImQgEEUEufQgEEfk/BA2rp46n5EIAAAAASUVORK5CYII="
|
21
|
The table shows a function. Is the function linear or nonlinear?
|
nonlinear
|
[
"linear",
"nonlinear"
] |
"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"
|
24
|
The school district compared how many swings each elementary school has. What is the mean of the numbers?
|
5
|
[] |
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"
|
26
|
For a fundraiser, the children in the art club made greeting cards and kept track of how many they produced. How many children made exactly 4 greeting cards?
|
11
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"
|
27
|
Erin graphed the daily low temperature for 4 days. Which day had the lowest temperature?
|
Sunday
|
[
"Thursday",
"Friday",
"Saturday",
"Sunday"
] |
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53mw2m9dGdTLtc/6V6dIT3yps/iQZmN/EG7UjxCr1hasBILxIKLwI7ZHYVlCpdkPSMrP762jEP/hn1eJZr+6fGzpY/93HlgRaeiJtdf4SNnHiW4V9ueLYKaOpOkqczDnT9yt2vCpDpo0pT5m3lihjjH0EFIYoD7CbPPevBzEv23h5j6aLSnXl+gC8SBt8+po4dpLtfxqT5/5FlDHetP0odqrZR9Vzyex+5lOJMsa99McumTu5v04fPHJNDXvuss2CykP7m0+LfZmEh+fk5nt4+2uaTKT3MpfRsja1nXs8KAxrMuw9dpEoYzx83MLffF8t0Cbnz2KRrZKUmqx2slhko/heq9Lrtso0EK72USnGwgO/tmPjGhFhoT7qyoryMvkFxVduPLSeuGTjtiNtv7wn0nWlKi0t0UddGftgIQpy0tipqnITAufdlnP/3iTKGCckv+/qjO5Fv7hy42EvJTkvDxc8MOLu4/LySgBgs2vDb0XXj79px9HYl0nX/tk93MxokstfVVXVAJD45oOR1ewDJy+nZWYL0qjlFaznr94sWr0N6zK4z5/SX6dPzLPXF0Iju/p22kjrzp9QJmD0WiWhnNrkt2fzRRPKqXtzxfd+EcdCnOVKsYP9Pyq0tjDR3vLji7Cs19e/vbuzZN5kANi653T4zai2p9Cz6NJSXb9y3scXYR9fhKU+DcZCju1eh4Xcu3K45Wt/J632ov8Nv9tFKTfAb38gACxbMJ1Op+GBwdfuAcAAXQ0ACLl2v378J88TFzg5jhoxeNuGpV+/FaVlZnO53DlLNhUWlfTtrfLyXlDRx/tlnx5dOL6VTqeF34w69+8tMpm8avEsAPA/eK5jN9XptOL8gV9FjF6rtDDO3PhPqUZjO8sxASChnJrFavd+ARLiogf91g4e2B8AAg7/gwWmZWRPne+l0M9WVG34YBvnW/eeAkBNDVuhny1Rxvjcv/8pTKsa2BNljAMvXm9vvr+T31+q9amtrd2290xfE0eakpm60fhdP/6LKe/SiTLGkhpWaRnZZmPm0XuZG1s7pbxLf/7qjcGImSJqw+ymLy8o/I5FltcdTZQxDot4ON3VW0x9hEQfyxXrAmp/iG0VFZcsXLlVoZ8tTcnM0HLWzXtPsPA3qelEGWOpviNfvk7pPXCC3XQPACgrq1i9cY+60Xh6L3OtwZMCDv/D5XLLyiqIMsYRdx8DgJHVbGNrJwCwnOBGlDHee+willrk/adEGWOFfnXbospoWRNljB/EvBxmv0BYdRgWeOXGA2NrJ6wR7rZqK7OsvHGBfMrOexATRyKR5s6wxwMrKliY2fu3ryESifcfvSgqLsG/7afdO+LO4+8lpRev3KbTaSrK8tFP49+kpgPAEX+vgfo6AEAkEqc72uzb5rl0/hQtDVUAmOYwSkRYKOHNh9/QlmkLDf9/gV9FJGN7E2M0sM+8j62MMKvR2I1bpMNF69TsokoEO2bWQqeJAPD81ZuqquqKCtbIiYtDrt0faqI3c9LouIRUB6fVb1LTKRSy87SxABBy7R52VXzSu+wv+XQ6bfK4kR3Lt4voJqWKsXLD7g1bD1dX1/zl7iQmKrx28/7dR84DgCCNBgDMsgqXZb4a6sp0QdqrxNSFq7Y6L/Ux6K9JIZMj78eu31rXcMCUMBev2SEmKrx8wTRWVfX+E5f2Hb8EADU1bJvJ7if/Ce+tqrhm6Zwved8c5qx+/uoNAGBKRMyy8iVr/OiCNLVeigDgssx3z9ELMlISyxdM+1ZYvMZn34lz4QICFI+F07F9/mdOsp0xaXSr90WjUgFg/dbDmZ9zB+jUVdeT56598y596bzJZsZ6J86Fz160sfGF0U/juVzuAJ0+UpLieOCNuzEVFax+2r2HmxmZGg9o0PL3/Wsho7RMqu/I1Zv2HAtYJyIsFPsyGQDkZaWsLIzrJz5/1oQDO/4yM9EDAEFB2pBB/QEg6mk8dAMaOv/Zb6LtnU/2UCrBDqJL68SYDISrsINPVe2T2cbpo64EAGx2bUHR9w/pn0yM+s2cZPvvqR1HA9ZZDDGoqWFfvx0DAPNnTwCAO1HPsWnYa7eiAcDRboSwcAdlebuIblKqAPCtoPhoYCgAXDi29X/eiyIv76dQyNv3nmGz2ZiMd21t7TQHm6DD/wv43woAiH2Z7OXhEnjQd/tGdwC4E/UMSwfTw7McOvDY7vV/r1vsvWIuABw9EwoA128/ep38XkxU+E7wob/XLT6yy5vNrt2xLxAAyGQSALDZtWbGem8eXz6+Z31VVTWZRJo0zuqfo//bsWmZx8LpAHDlxgMBAcqerauxXDyXzsYazC2DJV5by0l7GfbyXhAA/B1wEgA2rJ6/a/OKq//sHqCrcf12TONaFwsx0vtJ7yT46j0AmGRvBQAT7a3g55a/nKxU3P1z6XHh31Lvzpo8BgC+FRQBgGqvVoZUBunrAMDrpG6xtWQnrBsRJ3OwuSi8OWogXKejmNXRv2l1dV2fjSogYDBAK/i03z9H/+ZwOCxWlbKiHADk5RcAQN/eKsPNjKqqqq9FxgDA1chHAOA0zb75hHsMXVGqAPDidQqbXUskEpUVZXNy89m1teoqikXFjKS3aXgcextzANDv1xc7tbUyxU+/fvtJOsl2pBl2MNzMCADSs3Kqq2uw0W8dTfXvjNKc3Py+vXsBwIOYuPoXus5xwA6oVIFLJ7cHn/bTUO/FYlUpyMsAQO7Xgg7f4JypdtQf7Yvkt2kAoNlbJSc3Pyc3H3PvB4/jGlxSWFwCADL1VIPLyytv3X8KAJPGjYQfj4AGLX8CgaCuqiQkJIifAgCbXduyeVJS4gBQWFTScrTfQ+fs4SdOavqeO9w7TcvMBgAajSotJV5dXeP1vwOXwu7kFxTjqmz4gesch+in8VduPLA0H5j45oOSguzIYcbNptuj6PRSBYASRhkAcDgcdaPx9cM/ZedJitetMpAQFwUAGq1uMFJcTAR+tNhrfxYmlZSou0RURAgAuFxu8XcGlsWzuGQV/f+ewsyy8u8lpfipovx/UsLHg8J2H/4n49MX3HN+RZ9bUb5uNpRRWrcmb5qrd/0In7O/NrgEE/zD3RgAbtx9XFHBAgCnpT5YCIlEwlr+82dNaDJfJUVZAMjKzuVyufVVydhsNolEwkOwgsJy5Dldu4GnOLl1EdvGcLncY2evAICtlSmBQPjb/+TeYxfVVRWv/hMgLSnu43fsbtR/2/JOsrda7u1/J+rZjTuPAWDWZFtcoflPpWOliiEhLgIAZDLpytld9cON9LSrq9stcPDtx/gfVpURiUQpSXEsC4P+mv/zXlQ/Ml2QhjskiUTCDu5Fv1i0ehuVKnA0YJ1OX7VrkY/89p9tLjvsqsrKuu5PYXET4sukH8rf4qJ1YyV+Pst1NNXwCI0nO0WE6QCAzephBF+tm2VIfPOhfsyQa/ebc/4RQwcCQFEx48admHGjh+Hhe49dOnY2dI2700InRwAoZZbjOfKczvGTaIYg1PtT4v1bA6Gq9iZVXl65zGtn4psPBAJhxaIZAPDsVTIATLAdbm9joafb933aJ6jXvqLRqLMnj6moYGG9yjlT7X79droJnViqOMYGumQyic2uVVKQtbexsLUyLWGUcblc3FXaBd4NvnorCgC0NFQpFPKQQQMAIO9bkfUwE3sbCyM97RJGmSCNirXGG4D9uDp91ebNHG9qrJeelQP1flysviz74ZbyslIA8PJ1CnZ6OawlCUZhYTo2S0cmk+xtLOxtLIhEYnV1jUQj3SRpSXEAwCcy8Db/7eCDnIKX2Cc28gw0avnXZ6C+jsUQQwBY5rXr6YskAOByuZfC7mzcfiQ9Mwd/sBYWfQcAaSnxFiz/bTSs+dVo7Oh2itn/NxwtVvcjRTHqWlBiba6jrtx4+Ph5AofDycsvYrGqCATC1vVLhpkaAYCWhur9Ry8vht2hC9IiH8Sqqyh+zvl6896ToMsRTtPGAoDrHIcDJy9/ys4bqK/TT7tPa1nxAF6VamNkZSQXzHE8ciZk7HSPifaWiSkfnzxPNDPRs7ex6EBqb99njHRcLCEucuXGQwBYvnA6AIwbPUy/v2bimw+mY+YNNdG7/fBZemaOl4fzyGEmjVPQ6qMKAMmp6Z6b9qZlZpcwmAQCIS0zZ8PWw1vWL1FSkP2Unbd0rZ/1MJOAv1eOsTa7EBoZfjNqyry1jNIyrB3RQh9h/ap5013Xef99MPntx/JyVsj1++JiIm8eX24QzWCAFgDE/xiEu34nprKySlJCzNJ8IB5n8MD+Ksryn3O+ttDyP3vI18pxcdbnXPOx88XFRKqqq7FGyuTxIxe5TMTixCWk4jnynIY1/xnN/Ad6X/AP/s9rgc2fpQBAjFTr8mN2OvrHXJSDVFvfhWKWladn5mR+yhURpttZD70dfBBfa+X7l9uEMcPLyytPX7g2znbY9fN7TI0HfP1WhC8BHqCroaIsDwBzpnXTap9Xpdok+7d7+q51ExSknjgXnvU5b8m8yTcv7euYPvff3otlpSVuP3wmLSW+bsVcrGVLoZDvBB90mWGf+7Xg1PlrZBJp12aPreuXNpnC5PEjVy+ZJSEucuJcuLAQPSzIf8m8yWQy6cKV2wCwY9MyOVmpjxnZSW8/AsCMiaO9PVzkZKXuRj1XUZI/vMsLAFisZttBUyeMunRyWz+t3hdCb9+PeTnedtjjiJMKctINog03MyIQCMmp6VjnBZs5dhgznEz+qWrEhv2wWYAmUVNRjLsX5O3hoqOpXlVdLUChDB7Y/9judRePb8WSqqxkPX+VAj/GR3kO4bDHgJZ3m1uZLr2v0aoyH5ViH9ViAIhiCFolKdUPwV5BLWETVansTJOsLrK7Pg8fx410XEyn0z4n3JCUEPsNObZKq3v4df9SbRl1o/GfsvOunN3lYDeC17Z0AqMmLbn/6KWfz/I17nO6LpczF67P9/iffn/N1w/Pd10ubaRNe/jt6VN4um9+c9+OEKt0lmM6yzGx/ygAhBcKYb1TvMrqOq7ffmQ3ffm4WSsBwHPJ7G7i+W2hO5cqH7J2uQsAHDhxCRvk7wrYbPbuI/8AgOfS2V2URXtp04Cfizwz3vCzWDMzT2c0889o1v2PS9jEVZkyACBGqsWXqXQdBUUl0U/jBWnUVYtnbVg9v6uz61y6banyIdbDTSbaW+bkftu+90wXZXHwVHDKuwzzwQbYoqDuQFun+gyEq18bZTumKiaWNTFmizP3gxxWQa1QYvzKjFQbmTdz/LyZ41uP113pnqXaFjLjr/HahE4m5MzOLk1/hduMFW4zujSL9tKOqT41GvvhgJwJUuVipNoJTY05ZbHIV4uEAEBfuBpvryJaBpUqgle0b5GPOJkTppvX3LdqNPZwscosFiVMJ/eXDeMjUKkieEInr/B7qPelcxNEACpVRNfwh6+ERSAQzYGcH4HgU5DzIxB8CpLoRiD4FDIALN6b1Go8RLs4skIPlSqiO3NkhR5q9iMQfApyfgSCT0HOj0DwKcj5EQg+pVMlumu46rdLDR8wS2o6vgEjAoH4PbRfojuvZvM7VpPuHVXIzqrgJDBq577qFpuTIhCIFmif869IqnR8Vu6bygr8VN342xHSZH0xEgCE59WE57V7K1gEAvE7abNEdw3X8Vn5vvQq/LRxHHEKIXBg3Z7EK5Na36YOAGbPnk1ohqNHj6alpREIhHv3mt01rXNxd3fv37//78kL0QK1tbUbNmwgEol79+5tEB4QEKClpUWn07W0tHbu3ImrAyI6QJve6suq4Dg+K09gNFHQ2FcjpMl79AQBwECM5KNN2/yOlVXBCfxU7aLa0h4VAODt7e3i4oIdOzs79+/ff82aNdipjo5OZWWbniCIP4m8vLwZM2Z8+/YN39sfx8fHx9/ff8uWLSYmJjExMd7e3kQi0dPTkyd2/gG07vwJjFrLmLLmxvACP1UnMGoTGLWqdOIKDSoAuKgKbH7HAoB96VWtOn+/fv369euHHQsKCiooKFhbW+PfpqWlNXNdW6mpqaFQOi5uhfj9nD9/XkZG5saNG9LSP22zy2azDxw4sGrVKszbhw0blpiYePHiReT8HaY1ie5P1S2P3uPujfcI1OhEZxUBAEhg1GZVdMKeU5WVlbNmzRIREZGTk1u+fDmHwwGAuLg4AoEQF/ef7pqGhgb2P9i/f7+8vPyNGzfk5OSwdkRMTMywYcPExcVFRETMzc0fPXqEXZKbm2tnZycoKCgvL+/r61s/05cvX44aNUpSUlJYWNjExATrejCZTGFh4W3btuHRamtrZWVlvb1/EoRC/ArTp08PDg4WFhZuEE4kEl+9eoU3DAGgV69eBQUdV/VDNJLo/lQtcYNBCCvBPnPjWxm3V6MTfbRpAIC187HAEdJ1DYqoAvavm7hp0yZTU9PY2NiVK1ceOHAgNDS05fgCAgLl5eUHDx48d+7c8uXLy8vL7e3tdXV1Y2Njnz9/rq+vP2bMmO/fvwOAk5NTUlLSjRs3Hjx4UFBQcOXKFSwFFotla2srIiJy//79Fy9eWFhYODg4fPnyRUREZOrUqefOncPzio6OLigowHsuiF9HWVm5yXAikaihoSEhUSenyWaz7969a25u/htN+9No5Pyfq9s7S4+19gEgqrDO1Q3E63prnVLz29jYYENxXl5eampq9Wv7JiGTyWVlZcuXL7exsendu3d6enppaemsWbN0dHR0dXX37dt38+ZNKpX65cuX+/fve3l5jRw5UldX98CBA1Rq3Y1QKJSEhISgoCBDQ0NdXd3NmzeXl5c/efIEAFxdXd+9e4fbEBISYmpqqqXVLQRY+Apvb+/09HQfHx9eG9KD6QyJbgoBm+HDXd1ArDOdf+jQofixpKRkcXGbNrE0Nq7T6tXS0tLR0Zk5c+aOHTvi4+NJJNLw4cPpdHpqaioAGBoaYtGIRKKJSZ2eFIlEevXqlaWlJZ1OJxAIIiIiAIDla2Zmpquri1X+HA4nLCwMVfu/Hy8vr/3791+6dAk9dn+FzlnhJ05pWuypU5yfTv9P0pRAILRRvxlvH1Kp1JiYmNmzZ586dWrgwIFqamoXL14EACaTCQBiYv/pfODHKSkpU6dONTU1TU9P53A4NTU/rVmYP3/+xYsX2Wz2kydPGAzGtGnTfu3+EO2Aw+EsWLDg8OHDERER48aN47U5PZuuXdvf3EPh12msLdfCvKCUlNT27ds/fvz4/v17GxubWbNmJSYmCgkJAQCD8Z+AZlFREXYQERFBpVJ3796toKBAIBC+fv1J0d3JyYnBYDx8+DA0NNTR0bH+4wPR1SxbtiwsLCwqKqr+rBCiY3SSRHchG+q5Oj5qgLf/Ox1xcXEAKC2t0676+vVrXl7Tu19nZmZevXoVO9bU1Dx27BiZTE5ISMBajK9fv8a+wmpy7JjJZNJoNFyn8ezZs1BPDVZaWtrBweHy5cvBwcFz587tgptDNE1QUNDp06cjIyONjLqF0GVPp5FEN50Y3c4kmhjk/zHy13U1v4qKiqysbFBQkJmZWWlp6fLly2VkZJqM+fnz50mTJvn5+dnb2wPAv//+CwCDBw9WVVU1NTXdvn27hoaGjIzMvn37aDQadompqemWLVtOnTo1ZsyYsLCw5ORkeXn5xMREBoOB1fOurq5jx46Vl5e3srLqohvkW+Lj47FnOofDSUtLi4qKAoAhQ4Zwudz169ePGzeurKwMC8QwMzMTEGhlOQmiSRo6f+BAev2VOb6prOjCVqbrfFNZACBG/m/OH5/hc1DsqgU2FArl7Nmzq1atkpSUVFVV3bVr15cvX9jsJkwdPnz42bNnAwICfHx8SCRSv379rl69qq2tDQAXLlxwdXV1cHAQExNbtGiRiopKcHAwANjZ2Xl5eXl7e69evXr8+PEnTpzYs2fPzp07aTQatuB05MiRNBrN2dmZSETvRHcyS5Ysef78OXZ86NChQ4cOAUBmZmZJSUlOTk5wcDD2G+Hk5eXJy8vzwNCeD+Gwx4CWd5tbkVSJL+DB8dGm+erQACCqkG0ZU1Y/BHuxt6SGqypIzLIV7TLLeUlkZOS4ceMyMjJ69erVZAS0hx+im3NkhV7ry3v36gkaiJGaW+0zQpqMrefDPB8AwnNrsD5/q2t7eyLZ2dlJSUkLFixwc3NrzvMRiB5Bm17scVEVMBAnjXjEZDTVA8Df5AOAkhruyuRKABAj/7f4509ixYoVkZGR06ZN8/f357UtCMQv0WaJbjFSwkhRh2fliU2924fj8qoCq/ZXaNC6brSPh7S6uBiB6Cm0R6KbToyyEJ6gQBEjNz2Sl1XBuZpXAwD6YiS8F4BAILon7ZTophDChwg1960anThcmpxVzmkhDgKB6CZ0skR3lEXDNzERCET3BE1TIxB8CnJ+BIJPQc6PQPApSKIbgeBTkER3l4CW9yK6OUiiG4HgX5DzIxB8CnJ+BIJPQc6PQPApSKIbgeBTkEQ3AsGnIIluBIJP4bFENwA4ODg0KdHdpEqntLT0li1bmkynf//+7u7ubcwU0Z1pTqIbABISEjDNFUVFxdWrVze5ayOijfBYohujT58+R48ebRCopKTUOGZAQMCAAWhJ4p9MCxLdnz9/trKysre33759e2Zmpru7u4CAwPbt23li5x8AjyW6MYSFhVvVYMDEtp2dnduSIKLn0pxENwD4+fn16tXr7NmzBALBzMxMTk6uurqJ7ieijXRrie6kpCQCgXDr1q1+/foNHjwYfm72P3nyxMDAgEqlamlphYaG1tfwOX/+vKGhobCwsLS09Pjx49PT0wHgwYMHBALh6dOnDdK/ffv2rxiJ6Fyak+gGgPDw8FmzZuE/tLW1tZ2d3e+17o+iW0t0Y2IMmzdvXrt2bWBgYP2vGAzG+PHjJSQkXrx4ce7cuSNHjuCKPc+fP589e7aDg0NcXFxkZGRlZeWkSZMAwNLSsk+fPvUFtkNCQpSUlEaNGvUrRiI6l+YkuouLi3Nzc6WlpWfNmiUtLa2kpLRmzZoGMoqIdtEtJLo5HE7Zz5SXlwMAJpg1bNgwJycnPT29+pdEREQUFxcfOHBAX1/fxMTk2LFjuHqvvr5+enr6xo0btbW1Bw0a5OHhkZiY+O3bNwKBMG/evMuXL+NtxZCQECcnJyS80SMoKCgAAF9fX0NDw8jISC8vr4MHD27atInXdvVguoVEd3JyssjPyMnJ4d/iYtv1efv2LYVC6d+/P3bap08fXK6LSqVi4s0CAgIEAgHTcsUeDXPnzi0tLY2IiACA1NTU1NRUJLDdU8Aq+XHjxnl6eg4aNGjZsmUrVqzYu3cvqvw7TLeQ6NbQ0Ij5mbt37+Lf4mLb9WEymaKiP8kB4Wq5J0+e3LRpk7e3d2FhIZfLrZ+UgoKCnZ0d1vIPCQkxMzPT1NRsi4UIniMiIgIAhoaGeIiFhQWLxcrKyuKZTT2cTt7AswFt3LpfSEjI3Ny8XSkLCQnhEr0YuMB2WFiYtbX1vHnzsNMGAtuurq7Tpk1jMpmhoaFLly5tV6YIHqKsrCwoKIg1/jFqa2sBgEr9A7Vhfg89VaJbS0urpqbmzZs32OmbN2/wPj+TycRqCYygoCCoJ7A9duxYSUlJf3//Dx8+TJs2rYvMQ3Q6JBJp1KhRV65cwUOioqLExcWbGyBEtEpD51ejt/txwBOJbnt7exEREXd39xcvXkRHRy9cuBAfJjA1Nb17925sbGxGRsbixYs1NDQAIC4urqKiAgBIJJKLi8v27dsnTpzYoOOA6A7Ex8dHRUVFRUXhEt1RUVEsFgsANmzYkJiYOH/+/CdPnuzdu/fQoUNeXl5ovLbDNBrtH0h/aCGMf4ZLt94v4IlEt5SUVFhYWGFhobm5+YIFC1avXt23b19s7GfdunVWVlY2NjYWFhbKysoHDx4cPXr00qVLb9y4gV3r6OhYU1Mzd+7cLrIN8SssWbLE0tLS0tKypqbm0KFD2DHWdzM2Nr5+/frr16+trKz8/f29vLzWrFnDa3t7MPwo0e3l5RUeHp6amlp/XVDngvbwQ3Rz+E6iOzU19eHDhwEBARcvXuw6z0cgegT8JdFtYWFBIBD8/PwmT57Ma1sQCB7DXxLdhYWFvDYBgeguIIluBIJPQRLdCASfgiS6EQg+BS2QQCD4FOT8CASfgpwfgeBTkEQ3AsGnIInuLgEt70V0c5BENwLBvyDnRyD4FOT8CASfgpwfgeBTkEQ3AsGnIIluBIJPQRLdCASfwnuJbgCIjo4eO3assrIylUpVVFR0dHSMi4tr++W/SEhICIFAQK/6dx+ak+guLy/38vJSV1en0+laWlp+fn4czi+JQfI5bXL+rAqOZUxZk5V5VgXH8AETd3VMoht+lu5rmcjISCsrK3Fx8dOnT8fGxh48eDAvL2/EiBHv3r1r9VpZWVmk2fCHkZeXN3LkyCtXrjSW6J47d+6ZM2c2btx4+/ZtZ2fndevWIX3uX4H3Et2nTp3S1dU9f/48dmpkZDRq1ChTU9Po6Ghtbe0WLvz8+XN9CYe2wGazSSQS2r2vO9OcRHdxcfGdO3f279/v5OQEABYWFq9fvw4NDV2/fj2PLO3x8F6iG3PI+iEiIiJv3rxxc3PDTl++fDlq1ChJSUlhYWETE5N79+4BQFRUlKqqKgCoq6s7ODgAgLCwsL+/P56Iq6vroEGDsGNJScn9+/fb29sLCgoyGAw2m+3u7i4hISEqKjpz5kwGg4FfVVtbu3Hjxj59+tBoNGVl5aVLl2KSocOGDbOxsalv5MSJE01NTVu9O0R7aU6iW1JSsqSkBPN8DBqNhjbt/xV4L9Ftb2+fmJg4ceLE2NhYTICpPiwWy9bWVkRE5P79+y9evLCwsHBwcPjy5cvQoUMvX74MAPHx8fVVt5tEQEDg5MmTBgYGjx49EhYW3rFjx/Hjx/39/V+9emVubv7333/jMQMCAvz9/f38/JKSkgIDA2/cuIFVLK6urvfv38/NzcWilZeXR0ZGIpHPrqBVBZ7Kysrc3NwTJ04EBwevWrXq91j1R8J7ie758+f7+vreuXPHzMxMUlJy7Nixx48fx9R1AIBCoSQkJAQFBRkaGurq6m7evLm8vPzJkycUCgXT25GQkKgvztUkZDKZRqNt2bLF1NSUTCYHBQWNHz9+/vz5ffv2XbJkyfDhw/GYbm5u79+/nzx5sqamprW19ZQpU+7cuQMAU6ZMERERuXDhAhYtIiKCy+VOnz697aWE6CzGjBmjpKT0119/nTp1aubMmbw2pwfTLSS6fXx88vPzw8PDnZ2dMzIy3NzctLS03r59CwAkEunVq1eWlpZ0Op1AIGB+jsvytR1c57u6ujotLa2+2OuQIUPwYy6X+7///U9BQQEbGggICMDyEhQUnDlzJt7ECA0NdXR0xHWBEb+TAwcORERELFiwwNXV9dChQ7w2pwfTLSS6AUBISGjChAn79+9PTU198OBBeXm5p6cnAKSkpEydOtXU1DQ9PZ3D4XRYjB3X+S4vL+dyufX9tv7x0qVLb926dfHixYqKCi6XW38wacGCBUlJSUlJSSwW6+bNm0jti1cMGDDAzs5u586da9as8fT0LCsr47VFPZWuHS9py9b9ubm5TCazfoilpeXEiRMTEhIAICIigkql7t69W0FBgUAgNNDbrk+DMfzKyqYXGtDpdACoP8iHa3tzudyrV68uW7ZsxIgRmPBz/ewMDQ0NDQ0vX74cGRkpISExcuTIVm8N0Yl8+fIlMDCw/l9l0KBBLBYrOzubh1b1aHgs0Z2fn6+qqrpt27YG4R8/fpSXlwcAJpNJo9HI5LoRxLNnz0I9ve36x+Li4qWlpXg49uxoDJVKVVNTe/36NR4SFRWFHbDZ7MrKSnwEgcFgXL16tX5eCxYsCA4Ovnz5spOTExpn/s0UFRXNnTsXV1sFgISEBAKBgE36IDpAw3l+NToxup1J/IpEt5yc3MqVK3fs2PHt2zcHBwcpKamvX7+ePXs2JiYGG8w3NTXdsmXLqVOnxowZExYWlpycLC8vn5iYyGAwsJZ8RETEiBEj+vfvP2jQoLCwsGXLlgkJCQUEBDCZTEFBwSYznTFjhr+//7Fjx8zMzG7evIk/JigUysCBAwMDA21tbUtKStasWePo6HjmzJl3795paGiQyeSZM2d6enpmZWVh4xGIriA+Ph57iOMS3QAwZMgQPT09W1vbZcuWMZlMHR2duLg4Pz+/efPmYU05REc47DGA+zMPC2rwz/BHTLjyvfHH520lHl/1FgOufBe79v17NQcL8UiswKJlltdy20BQUNCwYcNkZWWpVKqqqqqjo+Pjx4/xb728vGRkZMTExObMmVNaWrp582YhISEPDw82mz1mzBhBQUFbW1sul5uWljZ8+HA6na6kpLR169Z169bp6+tjKSgpKa1fvx5PkMViubq6ioqKCgsLT5s2LTQ0FAByc3O5XG5SUpKxsTGNRtPV1b169WpOTk6fPn2kpaUzMzOxa8eOHWtubt7qHTUuVUQbGTx4cON/KVb+DAbD09NTXV2dRqP17dt348aN2NAMogMc9hjAjxLdHaagoKB3797Hjx+fMWNGyzHRHn6Ibg7fSXR3mMLCwoyMjFWrVvXu3Xvq1Km8NgeB6ATaNGrloirw2kpErJkHReBAOv4yXzeX6O4w58+ft7CwIJFIV69ebfzCCQLRE2nrkDUm0a3f2uh9N5fo7jAeHh5VVVXR0dFqamq8tgWB6ByQRDcCwacgiW4Egk9BEt0IBJ+ClqkhEHwKcn4Egk9Bzo9A8ClIohuB4FOQRHeXgJb3Iro5SKIbgeBfkPMjEHwKcn4Egk9Bzo9A8ClIohuB4FOQRDcCwacgiW4Egk/hC4nuwsJCAoEQEhLSiWkiupTi4uJx48YRCIQGuzAnJydra2uLi4vzxqw/i54t0Y34I3n+/LmhoeGnT58ahJ8+fRoTXOOJVX8erTt/AqPW8AEzgdFQQhMDk+jem161N62uUdBYt7dlcIluGxsbIyOjiRMn3r17V01NLTq6vXuII/4Qtm3b5ubmduzYsQbhvr6+wcHBs2fP5olVfx7dXaI7Li6OQCDU7wVoaGhgSl5HjhyRlZWNj48fPHgwnU5XV1c/c+YMHu3YsWMqKiqCgoJDhw5NSUnBw5sT4d60aZOYmFh9nZ/9+/cLCgqWlJS0eguIzuXQoUPr1q1rIMEEAE+fPh0zZgxPTPoj6e4S3S1AoVBKS0s3bNgQFBTEYDBmz57t5ub25csXAIiJiVm0aBGm+bVu3brVq1fjVzUnwj1v3jwmk3nt2jU8ZkhIiIODA+pe/n6aU+luVb0b0S66u0R3y1RVVXl7e2tpaVEoFDc3t5qamsTERAA4d+6crKxsQECAlpbW2LFjly5dil/SnAi3mpqatbU1rsP79evXJ0+eIDVOxB9Md5fobhUDA4M6M8TFAeD79+8A8PbtWz09Pbw30RYRbgBwdXW9ffv2t2/fACAsLExRUdHa2rotNiAQPZHuLtHdKg0E+bhcLgAwmcwOiHBjjfxLly4BQEhICFLjRPzZdHeJ7sajPs1pb9dHSEioAyLcAgICc+bMuXz5cmFh4aNHj1xcXFrNCIHouXR3iW6sMY9rb3/9+jUvL69Ve7S0tJKSkvDhw3aJcMfGxu7bt2/w4MF9+/ZtNSMEoufS3SW6VVRUZGVlg4KCzMzMSktLly9fLiMj06pJM2bMCAwMXLFixYIFC96/fx8YGIiFtyrCraOjY2pq6ufnd/jw4XYWA6Jz4HA4jx49AgBs0CcuLq6kpIRGo2lqaiYlJQFARkYGm83GHujy8vLa2to8tbcn0/0lum/duqWjoyMoKKitrX39+nUzMzMPDw8ul3vixAkAqKmpwaJhfYdz585hp3v27FFUVKRSqaamplgP4sKFC9w2iHDv2rUL6zW0R++4IUiiu8M02a1TVVW9detW43BnZ2de29tTQRLdDeFyuWZmZnp6eo2Xl7ULtIcfopuDJLr/o7KyMi0t7dChQ8nJydiAPwLxZ9OmdyRcVAUMxEkjHjEZTS3Yw9/kg54s0f327duhQ4eqqKiEh4erqqry2hwEostp6wtSmES3w7PyxGbe8MHouRLdAwcOZLFYvLYCgfh9IIluBIJPQRLdCASfgiS6EQg+Ba1dRyD4FOT8CASfgpwfgeBTkEQ3AsGn/B8gt60KEdImwQAAAABJRU5ErkJggg=="
|
28
|
Look at the following schedule. Which event ends at 1.35 P.M.?
|
tiger lecture
|
[
"insect show",
"tiger lecture",
"penguin feeding",
"giraffe feeding"
] |
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"
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29
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A sociology teacher asked his students to complete a survey at the beginning of the year. One survey question asked, "How responsible are you?" Another question asked, "How many siblings do you have?" What is the probability that a randomly selected student is responsible and has 1 sibling? Simplify any fractions.
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2/11
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"iVBORw0KGgoAAAANSUhEUgAAASgAAABeCAIAAAAfaR4mAAAN70lEQVR4nO3de1hUZR4H8PfMmTOXMzNcFLwgqYAieClcUwtM1/WSGpq6z1Ium6upmWlUKuSGFc+DKGGlhmJusJtr5INsZq3hhpK2ibuKkvaIggiKJZiCXOZ+5lz2DxEB58KMeN4D/D5/DnP5nXfmN+edwznvlxAEAQFRRCU14C5BWvasol/YbsJdBR4y3AUA0BNB4wGAATQeABhA4wGAATQeABhA4wGAATQeABhA4wGAATRed7ZqujovwdvRX1dMVX+7zuFfuyXpDAg0noT095FtfE7z7Trv7xJ9Ml7UjnyE9OBJEufShUk+CrkYjxLHowPJwiSfXlrCs4dLc0Cg8aRCrUA7FmtlBIrd0TT7/YaSX7htC3UDe/foN4giUXAf2crpNO5COl+Pfl8l5ZkIpZ9Olvq1qVYvGK0o47C5Ts/HTlC5+zwpB0xRSQ0MK8ajHra/Lffa84rXyEBP9vwtpDkgkpxb9EhjQ+SVN7kGU/M564KAzlax40MoR/fXqYgXf6uKCqX8vWT1RqH8Bptx2FxVy6+Yqp77uOLp1MaWez42UP7yVHVYANlkFvafsu7+wXL/s7V+1Krp6lkRitWfGZZMVv9msLzJLHx9xvr37+89KqQvuXqWevgAucUm/KfUNimc+uo0s/OI2UlVno3JCxlNCKG5jyvio13v9KQ5II5A40nFwN5kTUObD2itnvf3IpQUstrs3D85RqNTEWuyDTca+MH+5O/HKYP8yfs/4jo1sSBK+f43pup6bmKYInEuXWvgv/mRcV6MVkUsn6LeVWBef4t7ciiVEqP5uY47ct6GEAruI8tcpttfZH0n18iwaFyIfPoohbtVPQzSHBBHYKopFRoVYba1uUTLYkMIIZ3KzkEFFYXGBssLzjM/1/E2DpXf4FK/Nh27aKdB9WZh3V5jxa+cmUHf/sQcL7MtiHQ9fTVahTf2GEqrOasNHbtgu3qLjwxt3ve+NoMuv8Glf2uuMwh6i1BQYmNYwd2qOp00B8QJaDwJ4dp+O99pOLvXS1ps6NdGfkGk6vknlcP6k/IO/wi6eJ0b5CcjXb3t7V60Vs/76WQIIVqJxgTJC8vs95LHVT04aQ6IEzDVlAqjRWh38FpJIYSQ0Wr/63NttuHVp+lXpqlJGbLYUP5PzLZ/myyuPgAGqyAjkA9N1BncuACa49Gd2nxoGUGgWoPDqaNnVXUKaQ6II9B4UnGtjuvv0+aLt7+vrFYvOProVN7k39hjUFEotD85MUyxIFJZa+Czjto5TtBaby3B8Uhv8XDZgXojjxCiFQ7/peZZVZ1CmgPiCEw1paKogg3pQ/rQzW8hQaCIQdSpChff2BYb+ukatz3ffP0239fb9bs5LoT68Srr8VFyM4Oq6/nwAS5mcu5W1YmkOSD3g8aTim/OWm828fGzaV8NQSvRy1PU3moiu9D+F/YAX9nWhdonhsg1SqSk0NSRVD8f2bESO4fmVBQxYRhFK1AvLbFiqjq0P7mrwNlhbpeyCy2ThyumjKBUFBrsL0uJ0WhVhIAEt6rqdNIcECdgqikVZgat+tTw6tPqnDhvuQyV1XCv79FfvWX/x0O9ia9p4F99mu7jLeN54eotPnGf8US5ne9ts014KoyKj6a91MSlG1zcbv2F69yD1HngNONNy+Jm0O/MJ67c4rKOWcaGUEaLe1V10J5XvIL7NO8b/rXWGyG084j5s+PW++8pzQFxgoBVxkTTLVcZ81ITh970Xptt+K/7DdYtVxnr4IDAVBO4Z2QgmTiXHtqPJGWorzfx5hy68iZ/qkJiJ5uJyLMBgakmcE+DSRjYm0xfpKUVRL1ROHnZFrdbz4lxaopEeTYg0HjAPb/c5pdn6XFXISGeDQhMNQHAABoPAAyg8QDAABoPAAyg8QDAABoPAAyIyHfrcdfQUxQm+eAuQVpy8/L/MGs67iowyM3Lhz0eABhA4wGAATQeABhA4wGAATQeABhA4wGAATQeABhA47UhnRgn0L05ux4vL8Hb++6iV8cu2BL3GUUpSWyJc+lZEYrJGyQX2fGQFBUVxcTEnDp1yt/fH3ctYrNarWFhYe1uVCgUZWVlIlfirPFmpTXeyYuI+ajp+u0efI1xd8EwzJUrVzZt2oS7EMwSEhJWrFiBtwa4Ah2lHDClHOhuS+7YFR0dXV5ejrsKgJAHjXcnsuilTP0r09Tjh1B1Bj5mW5PdGxFCYQHkst+pH31ETspQyXV2R765tLp5KTVHoUp3nirhc8PyqeqRgXK9RfiyqE0k0thg+dLJ6tD+pJUViirYjMPmlpAd53FKnRvj5HzrpCk/Px8hlJ2dvX79ety19HSe7PFoJfH6TPqv35nX7zPygsMbRwaS6Yt0X52xbvrKyAto6WT1toXamI+aGk0CchqqpFMTCyeqth4yV9dzk4cr1s2h6/T818UMQmj8EPnmP2ozj1oS9ho0SuKNmeqPl+gWfdxUb2yuw0mcUufGODnfOiBlW7Zs2bx5s7e3d1BQ0OLFi2fPni1+DZ4c1bTYhITPDZdqOF5wdmPcDPpiNbv1kLlWL9w2CB/mmRgWzXtciVyFKhksQsLnzUFKeWeZE+W2555sDlJaOU1dVMn+4wdLo0morueTvjDSCqJ1zJKjOKVOj3FysnVAspRK5ZUrVy5dulRWVvbFF1+EhITExcXl5OSIX4knjcfziL/va73djTo1MSKQPFpy75PNcqjiJhfUh0SuQpXaLbF74RduoJ+MlCEfmgjpSxa1ihMwWtGF6+yYILmjx7bEKXVujJPzrQPSR1FUcHBwWlra8OHDd+zYIX4BD+vgii9NIIRen6l+faa69e3FV5uP2Xc8VMlgaQ5S0qgIhFBD27lcg0kY0Mvh10dLnJJbr9jm1e3FOLncOtAlEATx2GOP7d2712azUZTD1OuH4WE1XpNZQAi9f9D05Wn7mRUdD1XqdTdI6c4ioS15Onf4aogO/qzqxBgnl1sHugqTyaRUKuVysQ/vP6wzVxpMwuVfuZa4Wkc6EqoUFUr977KNYVGDSai8yY8fcu85tSoiPEDu1n6mU2KcOrh1QOIYhjl58mRkZCRBuB1w94Ae4ilj2w6Zx4ZQa59RB/jK5CQa4CtbEKl8cZIKuQpVUlFEVChFK1BvLfHaDPVgfzLjcHOQ0s7DpjFB8j9PVHnTRICv7N35tMUm7D3hOvew02OcnGwdkKz09PTk5OTS0lKGYa5du5aQkNDY2BgfHy9+JR06ZWxfnJcHp4wVX2WXZ+oXTVJlLtNplMRto3Cphs09aUWuQpV4AU0dRf3lWVqjJC5cZ5d+ci+t6kQ5uzbbsGSyetFEFcMKpyvZ5Vn62x0I0e30GCcnWydZ06dPb/kH+rhx45A0zuEQU0RERGZm5pIlS2pra5VK5fjx4/fv33//SWQikNxiR3f+CT4rrdH1XbsaWOyoHVjsCAAgKmg8ADCQ3EnS2/PN2/MfKJMaAOmDPR4AGEDjAYABNB4AGEDjAYABNB4AGBAVtyR9skV3EuynyM3Lx10FkATJnbnSjcGZK+3AmSsAAFFB4wGAATQeABhA4wGAATQeABhA4wGAATQeABj0uMaDIC4gBc6ux4t5QvnajOZ1IxkW3Wjgj5xnPiu0WF2tRSk1PS2Iy66Kior09PTz58/X1NTI5fKQkBBcq5djdO7cuV27dpWWltbU1Oh0uoiIiDVr1gwbNkz8SlxfCDv3w8ZbTYJGiZ4YQq2fpwkLIOM/755Bed3bxYsXCYJ47733RowYYTKZMjMz4+LiWJadN28e7tLEc+7cOR8fnw8++GDo0KGNjY3Jycnz588/ePBgUFCQyJV0dKpptKKCEttXZ6yRoZSfTuxFCB9QygFTVFKP3t0hhKKjo7ds2TJmzBiVStWrV6/4+HgvL6+8vDzcdYlq4cKFGzduHD16tFarHTBgQGpqqslkys3NFb8S95Z+uNHAI4QUcgKh5hX1IIiri2IYxmKxBAQE4C4EJ41GI5PJ6usxnK7sXuMND5TX6oVfG5vbAIK4uiKO46qqqtLS0gIDA1etWoW7HJyKi4t5nh80aJD4L93RqaavhoiNUk4Ko94/aOLufpIhiKsrGjJkyJQpUy5fvpyent4DY9BbcByXlpZGUdScOXPEf3XXe7wDq5sPrzMseilTX1ZzdyapJkYEklsP3VsRzG4QFy+gH6+yFTc5ttUc7f4grqhQipQhnYoI6Uvmnb33nB4Ecdl9RScuXueeCqNIGeJa7Rqdb12XVllZWVdXl5OT8+yzz2ZkZEybNg13RXhs2rSpuLj4rbfewjLf7uhRzUnh1MbnNLNGK8pqmj+LEMTVRREE4efnt3LlyoKCgtTU1J7ZeFlZWVlZWbGxscuWLcNSQEd/431/0fZZofVPUcqyai7vLIMgiKvr69evX0uUQo+ye/fuDRs2xMbGJicn46rBjTNXdh0xn7nCxkfTYQEkgiCuLo5l2ZKSkvDwcNyFiO2TTz5JSkpaunTphg0bxE/nauFG4/ECevefxkaTsOl5ra+GQBDE1aWsW7du69atFRUVDMNUVVWtXr26urr67bffxl2XqHbu3Llx48bExMTExES8lbj374R6o7B+n2HHYl3Kc5pXPzVAEFcXMmHChH379uXm5tbW1vr6+oaHh+fk5IwaNQp3XaI6fvw4QiglJSUlJaX17UePHh08eLCYlWBY7KgbB3E5B4sdtQOLHQEARAWNBwAGGGK6IIgLANjjAYABNB4AGEDjAYABNB4AGEDjAYABhqOaPRnEdLXTYwfk/7Nu7lP+7bGCAAAAAElFTkSuQmCC"
|
32
|
How much money does Laura need to buy 6 waffle makers and 5 radios?
|
287.53
|
[] |
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"
|
34
|
Dwayne's class recorded how many cans of food each student collected for their canned food drive. Who collected the fewest cans?
|
Regan
|
[
"Dwayne",
"Regan",
"Matthew",
"Winston"
] |
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"
|
36
|
A magazine editor looked at her sales figures for the past 4 months. How many more copies were sold in February than in November?
|
1,337
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"
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39
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Terrence likes to make lemonade using the lemons from his grandmother's trees. There is a proportional relationship between the number of pitchers of lemonade Terrence wants to make, x, and the number of lemons he needs, y. What is the constant of proportionality? Write your answer as a whole number or decimal.
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4
|
[] |
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"
|
40
|
William has $16.00. Does he have enough to buy a crossword puzzle book and a picture book?
|
yes
|
[
"yes",
"no"
] |
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"
|
41
|
How much money does Gabrielle need to buy 7 oil paintings and 8 chandeliers?
|
1,287.54
|
[] |
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"
|
42
|
Look at the table. Then answer the question. At a price of $995, is there a shortage or a surplus?
|
shortage
|
[
"shortage",
"surplus"
] |
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"
|
45
|
How much money does Jen need to buy a book about cats, a book about airplanes, and a book about Australia?
|
43
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"
|
47
|
Dr. Patel, a zoo director, researched ticket prices at other zoos around the country. How much more does a senior ticket cost at the Denver Zoo than at the Oakland Zoo?
|
2
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fH3JvoGtkrGtkDACN9fUJ0Tv+WRny8tnTCwlHho8dhzcInPHBQVVeVEQsS8rI4gvEnWoHmw0fJrM7h1mfrxht6hJSKHPXutCcO7eVBgxYujmKq0pSRqa4AOre35cDQG3VG3ifGt61Px7GY8yvnzuTdj655vVrGXl5otz/1ylNDfVzVocZjRqNl3zu+A1+2DXU/t/qs/bN654I+dtyO/VCfm6O6QTrQbp6ACAuKekZEHT3Uuq9K5dLXhQQdzQL14WraWkTayl243aAk+4cZlRq10aGXwz/r2Zz7t7ZtS6USqWG7okTk5DgqjWxsASAq6dPtr17BwBlRUX42JfJWMtP1v54THbzkJCWbm1pWTbzt7KiIgBobWnZ8ufSG8lnH9y+JSb5UTPcTzJQSxsAnj7Ifl1WBgCPsjKLCwp6Kuxvx671oZuCAsLm+hJjqq+e5z/LeQAAiqoDRMTE1PUGA4CAoOBom0mjbSZRqdT2tjYJKWlenXaCL4cZ/8+Z21eFsFgsQUHBILfpXFXHsh+5zl90Jn5/Uf4zt19MtIcapZ1Pbm9rG245Dn9izrv2x0NKVjZsb3zA9Gn3rlyepKkmKSvbVFeH33YuXL9RU//Lx2zGTLKT69u3qqLCc6yZ0agxdy6lKigrV5aUAIb1XPg9z/zQ9X/YTsi+lWal1k95IJPNYpW8KOjo6FDT1LJ2mg4AXstClro4bw0Oyn+Y09LcfPF4oriUVOL9vM/aCl8OM/6fM9taWwGAxWK9Li3l+sM6OqT79Nl37bbtDNc3FeVnDx5gCAt7Bi7bcvw0frXGu/aHxMx64sG7WXYzPRSUlZsbGiRlZc2sbf49l+r2/jnTl0Gj0/9OSNI0GPK6tDTnzu3Av7cO0h0MAK2tLT0U+DfBYKTpvuu38WyUvSysLClWVddwXxwQezVNWFQUACY4Om2IP8LU0U0+fPDelUtjJtnFXk3ro6j4WVvhy2FGMYrYg2Zk6XHQPDe8QfnhDZoHCIEgKUiZCAQZQcpEIMgIUiYCQUaQMhEIMoKUiUCQEaRMBIKMIGUiEGQEKROBICPIpQ+BICOCAJDhj96T6mGMI2NRVnmA8sMb40j0dh4CQUqQMhEIMoKUiUCQEaRMBIKMIGUiEGQEKROBICNImQgEGelCmQ4ODpT3iIqK6ujoLFq0qKSkpPeDQ3wuHR0d4eHhGhoadDqdRqMxmcyIiAi8ytHRkdIJX19f/gbcy/DIDwDcv3/f0tJSRERERkbGy8urga8GOV3PncdkMnft2gUAzc3NDx48iI6O3rt376lTp0aNGtW74SE+j61bt4aFhW3fvj0rK6u5uVlTUzMgIEBSUtLb23v16tVz584lWr59+9bJyWno0KF8jLb34ZGf6upqS0tLfX39pKSk169fL1iwoLq6+sSJE/wKtWtliomJmZub48u2trbz5s2zsrKaNm3a8+fPJTpNCdsLYBjGZrN/SBOhniUpKcnNzc3V1bWioqKurm7x4sVPnjy5du2at7e3rq4uZ8uQkBB1dXUvLy9+hcoXeOQnKiqKxWIlJSVJSUkBAIPBcHJyysvL48pbr9Gt+0xxcfHdu3e/efNm3759eElmZqalpaWoqKiEhIS9vX1h4X/z+e/YsUNeXj4rK2v48OEiIiJqamqxsbEAEBwcLCkp2dbWRvQZHh4uJCSEXzAcOnRIX1+fwWAoKCjMmzevpeW/mRSnTp06ffr01atXi4mJnTnzQxk/fiPYbHZlZSVnSXR09IEDB7iaFRcXR0ZGRkRE9IjT43cEj/zk5uYaGhpKvTdZc3BwoFKpFy9e7P0gcbr7xWhra2toaFy/fh0AioqKLCws6HR6Wlra5cuX6+rqxo0b19raCgA0Gq2hoSEkJGT//v319fWurq4+Pj6lpaXTp09vaGi4dOkS0WFiYqKtra2EhMSxY8dmzJhhY2OTk5Ozd+/epKQk4oecTqfn5uZmZ2enpKSYmZn19L7/gDg4OCQmJgYHB1dUVPBotmbNGjMzM0vLH3Mmex7wyE9bWxunNwyNRpORkSng40T1RhF7sA+xt7c3MDDAOjF+/PhffvkFw7DAwEBxcfHa2lq8/NWrV1Qq9eDBgxiGxcTEAMD169fxquLiYgA4e/YshmHa2tre3t54eVFREQAkJiZiGGZiYmJmZkZs5cCBAxQKpaSkBMMwFxcXOp1eU1PTORiS0zmrvQObzQ4JCREWFgYAZWXlgICAZ8+ecbUpKSmh0+mXLl3iS4Q4JMyPv7+/vLz8u3fv8I/l5eVUKtXDw4MvcRpF7PmMi5nW1lYhISEASE9PHzp0KHHeV1FRGThw4O3bt4mWQ4YMwRfwNrW1tQDg7Ox88uTJjo4OADh27JiEhIStrS2bzc7KyuL88TY3N8cw7O7du/jHQYMGSUt/ngvFzwyVSl27dm1lZaW3t7eQkFBMTAw+pMHZJiYmRkVFxcLCgk8x8hMe+fHy8qqqqlq4cGFdXV1xcfHMmTPFxcX5OLTRXWViGPb8+XMVFRUAaGhouHHjhhAHBQUFnJfvwh/a7mIYBgDOzs6vX79OS0sDgMTExKlTpwoJCbW0tLBYrLCwMKIrJpMJAERvSJZfgLi4uIaGhrOzc3Fx8ejRo/38/DhrDx8+7Ozs/AMbTHySLvOjpaW1Y8eO/fv3S0tL6+jo2NjYyMvLy3MYrvUy3f1JuH79enl5uY2NDQBISkqamZnt3LmTs4G4uDjvHrS0tPT19U+cOMFkMm/fvr1y5UoAEBERodFoCxYsmDVrFmdjBQWFz9gJBAAAvHv3Li0tzczMjE6n4yViYmKLFy+2traurKzEU1pcXPz06dPx48fzNVL+8Mn8zJ49283NraSkRFlZmc1mBwUFDR48mF/RduucWV1dPXfuXA0NDTs7OwAwMTEpKChgMpla76FSqYrdcHFxdnY+d+7cqVOn5OXl8StYKpVqZGRUVFREdDVw4EA6nY5OlV9AUVGRpaXluXPnOAurq6vxwQz84+XLlwHgZ3uMicM7P/n5+dHR0cLCwurq6sLCwocPH6ZSqVZWVvyKtutzZlNT09WrVwGgtbU1JycnKiqqpaUlJSWFwWAAgK+v7/bt2z08PJYuXSosLHzkyJFVq1bduXPH2NiY98acnZ2Dg4N37tzp5OQkIPCfE2hAQMCvv/66YcOGqVOnNjc3r1u37ubNm0+fPhUTE+vJHf0J0NDQcHBw8PX1ra2tLS4ubmpqio+PDwwM9PDwIEYdCwsL5eXl+fJQmu/wzk9LS4ufn19ubq6bm9uTJ08CAgKWLl3KzzNEl2OzRK2goKCampqfn9/Lly8522RkZODvMYmKio4cOTI5ORkvx8dm29vb8Y+NjY0AEBcX9/9BJyMjALh9+zZnbwcPHtTX16fT6TIyMvb29sRwmYuLCz4a/N3Br7HHpqamwMBANTU1QUFBQUFBJpMZEhLy9u1booGPj4+6ujpfYuOEnPlJSEjQ09NjMBj9+/dft25dR0cHX4LEMMwoYg/FKGIPmpGlx+H7PDcRERF1dXWhoaF8jIEHKD+8MY6MRe+7/ZiYmpri734guoT8+UHK/DExNTXldwikhvz5+blem0QgvheQMhEIMoKUiUCQEaRMBIKMIGUiEGQEKROBICNImQgEGUEufQgEGUEufd8Evr99RnJQfniDXPoQCJKClIlAkBGkTASCjCBlIhBkBCkTgSAjSJkIBBlBykQgyMgnXPoYDIaamtrs2bNLS0t7PzhENzl16tSwYcPExMQoFIqiouLs2bPxGZhwampqJk+eTKFQsrOzOddKTEyUlJR0cHDo5Wh7mZqaGh8fHxUVFSqVKiIiYmRkxDl9Hj5rO5VK3bx5M+dazc3NQUFBampqIiIimpqaGzZswCcx7zW6PmcymcwrV65cuXLl9OnTCxYsOH78uK2tbW+Gheg+mZmZU6dOnTRp0o4dO4yMjKKiok6dOkUYY969e9fQ0BC3qyBoa2ubN2+el5cXMdH+D4ynp+etW7diYmJGjRoVGRmpr68/ZcqU3NxcACgvL7e0tDx+/DgxkyPB77//Hhsbu3z58vPnz7u7u//555/r1q3r1bi742uybds2ACgqKuJq2dbW9k1nEPt+6c254VauXKmrq4thWHp6Oj7V4L59+7S0tPAp4ezs7MLCwm7dugUA9+/fx1dJT0/X09PLz8+3srKyt7fvtVAJei0/uI9QQkIChmG2trapqalsNtvAwCAqKgrDsI0bNzo6OjY2NjIYjE2bNhFrVVdXS0pK7tu3jyhxdHQ0NDTsnZix7vua4HNa454IOTk5FAolOTlZV1d3+PDhAPDu3buAgAAVFRU6na6qqhocHMxisfAVFRQUtm3bFhQUpKCgICEhMWnSJNwWwcfHR1VV9e3bt3izdevWiYuLc/2uI7oJm82urq5ms9lEycyZMx8/fox/X9u3b//zzz+5vBKYTOadO3cGDRrU27HyAy5nPiqVmp2dPWfOHACYPn16QkJC55mNZWRk6urqZs6cSZQICQn1sqPhRzfGYrFYLNbbt29v3boVHh7u7u7ep08feK/S1atXL126dO/evQDg5+cXExOzcePGR48ehYWFbd26denSpXgnNBotMjKyX79+hYWF2dnZWVlZa9asAYCNGzd2dHSsXbsWAIqLi8PCwjZs2KCqqvrt9/cHxM7OrrKy0tHREb9C40JZWblzobS0tKio6LcPjf/QaDQbG5vg4ODY2FjCl5Wgy+Rw0tLSUlZWFhMTk5CQsHjx4m8WZlfwngkaZ+LEiYRVXn5+PgAEBATgH6uqqgQFBcPCwojV/f39RUVFcbezfv36jR07lqiaNWvWsGHD8OWzZ8/S6fQnT544OjqOGTOGj7Pufgt6eabjo0eP9u3bFwBERUU9PDyuXLnC1QB3aiOuZgl++KtZDMNqa2unTp2KXzUMHTp048aNnX0fua5mCcaMGQMAUlJSBw4c6I1Y3/PRq1kNDY309PT09PS7d+8eP36czWYbGhq+fPmSaDBs2DB84cGDBywWi9N21sTEpLm5+fnz5/hHwrEP30PcsQ8AbGxsnJyc7Ozszp07t3v37p/Zmurr+fXXX4uLi3ft2iUsLHz16lULC4ugoCB+B0UWpKSkjh079urVK2NjYxaL9eeffxoYGOAnmE+ybdu2s2fPent7e3l5bd++/VuHyknXyhQWFjY2NjY2NjYxMZkyZcqZM2coFMrq1auJBoTfA27nzmn/gC/j5fARxz4cHx+fZ8+emZub4858iK9BUFDQwMBAU1OzoKAgJCQkPDz8yZMn/A6KRCgrKysoKERGRj5+/BgAVqxY0Z21Bg8ebGNjEx4eHhAQsGTJkqampm8c5v/p1k0tjUbT1tbu8jZGUlIS3nvX4tTU1BDlPOjo6AgICBg/fnxqaur58+c/I2QEBxiGZWVllZSUECVUKhUf8nnw4AEfAyMJtbW1169f5yxhMpkuLi5cj3a5KC0t3bt3L+czYWNj49bWVtxDvXfoljLb2tpyc3OVlJQ6VxkYGAgKCuKD8ji3bt2SlJRUV1fn3eeWLVvy8/MPHTq0ePFirifjiM/Czs4uIiKCs6S2trajowN5kAJAQkLC+PHjOcdmAaC6upp3cqqrq3///fczZ84QJdnZ2RQKpTcHKT/h0odhWEVFxe7du8vKyvbt29e5pYyMjKenZ3h4uKampqGh4dWrV2NiYgIDA3nbaBcWFoaEhERFRcnKyq5YseLIkSOBgYE7duzoiT36uaBQKAEBAf7+/nJyckpKSs3NzSkpKWvWrNHT0zM1Ne3o6MDPGI8ePQKAjIyMuro6ISEheXn5V69eAUBNTQ2dTse/ay0tLXwY6UfCyclp3bp1kyZNWrlyZUNDw+PHj7OysmJjY/GDOSsrC7/t6ujoeP78OZ6HESNG6OvrW1tbz5s3r7GxUVtbOyMjY8OGDZ6eniIiIr0X+ifHZhUUFKytrW/duoXX4rfOqampRHv8eaaSkhJu6ffXX38RA639+vULDg4mWvr7+zOZTAzDLC0tR40aRTTD72MvX778jUa6ep9eHpvduXPn4MGD8Vt6JSUlFxeXkpISDMM6PycAAFVVVeKxFiexsbG9FnBv5qegoGD69Ol9+/alUCjCwsIGBgb79+/Hq/AH8lwUFhZiGFZfX79kyRI1NTUhISF1dfXly5dzmh1+a4wi9nShTMTXw5esEu8AkR++5Ad/B6j3t/sFdPcdIMR3gZKSkqenJ7+jIC8zZswYOHAgv6PoLsil78cBKZM3M2bM4HcInwE6ZyIQZAQpE4EgI0iZCAQZQcpEIMgIUiYCQUaQMhEIMoKUiUCQEeTSh0CQEeTS901ALnS8QfnhDXLpQyBIClImAkFGkDIRCDKClIlAkBGkTASCjCBlIhBkBCkTgSAjXSsTw7B9+/aNGjVKUlJSVFRUW1s7JCQEn66y95GTkwsNDe1czukmyMnz589zc3MpFMrNmzc/a0NRUVEfm1gsMTGRQqFUVVV9yQ70Ih0dHeHh4RoaGnQ6nUajMZlMYlo9R0fHzrkiLMN+EnjkBwDu379vaWkpIiIiIyPj5eVFzJnMF7o+EGfOnBkfHz9jxoy5c+cKCQllZGRERUUlJCRcu3bti6dXy8vLs7W15Zzo/ethMpn//vsvV2G/fv0KCgq+oDcLC4t//vmnJ+LiG1u3bg0LC9u+fXtWVlZzc7OmpmZAQICkpKS3t/fq1avnzp1LtHz79q2Tk9PQoUP5GG3vwyM/1dXVlpaW+vr6SUlJr1+/XrBgQXV19YkTJ/gVahfK3LNnz4EDB3bu3Dl79my8xN7efsaMGcOGDVuxYkV0dPSXbSkzM7PL8vb2dhqN9mV9iomJjRs37svW5QTDMDabraurq6ur+/W98ZGkpCQ3NzdXV9eKioq6urrFixc/efLk2rVr3t7eXLsWEhKirq7u5eXFr1D5Ao/8REVFsVispKQk3FOUwWA4OTnl5eXx65Do4mp28+bNw4cPJ2SJo62tfePGDcKXNzMz09LSUlRUVEJCwt7evrCwEC/fsWOHvLx8VlbW8OHDRURE1NTUYmNjAWDVqlXu7u5FRUUUCmXz5s2drf7YbPby5cuZTKaQkJCysvKcOXOam5t7aid3796to6PDYDDk5ORcXFyIeYGnTp06ffr01atXi4mJnTlzhvNqlsVizZ07V1paWkJCYsaMGfX19URvb968cXNzU1RUFBIS0tDQ2Lp1a0/F+fVwOdIBQHR09IEDB7iaFRcXR0ZGRkRE9LLzHN/hkZ/c3FxDQ0PC6tfBwYFKpV68eLH3g8Th/mLq6uoePnzY2Q4MAAwNDfGZcIuKiiwsLOh0elpa2uXLl+vq6saNG9fa2goANBqtoaEhJCRk//799fX1rq6uPj4+paWlgYGB8+fPV1FRefPmja+vb2erP/xA2bBhQ05Ozt69e8+cORMcHNwjexgXF+ft7T1jxoycnJyjR49mZGRMmjQJwzAAoNPpubm52dnZKSkpnKZJALB+/fro6OiIiIjMzEwzMzPcUBDH3d09PT396NGjOTk5wcHB/v7+SUlJPRLq1+Pg4JCYmBgcHFxRUcGj2Zo1a8zMzCwtLXstMJLAIz+4By7xkUajycjIfNltUc/ANfMn7scSHx/PYzLMwMBAcXHx2tpa/OOrV6+oVOrBgwcxDIuJiQGA69ev41W4D8TZs2cxDFu6dKmqqipezmX1h2FYXV0dp6e1v7+/trY2viwrK7t27drOYdjb2w8ePLjxQ5qamjAMe/jwIQDcuHEDw7AhQ4aMHz+eWOv06dMAkJaWhmGYi4sLnU4nPNu2bdsmICCAL6urq0+bNo1YCzc5ffPmDYZhFRUVlZWV/58a1Mjojz/+4IqNX7P4stnskJAQfEpoZWXlgICAZ8+ecbUpKSmh0+mXLl3iS4Q4JMyPv7+/vLw87i6JYVh5eTmVSvXw8OBLnF3MN4v/bHAaGHcmPT196NChxHlfRUVl4MCBuEMjDuHMh7fh9CPihLD6AwAMw9asWaOoqCggIEChUCIjI7szFPzw4UPxD+Hyq2hvb8/JyeEyEQQAwnBm0KBBnEZmOG1tbc+fPzc0NCRKRowYQSxXVVW5u7tLSUnhw5uZmZn8GrXuDJVKXbt2bWVlpbe3t5CQUExMDD6kwdkmJiZGRUXFwsKCTzHyEx758fLyqqqqWrhwYV1dXXFx8cyZM8XFxXmbgHzbULk+KyoqUqlU3u6CDQ0NN27cEOKgoKCA8/KdhzMfJ5ySmDNnTnJy8qFDh/A56rt5KTto0KAbH5KamsrZoLm5uaOjg4eJYGdZ4mthGMZpZ0Yst7a22tnZvX379s6dO+3t7RiG/fLLL90JtTcRFxfX0NBwdnYuLi4ePXq0n58fZ+3hw4ednZ1/ZsPSLvOjpaW1Y8eO/fv3S0tL6+jo2NjYyMvLy8vL8ytI7p8EERGRESNGJCYmrlq1imt4IDExkcFgTJ48WVJS0szMbOfOnZy14uLiXxwEhmEnT54MCQkxNzfHS3jfJhGIiopy3R92biAgIPC5JoL47TTnqE91dTW+kJOT8+LFi/j4eC0tLSLUT5qK9w7v3r1LS0szMzPDb+MBQExMbPHixdbW1pWVlfjVRHFx8dOnT8ePH8/XSPnDJ/Mze/ZsNze3kpISZWVlNpsdFBQ0ePBgfkXbxdDcggULHj9+zDnmAQAPHz709vbGb9JMTEwKCgqYTKbWe6hUqqKi4ic39rGTJ4vFamlpIbRdX19/8uTJjzX+LGg0moGBAZeJIHx4Id0ZBoMxYMCA+/fvEyW4SxQA4G6CRKhpaWkFBQU9EurXU1RUZGlpee7cOc7C6upqfDAD/3j58mUA+NkeY+Lwzk9+fn50dLSwsLC6urqwsPDhw4epVKqVlRW/ou1CmU5OTr6+vqtWrZo0aVJcXNzx48eDgoLMzMx0dHQ2btwIAL6+vg0NDR4eHjk5Ofn5+aGhoTo6OllZWby3JC0tXVFRcf36deIRCwGNRjMyMtq7d29BQUFmZuaUKVOmTJlSU1Pz5MkTFov1lXu4ZMmS1NTUjRs3FhYWXr58ecmSJWPGjDE2Nua91m+//Xbq1KmdO3c+fPhww4YNxH2pgYGBiIjIli1bysrKzp07FxAQYGtr+/TpU66xeL6goaHh4ODg6+sbGxtbXFxcXl4eHx8fEBDg4eFBjDoWFhbKy8tLSEjwN1S+wDs/LS0tfn5+8+fPT09Pj4uLCwgIWLp0aZc3O73Ex0bJDh06ZG5uLisrKyoqqq+vHx4e3tLSQtRmZGTg7zGJioqOHDkyOTkZL8fHZvEbMAzD8DNMXFwchmFFRUVaWlpiYmKrV6/ubPWXk5MzbNgwISEhHR2dkydPlpSUMJlMOTm5wsJCHmOzBgYGXQbPOTaLYdju3bu1tLRoNFqfPn28vLyIUWUXFxdO8yzOsdnW1lYvLy8JCQkxMTFnZ+djx44BQFlZGYZhR48eVVNTExYWHjNmzOPHj1NSUqSkpIyMjLjG1roM7FvT1NQUGBiopqYmKCgoKCjIZDJDQkI47eV8fHzU1dX5Ehsn5MxPQkKCnp4eg8Ho37//unXrCBfJ3scoYg/FKGIPmpGlx+H7PDcRERF1dXVdvm9MBlB+eGMcGYu8wH5MTE1N8Xc/EF1C/vwgZf6YmJqa8jsEUkP+/Pxcr00iEN8LSJkIBBlBykQgyAhSJgJBRpAyEQgygpSJQJARpEwEgowglz4Egowgl75vAt/fPiM5KD+8QS59CARJQcpEIMgIUiYCQUaQMhEIMoKUiUCQEaRMBIKMIGUiEGSEl0vfmDFjpKWlRURENDU1lyxZUl5e3p0eHR0du3QB+lj5F6Onp8dpboUA5NL3Kb6j/HQxpwGGYdOnT09MTHRxcfHz8xMTE8vLy9u2bVt8fPz58+f19fV7P0pEN0Eufbz5jvLThTK3b99+9OjRuLg4V1dXvMTW1tbT09PU1NTFxeX+/ft8nFIewRvk0seb7yg/XVzNbtq0ydLSkpAljpycXERERG5u7qVLl/CS+Ph4Q0NDMTExOTk5Ozu7Ll2TKioqVFVVXVxcsA/nSv6Y0d3jx48pFMr169cdHR1xk5L58+d3dHTgtWlpaUOGDGEwGJqamseOHfuZ5///GMiljzffUX64N1xaWvrixYsuXfqsra0ZDAauzLt377q6ujo4OGRkZKSkpLS0tEybNo2rfUtLi729PZPJjI2N5VLRx4zu8AmLFy5c6OvrW1NTs2/fvqioKHyu1/r6ejs7O2lp6Xv37sXFxe3YsaOb970/FciljzffUX64r0vxw11VVbVzUzqdrqioWFZWBgAGBgYFBQUDBgzAf1QWLFgwefLk169fEw4tGIa5ubm9ffv2woULhI0EAa5VvLGGhsa2bdsuXLjg4OCA106ZMgUfK7K2th44cGB6evqvv/569uzZmpqabdu26enpAcDOnTvV1dV7LA0/CosWLaqrq4uMjGxpaVFWVm5ra/P29uZKVGlp6f79+5OTk/kVJB/5jvLTtUsfcQHJRUdHh4CAAAAwGIzDhw9ramrS6XQKhTJ58mR4b+aDExQUlJaWlpyc3KW3D2+jO8LkDwCkpKRwv6BHjx7RaDRclgDAZDL79OnzJXv8Q4Nc+njzHeWHW5n9+vUDgC5vGtva2srLy3Hfq127dq1YsWLZsmVVVVUYhnF54927dy8yMrKhoeHt27ed+/mk0V2XJn+NjY1cbhy8/bx+ZpBLH2++i/xwK1NOTm7IkCEnTpzo3DQlJaW9vX3ixIkAcOLEiXHjxnl6euJq4bpqFxISunv3ro6OjouLS3t7O1c/uNHdhg0btLS08GHe7njyiYqKEqaXOIRzHgLn3bt3ly9fbmtrI0pwF7ry8nJi2OMnd+n7jvLTxdDTwoUL09LScO8ggurq6sDAwBEjRuDnt8bGRk7DzP379wOHCZ++vr6RkdGBAwfy8vJWrVrF1f+XGd1pamq2t7fn5ubiH3Nzc8nj9EwSkEsfb76v/HTxZNLd3f3atWs+Pj5Xr161s7PD3zSIioqiUqlxcXH4WX7kyJHR0dG3b99WUFDYuHHjoEGDUlNTMzIyOIeONDU1w8PDFy5cOHHiRE7/WcLobtWqVdnZ2aGhod0xups0aZK4uPjcuXNxV7Jly5ZxGb8jCBe62tra4uLipqam+Pj4wMBA5NKH853l52N+afHx8ebm5nJycsLCwlpaWsuWLXvz5g1RW1tbO2XKFDExMSUlpdDQUDabbWVlJS4ufuTIkWnTpllaWuLNOjo6rKysBgwYUF9fz1n+MaO7zu59RkZGs2bNwpcvXryoq6tLo9HU1dUTExPNzMxmz57dk95oPQc5Xegw5NL3/eQHufR9E/g+zw35XehQfniAXPp+WMjvQsdfyJ8fpMwfE/K70PEX8ufn53ptEoH4XkDKRCDICFImAkFGkDIRCDKClIlAkBGkTASCjCBlIhBkBLn0IRBk5H9yplqTGL+A3gAAAABJRU5ErkJggg=="
|
51
|
Emmy has $0.06. Does she have enough to buy an orange glass bead and a round silver bead?
|
yes
|
[
"yes",
"no"
] |
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"
|
52
|
Brenda baked cookies each day for a bake sale. How many more cookies did Brenda bake on Sunday than on Friday?
|
158
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[] |
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"
|
55
|
Mrs. Watson, the biology teacher, asked her students how many times they went to the science museum last year. How many students went to the science museum more than 3 times?
|
17
|
[] |
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"
|
57
|
Lauren recently emptied her coin jar and counted the coins. What fraction of the coins were gold coins? Simplify your answer.
|
4/27
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"
|
59
|
During a lab exercise, students in Professor Acosta's class rolled a 6-sided die and recorded the results. How many students rolled a number greater than 2?
|
45
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"
|
60
|
A farmer wrote down how many kilograms of cherries were sold in the past 4 days. On which day were the fewest kilograms of cherries sold?
|
Friday
|
[
"Friday",
"Saturday",
"Sunday",
"Monday"
] |
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"
|
61
|
Abdul's classmates recorded how many books they read last year. What is the mean of the numbers?
|
85
|
[] |
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"
|
63
|
The members of the track team compared how many miles they ran last week. What is the median of the numbers?
|
8
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[] |
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"
|
64
|
A machine dispensed red gumdrops into bags of various sizes. What is the smallest number of red gumdrops?
|
30
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"
|
66
|
Each year, the campers at Darnel'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 2016 and 2017?
|
-4
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qVlDfmDTm5S6aKcv3Zoe83f6XWU6DFyURGhix7GHMVLuji92EfFZmkXzFvpz1f+QDgIoghy9NWv+Jw+FFrgQBfz+oDPk+jdAAAeTwZQ/XRdifWeHB5zKTnlZ/sDJF9zpbV+jatG2zux9f6l4lVW/5qzC7pHjcW+3rr7bvaimfy5wX1GVVWLdKqfqP/8rn/ZZJLTJiMa6niM7dqzy13N3aghP/RPL+imQVQV5JEn207lH0B52/ntiN0JAPs6rHfJOSmisDgI1/FuyKdj6/skfo2rRvD+Y4deKd+8ZDVE1sPlXw3aFcB2vephmOChW553KJgMecO7bL/A+7PC2Sf/pz+oF/6l7WfvFrRqVEvXaqnY0Fp7hKdfxG2cLfn9aPv7Gm9GzXr2cLezsJLqzqwWQw/rxZtmhH1pHFrmxWAwf/8avTfoiwP7DQtZ0Ju7hS9efNsoW/ZwFAVoninS8T14Tb3/ihJ0nCg0zpe8sf1v8oG6Qf9fj1bJGFkHVzXU8eh3n6dsWsLU/qrKAnzn1XSsOHdjy13H3t0byj18u0L9Gz35roTrrkrzsV30+xu5JU9e5XyS+7UdB41688kMNmMb7/2K6zJVdUrb6eIh6x7KH+X54w8OlkqBWV7vVd/0f+K/0RWxuA/ycGIbrDLEWI7nDEixDd4bkUIbrDLEWI7jBLEaI7zFKE6A6zFCG6wyxFiO4YT/T+gBAh1OoY/l9VtHYMr8SuWcaTf65+8XoI0R6OeBGiO8xShOgOsxQhusMsRYjuMEsRojvMUoToDrMUIbprznOPtKzNmXtnmh6+pdh8/rlCV4GenK+CjD/fJbn15PU9W5FWzi40E/JqH0EkV0FuOXH8jvKPOwrNay+uZGbMOD3fbPFB6eVklZ7VVgULhDzGnJ0v/aC9Jmpvwtg+zfTnc7KzD5paqu9Vh6QHiwk/h5s8KVLHnDJYEbdma1GWFlZqdv4jD3+bd+KeIqes5rlvPCOYMYx/KVn1/zZFKZeTVYdv1fyuS8Bl9HdiR4/kd7JgbjrX+r2utTJYcP2R6vR9JQAcv6MwYjf3yZZNsGKc4L90VdNT1CAhnZxnFvGruLBS38PNG0RoYNlhya4ZpgnZ6vOJ+o5ur0FLR7x7/pUXVWlmj6h9GmL42zwhj7HhjAF+98N6k8fjxSJN/FM19e9amirmlOzMA2VQXy6b9eLXtsRL7TQXm9pobmeorz96VR/HwR5Gbp3Yv1x8uSNUC0PqaMawEDQ/yUtE5MEbihnDjI1ecZe9UIvOpQCgImDd6ep1k4T+3dnXH6s7WzDH9+dtuyQrEZEA4GLDmhnI9+jC1mjg7lPVhr9kBc+OaoGenNAAbpd2LKWaTMxRbzwjy6vQAMC34wUqArJKiIlv8ZYfkf6T2sqHMQN6mEu82xNM+YxyCQkAQ3sYhQ3g2bZnSeTkxYfKTedkymeDj1HenEkDeNZmzMJKze5r8lP3a84/7/lwQvx5ndsxqxXkzSeqjWdkFVISGtppY3pzPhrItxAw0gqILRcazo1/l5sDwOL/Gc8ZwR++uko7vOzWnrl3lumcnZJJb/F62rIrpJqfz8lyyzULRhvbd2DllBPfHq9OK6h5krierdA16S3euURlqZgEgKa3XyekGdslwb7cfk5GChV5IUm54YyMJCHEnzt1EH/ot5XUG3UwZRz/wmzeXqlMSf4cLgSAI5+Z/pOqWrhfymLClLd5I7057YTMoirNwf8UR54Ndkb34gT353W2YMpVZHyWev1f1dQH+OBNxeQBvOFenJPxrVlQ2wBnq5vp6qupqtkjjNksmD2Cn1+h2X9DAQAdzZg/h5uoCPg0Thy1Q2zCY2z4SMhhAwC4d2Z9FWR8NUX18VbRF7slXCPGqvE1D5VXEeBgxepuw/pil+RBdpsaM3drz1SqgcqrQW5GX38ouPFYHbZZtPKYdKAr58sxNeORwR5GC943PnVP8Wmc+PgdxZdjjAe5GQHAcC/OwveNzyUqwzaLlh6SunZix0ysecJ1nZ3W05Y9f7TxlRTlR7GinVdlUcP5DcYz5ocqAFh3WvbhBpHufLUGAGDaEH7sedm7aypT8oj5o42nD+UvOyx9/4cqqYL8YmRNqHq2QpelkOFiw9KeFZvefp2QPhvBP3ZHMWJ15TfHpB/241K7pTEPstVLD0kBIHyLeMVRKQBEDeeH+PO2XZJP2iTad10eNZz/fi8OAPS0ZS8YbXzoP/nkzaK5eyRmfMbKcTU7ViInE3PUAS763ug1MMyYcv1fsg6mzFXBgrdcjH44VU1oAADG9uMCwFeHpY8LidR84usjUhtz5kBXIwBILyLGbRBtvyrPLtWk5hMH/1N0t2ZRgxNCQ3a1ZH57vDohW11V/QaXsWYwgMWs+WfCYwz34ozpzf3znoIq7zPxLV5Ctjr2giy7TPNfujr2vGxYD057EwYAhPjzrqSodv+rSCsgDvyn2HNd0cGUCQAh/tzbGeodV+XZZZq7meqfzspcO7F6dGVBvZ02oienQkr+dFaWXaa5/lh99FbD/+1JJCMBQKYkxbIG9vPlZGVaASFXwZkHShMe48Q9RV65RiInLyapnJ+Nk/VshS7PrmwASMhSv2z7dVxJUd3JUBMauJmuzq/QuHXWNxIkNCBVkAAglpPVShBw4X99uPuuy0/fV+aWa47fUf6VoAwJ4AGAsw1LRcDpBGVehSY5j1h6SLpe53rtQbaair8VGebti6o0O67Kpw3hnUtU3nta0xlunVhpBWqJvOYTUCwi8ys0PbqyLySplGoY2oMzyodjbcbUXqeZ8BnUeSa3XCOWv8H5SRnnyx3nW1sWQa6Ck/GKn87KAIDJABcb1o6rtdVQ7j1VMRjg0YV9NVXlYsO69LB2fBV7XgYALCY4dmT9drn2JSl5agDobs1OyiHg+Z1m14GVXkRobyYn5TZnSJJZUnNtQvXg0xJCO8lhgxELCE2jW3El5bnrlHZCJqGByuePuS9sX1WvXNPjwtpZYjlpwn+Ja04na7YRC+5m1u6K+Ez1+704pnzGnQyVmuDHfmxy4p7i1hN1YaWmQqe0X5lYY27MYDGBeOk7UAZjsIPE5RTltCE83e4RcBnONqxLS8y1c4xY0E7IBID3e3Ei3uGtOVF9KVlZrYA+DuwNYbXlSRo8tL9xzieq9t+o+QQvGmNcLiV/eHZPn2sELCZ8NJA36a3nCnW2EzB4RsBigqJeWvE5DCbjuT1DnQkFz44DuouMuUBd+lKoU8rLUj5fcqpOSAyGvq2o05QJj1E/hhe2X1+dKlgvdV9IwGUAwI+ThXVKFVoIGJklmk+2iUICeJ8O4S8YzXiYS6w9Wa09IojlJIMBxlxGK34sX+GpXKogH2Sr15x47mZvtYIEgIFunDsZ6lPPrsgthW/yzdxGVEg1qfk1Pb3utGzTFGGgJ+dcohIA5CpQE3DwpuLEvefGohUSUqECQgNm9c4SMiVJaED37GHKZwCAtKFBh1wJAl7dNQ1Oz1bUWVMsJ6kkeRXI59+N28g3N9SO+vqI9Enxc+foggoNAGSWaL49Xs1gQI8urBnDjNdNEv5vXRV18jThMUiy5nPbWl5heiTnqTtbsPLKNdmlNf9IEsokJAAYc6FaWbvZI3py4OUrvb5B7mepzyeqZo/gU2lGkpBaQFibMbV7Jr9CoyZALCc1JDwuJLztao+ec0bw54zgExpILyJ0L5Cov1PyGyjjmVVGOHVkMZ/t0F52+m5+NHu369mKOmuWSzQsJpgZv5IelshJ6qxOqX9NS73r4yK1Ug3mgtpoRdVkpZRUEeDemdWjC4vaosQcYssFWTsho71JTYuWJszKarIVh7vwSrP02G2lgMtY8oGxY0dWl3bMjwby9sw0pb6gS8oh+jqwe3RhdbJgzn3POK+cAADXTmxuK99Le4V+PlfNZTNmBdbcbt37r3yQu9GkAG6Xdszu1qxlYwWxH5vwOQAAB24oetuzIwfzXGxYH/bjBvXjJuWoqZf0dWSH+nNtzJm97dmzhvPjn6pTG8rSC4lKCwFjzrt8x46sd9yNRvo0XBtTqQaFCrzt2M42rOZ9Na1nK3Q9yFEDgJftKxm4peYTTAa858NhMMDBijmmd+29AGqM6u9s5GDFrFbAH3cVEe/wBnsYWZszfezY68OEi/5nDAD9nYxWhwgHuRl1smB2t2YF9+cWVmqKqmry0suW3erfNbzCEW9RlWbW7+IZw/hbI0xIEp4UEfP2SqhP1c5/5F3aMX8MM6lWkEdvKXZek3eyYM0dZaynHPKbrlRM/nZFNiuQfyZBGf9UfSVF9fUR6eQBvIjBfJmSTMhSz9wulikBAM4lKnkcCPXnTQzgFVRq1p6svvhQBQAXklRco+qJAbxpQ/hiOflPmqqxnzHdeqLecEY2MYD3fi/uowLi2+PVO6absBvKw13X5BMDeH0djCZtFjWw+EX0bIWucgmZmk/4Oxu9im+/04uIzedlU97mzx5hnJqv/uFU9a4ZptRBJzWfuPFYPXMYPz7LKHq35KezMomcnBXItxQyK6Tk1VRl7AUZAPx+Vc5iwYxAfgcTplRBJuWoP99d85tEIY/h2ZUdc7KVH82Dzz1Cr8M77kbLxgrGbaiiftjwpvj4bd57vbjjN1bVv+H8OrXB2zaIhi4lq1Ly1NOGNPz7CnrqYMoI9uNuPl/duikKmKXotVl2WNrfyWi4V8MXyXTDYsKKD4UXklQXklr/N6qt/KMK9P9HqZgcHVPV2lE0FaGB6b+JWzuKGnguRYjuMEsRojvMUoToDrMUIbrDLEWI7jBLEaI7zFKE6I5x8NTZcSMDWzsMwzt0+lyb3C70/82h0+fwXIoQ3WGWIkR3mKUI0R1mKUJ0h1mKEN1hliJEd5ilCNFdi7K0srJyyZIlfn5+Hh4e77///vnz57WLsrOzp06d6uHh4enpGRUVVVpaqvvC1NTUIUOGeHl51Wnw5s2bEyZM8PLy6tWr15QpU1JTU1sSHjKgx48fT5061dvb28fHJzw8PC0tTbvo4cOHoaGhrq6uPXv2XLBggVhMl/+W2WY0P0s1Gs0nn3zy999/L1iwYNu2bfb29tOmTbt//z4AyOXyiRMnikSirVu3btq0KSMjIyIignz24NSDBw+OHTuWxar7RMakpKSwsDArK6stW7asXbu2rKxs8uTJlZWVzY4QGUpxcfGECRPEYvGGDRtiYmJKS0vDwsKobKyoqAgNDdVoNFu3bl2+fPnZs2fnzp3b2vG2OQdPnSWbJT4+3s7O7sqVK9SkSqXq27fvN998Q5Lkvn37nJ2dS0tLqUXp6em6a/r5+V26dGnz5s2enp66Da5Zs2bIkCEEQVCTaWlpdnZ2586da154zd4uVF9sbKyLi4tIJKImHz16ZGdnd/78eZIk169f7+HhUVVVRS06efKknZ1dWlpaq8Xa5hw8dbb551JXV9dz5875+flRk2w228rKqry8HACuX7/u4+NjaWlJLXJ0dLS1tf3nn3+oySNHjgwaNKh+g/Pnz79w4QKTWRMSl8sFAO0kakUhISGnT582MTGhJm1sbACA6uu0tDQPDw9TU1NqUWBgIIPB+Pfff1sr1Dap+TnA4/G6d+9uZFTzoOv8/PxHjx716dMHADIzM21tbXVXtrW1zczMpP6m+rgxBEGIxeKkpKSFCxe6uroOGDCg2REiQzEzM3NwcNBOXr58GQCovlapVGx27dOzjIyMzM3Ns7KyXnuMbZlhzlRKpXLOnDndunX78MMPAUAsFmuPuxShUCgSNem5zLdv3/by8ho9ejSXy92zZw+H82Y8cu7/j7y8vGXLlgUHB1N5S41vlcqaR2WXlJRUVlZKpdJWjbGtMUCWSqXSKVOm5ObmxsXFtTypPDw89u/fHxMTU1JSMmHChIqKtvlQ7zdURkbGuHHjXF1dV6xYQc2ZMGFCeXn5ihUrRCJRfn7+F198IRQK698aRC3R0iwtLy8PDQ0tKio6fPiwdpRrZmZW58wpEonMzMya0qCJiYmvr29QUNC+ffsKCgri4uJaGCEylMTExHHjxnl6em7fvp26awAAjo6OK1euPHr0aM+ePYcNG/bOO+9YWlpqb0kgg2hRlspksilTppAkeejQoc6dO2vnOzg4aK9CKZmZmU5OTvpbu3Llyn///aedNDU1tbW1ffr0aUsiRIaSkZExefLkoUOHxsbGalOUEhoaeu/evb///vvu3bvjx4/Pz893dXVtrTjbpBZl6bJly8Ri8c6dOy0sLHTnDxw4MCEhobi4mJpMSEgoKCho8L6urr179y5ZsoQgntWElkiys7O7du3akgiRQahUqsjIyICAgNWrV9e5656Zmbl3714ej2dvb8/j8U6cOMFgMAYOHNhaobZJzX+2fUpKypEjR6Kjo3V/IcTj8by9vUeNGrVp06ZPP/00OjpaoVCsWrXK39/f19cXACorK6n1s7Oz1Wo1dfLs0KGDo6NjRERESEhIVFRUSEgIQRC//vqrSqUKDg5u8TailtqzZ09WVtbChQtv3rypnWllZeXg4CCXy5cuXfro0aMPPvjgyZMn33333fTp05t4dYOaqtnf/sfFxdnVM3jwYGppXl5eZGSkm5ubp6dndHR0ZWUlNf/y5cv1XxUdHU0tvXbtWnBwsJeXl7e3d2hoaHx8fEu+C272a1EdkZGR9Xtt0aJF1NJTp04FBgY6Ozv7+/tv3rxZo9G0brRtzMFTZ/G5RwjRGj73CKE3AGYpQnSHWYoQ3WGWIkR3mKUI0R1mKUJ0h1mKEN1hliJEd5ilCNEd4+Cps60dA0JIHzYAtMlf0uEvBFHbgL8QROgNgFmKEN1hliJEd5ilCNEdZilCdIdZihDdYZYiRHf0qoyotXv3bnt7+/3797ckPGRAjVVGnD59un09ixcvbt1o25jmP0OQqoyYm5u7YMGCjh077t+/f9q0aUePHvX29qYqI1pbW2/dupUgiDVr1kRERBw7dozBYADAwYMHly9f3qVLl8ZaLikpWbt2LdZxog+qMqKjo+OGDRvUavWPP/4YFhZ24cIFExOTzz///KOPPtKuKZPJZs6c6eHh0YrRtkH0qYyoNXPmzKioKE9Pz3379jUvNhKfIWhQeioj1rF27dqRI0dqy1uilqNXZUTK5cuXr169umTJkmYHhgxOT2VEXfn5+du2bVu0aBGOgwyLXpURZTLZ0qVL582bZ2Vl1ezAkMHpqYyoa+PGjX369AkICHidsf1/0PzrUl1NqYxYVlb2wnbWr1/fvn37iRMnGiQq9CrUqYyoVVhYePTo0d9//72V4mrLDJClUqmUuo104MCBllRGTElJ2bFjx7Fjx3C8RFsZGRmTJk3SrYyotX//fhsbG+0VEDIgulRG1Gg0ixYt+vjjj93c3FoYEnpFGqyMqHXixIn33nuPuo2PDIsulRELCgru37//yy+/OD4jFosXLVrk4+PTkgiRoeipjAgA+fn5GRkZAwYMaJXY2rwWjXipyohHjx41NzfXnT9w4MD58+cXFxdTN4GaUhnRysrqzJkzunOCgoIiIyNHjRrVkgiRQehWRmzwbHnjxg0AwK9JXxEaVUZ0cXHRbZ/JZHbs2PGFtYnRa6CnMiL1d05OjqWlZZ1bhshQmp+lN27cIEkyJiZGd6aDg8PFixc5HM7OnTuXL18eGRnJZrMDAwOXLl1KrZCQkBAeHq5dPyQkBACCgoLqtINo5fr16wRBfPLJJ7ozQ0NDV61aRf1dUlKCKfrqYGVEhGgNn3uE0BsAsxQhusMsRYjuMEsRojvMUoToDrMUIbrDLEWI7jBLEaI7zFKE6A4rIyJEd1gZESFaw18IIvQGwCxFiO4wSxGiO8xShOgOsxQhusMsRYjuMEsRojsaVUZMTEysX2OvpKSkJREiQ2msMiIA3Lx5c8KECV5eXr169ZoyZYru0+qQQTQ/S6nKiH///feCBQu2bdtmb28/bdq0+/fvAwBVGVEkEm3dunXTpk0ZGRkREREkSVIvPHjw4NixY1ksVp0GpVIpAGzZsmWfDv3P2kavB1UZUSwWb9iwISYmprS0NCwsTCwWA0BSUlJYWJiVldWWLVvWrl1bVlY2efLkysrK1g65baFPZcTz58/b2dmJxeLmxVMHVkY0ID2VEdesWTNkyBBtKcS0tDQ7O7tz5861WqxtDr0qI0okEgAwNjZudkjoFdFTGXH+/PkXLlzQlvahHnuPlX4Mi0aVEaVSKZfLxQ6moRdWRiQIQiwWJyUlLVy40NXVFUtRGJZhUqIplRHr1HeqTyKRGBkZLV26tF+/fl5eXuPHj797965BwkMG1GBlxNu3b3t5eY0ePZrL5e7Zs6clpfdQfQbIUqlUOmXKlNzc3Li4uJZ0D0EQTCaTw+Fs3Lhx48aNLBYrNDRU914ianUZGRnjxo2rXxnRw8Nj//79MTExJSUlEyZMqKioaK0I2yS6VEYEgBkzZiQkJCxdurR///6DBg2Ki4sTCoV79uxpYYTIUPRURjQxMfH19Q0KCtq3b19BQUFcXFxrBdkm0aUyYn18Pr9bt265ubktiRAZSmOVEa9cuUKV5KKYmpra2to+ffq0FUJsu1qUpVRlxJ07d1pYWOjOHzhwYEJCQnFxMTXZlMqIALB58+a1a9dqJ8VicXp6ep27UKhV6FZGrHN7b+/evUuWLCEIgpqUSCTZ2dldu3ZtjTDbLBpVRrS0tFy7dq1SqRwxYoRIJIqNjSUIIiwsrMXbiFpKT2XEiIiIkJCQqKiokJAQgiB+/fVXlUoVHBzcitG2PTSqjDh+/HgA2LFjx+7du01MTHx8fP744w/dG4moteipjNi3b98dO3Zs3Lhx1qxZTCbT3d19//799vb2rRVqm4SVERGiNXzuEUJvAMxShOgOsxQhusMsRYjuMEsRojvMUoToDrMUIbrDLEWI7jBLEaI7rIyIEN1hZUSEaA1/IYjQGwCzFCG6wyxFiO4wSxGiO8xShOgOsxQhusMsRYjuaFQZEQDUavWPP/7o6+vr5uY2duzYO3futCQ8ZEB6yh/q72vUcjSqjAgAq1ev3rNnz+LFi3ft2mVjYxMeHl5WVtbsCJGh6Cl/qL+vkWHQpzJiYWGhk5PT6dOnqUmZTLZjx46ioqLmhYeVEQ1IT/lD/X2NWo5elRH//vtvPp8/dOhQapLH41HH72ZHiAxFT/lD/X2NDIJGlRHT0tK6du165syZ4cOHe3p6BgUFxcfHNzs8ZHANlj/U39fIIGhUGbG8vLyoqGjHjh3Lli3btm0bh8MJCwvD61L6aLD8YfP6Gr0UGlVGVKlU5eXlsbGxAQEBvr6+VAWKvXv3tjxCZBBY/rC10KgyolAotLKy6tChAzVpbm7evXv39PT0FkaIDKXB8ofN62v0UmhUGdHe3r6yspLUuYlPEARWlaYDPeUPDVIFE+lHo8qIb7/9tkKhuHTpEjVZVlaWnp7u6urakgiRQegpf9i8vkYvhUaVET08PAIDA+fPn//1119bWFisX79eIBBQhdhQ69JT/lBPXyODafa3/3FxcXb1DB48mFqal5cXGRnp5ubm6ekZHR1NDWVJkrx8+XL9V0VHR1NLJRLJ4sWLe/bs6eLiMmHChOTk5JZ8F9zs16L6rl27Fhwc7OXl5e3tHRoaGh8fr13UWF8jgzh46ixWRkSI1vC5Rwi9ATBLEaI7zFKE6A6zFCG6wyxFiO4wSxGiO8xShOgOsxQhusMsRYjusDIiQnSHlRERojX8hSBCbwDMUoToDrMUIbrDLEWI7jBLEaI7zFKE6A6zFCG6o1FlxOnTp9vXs3jx4pZEiAzl8ePHU6dO9fb29vHxCQ8PT0tL0y7CepavGo0qI37++ef7dPz22298Pt/Dw6PZESJDKS4unjBhglgs3rBhQ0xMTGlpaVhYmFgsppZiPctXjj6VEetYu3btyJEjtdX4XhY+Q9CAYmNjXVxcRCIRNfno0SM7O7vz58+Thq5nieo7eOps85/HS1VGtLOzoyabUhlx4MCBAHDkyBEbG5uUlBQ9jefn52/bti0uLk5bjQ+1opCQkMDAQG3VJqpqHtXXDdazbK042yoaVUbUtXHjxj59+gQEBDQ7PGRAZmZmDg4O2snLly8DANXXWM/yNaBRZUStwsLCo0ePzpgxwyCxIcPKy8tbtmxZcHAwlbdYz/I1oFFlRK39+/fb2Nhoq4wj+sjIyBg3bpyrq+uKFSuoOVjP8jWgUWVErRMnTrz33nsMBqOFsSHDSkxMHDdunKen5/bt27lcLjUT61m+BjSqjEjJz8/PyMigqsEj+sjIyJg8efLQoUNjY2O1KQpYz/K1oFFlRMqNGzcAAL8mpRWVShUZGRkQELB69eo6d92xnuVrQKPKiFQLOTk5lpaWdW4+oda1Z8+erKyshQsX3rx5UzvTysrKwcEB61m+Bs3P0hs3bpAkGRMTozvTwcHh4sWLHA5n586dy5cvj4yMZLPZgYGBS5cupVZISEgIDw/Xrh8SEgIAQUFB2nZKSkowRenm+vXrBEF88sknujNDQ0NXrVoFAOvWrfvuu+8WL14sl8t9fHx2794tFApbKdK2CSsjIkRr+NwjhN4AmKUI0R1mKUJ0h1mKEN1hliJEd5ilCNEdZilCdIdZihDdYZYiRHdYGREhuvs/CSsqGyPBjd0AAAAASUVORK5CYII="
|
67
|
Laura looked at her e-mail outbox to see how many e-mails she sent each day. What is the mean of the numbers?
|
7
|
[] |
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"
|
68
|
How much money does Tommy need to buy a purple pen and a box of colored pencils?
|
1.26
|
[] |
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"
|
69
|
The Millersburg Tourism Office researched how often people played miniature golf last summer. How many people are there in all?
|
72
|
[] |
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"
|
72
|
How much money does Maggie need to buy a math book and a coloring book?
|
37
|
[] |
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"
|
73
|
An actor was informed how many fan letters he received each day. What is the range of the numbers?
|
6
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"
|
76
|
For an economics project, Anita determined the cost of ferry rides for bicycles and cars. How much does it cost to take a car on the Ocracoke ferry?
|
15
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"
|
77
|
Megan counted the number of peanuts in each bag of trail mix. How many bags had at least 40 peanuts but fewer than 100 peanuts?
|
11
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[] |
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"
|
78
|
An environmental agency examined how many trees were planted by different organizations. Which organization planted the fewest trees?
|
Acorns to Oaks
|
[
"Let it Grow",
"Mission Reforestation",
"Plant It",
"Acorns to Oaks"
] |
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"
|
79
|
How much more does a set of bunk beds cost than a desk?
|
4
|
[] |
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"
|
80
|
Each tin has 2 sugar cookies. How many sugar cookies are in 5 tins?
|
10
|
[] |
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"
|
81
|
Ronald kept a log of how many pages he read each month. What is the mean of the numbers?
|
89
|
[] |
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"
|
83
|
A pretzel stand owner kept track of the number of pretzels sold during the past 4 days. How many pretzels in total did the stand sell on Wednesday and Thursday?
|
840
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[] |
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"
|
86
|
A museum curator counted the number of paintings in each exhibit at the art museum. What is the smallest number of paintings?
|
20
|
[] |
"iVBORw0KGgoAAAANSUhEUgAAAJ4AAACeCAIAAABM5yQsAAAeBElEQVR4nO2dezxU6/7Hv2tmMAaZiULGdYgk3ZVIapCiFCpdbKVSu5RKyml3tXep05YuypGu+0gXKdORSkou3dvpoOQacUp0cUmSYf3+eH57/ebMMC4tI/Ob92v+mLXWdz3Pd63PWs961lrf9X0Ax3F3d3cQQE5OjsPhbN68+evXr3h76OnpAcDly5fbtRTi5MmTADB06NDOrigdiNlvr169QkJ8+vQJx3Fvb28A8Pf372w5NEJRFRWV/v37A8DHjx+Liop+++2358+fX7p0CcTC5XLfvXunqakp3gwAysrK9PT09u3bt2bNGgDQ0dFxdnY2NDRsd8X/bzAYDGdnZwCQk5Nr11ho/xsZGZmbm8fHxwMA4H+dtd7e3oTge/fuRabPnz//7gP0v8oMCwsjq8Aegc/nk1JOx1s78WetII8fPwYAV1dXNElp9VhYs2YNjUYDgOzsbAD4/PnzunXr9PX1FRUVBw4cGBoaiuM4stTX18cwDB0ms2bNwjDswIEDERERurq6qqqq7u7u79+/B4BRo0YFBgYCwNq1azEM+/z586lTpzAMGzZsGCqnX79+GIY9evTIz8+PxWJpamoGBQU1NzejpdnZ2dbW1nQ6ncPhnDlzxt3dHcOwgwcPoqXnz5+3tLRUVVVlMpm2trY3b94U3aLc3FwMw2g02tOnT8eNG6eoqKirq3v8+HHCICsry9nZWVVVVUlJycnJKT8/H80PDw/HMMzNze3o0aMsFiskJESo5Obm5l27dhkZGSkoKOjr6xNnxdGjRzEM09XVra+vB4CysjJlZWUMwwTdwzBs48aNampqgttbUlKCYRiGYdXV1YQlhULZv3+/rq6uoqKis7NzRUWF0P5fv3796NGjAYDH42EYlpCQ0PpZ+/XrVwqFAgDx8fE4jru5uSF5NmzYoKqqCgCRkZGiR5+XlxcAWFlZGRsbe3t7KykpEcWGhobq6OgAgK2trb+/f2Njo9C1Fi0dO3asra0tqg4ATp48ieN4U1MTqoXNZs+fP19TU1NXVxcAIiIicBy/ceMGAGhoaKxcudLX11dFRUVOTi4zM1PoiC4qKkJlGhgYbN269aeffkJ79smTJziOFxcX9+nTBwDmzp3r5+dHpVK1tbVrampwHI+KikJ+qqiojBgxAlUqiJ+fHwDo6Ohs3rzZwsICANChj+P45MmTASAgIADH8RkzZgDA8uXLBfcbl8vV1dUdPHgw8u3EiRN4G9daMzMzQ0PDOXPmqKioAMC0adOE9j+Px7OysgIAQ0NDf3//58+fty5tcHAwAFCp1Ddv3nz9+nX27Nnu7u55eXk4jm/duhUAHB0dRaVFTqirq1dXV+M4fuTIETSJLLlcLgg0yELSonIcHBxaWlpwHJ89ezYAeHh44Dh++fJl5ExJSQmO43/++SfacrSX169fDwDbt29H5Vy/fn3nzp2i0hL7i9Bm4sSJALBkyRIcx1etWgUA9vb2gmohV5GfABAXF4eL8O7dO9S8ZWRk4Dj+9u1bOTk5NTW1pqYmHMfLy8uZTCaNRtu1axfa6XV1dYLbO2rUqIaGhpaWFnt7e2J7W5VWXV0dTaIGEsOw169fC+3/X3/9FVptkC9dumRkZGRkZNS3b1+kn5+fn5aWloKCwvnz5y9evGhkZPT169cBAwYAwJs3b6ANnJyc0Jk9ZswYAHj//n1TU1NbxkLMmTMHwzBiXVRLTk4OAAwbNgxtxogRI4yNjYlVDAwMAGDXrl0zZsw4ePAgm83etGkT0c6LMmXKFPRnwoQJAJCbmwsA9+7dA4AhQ4aUl5eXl5ebm5sDwO3bt4m11NTUZs6cKVrao0eP+Hw+hUJhs9nl5eV8Pt/AwODDhw9ZWVkAoK2tfeDAAT6fv2nTJgqFcurUKWVlZcHVfXx86HQ6hmGOjo7Q3l5lMpkA4OzsTKFQcBx/+fKlmD0JAP8nbV1dXVFRUVFR0efPn01MTH7//fd9+/ahRUePHjUxMVFQUFBUVFy+fDkA4H9da0VRU1NDfxgMBvpDXDLbRWhdtGJVVZXgIgBQV1cn/vv6+vr5+WEYxuPx/P39zc3Nx48f/+nTp7aq6Nu3L/qDWmDUFUBXtbCwMB0dHR0dHbSNpaWlxFpaWlromBMCrdjS0qKvr4/WRRdpYl0PDw90oBsbG1tbWwutTvRsUTMrZkehmxcAoNFo6Pj48OFDW8b/a0n88/b2PnXqlKhFcnLysmXLFBQUIiMjBw0axOPx9uzZI75QckGiCqqFxEbQaLRDhw7t3r37/v37d+/ePXbsWEZGRlBQUGRkZKulVVZWov2IREW7jMViAYCXlxe6ECAEzzAqldpqaWhFGo2GrhoEI0aMQH/+9re/1dTUMBiMvLy8sLCwgIAAQbNWD5dWIYRsamqqq6sDAbHbovUesiAPHjwAgEGDBvn4+FhZWaH+CJ/P76BPBGgzPn/+3NkVBw0aBACZmZllZWUA8OTJk8LCQmJpdHT02rVr6+vr7e3tt23bFhYWBgCvX79uq7QLFy4AQHNzc0JCAgCgthd1QGpqalxcXFxcXLS0tOrr65Fs4hk9ejSNRuPz+dra2i4uLk5OTqifgRrPjIyM8PBwDQ2N9PR0Op2+ZcsWouPdWZKSklBPOyEhAcdxKpWKdosgQnu4fWlNTEwAIDs7OyAgwNXVtbKyEsOwwsLCX375pVPOaWtrA8DBgwcXL15M9N07gqurq5aWFp/PHzdu3Ny5c6dNm4aKQmRnZ+/fv9/Ozi4gIGDt2rXoFgvd8rdKVFTU3LlzbWxssrKyKBQK6jGtWbNGWVn5ypUrzs7OS5cu5XK58+bNE3PlI+jfv//SpUsBYOrUqStXrrSzs/Py8tq9e7eiomJDQ8OiRYtaWlr27t07YsSIjRs3EnM6vu0AgOzl5eUtLS0XLly4cOFCAHB3d9fS0hKyRLslNTXVy8srJSWlfWk9PDwCAgJYLFZUVJSysnJ8fPyKFStoNFpMTEynXFy/fr2ZmVlNTU1KSkqnNk9eXp7H4w0fPryysjIzMzM8PBzdKaGHNbt27QoODsZx/B//+MeJEyfU1dWPHz+OBGuV6Ojo0tLSzMxMDocTExNjZmYGAIaGhmlpaY6OjmlpaefOnTMzM7ty5QrR4RLPoUOHduzYoaioGBUVVVJSsmLFimvXrmEYtmnTpsLCQltbW3RPGBQUZGhoeO/evf3793d82wGgsbERABYtWuTp6Xnt2jU+nz9r1qyIiAhRy1mzZjk4OFCpVHSKY2I6RD8IjY2NWVlZ7969s7e3p9PpDQ0NbDb748ePd+7cQb3cjlBSUoL60p8+fUKtpdRDa9+kp8FxfPr06RUVFaNHj7a2tk5NTf348ePIkSPHjx/f06790LTfIPc4dDo9NTXV3d29tLQ0IiICPfVMTk5Gz8tktEUvaJBldA3ZgS+1yKSVWmTSSi0yaaUW2ok1cT3tg4xuQXbWSi0yaaWW3n1fS1xNfPa7i7f8f4jsrJVaZNJKLTJppRZypC0qKlqyZAmHw1FUVFRXVx8/fjwKZugpnj17RkRHk0Jzc7OHh4eSkpKHhwdZZXY3JLzUq6iosLS0NDIy+vvf/66vr//p06dTp07NmTOnsbERvYU+fPjw48ePWw286i1kZGTExcVFRESg0OJeAQnSxsXFffr0KSEhoV+/fmiOvb19Q0MDiuQAACJyuPeCYuTc3d2JbfzxIaFB5vP5GIYJvT2Ni4s7duwYANjZ2Z08efL06dMYhj179gwAzp49a2FhoaCgoKGhsWrVqoaGBrTKnDlzZs+eHRERoa2tzWAwpk+fXl1dvXHjRnV1dTU1tdWrV3+/q4i2HGhubt6yZQuHw6HT6Ww2e+XKlSjSbPPmzagd7t+/v5OTE1ludDuiEfGd5cWLF/Ly8ubm5leuXKmvrxdaWl1dPXLkSE9Pz6qqKj6ff/HiRQDYuHHjy5cvExMT2Wz2vHnzkOX8+fPZbHZAQEBdXd3du3epVOrgwYP37dtXX1+PPhi8ceOGUOHH/S+in9D8zMxMaONjKTEO7Nmzh06nx8bG5uXl3bx5U1dXF31EVV9ff+LECQDIy8tDX4v0CkiQFsfxS5cusdlsAJCTkxs3btyvv/5aXl5OLB0zZgzx1YmlpaWNjQ2xKDo6GsMwZDx//nwmk0l81Dt06NBBgwYRlmpqart37xaqtwvSinGgurq6tLSUWBQQEEA4EBsbCwBVVVUd2h0/BuT0kGfOnFlaWpqWlhYUFIRh2LZt2zgcDtodgjQ3Nz99+hR9/IOws7PDcfzhw4doksPhKCgooP9MJhOFGxKTgl+udQ3xDuA4HhwcrKWlRaVSMQwLDQ39+PHjd9bYg5B2X0uhUMaPHx8cHJyRkVFUVGRmZubr6/vt2zdBm4aGBj6fv3PnTvpfcDgcAHj37h0yoNPpgvZCk/h3PxMV78DKlSuvXbt29uzZL1++4Dje2UDrHw0Sesi1tbX19fWCEc/6+vrr1q3z8vIqKSkZOHAgMZ/BYMjJyfn7+y9evFiwBA0Nje93oyOIcQDHcR6Pt3nzZjs7OzSzU3HwPyAkSGttbc1kMu/cuSP4YUx+fj6VSiVuFdAJR6FQRo4cWVpaampqiuZ/+/atvLy8I59gkIIYB5qamhoaGtDnQABQU1PD4/F6ddAkCdLu3LnT3d3d3t7e19dXV1e3rq4uKSnp4MGDP//8M9KMxWJlZmZmZmbq6OgEBgbOmjVrz549bm5u9fX1ISEhGRkZeXl5Ql8nkkJmZqZgk66oqDhhwgQxDowcOfLUqVPou53AwMCZM2eePHny5cuXRkZGpPsmCUjpjKWnp7u5ubHZbHl5eU1NTVtb2+jo6ObmZrQ0MTFRTU1NTU0N3b3ExMRYWFjIy8v37dvX1dU1Pz8fmc2fP9/a2pooc8KECfPnzycmORzOxo0bheoV30MWQk9PDy1ty4GsrKzRo0fT6XQzMzMej1deXs7hcNTV1V+9etUbe8iy97VSSy++lsgQj0xaqUUmrdQik1ZqkUkrtWDH/S/2tA8yugXZWSu1yKSVWmSPLKQW2VkrtciklVpk0kotPSBtQkLCmDFjlJWVdXR0fH19200j2TWKi4unTZumoqKiqqrq6elJBHIIoaKigv03586dEzVTV1fHRGjV8t69e5MmTWIymf369XNxcUG5wkV5//69l5eXmpoag8FwcHDIy8v7no1tFUnnjUpKSnJ1dV2yZMmePXtKSko2bNjw5s0blC6RRBoaGrhcLpvNjo+P5/P5QUFB06dPf/DggVC6SxzH6+vrt27dinIjIwQDsgh4PJ5g6t+srKx169ahxNaC5OXlOTg4eHl5RURENDY2bt68mcvl5uTkiKbKdHd3Ly4ujoiIUFFR2bx5s729fW5uLskvrSX8EtHJycnKyoqYPHz4MADU1tZ2rbS23tdGRUUpKChUVlaiSZT0+Pr160JmtbW1AHDlypXO1mtjY7Nq1SrR+Xv27FFUVER5rnEcLykpAYCYmBghszt37gBAcnIymiwvL5eTkwsPD++sG+KRdIN8/Pjx8+fPE5Mo26JgElxSuHXr1tixY4nwHVNTUw6HIzomAZK2s+dKbGxsdnb2tm3bWl1KoVCIQCIUnYmL3F7m5ORQqVQiC6G2tvbYsWOTk5M75Ua7SFraAQMGIDkRiYmJ2tra+vr65NZSUFCAQhUJDA0NRRPWosTCaIyEDtLS0rJly5bAwEDB1NsEnp6eVCp1x44djY2NX7582blzp6ampouLi5DZt2/fKBSKYOCVhoYGMToCWfRkDzkhISEyMnL37t2kR5fV1NSgJOUEffr0EQ1jRtKePn3a2NhYSUnJwsKCGGmgLS5duvSf//ynrcyturq6CQkJhw4dYjAYysrKPB7v+vXrQp4AgLGxcVNTE0pij8jNzUXOkEiPSRsfH+/h4REUFLRgwYKe8uHr16+qqqrl5eUHDhxITEy0tbX18fFBQ4S0RXh4+OzZs1HOeVEKCwtnzZo1Y8aMBw8e3L1718rKytXVVTTodfLkyXp6eitWrHj16lVdXV1gYGB5eTkanoJMyL10d5ATJ07QaLSQkJDvLKetbtTo0aMXLVokOIfL5U6fPr3dAqdOnTp48OC2lqLk10lJSW0ZLF682NTUFA16guP4t2/fNDQ0Nm3aJGp57949NKQNlUpduHDhTz/9NG7cuHbd6xQ9kDT3/Pnzvr6+R48eXbRoUTdVYWJiInRlzc/PnzdvXrsrWlhYpKamtrX05s2bdDpdTLLe/Px8ExMT4hZLTk5OT0+voKBA1NLKyurVq1fFxcVqamosFsvGxmbIkCHtutcpJN0gFxQUeHt7h4WFdZ+uADB58uRHjx69ffsWTT5+/LisrGzq1KlCZjwez9PTU/DrlYcPH4oZ5i8lJcXMzEzocxVB9PT0Xr58if/VJW5qanr16pVoJ7G6ujoqKqqqqsrIyIjFYhUUFNy7dw+N8UQm5DYC7eLm5mZsbJzy37x7965rpbXVIDc2NpqamlpZWSUnJyckJJiYmHC5XNHVs7Oz6XT61KlTb968mZKSgkYROHPmTFvVTZgwYfbs2WL8ycjIoFAoq1evfvHiRU5OzuLFi+l0em5urqh72trakyZNSktLu3Hjhrm5+cSJEzu80R1F0tK22gE5e/Zs10prS1ocx1+/fu3q6qqkpKSqqurt7f3x48dWS0hLS0PPBZlM5rhx465evSqmOhMTk6VLl4p36fr16zY2Nkwms2/fvpMmTbp7926rZv/+97/t7OyUlJRYLNbixYvROCPkIntfK7XI3vxILTJppRaZtFKLTFqpRSat1CKTVmqRSSu1yKSVWmTSSi09IO2xY8csLCwYDIaOjs6yZcu6KaIxLS3Nzs4ORRY6Ozu3FVlYUlIyd+5cTU1NFRUVS0tLHo/XqlnHIxp/HCT9Uu/IkSOrVq3avn27nZ1dcXHxhg0biouLRaOWvpOnT586Ojq6ublt3br1y5cvO3bscHBwePHiBTFQPKKuro7L5bJYrMjIyD59+pw4ccLNze3OnTuir+06GNH4Y0H6U2nxWFtbL168mJgMDw8HgC4/HG/r9UBQUJCpqSmRAicnJwcAeDyekFlCQoKiomJJSQma5PP5mpqaa9eubbfetiIafygkfdZmZGQITtLpdNGEu99PSEhISEiIYC0AIFqLs7Pzly9fiEkqlSonJ9euMyiikcQU6d1EzwxN/O3bt9ra2j///DM4ONjX15fIsUYuzc3Nnz9/LioqWr9+vYWFhaOjY1uWnz9/rqioOHjwYG1tLXpr2xbiIxp/LHqkrUBBvFQqNSAggIgk6gJi3tfiOJ6SkoK2ccqUKeKzeSEzExOTJ0+eiK8xNjZWWVm5O16vkk7P3Pz4+PjcvHlz79690dHRc+fO7aZahg8ffufOnVOnTlVUVNjZ2Ynpiqenp8fFxZmbm9vb29+/f19MmeIjGn8sevbIunXrFgDcvHmza6uLP2sJPn361KdPn19++aXdAm1tbQWTCQrRbkTjD4VEz9rGxsazZ88KfpU2atQoAGg15u97uH79OvquBsFkMjkcjmgtz549E7o3HTlypBhn2o1o/KGQqLTy8vKrV6/et28fMQcNNGFgYEBuRUePHl2xYkVzczOarKurKyoqEq0lLS1t/vz55eXlgv6IcabdiMYfCwm3EiEhIRQKZcuWLampqTExMYaGhmZmZo2NjV0rra0GOT09nUajeXh4JCUlJSYmcrlcRUVFIoMqQVVVlba29tChQ+Pi4lJSUtDnHv/85z/bqq7diMYfCklL29LScuTIkSFDhjAYDDab7eXlJTgARWcRc61NTk62tbVlMplqampcLvfBgwetllBQUDB79mxNTU0lJaXhw4f/8ccfYqrrSETjj4MsolFqkb35kVpk0kotMmmlFpm0UotMWqlFJq3UIpNWapFJK7XIpJVaelLaOXPmYBhWWFjYHYWTG9EIHQvE9PDwEA18XL58OWlb1Rl6TNrr16+jsaS7AxTROGDAgEuXLp08ebKystLBwUF0MFoU0VhQUBAZGXnlyhUTExM3N7f09HTRAo8cObJs2bJZs2bduHHjt99+i4+P9/T0FDXbsWOHYCKHq1evKikpjRgxols2sl165Ml1fX29gYHBzz//DAAFBQVdLkdiEY1dC8T85Zdfhg0bRrghYXrmrN2+fXv//v2XLFnSTeWHhITk5uYSsYniIxr19PTQpJiIxoyMjGPHjhGTHQnELCsrCw0N/f3333tqpNQeiGjMyso6dOjQw4cPW1paurUi0iMaOxWIGRwcbGNjIzh4uaSRcCvR3Nw8duzYwMBA/K+hSLujQUaQHtHY8UDM8vJyeXn5W7dudWQruglJtxUREREVFRXbt2+XQF2kRzR2PBAzKipKR0dHMIN2DyDJ4+jNmzeqqqrXrl1Dk9191hKQFdFI0G4gpomJSaupGSWJRM/apKSkmpoaFxcXGo1Go9FQOKOpqam7O8kxEuRGNHY2ELOsrAxlqv+OLSABiXajXF1dBR8d5OXleXh4/Otf/xo8eDC5FR09evTly5fZ2dkooTiKaBTtRqWlpa1du9bGxobNZqM5rUY0okBMNze3yMhIwgzaDsS8ffs2APTY7SxBD7YY3dcgkx7R2KlAzG3btvXv37/LG0UW0iktTnZEY6cCMZctW2ZsbNy1LSIRWUSj1CJ78yO1yKSVWmTSSi0yaaUWmbRSi0xaqUUmrdQik1ZqkUkrtUha2tDQUKGAP1NT0+6oqIOjTtfX1/v5+WloaDAYDBsbm8ePH/es2yQi6QCauro6XV3d06dPE3MYDAbptXRw1GkA8PHxuXv3bnh4+IABAw4dOuTo6JiTk6Otrd0jbpNLD0irrq5uZ2fXrbWcOXPm7du3jx49QqMT6+npDRo0KCkpafLkyYJmhYWFFy5cuHLlyrRp0wDA0tKSw+GEh4cLJgGUpNvkIukGuba2luQR0Vujg6NO37p1S15entBbTk7O0dGx1TSvknGbXCQtbV1dXadGee4aHRx1uqCggM1my8vLizcDSblNLj0g7fv376dNm8ZisbS0tDw9PcvKykivpYOjTrdqVldXJxpFKxm3yaUHbn7evn3L5XITEhJCQ0MfPXrE5XIFM9f+sPQ6tyXdjbp69Srx39ra2tjY2NLSMjEx0cPDg8RaWCxWTU2N4Jzq6moWi9URsz59+ojG+0vGbXLp4UcWKMd7SUkJucW2Our0oEGDRM3Kysq+fv0q3kyUbnKbXCQqLZ/PX7hw4dmzZ4k5Dx48AAAxAz13jQ6OOu3g4NDS0pKQkIAmv3z5cu3aNVEziblNMhKOxVqwYIGysvLhw4fv37//xx9/6OrqDh48mPQcjR0cdRrHcR8fH01NzQsXLqSlpbm4uGhoaLT6CQm5bksGSUvb0NCwceNGAwMDOp1uaGjo5+f34cOHLpf2/aNONzQ0+Pv79+vXj06nT5w4MScnRwJuSwZZRKPUInvzI7XIpJVaZNJKLTJppRaZtFKLTFqpRSat1CKTVmqRSSu19IC079+/X7BgAZPJZLFYbm5uaDQz0iE9R2OvQ9LSNjc3T506NT8//8KFC+fOnSsqKnJzcyO9FtJzNPZGJP0q/tKlS8+ePXv9+rWmpiYA6Onp3b9/v6mpSU5OjsRaYmNjDQwMoqOj0Ut1AwMDc3PzjIyM6dOnC5qlpaW9ffv29u3bKJefra1tcnLy5cuXe8uoeeKRtLTx8fH29vZIVwAwNTXtjljtbh11urcg6c3Izs42MjLaunWrrq5u3759PTw8iBfmpNPc3FxTU/P06dOlS5e2m6OxsLBw9erV7Y463YuQtLRVVVWxsbFv3ryJjY09fvz448ePSc8HRpCens5kMkeOHEmn01HIcVuWKioqxsbGSUlJt27dMjEx6SZ/JIykG+SmpiZNTc2oqCj0jQaDwXBycsrIyLCxsSG9LpSjsaSk5MCBA3Z2dqmpqW0N8J6enl5ZWRkTE2Nvb5+YmGhlZUW6M5JH0metiorKsGHDiG9vkKK5ubndUZeqquqECRO8vb1v375dVlYWFhbWlqWNjY2bm9vFixctLCwCAwO7wxnJI2lpBw4cWFVVRUyiYG4FBQVya+mmUad7F5KW1snJKT09nVAXCTBkyBBya+mmUad7GRKOxaqtrdXR0Rk7dmxycnJsbKy2traTk1OXS5PwqNO9ix7I0VhQUDBlyhQGg6GqqrpgwYL37993uSgJjzrdu5BFNEotUvLkRYYoMmmlFpm0UotMWqlFJq3U8j9UGH90yRvkYAAAAABJRU5ErkJggg=="
|
89
|
Valeria baked cookies each day for a bake sale. What is the median of the numbers?
|
47
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"
|
90
|
Look at the following schedule. Jeffrey just missed the 12.00 P.M. train at Hillcrest Boulevard. What time is the next train?
|
12:15 P.M.
|
[
"12:30 P.M.",
"12:15 P.M.",
"11:00 A.M.",
"11:15 A.M."
] |
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"
|
91
|
Some candy companies compared how many pieces of candy they have produced. Which company has produced the most candy?
|
Tasty Treats
|
[
"Sugary Candies",
"Candy Incorporated",
"Goodman Candies",
"Tasty Treats"
] |
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"
|
92
|
Justin looked at his calendar to figure out how much time he spent babysitting each month. What is the mean of the numbers?
|
4
|
[] |
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"
|
93
|
The table shows a function. Is the function linear or nonlinear?
|
nonlinear
|
[
"linear",
"nonlinear"
] |
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|
94
|
Brandon wrote down how many cups of lemonade he sold in the past 4 days. On which day did the stand sell the fewest cups of lemonade?
|
Thursday
|
[
"Wednesday",
"Thursday",
"Friday",
"Saturday"
] |
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"
|
95
|
How much money does Bernie need to buy pasta with white sauce and pasta with tomato sauce?
|
15
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"
|
96
|
A researcher recorded the number of cows on each farm in the county. How many farms have exactly 64 cows?
|
4
|
[] |
"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"
|
97
|
Greta looked at her calendar to figure out how much time she spent babysitting each month. What is the mean of the numbers?
|
6
|
[] |
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"
|
98
|
How much money does Edgar need to buy 8 rides on the Swinging Ship?
|
9.28
|
[] |
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"
|
100
|
Julia, 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 March and April?
|
7
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"
|
101
|
Deion kept track of how long it took to finish his homework each day. According to the table, what was the rate of change between Thursday and Friday?
|
-5
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[] |
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"
|
103
|
Look at the following schedule. Which event ends at 3.05 P.M.?
|
men's basketball game
|
[
"men's basketball game",
"football game",
"diving meet",
"swim meet"
] |
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"
|
104
|
An ice cream shop kept track of how many ice cream cones it sold in the past 4 days. On which day did the shop sell the fewest ice cream cones?
|
Saturday
|
[
"Wednesday",
"Thursday",
"Friday",
"Saturday"
] |
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"
|
105
|
Chase has $0.44. Does he have enough to buy a piece of striped paper and a piece of red and purple stationery?
|
no
|
[
"yes",
"no"
] |
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"
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107
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An author recorded how many words she wrote in the past 3 days. How many words in total did the author write on Tuesday and Wednesday?
|
4,539
|
[] |
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PdgCQEBVzdfqub9PJmY/a2tsBYMb4SSji7jweAB4XFb7gcknsF1szcwBIz8mue16fW1xkOdzEzHBYcuajV52v/haxucV/rH/WlKl0PjoAFJSVopmxi91oAGAyGOgAwWQwZKWkOrs6DSZ+t+z3zbdio1f5zZ/vObNv3wZNxBiGlVQ8BQAlOXkAiEtLsZo+lWmkw2/I0nNx/DsPYABgbzFSS1WtpPxpVn7urdhoAJg1edCGYQSJRNq8ZBkAbDi4l0J+v3so9tpflZ+PDgCiwsJ/n9Lp0GcpJv3a5lVMRAQAnr9sAAC077b39EklO0slO8t5G9YAwNOqNzaHctLS/c61nje8BAAGP78Ak4ki+HzjJZdNaL/YmVkAQMbj7JjUZACwHWFuM8L8VeerlKzM1OxMlOE/1i//2n2Z8+IFAPDR+JivrTslREXxbGQy+erBY7oamkVPyvaePjl5gZ+stdnpq5f79m3QDAWvR9yr5XAAwNnW7mVj44S5c5pbW1b4zp00xrG67pnH0oXcmX3dPH7ete1GVMS9hHg6H93DZeIg9foNkxycLIyMU7IeXbl3Bw9SKGQAaO/owCP1L198TCvPGxqEBAXhtf6kJSTg9Z+B9+SpaJxDCDIF3nSD3L85rLioKOpeW3s70g3nxd8m2xKiYgP3xFhPX0hAMD0nW05KGgDszC2QBGNSkzNyclQUFFUUFHNLiv9L/bh3raSYGAB0dnXi+ev+afptaWySeyuisKw08dHDsJjIK3dvz1mz0tFqlKKsHHe2wRmJEx9mBGxaBwAOlqOMdPQeFxc2t7YAwJp5AdamZviVdHf/PSz9MNWNRqOdvBz8tKpy0hhHfPQaXLYsDQSAC2GheERWUgoAOrs6s/JzASAtO6uk/OnHNHEt4i4A9Pb23o6LAQA0c0DLr8bm5gmjHSaMdpCTkm5tbxMT+fd7YjnchMHPDwBBt8JQ5ELYDQAwNTD811tKoVCsTEyfVlXeiY/V1dCUlpDU09SSFBM/fzO0ubUFjdPvW7+2qhoSdHhMFAC0tLaGx0bhqSXlT7ccOXjycpC2mvoPU90uHziqr6Xd29tbxfXOFMQXHYntZ02nUigtbW3P6jkAoK2m/ufvOwFAXVGZRqN1dXX5rV0tLip6Nz5WW029sKz0513bfl30k6qiorSE5MTRDlfv3YFBXdK9haOVtb3FyJiUZDyioazCUtMoKCuZvMDfycr6XkK8vpb246LC990N7MX+Xi8euXA2LTvraXXVw8c5ZDJ5gac3ACz1+fHPqyE3ou6P958tLy0TcudWc2tL2LFTaFY9AKLCwusWLP5lz475G9dGJD3gvHhxPyGeSqXuWLH6v/TKdoT53fjY4qdP5s+YCQAkEslmhBn6Yg+J+H3rl5GUmjTG8dr9u75rV4XHRqdlZzH5GQCAbpcgk7nz5PHW9raYlGQFGdmSiqePiwoVZeX6XuYXHYmfVlWWlD9taGrSUddYO39RSvB1NCGWl5E5tXWHmqLSzeiIx0WFN47+b/2CxcKCQmExkfhcaoK9AwBIS0iOs7H7kn0emN+W/uMVpWQyOWjfQQsj47rn9UmZD49v2qqvqQ0AHZ2v3qvaV52dAEChUK4fPl5eXZ2Rk6OhrHJh934DbRYAqCspx50LHmttG5eeeunWTT1NzRtH/+dsa/9fal49d8GprTt1NTSu3L2TnPnI0co6+szFMSP7WfL3xe61S6yducW7Iu9b/9GNWyaMdujs6rz7INbDZYK/xwwAaH/VAQAyklLRZy4629rffRC39/TJ5MxHP0x1izsfjBYP3JAiXH2G/i/Jenp6nGbPjE5JWuU///fAn79Mo8Rv7HiCyFUbeMAp3mv5kqz8vMdFhRKiYoE/+g12dwiGHDzwTzHTstnFT5+OMBgWduxU36+gCAh4YCQuvBv975kIvmF4YCQmIBgYQsQEPA8hYgKehxAxAc9DiJiA5yFETMDzENauBDwPFQAcrp4e7G4MRSKn/kDcmaFP5NQfiOkEAc9DiJiA5yFETMDzECIm4HkIERPwPISICXgeQsQEPE8/Ip4yZQqJRNq1622vsfr6ehqNRiKRPqEV3OXLl0kkUn19/aeq8BuhtbV11apVampqTCaTxWJt3779XV5E9+/fNzMzYzAY8vLyv/zyC/dnFxQUZGhoSKfTlZWVt2/fzl1q//79mpqa/Pz8urq6Z8+e/bwX8/FEuPpg/2Ty5MlMJtPY2Pit+JEjRxgMBgB0dXVhn4iQkBAA4HA4n6rCT0jfOzN0+P7776WlpU+ePBkXF/fbb7+RyeQtW7b0zZaZmcnHx+fn55eYmHj27FkxMbEVK1agpIiICACYP39+TEzM5s2byWTyvn37UNKRI0doNNqePXuSkpJQUlhY2Je7tvckwtWnfxGPHTsWAPLy8rjjtra2o0ePJkQ86Dx//lxEROSvv/7CI25ubn0HHQzDvLy8TE1N8dOjR4/y8/M3NDRgGGZvb29tbY0nLViwQFpauqenB8MwJSWlZcuW4UkeHh4jR478HBfySYhw9el/TiwrK2tkZHThwgU8UlVVFR8f7+TkxJ3t5MmTenp6dDpdUlLSy8vr2bNnKO7h4eHu7n7+/HktLS0Gg2FqapqamoqSuru7Fy5cKCYmJiws7Onp2dj4xt2Iw+F4e3vLycnx8/Nra2sfOHAAxW1tbdEfFc7UqVMtLS0/4vHD24iLizc0NMyaNQuP8PPzk/tz04qMjJwwYQJ+OmHChI6Ojvj4eADIyckZM2YMnjRt2rS6urrs7OyCgoKKioqJEydyl0pJSWkawrb+/Yu4p6fH3d394sWLeCQoKMjAwEBLSwuPnD171s/Pz9PTk81mBwcHp6enT5gwAcMwAKDRaMnJyREREUlJSbW1tZKSkrNnz0altm3bdvz48V27dmVkZFhbW2/evBmv0MfHJy0tLTg4mM1mr1mzJjAw8Pr16wDg6+sbGRlZXV2NsrW2tt65c+eHH374tDeCF2lvb6+urj5x4kRISMiyZcveSm1paamtrdXQ0MAjioqKfHx8hYWFANDZ2Umj0fAkGRkZACgpKSkqKgIA7lLq6uoYhhUXF3/Wa/ko+p1OeHl5lZWVAUBqaioKmpmZbd26FT390XRi+PDhTk5OeKmbN28CQEJCAoZhXl5eQkJCLS0tKAmtDFpbWzEM09LSmjZtGl4KDSdoOlFbW/vs2TM8ydTUdP78+RiGtbW1iYiI7Ny5E8WDgoLwZ+JnZchOJ3Ds7OwAQFRU9Ny5c31TKysrAeD69evcQQkJiXXr1mEYZmpqOnnyZDweHBwMAKdPnz537hwAcN/e7OxsAIiMjPxcl/FxvHM6AQCqqqpWVlZoRlFSUpKenj59+nQ8tauri81mW1tb4xFzc3MAyMzMRKdaWloCAn9b3ImKigLAy5cvOzs7i4uLjY2N8VIjR47Ej+vr6318fERFRUkkEolEysjIePHiBQAwGAxPT098jXzlyhVXV1cREZEP+ZP9ujh48GB4eLifn5+vr+/hw4ffq6y/v//NmzdPnTrV3t6empq6ZcsWeO0fzHMMtE/s6ekZFBTU29t76dIlCwsLNTU1PKm1tbW3t1dM7I3VITrGZ06M12adOBiGocGYW3/4cUdHx6RJk9ra2pKTk9FIP2rUKDybn58fm81ms9kdHR23bt3CJyffOIaGhi4uLjt27FixYsXy5ctbWlq4U9HYwb3qwDCsqakJfVJz5syZM2eOn58fk8l0c3NbuXIlAEhLS6NU7lINDQ3w+vMdmgwkYnd3dw6H8+DBg0uXLs2YMYM7SUBAgEKhvHz5Eo+gUXPgAZLJZMI/b9Dz1waYbDa7tLR0+/btOjo6aDyorX1jfmhsbGxsbBwUFHTnzh0xMTEHB4f/foVfH1VVVadPn25ubsYjI0aM6OjoqKio4M4mICCgqKiIZsCIsrKyrq4uXV1dAKBQKMePH+dwOCUlJWVlZWhObGBgwGKxAIC7VGFhIYVC4V4ODTUGErGUlJSTk9OxY8dyc3Pd3d25k2g0mpGRUWLiG3dydGxmZjZAhXQ6XVVV9dGjNy+Bi4mJQQfoIxESEkKnCQkJJSUlGJeZpJ+fX0hISFBQ0KxZs/pdiX87PH/+fPbs2WFhYXgkMzOTRCKpqKi8lfO77767ceMGfhuvXLkiKChoa2sLAHFxcaGhoeLi4urq6hQK5fTp0xYWFnJychoaGpqammhJjZeytbUVFBT87Bf2wbxrYYeOz549S6FQHBwc0Cn3wu7ChQtkMnnHjh2lpaWRkZHq6up2dnYom5eX16hRo/AK0ZqvoqICw7DVq1fTaLQ//viDzWZv27ZNXV0dADgcDofDYTKZfn5+VVVV4eHhlpaW48ePNzIyqq2tRZU0NDQwmUwajVZUVPQ51gd9GcoLu3HjxklISBw7diwuLm7Pnj1MJnPOnDkoyd/f39/fHx3n5+czGIzZs2cnJiaePHlSUFBw8+bNKOnQoUN8fHxHjhxJT0/fsGEDhULBl25nzpyhUqm7du1KTk5evXo1mUyOiYn58tf4H3nnlx24iJubm5lM5okTJ9Apt4gxDDt58qSOjg6NRpOSkvL19X358iWKDyDijo4OX19fYWFhQUFBDw+PK1euAEB1dTWGYcHBwWpqagwGw87OLi8v786dO6Kiotx79ePHj+fen//cDGURNzY2Ll++XE1NjZ+fX0tLa926dW1tbShp1KhRNjY2eM7Y2FgzMzM6na6goLB582b0dQaGYb29vRs2bECbbsOGDQsNDeWu/+jRo+rq6nx8fAYGBlevXv1i1/UB9C/ioUldXZ2goOCFCxe+WIu8cmfeIjs729XVdbB78eUYaItt6FBfX5+amurq6qqurv7W1JygL3/99deUKVMGuxdfFB4Q8fnz521sbCgUSmhoKP7OEoJ3sXPnTu5vpL8FeEDES5YsefXqVWxsrKqq6mD3hWAowgMiJiAYGELEBDwPIWICnocQMQHPQ4iYgOchREzA8xDWrgQ8D2Ht+k4Ia1eegLB2JfgaIERMwPMQIibgeQgRE/A8hIgJeB5CxAQ8DyFiAp7nbRHPnDmT9A7++OOPz9qVhQsXGhgYfNYmvhp6enp2797NYrGQteuOHTt6enr6zXn69GkjIyMBAQFlZeV58+Zxu+jW19fPnDlTVFRUTExs6tSpuFEYTnt7u7q6uqKi4me8kk/B244vq1evxm3OfHx8DAwMVqxYgU6RXwHBUGDDhg27du3asmWLubl5fHw8+k3y8uXL38p29uzZOXPmHDlyxMnJqaKiYu7cudOmTYuNjQWAnp4eFxcXAAgODsYwbOXKlVOnTk1OTuYuvnHjxoqKCmRJMaQZ4OeQGhoaPj7vTP3kBAQE6Ovrf7Hm/pUh+0PRrq4uYWHh1atX45Hvv//exMSkb05nZ2duv7zTp08D12/LaTRaTU0NSsrLyzt16lRnZyeemc1mMxgMX19fBQWFz3Uln4L3/qHohAkTuK1Cz507RyKRkHtSd3f3+vXrVVRU6HS6lpbWoUOH8Gzx8fG2traioqJCQkLW1tZxcXEoXl1d7eLiwmAwZGVlN27cyN1Qvzavzc3NgoKCW7duxbP19PRIS0uvXr36Pf9yeRsymZyRkYE/IQFASUmJw+H0m5nbXo1OpwMAhmEAcP36dUdHR1lZWZSko6Mze/Zs3Cezt7fX399/4cKF+vr6n+kqPiGfbGG3bNmy3bt3//rrrzk5OYGBgYGBgSdOnACA1tbWCRMm6OnpJSUlpaSkGBkZOTs7I/+rWbNmsdnssLCwqKgoDodz9epVvLZ+bV6FhITc3d253fdjY2M5HM63ZvNKJpM1NTVxc7Tu7u779+9zmzvi+Pn5RUZGhoeH9/b21tTUHDp0yNnZWV5eHgCys7M1NTXXr1+vrKwsLi7u5uZWU1ODF/zjjz9qa2vfGlmGLu81nRg/fvz48ePxU6Sn5ubmhoYGPj4+5BmK8PX11dbWxjAsKysLAOLi4lC8q6srJiamtbUVGY8ePHgQxXt6elRVVfHpxLtsXhMSEgAgLS0NxefPn29pafmhD6J/YchOJ95i+fLlTCYzPz+/39QDBw5QKBQ0Htva2uIGN7KysrKysnPmzElOTr569aqysjJ+J6urq0VERMLDwzEM27t379c2nXgXWVlZnZ2d3M7j9vb2hYWFz58/Z7FYurq6np6e27Zte/jwIYVCsbOzYzKZeXl5AIDbvJLJZGQOi3iXzauVlZWenh764+nt7b127dq3Ngy/xapVqw4cOHDp0iVkBPgW169f//nnn7dv356enn7r1q2mpqYZM2ZgGAYAXV1dEhISJ06csLCwcHV1PX78eFJS0oMHDwBg8eLFY8eORcs+nuDTiBg5un733Xf8r0Huq3V1dXQ6PT4+fubMmSdPnjQ1NVVVVUUG9MhB8ANsXufMmXPx4sXu7u6EhITGxkYPD49Pcgk8R29vr5+f35EjR8LDw7nfTsDN8uXLvb29AwMD0SzuzJkzd+7cQa+cERISGj58OIlEQjnRbCQvL+/WrVuRkZH79+//Yhfy8byfiPFrRrS3t6MDpL9z585lvobNZufl5SG/QAkJid9//72oqKigoGDs2LFeXl5ZWVnIgvsDbF5nzZrV2NgYHR39jbttL1q06Nq1azExMY6Ojv1m6OnpKS0t5d4Y1dTUBAD0QgNtbW3utSB6gxidTg8JCWloaFBSUqJSqVQqNTAwsKqqikql4q9QGYK8n4hFRUW5X0CCm7QaGRnR6XQOh6PzGgkJCSkpKTqdXlZWFhoairJpa2sfO3aMSqVmZmaixx9eAxpZ0fHANq+SkpJTpkwJCgoKCQn5Zt22z5w5c+rUqTt37piYmLwrD4VCUVBQQNM2BHIdRh4048aNi4+Px3WMPHYNDQ23bNnCZrPxwWjFihUyMjKZmZleXl6f84I+jvda2O3bt4/BYGRkZHR1dd24cQMJsbm5GcOwRYsWSUpKBgUFlZWVRUdHGxkZTZo0CcOwmJgYCoWya9eu/Pz8/Pz8TZs20Wg09HIxS0tLeXn527dvp6ene3t7q6iooIXdv9q83rt3j0ajKSkp4R6Pn4Mhu7Bra2tTVFT8/vvvo//Jq1evsH9au27dupVOpx87dqy4uDgxMdHS0lJHR6e9vR3DsKamJiUlpZEjR0ZERISEhCgoKIwbN65vWzyxsHs/Ebe2tnp7e4uJiYmIiHh7eyNjVrTg7erqWrdunbKyMo1GU1BQCAgIQOLGMOzcuXPGxsYCAgLCwsKWlpa3bt1C8bKyMgcHBzqdLi0tvX79+jVr1qANDezfbF57enqEhITWrl37aW/HWwxZEXO7lHODvrngtnbt7u4+cOCAgYEBk8lUUFDw8vIqLy/H6ykqKnJ2dmYymSIiIjNnzqyvr+/bFs+LeMhy+/ZtKpXK/Xl8DnjxzmDfpLUrj70tp6Kigs1m+/n5zZ07V0lJabC7MxT5Bq1deUzES5cuvXPnjoeHR9/3pxMgdu7cOdhd+NLwmIjRLJyAgBviH8UT8DyEiAl4HkLEBDwPIWICnocQMQHPQ4iYgOchrF0JeB7C2vWdENauPAFh7UrwNUCImIDnIURMwPMQIibgeQgRE/A8hIgJeB5CxAQ8z9siNjc3t7e3547cu3evr6+rj48PbuP1HzEwMFi4cOEHdfI9qK+vJ5FIly9f/twNDTo9PT1r164lk8n79u0bINu7/FslJSX7uvdeunQJACZOnPhWfN68eV/gij6Yt/9RvJOT065du9ra2phMJopERUWRSKSoqCjuK4mOjnZycvpy3ST4JzU1NTNmzKirq6NQKANkG8C/NTQ0tKurC8/JZrOXLVs2bNgwAGhubp40adJPP/2EpyL7tiFLPyLeunXrgwcPxo4diyKRkZFjx46NiYnBMAyZpxQVFVVUVBAiHkTOnz8vJSUVFhYmKSk5QLarV69mZmaWl5ejx6aKikpSUlJXVxeNRuM2VQKAdevWLViwQE9PDwCam5tNTU3feiAPZd6eTlhZWQkICERGRqLTxsbGR48eBQQEcDic7OxsFIyOjgYAZDxTV1fn7e0tKSnJz89vbm4eFRWFV5WQkDB8+HA6nc5isa5cuYK7Bx09elRaWvrhw4cWFhZMJlNNTe3PP//ES2VkZDg4OKDf90+ePLmsrAzFu7q6li9frqyszM/Pr6SktGzZss7OTpR07NgxZWVlBoMxatSox48f41X19PSsW7dOQ0ODn59fUVExICCgtbUVANavXy8iIoLbFwHAgQMHGAxGQ0PDR9/PL8T06dNDQkIEBQUHzjawfytOSEhIdnb2hg0b0GlTU9O/1jy06PvDdGdnZ9zhITQ0lMlkvnr1isVi7d27FwWnT5+OXE66u7uNjY01NDQiIiJyc3MXLlzIx8eXnZ2NYVhDQ4O4uLi9vX1mZmZKSoqDg4OEhERAQACGYSdOnKDT6c7Ozvn5+Z2dnWvXrqXRaJWVlRiGPXnyREhIaNy4cY8ePUpLS7O1tVVXV0dmH5s3b5aWlr57925JSUl4eLiCggJymUZux0uWLMnPzw8LCzM1NQWAkJAQDMO2b9/Oz88fEhJSUFBw//59ZWXlJUuWYBhWVlaG5n/4JdvY2EyfPr3vb8E/4S/LPxN0Oh3/XPpiaGi4aNGidevWKSkpiYmJTZs2DTlsc9PT08NisbZs2YJHZGRktm/f/pk6/Mnp33diz549ZDL5xYsXGIYtXbrU0dERwzB/f/+JEyeiDDIyMkuXLsUw7NatWwAQGRmJ4uh2IPuZ8+fPAwASNIZhxcXFJBIJFzFwmb1WVFQAADISXblypZCQEG4/Wl5eTiaTL1y4gGGYq6vrmDFj8E7m5eUVFBRgGObn5yctLd3d3Y3ip06dwkXc0NDw9OlTvEhgYKCuri46dnJywj1qa2pqyGTy3bt3+96d97udg8HAIh7AvxUHjegNDQ14hMlkurm5mZmZCQgIqKur//zzz62trZ+p/x9P/9auTk5Ovb29yJwrOjoazY3s7e3j4uJ6enry8vKePXuGJsRpaWlUKtXW1hYVJJPJNjY2SUlJAJCbm0uj0fAXyWhoaEhJSXG3Mnz4cHQgKioKAMh2Oy0tzcTEBEUAQElJSV1dHVU4efLk6OhoDw+Py5cvv3z5UkdHR1tbGzU0bNgwfH0zcuRIvAkMwzZt2iQnJ0ehUEgk0u7du5E/LAD4+vrevXu3rq4OAK5duyYvL/8uWz6eZgD/VpxDhw65u7vjvoy9vb18fHzFxcU//fTTvXv3FixYcOjQIT8/v8Ho/n+lHxEbGBjIyclFRUW9ePGCzWaPHj0aAOzt7dH8ODo6mkaj2dnZAUBTU1N3d7egoCDu6Prnn38+e/YMAJqbm4WFhbmrfcu+ksFgcJ9iGIYqjI+P5+eipKQEVejj4xMWFoZ8tKSlpadPn47M8Jqbm/v1hwWAgICA27dvX7x4sa2tDcOwNWvW4ElTpkwRFRVFO0qXL1+eNWsWmfwVbpm/y78Vz1BTUxMbGzt9+nQ8QiaTX758+ejRoxkzZlhZWQUGBm7YsOHChQvcr10aavTvO+Ho6JiYmJiQkMBgMMzMzABATk5OW1v7wYMHSUlJaPEHACIiIvz8/G9Zg6FBUUBAgNs/E7icWwdARETE2tr62LFj3EHcHtPFxcXFxaW9vf3WrVuLFy+eO3fu1atXBQQE+vWHxTAsNDR07dq1+Cqb2x+Wj4/P29s7KCjI09MzLi7uc7/dbLB4l38rHrl//z4/P7+Njc0AlaB9tydPngy8EzKI9D/8ODk5sdns6Ohoa2trfDFrb2+fmJiYkpKCb66Zm5t3dHT09vbijq4MBgO99ozFYnV1deXk5KCcOTk5+KN8AMzNzUtKSjQ0NPAKyWSynJwcAISGhj558gQAGAzGtGnT5s2bh/54WCwWm83G3+KGZkEA0N3d3d7ejv8BNDY2hoaGYq/9YQHAz88vKSlp//79FhYWWlpa73HPeId3+bfiGaKjo/X09Pj5+fFIYWGhm5sb9yZPcnIymUxGhrBDlH6XL+gdJGJiYr///jsevHDhAnrZSUpKCoqg3QljY+PY2NiysjKUYc+ePRiG1dfXCwkJ2dnZpaSkxMTEWFpaysjIcC/skAU8hmHIjfjs2bPY690JT0/PrKyswsLCzZs3UygU9IYOe3t7c3Pz2NjY0tLSmJgYfX19b29vDMPu3r0LAAsXLszKygoODkZ+vWhhZ2ZmNmLEiOLi4vT09NGjR/v5+VGp1Ly8PLxpKysrGo124sSJd60YPnLN8fnIyMhAdq40Gi0gIAAdo20cbmvXf/VvtbOzc3d35468evVKXV2dxWKFhIQkJCRs376dwWD4+fl9sUt7XwZyxURrsqSkJDyCvrEUFRXFtwIwDHv27Jm3t7eEhASdTtfR0eFeKUdEROjr69NoNC0trcuXL1tbW6ObO4CIMQxLT093cHBgMpkCAgKWlpa3b9/GG5o5c6asrCwfH5+iouKCBQuamppQ0t69e+Xl5el0uqWlZWZmJgCgDQ02m21mZsbPz6+npxcaGlpZWamhoSEpKVlWVoYK7ty5E81G3nV33utufkksLCz6jkfouritXbF/829lsVh9BfrkyRMvLy8ZGRkGg2FgYLB37178wxqC8Kq16yeht7d35MiR+KDVFx69M4S16zdBe3t7cXHx4cOHs7Oz0QbF1wRh7fpNkJubO2rUKGVl5evXr6uoqAx2dz4xhLXrN4GpqWlHR8dg94Lgk/EV7vATfGsQIibgeQgRE/A8hIgJeB5CxAQ8DyFiAp6HsHYl4Hn+DxTeW7TpmKydAAAAAElFTkSuQmCC"
|
108
|
Tracy graphed the daily low temperature for 7 days. What is the mean of the numbers?
|
7
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[] |
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AUdWVelJa7ODEUlBj2o0bVlj0IDP7ntVoYyUN0akeE2pqqlFlbSN5SQVKzJULP82epqwlrqojuXTlfNJUu7b2dWCQv85gBTkVurX90Ovxf/sOo/RPTU86OydjyHD1qR4TAOBd47vlaxYNGa6moMY0s9TZd2A7QRDvGt9JKlCuxccCgPUYE7txwwDAeYqdpALlwKFdqLX4m1clFSg6gxXQqoaBjKQC5dbtmxMmWw/U+Ntt/XLsebtxw1C2MH/x7IZ3DR+fkLLyZ7du3xQUFPSc/hNZ2NTUdCP+CgBs3bhXQEAgOSWhtvb/fbP0dA2v3oipq3sTdeGsMFN4kJJKalpywcP7ALDzz4NDjc0AQEBAwM1l+taNe/x/mqelqQsArpOmiYmK5d/P7fKKxLP7Swf7CcqDVADgzt1bABByZO+SZQG1b17/7DdfTFT86ImDQb/PBYDpU70ZDMbTZ0/y2H//CCzu2iUAmP6DN+l59z2wbNWC9ZtXtLW1zp/3m7iYxOr1v+0/uAMAmAwmALx71zA30FdDXYvJFM7Ny5of5P/zrz6DjYZSabT4m1f/2LwcNUKn0wFg4W8/i4tLzPELbHnfcvCvPQcP7waAtrY2l2kOJ0P/UlPVCPxlSeXLCo8ZkzOz7wEAg85AXSxaOleYKayirAYAcwN9/xeyc8AA2TmzAmtqqlauW3zi9GEhmtBc//novP0wxeMHV4/PHhdq/I9Ny5+VlRroDwaA6MuR3rPcCh/e9/tpnsUwyxOnD8/+xfPjHVPTkgmCMNAfLC09gCy8Fh/T1Nykr2toZWlrPozVKUVZtmTd24Z6NT3pFWsX7Qo+JCYqhrJweTkFG6vR3I17e8zatnmfxXBLAGAymcPMRgDA7TtJH4fBy/kTNVVNAHjxshIAXr16McnZbfuW/61ZsXnb5n0AEBN3oaOjQ1JSapKTG3y4ljU1NSWlxAPA9B++yLjn21BdU3X05EEA+OvA2RW/r48Ku0aj0bbv2cThcJD1YXt7+xSX6SH7Tm1cuwMA0jPTFgUuO7DnxNoVWwAgMfk6agdVth45anfwoZVLNywKXA4AR04cAICr1y+z83MkxCUunLuxcumGnVsPcjicnXs2AwCVSgUADodjMczy7q0He7Yffv/+PVWQOsnZ7fD+0HWrtv7sPx8ALsVGCQkJbV6/C/US+MuSeT8v+uyhocbbO9pz7pYkXcsEgD93/AEASxau2rAm+OzJS4b6g+OuX/547GTfzwEA48H/+IHahUvnAGCSsxsAcP9bEXKy8snXs/LSnxQ/qHZ38wSA6upXAPDZ2xsT42EAkJffxc9gealv5IZMF6IDwOrlm07+Fens6Pr+/Xs5WQUAaGlpqat7AwA+nn7w4UQkJl9vbm62GG6pof4dTVlk5aQjKQ9UHFRR+ZzD4aiqqNfWvn5QwCbrjHdwBoDBhn+7pdmPGg8ARobGAPCq6iV3a2NG/206NZJlCwClT0taW1vvZd4BAB1t/bq6NxWVzzU0tAHg1u1/+A77eP1tW0en048dCj/5V6SGulZLS4uC/EAAePnyK+2PAWD6Dz7o2tLwruFBYT4AaGnoVFQ+r6h8bjzE9ONIAKC2tgYAZAbIkiWNTY3xCXEAMMl5KgBMdHIDgE4pCoVCUVVRFxEWIdcBgPM508kB0jIA8Lq2s/En8ND/hCCI0qclAKCkpAwAqWm31m1cmv8gt7m5mbsOAFhZ2mlqaJc8eZz/IO96whX4zgZvAEATnR0dHUOGq3GXlz9/JiX1t8GQpIQUANDpDLQqIS4JH67+nV5bQ+4iLiYOAARBvKmrRV1kZN01NP1/3+GGdw1oCEAoyv+/A/LxU4f2Hdz+9NkT8qbw39yukC2/fVuPFmbMdueuUP78Wadd3r1rAAARkf83sL12I6apuQkAfg7wRiWCgoIoRfH2mNVlv0qKgwCgrPwpQRDc6SiHwxEUFCRLxMTEyR47wTN9x8ZdROPWmNET6ureTPd2bnjXEPjLkgnjJr18VfnT7GnclX08/das/z3u2qXE5Ot0On3K5GmfaJU3SEpKAQCVSj197B9vZjIebEo69n85NTV/OyCjAUlAQEBaagDqYrDR0BW//8N3mMkUftvwt+YEBf/2KU66Fb9gyRw6nb5rW4iOtv6Vq9G79n3SWhq5Gze3NHN32gmyZQkJSbTwx6o/dXT0yQofpxCiomIA0Nj4jixByQkA5D/I46558XLEp/RtZWkHALW1r6/eiJkwdiJZfuDQrqMnD86f99sM79kA0NDwluyx89F12W5fcy/jzuJl8wDA1tp+sKFxYdEDdA8etGAFy8Kq+sM/mLwweUybQaPRTp89Ulb+bMLYSeRZ/k4wHTqcSqVyOJyBCkrjHZzHjBpfX19HEAQapHsKmZLGxl0EAG0tXRqNZm7GAoBXr17YWY8Z7+BsPNi0vr6OyWCitKETGVl3AUBHW9/rx5nmw1ilz0qA62SiYe/dB+XJyykAQFZOOlo9fzGsm9hERUTR1B6VSh3v4DzewVmAItDW2oquTtxIS8sAQM3rv6eGGpsa42/GAcCF8Ot1Lwn0F3/lLnyUonAz1NjMcoQ1APy2POBexh0AIAgi6mLYhq0rS5+WtH4YO1AvKEvpxDcdv52n2AkKUhsb31VVvwIALU2d/buOAYCaqgaNRmtra5sf5C8lJZ2QeE1LU6e45NHaDb8vW7JORVlNVkZu/NiJl2PPA8B09+8rOQEAWRk5Xy//I8cP/ODpONFxyv2CvLvpqRbDLVHO3VOKHhVMdBstKSmFjvdnv/kAMH7sxMGGxvkP8hycRlgMH5mQdK30acnCX5faWnfhO6ytqQsABYX5K9YGlZYW17+to1AoT0qL129esWrZRvTNw+Klv9jajNm0boeDvWPE+TOxcRd9/Ka+fVuPMpBukpnFC1f+NHva2o1L7xewm5oao2MiJSQk7yY/6FRtiJEJcN3zXb1+ubm5WUpK2nrkKLLOMFML5UEq5c/LuklRDu496TxlVFn503ETR0pISLa2vkcZ7OSJU2f6/Izq5ORlkj124puO32Xlz0qfltS/rdPR1luycGXClXuDlJQBQFFh4L6dR1VV1K/euPyw6MHZk5d+W7RaXEwczYaifZFWZGXkxowa/y1j/kL+3Lh32ZJ1DAbzROjhsvKnfjN+iTgT93UzmCt+3yArI3cz8dqAATJB85ejSzCNRrsQfsNj2owXLytPnT1CpVI3rAlevbxr3+HJE6cGzA2SlJQ6efqwiIho6LGLfjN+oVKp6Eu+tSu3ysnKl5Q+Rre/U11/XBS4TE5WPin5xiAllR1bDwAAeidbl7hOcj92KFxP1zDywpnk2wmO4yZdu5SqIK/YqdpIli2FQikozH/9ugY+XJScxrugCRkSdJdJpi4fo6Kslnw9a1HgMl0d/dbW90I0oWGmFruDDx09GIaaam5uzsq+Bx9uxztBWTQz6/t/yrC9vd3F3SElNXHhr0vXrNj8bTr99s9fDhmuVlb+LPTYBacJLt+y3z5i8g9jklMS/lj1Z+C8JX3XS2jYsXkLZg42NE5JyO20qX88f+n/i6fVaOOU1ERp6QEBPwfxOhzMl7Lw16UAEHJkT1NTUx91weFw9h3YDgC//tL1R6gf6Ds7N+PJ02KTocPCT8UMGNDFPQTm+8TOZsxEpykVlc937Omr9zccPrqvsOgBy8IKfR/0Mf3A/zvrziNeh/CNYGc85XUIvcypI1F92v7c2Qvmzl7QTYV+MH5jMF8N1jeGn8H6xvAzWN8YfgbrG8PPYH1j+BnKoplZvI4Bg+krqACw/cj3/v08TwialY3PTL8maFZ/+H4eg/lqsL4x/AzWN4afwfrG8DNY3xh+Busbw89gfWP4mS707eLiQumK4uIuvF5lZGQ2bNjQZdNGRkYBAQG9HC/m33H//v0u/7kvX778/M79kK6fb9DU1Dx48GCnQiUlpY9rbt++ffDgwb0fF6ZvUFdXT0xM5C45efJkYmKitLQ0r0LqU7rWt6io6JgxY7rfs62tjUaj+fr69kFUmL5CRETEzs6OXK2urr548eJff/0lJCTEu6D6kJ7l32w2m0KhxMXFGRoaWlhYwD/zk9TU1KFDh9LpdF1d3aioKG53hNDQUBMTE1FRURkZmUmTJpWUlADAzZs3KRTKnTt3OrV/7dq1XjgyzBewdu1aQ0PDKVOm8DqQvqJn+kaf8nXr1v3+++/Hjx/n3lRfXz9p0iQpKan09PRTp04dOHDgxYsXaNO9e/e8vLxcXFwyMzOvXr3a3Nzs5uYGAKNGjdLU1Dx16hTZSGRkpJKSkoODw788KsyX8PTp08OHD2/e/I38NnhC1/lJR0fHu3fvuEsoFIqIiAhyVLGxsfHx6WwiFRsbW1tbu3fvXiMjIwAICQnR1tZGm4yNjUtKStTU1JAz7/z58ydOnFhVVSUnJzdz5szg4ODdu3ejT05kZKSPjw+qhulrgoODR4wYYWVlxetA+pCulZSfny/2T+Tl5cmtw4cP/3iXgoICGo2GxA0AmpqasrJ/e+PS6fSwsDBdXV0hISEKhTJx4kQAqK2tBYCffvrp7du3sbGxAFBYWFhYWDhjxozePD7MJ3j37t2JEyf8/f15HUjf0vX4raWldezYMe4S0kEUAKSkOpspAkBDQ4O4uDh3iYSEBFr466+/Vq9efejQoalTp4qLi8fHx5MZiKKioqOj46lTp1xdXSMjIy0tLXV0dP7N8WC+kJiYmNbWVldXV14H0rd0rW8REZGeXrZERETevv3H62hfv/7bFPTChQtjxoyZOXMmWu001ern5zdt2rSGhoaoqKh58+b1qFPMV3P9+nUWiyUqKvr5qv2ZXst0dXV129ra7t+/j1bv37+PMhAAaGhoEBP7f2/mkydPApdDqZOTk7S0dHBw8KNHj6ZN+76MvfmYxMREMzMzXkfR5/Savp2dncXExAICAtLT05OTk2fPnk2m7CwW68aNG2lpaU+ePJk7d66WlhYAZGZmIls6QUHBGTNmbN68ecqUKZ0yHEwf0dHRUV5ejv4R/E2v6XvAgAEXLlyoqamxsrLy9/cPCgrS1tZua2sDgOXLl48ePXrs2LHW1taDBg3at2/fuHHj5s2bFxMTg/Z1dXVta2v76aefuu0B02tUVVW1t7eTN0j8zKKZWQSv+f3333V1dTs6OngdyD/4Hs4M5t+waGYWj/01CwsLExMTt2/ffvbs2e/qfZYY/oDH+ra2tqZQKFu3bp06dSpvI8HwJTzWd01NF2/rwmB6C/xNOIafwfrG8DNY3xh+Busbw89gfWP4GaxvDD+D/ZEx/Az2R/4k2B+5v4P9kTF8DtY3hp/B+sbwM1jfGH4G6xvDz2B9Y/gZrG8MP9O1vpOTk52cnAYNGkSn0wcOHOjq6pqZmfnNYoqMjKRQKPin4X1Hbm6ura2tsLDwwIEDg4KCOBwOryPqK7rQ99WrV0ePHi0pKXn06NG0tLR9+/a9ePHCzs7u4cOHn21OTk7u6dOnvR8mpvcoKysbPXq0qqpqfHz8tm3bjh49umrVKl4H1Vd08fzOkSNHDAwMQkND0aqpqamDgwOLxUpOTtbT0+umrbKysurq6h51z+FwBAUF8ZOX35KtW7cqKyufOHGCQqFYWlrKy8u3trbyOqi+oovxG2mOu0RMTOz+/ftz5sxBqxkZGQ4ODtLS0qKioubm5vHx8QCQlJSkqqoKAOrq6i4uLgAgKioaHBxMNuLn5zds2DC0LC0tvWfPHmdnZyaTWV9fz+FwAgICpKSkxMXFPTw86uvryb3a29tXrVqlqanJYDAGDRo0b968xsZGALCxsRk7dix3kFOmTGGxWL1wSvidixcvenp6kmPKmDFjHB0deRtS39GFvp2dnfPy8qZMmZKWltbe3t5pa0tLy/jx48XExBISEtLT062trV1cXCoqKkaOHBkeHg4A2dnZ3JbHXSIkJPTXX38NHTr01q1boqKiW7ZsOXToUHBwcFZWlpWV1fr168ma27dvDw4O3rp1K5vNPn78eExMzIoVKwDAz88vISGhsrISVWtsbLx69Sr25vwstbW1lZWVMjIynp6eMjIySkpKS5YsQTY1/EmXLh9r164VEREBAHFxcUdHx5CQkMbGRrSJw+GUlZU1NDSg1YaGBgAIDw8nCCIuLg4ASktL0SYREZFt27aRbc6aNcvMzAwtKykpDR8+nNykra3t5uZGriLz5erqaoIg6urqnj17Rm4KCgrS19cnCKKpqUlCQoJsPzw8nMFg1NXV/TvDjH/Al/4n6CZKWVl527ZtGRkZe/bsYTAYS5cu5XVcfcKimVldz5+sWbPm1atXFy9e9PX1ffLkyZw5c3R1dQsKCgBAUFAwKytr1KhRwsLCFAoFGQuSVoNfDmmy3NraWlxcbGJiQm4aMWIEuUwQxB9//KGoqIjS9O3bt6O+mEymh4cHeaGIiopydXX9Txgy/TvQUD1x4sTFixcPGzbs119/XbBgwa5du/h1CP/k/LeIiMjkyZP37NlTWFh48+bNxsbGxYsXA8CDBw/c3d1ZLFZJSUlHR8dXnxfSZBldGbilyb08b968uLi4s2fPNjU1EQSBkhOEv78/m81ms9ktLS1XrlzB9m5fAhqPuEcTa2vrlpYWfp316kLflZWVKOsgGTVq1JQpU3JzcwEgNjaWTqfv2LFDUVGx+/fKdZoVaW5u7rKasLAwAHDfU5LGygRBREdH//rrr3Z2dnQ6Hf7prWxiYmJiYhIeHn716lUpKSl7e/vPHCsGYNCgQUwmk3uaC91iodPLf3TW96tXr1RVVTdt2tSp/PHjxwoKCgDQ0NDAYDDQi0oA4MSJE8Bldsy9LCkpye0Ijj4eH0On09XU1HJycsiSpKQktMDhcJqbm0lv5fr6+ujoaO6+/P39IyIiwsPD8VtNvhBBQUEHB4fz58+TJUlJSZKSkoMGDeJhVH1HZ03Iy8svXLhwy5Yts2bNunz58p07d86fPz958uSUlJRly5YBAIvFqqmpOXLkSGVl5f79+/Pz8xUUFPLy8urr61HKERsbi1zAhw0bduHCherq6qampvXr13e6JnDz448/Xrp0KSQkJD8/f+vWreQngUajmZmZHT9+vKSkJCsry9XV1dXVtba29uHDh+grNw8Pj4qKiqioKDxz8uWsXLkyLy9v1qxZqampu3bt2r9//9KlS/l2dOhyluDkyZM2NjZycnJ0Ol1VVdXV1fX27dvk1qVLl8rKykpISHh7e799+3bdunUiIiLz58/ncDgTJkxgMpnjx48nCKK4uBh9CaykpLRx48bly5cbGxujFpSUlFasWEE22NLS4ufnJy4uLioqOm3atKioKACorKwkCILNZg8fPpzBYBgYGERHRz9//lxTU1NGRoacpXFycrKysur1W2+CT+dPEFevXjUxMRESElJSUlqzZk17ezuvI+oTFs3M+i78kb+aqqoqUVHRM2fO9EXj/frMYIhu5ge/f2pqatLT011dXTU0NNzd3XkdDuY7pb/qOzQ01NraWlBQMDo6utOvCTAYkv6q7/nz579//z45OVlNTY3XsWC+X/qrvjGYLwHrG8PPYH1j+Bmsbww/g/WN4WewvjH8DPZHxvAz2B/5k2B/5P4O9kfG8DlY3xh+Busbw89gfWP4GaxvDD+D9Y3hZ7C+MfwMb/yRa2pqKBRKZGRkL7aJ6SnNzc0aGhr8+uQ8opf9kTH9iLVr15aXl/M6ir6lN/2RMf2I/Pz8vXv3zpgxA7lG8is99kfOzMykUCjc6YqWlhaybjtw4ICcnFx2draFhYWwsLC6uvqxY8fIaiEhISoqKkwmc+TIkQ8ePCDLP+WAvHr1agkJCW7Xqz179jCZzLq6ut46+P8sHR0ds2fPDggIMDQ05HUsfUuP/ZG7gUajvX37duXKlSdPnqyvr/fy8pozZ05FRQUApKSk/Pzzz8jkbfny5UFBQeRen3JAnjlzZkNDw6VLl8iakZGRLi4ukpKSX320GMTBgwdfvny5du1aXgfS9/TUHzkjIwMAMjIyyMqamppBQUEEQRw+fBgAbt26hcpRbhcbG0sQhL+/v5ycHIfDQZuOHj0KABEREcSnHZAJgnBwcHByckLLL168EBAQuHbtWq86ZHQHv/qfVFZWSkhIoP/Lzp07lZSUeB1RX/E1/sifZejQoWgBDbRv3rwBgIKCgiFDhpBpz5c4IAOAn5/ftWvXqqqqAODChQsDBw4cM2ZMTz/AmE4EBgaOHTuWj9/ZwE2P/ZE/C5PJ5F4lCAIAGhoavsIBGWUjYWFhABAZGYlNNP89V65cSUhI2L17N68D+Ub02B/543dBfcr4mBsREZGvcEAWEhLy9vYODw+vqam5desWNtH890RERNTV1SkrK1OpVCqVGhQUVFFRQaVS9+zZw+vQ+oQe+yOjrIM0Pn758uWLFy8+242uri6bzSbvVnvkgJyWlrZ7924LCwttbe2eHRzmIzZs2MBms3M/sGTJEnl5+dzcXE9PT16H1id0nv8m/ZGrqqpcXFwGDBjw8uXLEydOpKSkoNdHqaioyMnJnTx50tLS8u3bt4GBgbKysp/t5scffzx+/PiCBQv8/f2LioqOHz+OykkH5PHjx9fV1S1ZssTV1fXYsWMPHz7U0tKiUqn6+vosFmvr1q3/+9//evvY/4soKSkpKSmRqwoKClQq1cjIiIch9Sld5Cd//vnnyZMni4uL/fz8Ro8evWjRIkFBwZSUlB9++AEAaDTaiRMn0tPTpaWlbW1tfXx8tLS0PvsC3LFjx+7cufP8+fPm5uY7d+5E8yfo3SZHjhyhUChGRkY+Pj4LFixYs2aNqqqqtbX18+fP0b6urq5CQkLYRBPzFVAWzcz6np8yJAjC0tJyyJAhISEh37hr/PxlfydoVnYX389/JzQ3NxcXF6NXRKApFAymp3y/+i4oKBg5cqSKisrFixfRm5ExmJ7y/erbzMyspaWF11Fg+jf46xIMP4P1jeFnsL4x/AzWN4afwfrG8DNY3xh+BvsjY/gZ7I/8SfD38/0d7I+M4XOwvjH8DNY3hp/B+sbwM1jfGH4G6xvDz2B9Y/iZLvTt4uJCoVCCg4M7ldfU1NBoNAqF8tmnLb+cyMhICoVSU1PTWw1iPkV+fr6ent7H7nZPnjyZOHGimJiYhITE9OnTX716xYvo+oqux29hYeEzZ850KoyIiKDRaH0fEqb3OXr0KIvFolI7P87S3Nxsb29fV1d38eLFc+fOFRUVTZo0idufo7/Ttb6trKxycnI6GX6HhYVx+6ph+hFr166NiIjw8vLqVB4aGvrixYvz58/b29uPGzfu7Nmz6enp169f50mQfUHX+lZQUDA2NuYewisqKlJSUhwcHLirIadwOp0uIyPj6elJXtqmTZvm7u4eGhqqra3NZDLNzMzS09PRJg6HExAQICUlJS4u7uHhwW1qVV1d7e3traioyGAwdHR0SEclGxubsWPHcvc7ZcoUFov1r4/9P8SdO3cmTJjwcXlCQsKIESNIBxs9PT1NTc0bN2582+j6kK713d7e7u7ufvbsWbIkPDzcyMiI20Hq1KlT/v7+Hh4ebDb73LlzmZmZzs7O6NJGo9Hu3r0bHx+flpb28uVLGRmZn376Ce21ZcuWQ4cOBQcHZ2VlWVlZrV+/nmzQ19c3IyPj3LlzbDZ7xYoVQUFBFy9eBAA/P7+EhITKykpUrbGx8erVq9irrUd86iUkjx8/1tTU5C7R0NB49OjRNwnqm/CxC/DkyZM9PT1LS0sBID09HRUOHz5806ZNERERANDW1kYQxNChQx0cHMi9Ll++DACpqakEQXh6eoqJib179w5tOnXqFAAgh2VtbW03NzdyLx8fHwCorq4mCOLly5evXr0iN5mZmc2dO5cgiKamJgkJiW3btqHy8PBwBoNRV1fXSya6n4T//JE3b94sISHBXaKlpbVgwQLuEjc3N2tr628aVp/xSX9kAFBTU7O0tEQpSklJSWZm5vTp08mtbW1tbDbbysqKLDE3NwcA5MEJANra2shBHLiMkltbW4uLi01MTMi9uBP6mpoaX19fSUlJCoVCoVCysrKQUTKTyfTw8EAfEgCIiopydXXldqDFYD5Fd/PfHh4e4eHhHR0dYWFhFhYW6urq5KbGxsaOjg4pKSmyBC2TvpudXJIBgCAINIR3aZTc0tIyadKkpqamu3fvouvDyJEjyWr+/v5sNpvNZre0tFy5coXMdjD/EikpKe5bIACoq6vj/rf2d7rTt7u7e3V19e3bt8PCwn788UfuTSIiIoKCgsi7HoHG2u6HVWFhYQDo0iiZzWY/efJk69atenp6aBqL2yjZxMTExMQkPDz86tWrUlJS9vb2X36EmG7Q1dXtlG0/evRIX1+fV/H0Ot3pW1ZW1sHBISQkpKCgoJO9JY1GMzY2vnPnDlmClocPH95Ng3Q6XU1NLScnhywhjZKR4zhplJyamlpSUkL80yg5IiIiPDwcu9z3IuPGjUtPTycdrjMyMsrLy/np1Q6fEQpKUUaNGoXMv7lZvHjxjRs3tm3bVlpaevPmzcWLF9va2g4bNqz7Bn/88cdLly6FhITk5+dv3bqVzNeNjY2FhYV3795dWVl55cqVJUuWODk5FRUVkXOOHh4eFRUVUVFReOakp9TW1iYlJSUlJT158oTD4aBl9OWGu7u7pqamm5tbQkJCbGyst7e3vb29jY0Nr0PuPT41f4KWGxoahIWFDx8+jFa5508Igjhy5Iienh6NRpOVlfXz83vz5g0q9/T0HDlyJNkgmlopLy8nCKKlpcXPz09cXFxUVHTatGlRUVEAUFlZSRDEuXPn1NXVmUymra1tYWHh1atXJSUlzczMyHacnJysrKx6+yb7k/DN/EmXb7j09fVFW8vKyiZPniwiIiIhIeHr61tbW8vTYHuTRTOzun5/2ndIVVWVqKjomTNnvlmP/eXMYD5Fd/OD3w81NTXp6emurq4aGhrY5R7TI/qBvkNDQ62trQUFBaOjozu9WBmD6Z5+oO/58+e/f/8+OTlZTU2N17Fg+hn9QN8YzFeD9Y3hZ7C+MfwM1jeGn8H6xvAzWN8Yfgb7I2P4GeyP/EmwP3J/B/sjY/gcrG8MP4P1jeFnsL4x/AzWN4afwfrG8DNY3xh+prO+vby8KJ/g4MGDfRpKQECAkZFRn3aB4aa5uVlDQ+NT1m38QWfD3GXLlpEPqPv6+hoZGS1ZsgSt8pMtBgYA1q5dW15eLi8vz+tA+pDO+jY0NDQ0NETLTCZTUVFxzJgx3zwqTJ+Tn5+/d+/eGTNmdPl0Pd/Qs/zb2dnZ2dmZXD19+jSFQnn37h0AcDic1atXq6qq0ul0bW3tffv2kdVSUlJsbGwkJSXFxMSsrKxu3bqFyisrKx0dHZlMpoKCwtq1a7k76tIruaGhQVRUdNOmTWS19vZ2OTm5ZcuW9fi4/9t0dHTMnj07ICCAHMv4lV67v1y0aNH27dvXrVt3//79oKCgoKCgw4cPA0BjY6Ozs7OBgUFaWtq9e/eMjY0nTJiAjN18fHzYbHZMTMzNmzerq6vPnz9PttalV7KYmJi7uztptAkAycnJ1dXV2PGnpxw8ePDly5edxhT+pBuXD01NTdIFBuHk5OTk5ESuIqk1NDTU1dUJCQmtWrWK3OTn56ejo0MQRF5eHgDcunULlbe1tSUlJTU2Nj5//hwA9u7di8rb29vV1NQMDQ3R6qe8klNTUwEgIyMDlc+dO5fFYn29QUa38Kv/SWVlpYSERGxsLEEQO3fuVFJS4nVEfUWv+Z/k5eW1traOHj2aLLGzs3v06NHr1691dXX19fU9PDy2bNmSnZ0tKChoa2srLCxcWFgIAKRXsoCAAHJYRnzKK9nS0tLAwAB9rjo6Oi5cuIAH754SGBg4duxYfjIZ7Ibe0TeyRR43bhzjA8jCuKqqik6np6SkeHl5HTlyxMzMTE1NDb0WAhlqfoVX8qxZs86ePcvhcFJTU+vr66dNm9Yrh/Af4cqVKwkJCbt37+Z1IN+InumbQqFwrzY3N6MFJM3Tp0/nfoDNZhcWFmpoaADAgAEDNm/e/Pjx46KiorFjx3p6eubl5SH3+6/wSvbx8amvr09MTMRG919BREREXV2dsrIylUqlUqlBQUEVFRVUKpV82xGf0TN9S0pKkg72AEA6HRsbG9Pp9Orqar0PDBgwQFZWlk6nl5aWRkdHo2o6OjohISFUKjU3N1dXV5e7BTQeo+XuvZJlZGRcXFzCw8MjIiKw0X1P2bBhA5vNJoehJUuWyMvL5+bmenp68jq0PqHz/Hf3DBs2LCoqKjs7e8iQIXFxcTdv3kTl4uLis2fPXrNmjYyMjLm5+dOnTxcsWKCqqhodHV1WVubm5rZ161Y0sXju3DkAsLCwUFVVZbFYmzdv1tLSkpWV3b17N4PBQK2RXslr167Nzc3dsGED6ZWMvozw8/NzcnJSUFDgzvgxX4KSkpKSkhK5qqCgQKVS+flr4x7NnzQ2Nnp7e0tJSUlISHh7eyN3Y2SL3NbWtmrVKhUVFRqNpqSkNG/evIaGBrTX6dOnTUxMRERExMXFWSzWlStXUHlpaam9vT2dTpeTk1u9evWKFSvQlAvxOa/k9vZ2MTGxlStX9urddmf4df6EG76fP+k3/sjcxMXFUanUsrKyPu2lP54ZDDeLZmb1LD/hOeXl5Ww229/ff86cOcrKyrwOB/O9089+H7tgwQJ3d/fx48cHBwfzOhZMP6Cfjd8o48dgvpB+Nn5jMD0C6xvDz2B9Y/gZrG8MP4P1jeFnsL4x/Az2R8bwM9gf+ZNgf+T+DvZHxvA5WN8YfgbrG8PPYH1j+Bmsbww/g/WN4WewvjH8TGd9m5ub29nZcZdcv379Y3NkX19fBQWFHvVkZGQUEBDwVUH2gJqaGgqFEhkZ2dcd9Tvy8/P19PQkJSU7lT958mTixIliYmISEhLTp09/9eoVL6LrKzrr28HBIS0trampiSy5efMmhUIhH5VHJCYmOjg4fIsAMb3B0aNHWSwWMpPhprm52d7evq6u7uLFi+fOnSsqKpo0aRLxwYqDD+hC362trbdv3yZLEhISxo4dm5SURB7248ePy8vLsb77EWvXro2IiPDy8upUHhoa+uLFi/Pnz9vb248bN+7s2bPp6enXr1/nSZB9QWd9W1paioiIJCQkoNX6+vqcnJx58+ZVV1fn5+ejwsTERABAvuBVVVXe3t4yMjIMBsPc3Jx7mE9NTR06dCidTtfV1Y2KiiK9rw4cOCAnJ5ednW1hYSEsLKyurn7s2DFyr6ysLHt7e2QmMXny5NLSUlTe1ta2ePFiFRUVBoOhrKy8aNGi1tZWtCkkJERFRYXJZI4cOfLBgwdkU+3t7atWrdLU1GQwGIMGDZo3b15jYyMArF69WkJCgjTfAoA9e/Ywmcy6urp/fT6/U+7cuTNhwoSPyxMSEkaMGCErK4tW9fT0NDU1b9y48W2j60s+dkGYMGEC6TQSHR0tLCz8/v17XV3dnTt3osLp06cjo1cOh2NiYqKpqRkfH19QUBAQECAkJJSfn08QRF1dnbS0tJ2dXW5u7r179+zt7QcMGDBv3jyCIA4fPkyn0ydMmPDw4cPW1taVK1fSaLTnz58TBPH06VMxMbHx48fn5ORkZGTY2NhoaGg0NzcTBLF+/Xo5Oblr166VlJTExsYqKSktW7aMIAjkJj5//vyHDx/GxMSYmZkBQEREBEEQW7duZTAYERERRUVFN27cUFFRmT9/PkEQpaWlFAolLCyMPGRra+vp06d/7C7Qq24FvGfz5s0SEhLcJWZmZjNnzuQucXBwmDhx4jcNq8/o2v9kx44dAgICtbW1BEEsWLBgzJgxBEHMnj2bPGx5efkFCxYQBHHlyhUASEhIQOXt7e26urqzZ88mCCI0NBQAkNYJgiguLqZQKKS+gcsxuby8HACQXe9vv/0mJiaGDIMIgigrKxMQEDhz5gxBEK6urqNHjyaDLCwsLCoqIgjC399fTk6Ow+Gg8qNHj5L6rqure/bsGblLUFCQvr4+WnZwcCCNnl+8eCEgIHDt2rWPz05PT+h3zsf61tLSQv9KEjc3N2tr628aVp/RtT+yg4NDR0dHUlISACQmJqLpFDs7u1u3brW3txcWFr569Qol3xkZGVQq1cbGBu0oICBgbW2dlpYGAAUFBTQajTT+0tTUJC+CiKFDh6IFdEePHO8zMjJMTU3Je3xlZWUNDQ3U4OTJkxMTE6dNmxYZGfnmzRs9PT0dHR3U0ZAhQwQFBdEuI0aMILsgCOKPP/5QVFQUFBSkUCjbt29HJssA4Ofnd+3ataqqKgC4cOHCwIED8WtY+JIu9G1kZKSoqHjz5s3a2lo2mz1q1CgAsLOzQ7l4YmIijUaztbUFgLdv33I4HFFRUdIW+dixY2iCqaGhQVxcnLvZTkavTCaTe5UgCNRgSkoKg4uSkhLUoK+vb0xMDDKIk5OTmz59enV1NeqoS5NlAJg3b15cXNzZs2ebmpoIglixYgW5ycXFRVJSMiwsDAAiIyN9fHwEBP6LXwVISUlxW/gCQF1dnZSUFK/i6XW69j8ZM2bMnTt3UlNTmUzm8OHDAUBRUVFHR+f27dtpaWnoHhQAJCQkGAwG6QGLQEOpiIgIt9MscNkfd4OEhISVlVVISAh3IWkk6+jo6Ojo2NzcfOXKlcDAwDlz5pw/f15ERKRLk2WCIKKjo1euXElO53ObLAsJCXl7e4eHh3t4eNy6dauvX3343aKrq/vo0SPukkePHnl4ePAqnl6n60HLwcGBzWYnJiZaWVnRaDRUaGdnd+fOnXv37pEzg+bm5i0tLR0dHaQtMpPJRO9T1NXVbWtru3//Pqp5//59MjfoBnNz85KSEk1NTbJBAQEBRUVFAIiOjn769CkAMJlMNze3n3/+GX2udHV12Wx2e3s7agGlVQDA4XCam5vJz0Z9fX10dDTBNbPr7++flpa2e/duCwsLbW3tHpwzPmLcuHHp6ekvXrxAqxkZGeXl5Xz1aocu76LQAUtJSW3evJksPHPmDLpy3bt3D5Wg+RMTE5Pk5OTS0lJUYceOHQRB1NTUiImJ2dra3rt3LykpicViycvLc99fohczEASB3L5PnTpFfJg/8fDwyMvLe/To0fr16wUFBdHbduzs7MzNzZOTk588eZKUlGRoaOjt7U0QxLVr1wAgICAgLy/v3Llzpqam8OH+cvjw4cOGDSsuLs7MzBw1apS/vz+VSi0sLCS7trS0pNFohw8f/tTdyb++w/kueP36dWJiYmJior+/v4iICFouLCwkCOL9+/d6enosFis+Pj4mJkZXV9fe3p7X8fYa3fnHolvDtLQ0sqSyshIAJCUlyckKgiBevXrl7e09YMAAOp2up6dHziESBBEfH29oaEij0bS1tSMjI62srNDUSjf6JggiMzPT3t5eWFhYRESExWLFxcWRHXl5eSkoKAgJCQ0aNOiXX355+/Yt2rRz586BAwfS6XQWi5WbmwsAaMqFzWYPHz6cwWAYGBhER0c/f/5cU1NTRkamtLQU7bht2zaU3nzq7PTwfH6ndPmGS9L5uqysbPLkySIiIhISEr6+vmjejD9YNDOLsmhm1n/zKUOCICwtLYcMGdIp3SfBz1/2d4JmZfczf81eobm5ubi4eP/+/fn5+WgKBcOv/Bf1XVBQMHLkSBUVlYsXL6qqqvI6HEwf8l/Ut5mZWUtLC6+jwHwL/otfamD+O2B9Y/gZrG8MP4P1jeFnsL4x/AzWN4afwf7IGH4G+yN/Evz9fH8H+yNj+Bysbww/g/WN4WewvjH8DNY3hp/B+sbwM1jfGH6ms769vLwon+DgwYPIhio+Pv7bBBcQEEA6BGF6i+bm5hUrVmhoaAgLC+vq6v7555+k+wD/0fn5hmXLls2YMQMt+/r6GhkZLVmyBK3q6+tze1Ji+ikBAQFxcXFHjhzR09O7d+/ezJkzGxsb161bx+u4+oTO+jY0NDQ0NETLTCZTUVGR27isuLj4X/bX1tZGGqpgvj0dHR3h4eHLly9HdrLq6urXrl0LCwvjV31/Tf7d3Nzs6ekpJiYmLy8fGBjY0dEBAJmZmRQKJTMzk6ympaW1ePFiANizZ4+CgkJMTIy8vDy6GqSkpNjY2EhKSoqJiVlZWSEPWACorKx0dHRkMpkKCgpr167l7jQjI8PBwUFaWlpUVNTc3BzlSA0NDaKiops2bSKrtbe3y8nJLVu27CuO678AhUIhCILb6J5OpxN8ZGjfia/R9+rVq1ksVlpa2sKFC/fu3RsVFdV9fSEhocbGxn379p06dSowMLCxsdHZ2dnAwCAtLe3evXvGxsYTJkxA/po+Pj5sNjsmJubmzZvV1dXnz59HLbS0tIwfP15MTCwhISE9Pd3a2trFxaWiokJMTMzd3f3UqVNkX8nJydXV1WSKhekEhULx9/cPCQkpKCgAgJycnMjISD8/P17H1Wd042KjqalJusAgHj9+DAC//fYbWaKmpoZWMzIyAAB5TZG7BwUFER8MfZADMkEQeXl5wOWP3NbWlpSU1NjY+Pz5cwDYu3cvKm9vb1dTUyONxsvKyhoaGtAmZAkUHh5OEERqaip3v3PnzmWxWF9rCPMP+MbfpxMcDmf69OnwwSkyMDCQ1xH1FV37I3+WkSNHksvS0tJfYiwIAMinEwB0dXX19fU9PDy2bNmSnZ0tKChoa2srLCxcWFgIACYmJqiagICAubk5WhYUFMzKyho1apSwsDCFQkGugqhfS0tLAwMDNIR3dHRcuHABD97d8/vvvycnJ4eFhWVnZx8/fjw0NHTLli28Dqqv+Bp9CwsLk8son/uSvUjXXTqdnpKS4uXldeTIETMzMzU1tbNnzwIAGpW7NDt+8OCBu7s7i8UqKSnp6Ohoa2vjbnnWrFlnz57lcDipqan19fXTpk37ioP6j1BWVrZz587t27dPmzZtyJAhvr6+a9asWbduHTr5/Eevfb9Dvl6HpJvJxAEDBmzevPnx48dFRUVjx4719PTMy8tDnstdmh3HxsbS6fQdO3YoKipSKBRup2MA8PHxqa+vT0xMjIqKcnV17WQ0juGmuLi4o6NDX1+fLNHS0mppaUFv0eA/ek3f6KULpOf3y5cvSdfdTpSWlkZHR6NlHR2dkJAQKpWam5urq6sLAKSbOBqP0XJDQwODwSDv+k+cOAEfLPEBQEZGxsXFJTw8PCIi4qeffuqtI+JLkF8XSgURjx49olAoKioqvAuqD+k1fauoqMjJyZ08ebKlpaWqqiowMLDTC0lIysrK3Nzctm/fXlRUVFRUtHHjRgCwsLBQVVVlsVibN2++evVqVlbWzJkzGQwG2oXFYtXU1Bw5cqSyshL5BiooKOTl5ZGDvZ+f38mTJwUFBUePHt1bR8SXaGpqjhs3btmyZVeuXEEDzZYtW3x9fUVFRXkdWp/Qa/qm0WgnTpxIT0+Xlpa2tbX18fHR0tLicDgf17S1tT1x4kRoaKiZmZm5uXlcXFx0dLSenh4AnDlzRl9f38XFxdHRUV1d3cvLC6Xajo6OS5cuXbZsmYGBwb179w4fPjx37tzTp0+vWbMGtWlvb89gMHx9ff+brxnpEWFhYa6urgEBAQYGBkuWLJk1a9b+/ft5HVSfwR+zYHFxcVQqtaysrBfb5I8z819m0cysfu+vWV5ezmaz/f3958yZo6yszOtwMN8X/f5qvmDBAnd39/HjxwcHB/M6Fsx3R78fvz/76wDMf5l+P35jMN2A9Y3hZ7C+MfwM1jeGn8H6xvAzWN8Yfgb7I2P4mf8DV1HgqiRJk6sAAAAASUVORK5CYII="
|
109
|
Gary has $6,900. Does he have enough to buy a Clydesdale horse and a Pinto horse?
|
yes
|
[
"yes",
"no"
] |
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"
|
111
|
How much money does Leslie need to buy 2 TV ads?
|
13,596
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t6en1OnJ20Qrt7s7ulPh04oZ91+JocwSbkgUAz0OnuXhnSkiLji6GjSzMtq6PCL4fcvVuxYdPWanvDtgeFREX0pw/S0CYb/4SrROHT7+Mjf/0sTruwYuL3gGGm1ZP2l36uS6ilJzEQU+Hs8f9j+73kleWdvd1WaSkN+EcDgn2H7UPD76/b9thWjqanfut15sbAMCCZfNs9lmdOHzGzfHk4pXaJ/3dAs4F+ftcIxAIR30OOB7bde1C8OWzN2bPVz9+/shSNX0CDQEAePi57z4N8jzkozd3PQUFhaSs2I0of3nliUf8E0JFRXXrQYCb00krI7vuzm5eAZ5dh7Zb2pph1jkLNQLOBZluXY8dqmooVVd+lpaXYGVjAQBGJobQx9dOHjlrtNS8t6eXh5/bwcWW2B8TkxJZsGyuuf72htpGaQWpwEg/PB7PysZy5qqn5yGfe6EPFFVlfa54VFd+ttnkYLZ62+OUCAAwsTBsbWnXnWP0tbdvwbK57medJw2SBDsdrSs+VJqs2MLIxGC6df3O/dafPlYdsnejJlDrrtVxPeV06XRg6LVwGUUpnyseS1TX9Pf/3J/y70dRVS7k4dXTHhctDXf29vRaGdlJK0iGxQYKivAX5BTVVtc9rI59GBk7ukp2ZQLHDPb3hWXEebKkV6ntbR2GS757gBeDfVatW77dYQsdPd11v1uu+04wszBpzFU7cGs3Nnq/GOxzxv2i8y73htrGmTwzjDevtXW0njRgiuqvk3TzfiHFBaWLlPTuvbxF/JifCsPDw431TRwzvnX80pOy9BdsfPE2RlxKlDxh/gKsje3b2zruPAn8qVqyXBqWtqb2B7aTKar/GGKsyoUNacRhBWmKC0p9jp4LuHue3FGN4V/wa/q0xEwl/rlnPf0/llVkJGcf3XdCUU2e9MgS8f+AraM1sVGalIjg+0v1FpE1ngkh7zT9L2HWHFXfwBP+PtcueF2exsqsMVft0PF9Y+YzEf+H2DpunXph5xP7yBcJCf7WLiIC8f/Gv6CLiED8e0ECQyDICBIYAkFGkMAQCDKCBIZAkBEkMASCjCCBIRBkBMdExTZ5KQQC8adALRgCQUaQwBAIMoIEhkCQESQwBIKMIIEhEGQECQyBICNIYAgEGUECQyDIyCQCszTdzoRjn3DzP3+Fm0Vw/+6D42tdD7jJhGMvKij+02Gpy8/Za+f0p6sj/sMU5het1V0vwCnOhGPnYxMxWGFcWjKSuSL3XZ7OAj1ORj4xXpmD+1wmXJEJqztmiwj7tq5W5N37sxTmstFxSwkqnDl5jlirp6fn2GEPOVEVTkY+JalZZ73PTyU/2CRLBjg42m8wM8b2t5nvlJKWtNv7bbFvcQmx/NyCyLD7nt7Hxiw8EhYarqSiICktMdYdAvHX6Ozs1F9hpKquEhYVvGqZYWjkTZeDxwxWGmcWJFNTU1d9qtZdrL90xRJXd+eKik/77JyoqaldPZzHOLlz72b/KOEV5BYe2HtYRlYKAF6/TDA3sbLcZn7K90RyYupRZw8aGprtdtYAsNfO6VnsiwsBZ8XERTPTs20s7bu7uw8ecSQdMEX7QOMU701BXG3WbPVLgSPr8iS/SV2mrRvx4PYSnZHlRD5VVsmKKHv7HrfesWWKnsejLj9nzrzZp86d+NMeEP9J3sQnrVi4+mNd8XS26TOZBaq+lNVUf16kpXP7XrCKmpKDrWNKUlpS1itsyZZXL+L7+/pHv5wTsnT+SjkFWe+zxwFgxcLVA4MDca8fYiYHW8f7kQ9Kq/MBgJtFyMFp194DuzDT9i12aSnp2YWppJ3/pTGY5pxZQsKCd27dHX3ybmgkHo9fa6w/vnxTY5OV2Q5RHml2eh5FSfVL50fWzk9NSputrM1Gx60kNSv63gO0pg1iQrBeWUP9SKvAL8BXWl2goqYEAA+jH69bb0B8ebQXzptUXVER0YV5RQcOf1sSp7CgeJ72HKJVT39lY0NjQV4hlh8MNyo/GOGX5AebFOON6x7FxHZ0dBLP3L0dsVx3GSsry/jCW813Zme+Dbp9LeVt/L4Duw/uc3kY/RgA2trajdZsmjaN+VVK3JUbftcu3airrf+LgSH+k6iqK3Nwcmw2sXrx7NWY97u5uaX2c910tumWm7YJcIqL88k6O7piC5v/iKGhIfcjJ+wcdrJOZ8XO9Pf14XAjWUI5ONgB4GN5BQUFhZnlxusBN4sLSwAg523e/cgHZhYbJw34rwrMxNSot7c35t4D7PBddm5xYQlx2DYG/2vnYl/FaM6ZJSImbGJqLCsv/fLZawCIe/yspbnF2/e4rLyMiprSWf9TLc0TJCZEIOjp6WPiIvB43Bqddd3d3SYGZmEh4dhMxpfGLwBw/NhJOQXZe4/Cdu+3u3LxmocrqcSCMVEPa2tqrW1GxjLCokJvs94RD4uLSgCgs6MTADy9jymrKqrJabEQZsxRXbDOxGDXvknyx8JfFxgfP6/WXM2wkAjsMCw0nHMGx6KlCyYs/KWpeZu5Le90YWze5m1WDiakkqISPB4vJSOJFRMSFmRjR/9Eg5gYKRnJxMxXiZkvCQRCQ32DldkO3SX6X79+xRornZVL7RxslFQUtu202mG/1c/3MolG7IrftTWGq5iZR5I/bbY0ffIwLvh6aE9PT2Z6trfnGQCgwuEAwOXAscSE5OuhAW8yXlwKPH83NPK0l++k0f6C78E2mBknvE78XFM7ODgYGRZltMGQmNZtNL29vcZrNnX3dL9Iim3urW0faJw1Wx0zdXR0jslPxcT8L0tXhfibkVOQxeFwzxOfhMeEpqdkhgTdYWBkwM4Ty2hqzert7f1UUTWhh7ra+sT4ZAOjNaNPmlpsMLXYYLt1Nycjn6mRhf3enQDAzsFW9an64tlLHt7HDNatlpGTNjE1djq894TbqdGDown5BQJbZaBLR0cbGRb1Jj6prrZ+g+nE/cP83MKP5RXHPF3EJESxaf2GugbMRE9PNzpXFQA0f0FdRMQEVFZ8ysvJH31m6fLFCsryeTn53DxctLS0TY0jOdCwGRHqP/JmjeHV89c0NDSaWrNGn6Siojp36XR5XXHO+4y8siwOTnYAkJKWLP/wcWhoSFxiJB2CkIhgb29vTVUN6YB/gcDo6en19HUfxjx+eP8xia+/Ojs7AQD7mAGA1KS08g8fsXGqqJhIf39/Yf63NYYL84vQGAwxIcecPXZY2o3JD9ba0srByU5FRaW9aN6D+4+IpjfxSdOmMXPzcE3oKuF1koSUGA3Nd5nHkxJSHsU8YWVlERQSoKKiCgm6o6KuPGMmJy8fDwCUFJcSS354X05BQcHDx0064F/zU6kNZsZpyRlRETEmP2i+AEBWTpqOjs7//JXaz3VPnzx3djq6dPni0vcfGuoblq1YwsjIsNfeKTM9OzE+2W67Awcnxy8JDPEfY7vd1qKCEmuzHYnxyUNDQylJaTss7WuqPq8zWQsA+w7uycspsLGyT01K8/O9HOAXuHu/HZYgwn67g/12h9GuKisqhYTHZnAuyC80M7a8eun626yc48dORoZFHXE/BABCwoKLliw4esj96ZPnFR8rH8U8OX3S18TUmIGBgXTAv0ZgWnM1+fh521rbJvz6C2M623T/wHOvXyQoiKudPXXeL8B3607LqsoqQz0T1umsIZFBX5qal85babttt+3u7cKigqQnWBH/n6ioKUU9uVv7uc7EwLSnp2fj2s3Vn6ofPI0UFhECAGVVxbDoW7nv8lYu1j93+uIeRztsEAUARYUlJcXvR7uqr2tgYh6b29pqu4WDk73PibOL5yx/cP9xSMQN4tdigaFXVq5evtfOSU1Wy9nR1dRig8/5yX8I8RO/5EAg/lFgv+SYYn6wwvwiD1evkIgbZA5qLOjX9Ih/Kw5Ou6aeHyw0OGzlKh2yxjMhqAVDIMgIasEQCDKCBIZAkBEkMASCjCCBIRBkBAkMgSAjSGAIBBlBAkMgyAgSGAJBRnDtg02Tl0IgEH8K1IIhEGQECQyBICNIYAgEGUECQyDICBIYAkFGkMAQCDKCBIZAkBEkMASCjPz7BCbLpeF73P/vv+5CRV3nXW5//3URYyguKDVdtVWWS4OHICnNqb5Jz/rD+4+YaXBw8PLZ63NldESmKc6V0fHzufqjFF6hgRGLlFeJTFNUFdZ2tDnS8qWVtKm4oJSHIDl+a6ibZEGAKS0Y8o/CxctRQkbsd0eB+D10dXZt1LVSUpO/Hum3fvmWq+EXPA/5bNKzfp37iJqa2ufYhctnAvcdtVdQkU1PyjrhfIaSknLbbosxToIuhR7e7bHn8E6NuaqfPlZ7HDz16WPV7ceBJEx8AtzhT4NGO4kIiU6OT5vGykw64H+fwAw3rf7dISB+G7lZBXU19ScuuLKysVBQUKhqKvoF+6yaZ1yQUyyrKHXd75aV/WZMUbPmqBbmlkSHPRovsPthj4zM1uw6uB0A1LVUujq7nXe5tbd1MDEzkjBpzFMjevjS2BwX8+LkJTdq6omXDSYyeRdRgVfr2oWbB+2OSbKrysyYddz5dMuXVktDW1EWJTWRBRG3orFig4OD3q6+syWXCDPJqwjNP2R/rLurGzP19/cf3u0uM3OWBJuKg/WhuAcveAiS9bWNJGo1N7WMb467OrtgVBfx5uXb8jyz894WrtQyEpmmqCG+KCzo3shfIrvAaJm5KIuSBJuKhYHNp4/VE97du8y89cstZGbMEmNVXjl73ZsXyURTRnL2EtU1Qoxyc2V0Hkc9RSnL/glgXb7GhpEf0PIKcGdXvlFUlaOkpHycErFtz4icuHhmfGmaYInoqFch3pfciYcEGmoKCgpsgSoSptGcdr8gJiWyfPXiSQOeXGA4PC7gXJC6lsrbqkRbp60XvQNMV2/bvN0k93OyrsEyp52uba3tAHD57PXLZ64f9HB4lhV9JsDz+eN4L5dvuSfOe10JuXr3oMfeJ6mRvAI8bo7eAIDH40jUmsbK/KYgFtueZUVzzmRX0VCko6f7PjB8Z3vnySO+voEnihrT9dfrOtm41tbUA0B1Zc26JWbU1Pj7r0PC4m60t7WvX27R2/t1zK319n7dqGvFwEB/JzbwYVKY2mzlLYa2mIf2tg5zgx3MLEwPk+76Xve6eeVO/WS9bcTfgJK6PDsn244Ne+KfJY3JD0ZJSSkowj+N5VufbWBgIOFFspqm0o9c9fX1NTe1vH6aeNbTf4PlOgZG+qmYAKCqoib0WoST2+6pBDylSQ5RCZFV65bT0BCMNxsAgKyilNYCDVpaGkPTNb09veXvPwLARkuj+LzHK/SXCokKzFmouVJ/acLzJKz6vdAYndWLTSzWCorw7zq4XVCEj+j5R7Wwh4VtIVfDujq7z10/Ob4N+fq1b+d+K2ExQTwev9HSqL+/vyivGACCLt8GgAs3T0nLS8ory5y7frKqoiY2+vmY6ng87ml61NnAEzIKUmKSIg4uO7u7ujNTsgHgxZP41uY2tzPOUnISiqpyJy64tja3TeVZIcgKHT3d7SeBODx+w0rLnu4eS0Pbe6ExE2Y6P+F8prK8arezzY9cXfC6IsetabZ620r9pcfPH5miCQAunw1UUpdXm608lYCnNAYTkxTGdpinMQGAqMQfh8yMANDW2gEAw8PDZz39XjyJb2poxtbmZ+dkA4C+vr7K8qqNVkZEb9pL576Ke4Pt/6gWkVdxb274h54O8OQT5JkwNmn5b1nFmKYxAkBrSzsA5GTlyypKYdECABfvTD5B3qzUd6uNVoyuS0VFlfu24PyJyyWFZb09vdhJTEilRR/weLyE9LdsGgLCfNPZWafyrBDkRkJaNC79XkFOkd4c48b6Jjtzx9DA8JBH1wijsqh4HvIJvBh8+Y6vsNjY1eeJGJnpq2oqFReU+p26WltT53fr9FRMXZ1d4cH3Pc+5TDHaKbVgBBoCiUOspXa2d3sV9+biTZ/S1rfVX4vsnLZh1u6unuHh4dGLgI9+U39UC6PlS+verYeWr1myzvS7JE6joaH9LhgYHgaAzvbOtMQsYSZ54lZZ/qmp4cuYuiWFpdtN9iipKyQVPa3qLazoyiOaOju6GJi+6xgwMk2yzD/i70RaXpIKh4tOuB10/1JWak74zSjs/NDQ0L7th29evh10/9LiFdokPHDzcc1ZqGllZ3YhyDsm/Mno4TcJ0/PH8f19/ctWTZL6mcivmUUcHh6Oe/DS/sA24kxL4x9pqmloaQAAm5/AIH7nQKIWxv4dLhQUFF5+R382HkZmRrXZSicufleRnoF+TLEXT+KpCfgj3o7Y+uaNdSNDZzp62s72rtGFW5pbfzYMxC+nqqKmo71DSm4kRdZCnXmySlIFucXY4eHd7rHRz8Of3ZRVlJrQw9evfU/uP5NVlCI2bnLKMgDwsaxSTUvlR6Y5CzWxMwnPk5RnKYx/l37Er/mieWBgoLenl3jV9raOuAcvsZaNhoYwk2dGUV4JsfCruIRJawHAnRuRsdHPTwccZ2Gd9rPxKKjIVpRX8QvxiogLYRslJSXnTPYxxbo6ugg0BGL2gPBb9+GPBllYTLC/v7+44Fs+qOKCUjQG+yfg5XJmj9XBMfnB2lra2TmmA0DEreiwG/duPQj4kboAgJoa77LH44rvDeKZgpwiAOAV4CFhIp5Jjk+TVZSeesC/RmB4PF5OSTo8OKriw6fc7ALLdbbLVi1qbW4rKykfGBhYqb80JvxJ9N3H1ZU1570uV1fWTFqr4kOl697jK/SX8gpwfyyrxLavX/umGM8mK6PO9s49lgeL8ko+llX4HvfXll+Z97ZwTDHlWQrNTS23r0fUfW644R9anP+eYwZbYV5Je1vHouXzGRjpD+9ye5uRm5KQ4bjDZczgEPFb2GJr+r6wzN7cMSUhY2hoKCMp28H60OfqujXrdXt6er2OnF20Qru7szslPp249fX1AYCjzRFHmyMAQEFBsXWX+e3AiFNHz6W+ybgf9sjB+pCYpMhsbXUSJuzqQ0NDn6vqBIT5SIX4Pb/si2bvy+77tjovUtLjE+R1ct8tqyid/DpNf8HGR0nh+1ztmhqb9207TE3AG5is2rHX0t7CCUvs+aNauw7u6OzoehgZ+zAylniJR8nh8soyUwmGh5/77tMgz0M+enPXU1BQSMqK3YjyH193wbJ5NvusThw+4+Z4cvFK7ZP+bgHngvx9rhEIhKM+B67ePX/EwVNfeyMPP9cB9z1Xz9/s759gtgrxd6KoKhfy8Oppj4uWhjt7e3qtjOykFSTDYgMFRfgLcopqq+seVn/3zgBAdmUCxwz294VlxK+zduy1ZGRiuHnlzuWzN6axMmvOU3Ny24N9ZUzCBABNDV8GBwcZfyaBOEX116JfdO8/pL+/v721gzi34Xvc/9qF4NyaZNK1EAjSiLEqFzakTTE/WHFBqc/RcwF3z5M7qjH8HT/2veh9VVNi8cPI2IoPn55EP7t2IdjI9IeJMBGIKWLraD31/GARwfeX6k116u8X8ne0YAMDA6eOno+687Cpvmkmzww9w+V2B7bRfD/Xj0D8J/k7BIZA/N/y7/t/MATiXwQSGAJBRpDAEAgyggSGQJARJDAEgowggSEQZAQJDIEgIzgmKvQbVgSCXKAWDIEgI0hgCAQZQQJDIMgIEhgCQUaQwBAIMoIEhkCQESQwBIKMIIEhEGSELAIrzC9iwrGnJKYCwKZ1FnpLDMhxFdLstXNSl5/z918XQW4K84vW6q4X4BRnwrHzsYkYrDAuLSkjWgcHB91cPJnxHH6+l3/k4fxpPyYc++hNWVqDaI28e3+Wwlw2Om4pQYUzJ8+NrjgV52Mge/oic2vTvikvt4ZAkKazs1N/hZGqukpYVPCqZYahkTddDh4zWGmcWZBMTU1dV1tvsdG6saGJioqKtBNePp5L1y8Qz9DS0mI7r18mmJtYWW4zP+V7Ijkx9aizBw0NzXY7awCYovMxkF1gCxbNJ/clEP8/vM3K+VxTe9bPezrbdAoKilmz1a6HXFmkpZP7Ll9FTeluaAQbG9vd6BBBTgkSTjo6Oqezsc6ZN3u8ydvjtIaW+ukLJwFAa55mfV39qRNnt+60pKSknKLzMUzeRfz69auzo6ukgPx0Wi5pIcVjhz2IySyEuaQuXQg4ctBNmEuKm0XQUM+kob5hTPXRXUQS5RsbGq3MdghwirPT82hrLIl/9WbCYAYHB92PHJcXU2Wn55Hgl3Owdezq+rbAde3nOoOVxhwMvCLc0sePnZz6I0D8i8DygzWMWmKdX4CvtLpARU0JAAyM1twMu8bAMEkWgY72jh+tfV1YUDxPe2Rkoae/srGhsSCvcOrOxzC5wPbs3B90NdjNyzU9L9HF7eCl8wEuB45hJjwed+GM/0yuGXllmYlZr3Le5nq5+5Bw9aPyg4OD+iuMMlIzb9wOSMx8qaKmbLDCuDB/gtV4zp/2O+fjd/T44ZS38f6B52MfPT122BMzbd1sU5BXeDcm5OGze02NX2KiHv7Ug0D8K1BVV+bg5NhsYvXi2asx+cEAgJuHaypOOjs66ejoJjT19/XhcHjiIQcHOwB8LK+YuvMxTCKw5i/Nt4Pv2u+1XWu0RlhEyGiDobm12fUrN7HliAFAUEhg204rOjo6QSGBJTqLsjPfknY4YfkXz17lvM3zveQzf8FccUkxrzMe/IJ8ly9eHV/d3NosqzBltYGeiJiw9sJ5q9fqvXz2GgA+19S+fpmwe7/d/AVzJaTEvX2PEwhoWbj/IPT09DFxEXg8bo3Ouu7ubhMDs7CQ8Anzg5Ggo6Oz+UvzulUb+NhERHmkzU2sqqu+LecuLCr0NusdsWRxUQkAdHZ0/umAJxFYXm7BwMCAxmx14hllVaWurq7ysm953WUVRtajZp7G3NLSStrhhOWzM97hcLjZc77N5FBSUmpqzUpPzRxffXh42Mv9lCiP9DRqTiYc+/nTfljSk5Li9wAgryBL9KCsqkg6EsS/FCkZycTMV4mZLwkEQkN9g5XZDt0l+l+/jk1fSpq62vr5C+bejQ7x8D6WlfFWd4l+d3c3AGy2NH3yMC74emhPT09mera35xkAoJra4sETMknNjvYOACCm5STuY+cBgJaW5rsKYxvtsUxYvqOjY2BgYCazAPH0wMAA6/QJEt7ttXV8E58UGHJFbZYKgUBwc/EMuhYCf3zGjM5CNnof8d9DTkEWh8M9T3zy4ukrEwOzkKA7FtZmU6wb8eA2cX/WbHVhESFtjSVPnzxfbaBnarHhbdY72627bazseXi5j3g4W5luZ+f48/8zOYnAsNe0tWUkcw/WYvza15eJiYmGhiYx8+Xok+MnQ4eHhx/FxO47uJs4/1Nf922OBEvf3N7WTizc/GWC7NeIfzuVFZ/a29pl5Uf6QUuXL1ZQls/Lyf/TPmXkpADgU0UVAFBRUZ27dNrV83BbaxsfP2/C60QAkJKW/NPOJ+kiyshJ43C4tJR04pm0lHRmZiZhUaE/fcnxKKsp9vb2Dg0NiUmIYhsNLQ0Xz8wxxQYGBnp6ehgYv03jtLW1P4qJxUa6omIiAJDzLo9YMjU5HRD/OY45e+ywtBuTH6y1pZWDc2zytx8xMDCwzcI2/M494pmM1CwAEBDiB4CkhJRHMU9YWVkEhQSoqKhCgu6oqCvPmMn5pwOepAVjZWXZZG7ie+qCqLiInIJsYnxS0NVbu/btnGJKiymivXCevKKsldn2Ez4ePHzc6amZe20d9x9ysNn1XUZZPB6vqCwfevPOoqUL2lrbDzu66q5efuvG7ffFpUIigmoaqqe9fIVEBNnY2PzPX0Fr3/8n2W63ddl8XWuzHZstTYeGhlKS0kJvhtVUfV5nshYA3mXndnR0AMDQ0FD5h49v4pMAQFVdmYaGxn67AwD4+vvgcLjBwUH7bXtaW1oVFOU+lJW7uRyXlJZYtmIJABTkFx7c63LitLuyqlLso7jIsKj7seHYpUk4JxHw5Drx9j3OxMy0186psaGJh5d7/6E9exzt/+JjGgMVFdW9R2GH9rtuMNzc1dnFL8jn6Lx3h/3W8SUvXDm703rXLPm5AkL8rh7OCkryCa8Sl87XfZ369FrwJVvr3Sb6ZkzMTFu2mvHycUdFxPzaOBG/HRU1pagnd08c8zYxMO3p6dm4drOcguyDp5HCIkIAsMd2f2ZaFlbyit+1K37XACCvLItfgK+osISSkgIznb98mot75vnTfnW19TO5ZizXXXbgyH4sCZjVdosvTV98TpxtbGgSkxANibhB/FqMhHMSAVO0DzSSMCMQ/1hmMgtUfSmbYmeqML/Iw9UrJOIGmYMaC/o1PeLfioPTrqnnBwsNDlu5Soes8UwIasEQCDKCWjAEgowggSEQZAQJDIEgI0hgCAQZQQJDIMgIEhgCQUaQwBAIMoIEhkCQEVz7YNPvjgGB+M+CWjAEgowggSEQZAQJDIEgI0hgCAQZQQJDIMgIEhgCQUaQwBAIMoIEhkCQkckFJsul4Xvcn7Tpul8IP50MiZN/A81NLTwEyUf34v6Kk4WKus673H5VSAhyUFxQarpqqyyXBg9BUppTfZOe9Yf339aZ3rxmOw9BcvTmtNN1vAes7pgt+u5j0qYpOh/DX1p9zcXLUUJG7K94QCB+iq7Oro26Vkpq8tcj/dYv33I1/ILnIZ9Netavcx9RU1N3dXYtWbnAym5kiV9OLo7xTgIjLg70jyxnX5RfcnSfl6SsGGnTFJ2P4S8JzHDT6r9S/U8zPDw8ODj4a9dmRPwryM0qqKupP3HBlZWNhYKCQlVT0S/YZ9U844KcYkVVuc6OLllFaY15aqSdqGoqjT70PnrOdOt6MUkR0qYpOh/DlMZgQ0PDrnuPy3JpiLIoWRratnxpxc6T6D1+805JmZ32TmeWgTCTvKbE4nuhIwsVZiRnGyzcJDJNUYxVed3Sze8yvy3KOzg46O3qO1tyiTCTvIrQ/EP2x7q7ujGT1TrbHRv3nHa/KMaq/PzxawC4FRCmJrJAhFlh9XyTksKycdf/xpfGZjtzRyX+OcJM8nOklwVeDB4dxhLVNUKMcnNldB5HPaWgoJjKA0H8LrD8YI0NIz+g5RXgzq58o6gqBwAd7V30DBPnJfoRDyNji/Pf73G2mdT0J5zDFAV250bkwMDArQcBPlfck+PTDtgenaJ3Cgo4vNvD/uD2e69CFFRkd205UFxQCgDlpRXrdSzYOdmi40MjXwQzMNAbLzOvrakHgMtnr18+c/2gh8OzrOgzAZ7PH8d7ufhi3vDU+JKC0sKc4lsPrqhpKqclZjrtdNVZtTguI8rWcaubo9ePwti15UBOZp5/yJlnWdF2TtuO7T8ZG/McANrbOswNdjCzMD1Muut73evmlTv1dWiNrX80Sury7JxsOzbsiX+WND4/WFdnFy097dS9DQ0Nebue27bHgmX6tElNP+scY0oCY2Skdz97WF5ZRs9wuaWdWVzMi57unqlU7Ovrt9lntUxvkbyyjE+AJ4GGEB32CABuXr5NTaA+c+24tLykrKKUT4BH39e+iFv3AWCjpVF83uMV+kuFRAXmLNRcqb804XkS5o0Kh/tYVnnqiru6lgorG0tkaAwbx3SXk/uFxQQX6swz22byozBOB3hEvghW11IREhUw3LRaSk484XkyALx4Et/a3OZ2xllKTkJRVe7EBdfW5rYfOUH8E6Cjp7v9JBCHx29YadnT3WNpaHsvNIaYH6yzoysnM3/l7HVirMqzJZd4HvIh/aI+uf+s7nP95u0bpmL6WecYUxrGzJqrStyXUZDs7++vKK+SnNr0xqw53+rS0tIIiwmUlZQDQN7bQhlFKWIqIxbWafxCfAU5xQAwPDx81tPvxZP4poZmbI1/ds6R5DECwvzEXEqlRR8kZcWISViU1OV/FEPzlxZ3J++s1HftbR1/+OHDPODxeAlpUeLJ6ewT5ExC/KOQkBaNS79XkFOkN8e4sb7JztwxNDA85NE1PB5HTY2v+PBpu8MWHj6urLR3Pscu1FbXnQ/y/pGrG/4humt1mJgZJzUNDQ39rHOMKQmMhXUacZ+OjhYAev4YF03KNNaR3GJ09HSY6DvaO/mFeEcXY2ZhwnJ8Odu7pSSkX7zpozRLgUCgPnnE9/b1iNHFiPudHV2jtcfINMFjAoDe3q8WBjYzuTlj3twREObD4XBrtDcQPTAwfZerl5Hp5zLwIn4X0vKSVDhcdMLt+GdJloa24TejNloZFdSnEQuoaCgODQ15HDh11OcgKxvLeA/1tY0pCRm2jtumYqKkpPwp5yMVp3Iz7W2do/Y7AIDuBzmkx9PRPqpuazuWyIuJmaGttX10sdbmNkYmxuHh4bgHL813bNSYp0YgUANAY/0PB0V09LTEPIDwR+Ky8RTllVSWVx30cBARF8ImHhvrm4geOtu7Rhf+kRPEP4SqiprC3OLRZxbqzJNVkir4/iSGpIw4AFRV1kzo6s2LZBoagpqW8k+ZpuicyJQElp2eQ9wvyCkiEKjHtD+k6qZ9q9vV2VVRXiUuJQIAckoy+W8Le3u/pf1savhS8eGTvIrMwMBAb08vMQN8e1tH3IOX48eyGMJigkV577FpJQBIiZ84IVhXRxcA0DN+85mRnF3x4RPmUlhMsL+/H5t3AYDiglI0BvuH4+VyZo/VwTH5wdpa2tk5ppeXVlgb25cUlhJN2ek5lJSUvPzcE7pKjk8TlRSeMM3VeNPPOicyucCGh4c/V30+4+FX8eHTq7g3N6/cWa6/dGwm2B9UxOFwF05eSUvM/FhWecTheH9f/yqjFQBgunV9X1//vm2HS4s/FOQU7bY8wDSN0XDjajweL6ckHR4cVfHhU252geU622WrFrU2t5WVlI9PdL1q3Yqmhi+ue48X5ZU8jIwND46aMAwpOQlaOtprF4LrPje8jI13P+C9UGfeh/cfG+ubFi2fz8BIf3iX29uM3JSEDMcdLqP7nIh/IFtsTd8XltmbO6YkZAwNDWUkZTtYH/pcXbdmvS4PP1dBTpG1kf2je3GZKW/9fK76nbpqbG6AdeEcbY442hwZ7aqqolpAmH/Cq4w3kXZOgskFNtA/YL3LvLmpeaXWOmtje8156u5nnSetBQADAwMMTPRObrtd9nguVNRNSUi/GHxKRFwIAASE+e48CfxcVaujbqC/YCMAhD8LwiYYvC+7U1BQLFLS22XhZGlruvuQDQ8/l/6CjbXV9WP8z1s82/WU05P7z1bOXhdwLsjnigcA9PeP1SErG8uZq56JL1O0pJb6+1zzueJhvmNjzafPZqu3sUyfdvXu+eamFn3tjfu3H966y1xQhH+8B8Q/B0VVuZCHV+tqGywNd/b29FoZ2dVU1YbFBgqK8FNTU4fFXpdTlnHe5W6sY3EvJMbJbZfnORes4vvCsrLi8tGuGuqaGJknHnKPN5F2TgKK6q9Ff/ZmEYjfiRircmFD2hR/0FNcUOpz9FzA3fPkjmoM6Nf0iH8rto7WU88PFhF8f6neIrLGMyGoBUMgyAhqwRAIMoIEhkCQESQwBIKMIIEhEGQECQyBICNIYAgEGaGkBKrfHQMC8d+EEqgo2wYbkcYQiF8OJVC1DTb+D7ZtlSygKRzxAAAAAElFTkSuQmCC"
|
113
|
Look at the following schedule. Marvin just missed the 8.15 A.M. boat at Ocean City. What time is the next boat?
|
9:45 A.M.
|
[
"1:00 P.M.",
"9:45 A.M.",
"11:30 A.M.",
"10:00 A.M."
] |
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"
|
114
|
Each desk has 5 pink highlighters. How many pink highlighters are in 5 desks?
|
25
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"
|
115
|
For a few weeks, a music producer kept track of newly released songs on a music streaming website. She recorded the music genre and number of times the song was played on its release date. What is the probability that a randomly selected song was rock and had 0-500 plays? Simplify any fractions.
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5/16
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[] |
"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"
|
116
|
The players on a quiz show received the following scores. What is the range of the numbers?
|
9
|
[] |
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"
|
118
|
Each tin has 2 chocolates. How many chocolates are in 6 tins?
|
12
|
[] |
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"
|
119
|
The table shows a function. Is the function linear or nonlinear?
|
linear
|
[
"linear",
"nonlinear"
] |
"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"
|
120
|
Mr. Clarke, a P.E. teacher, wrote down how much weight each of his students could lift. What is the lowest weight lifted?
|
12
|
[] |
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RzOPX+qGPSHxBQQEIrQ4gTAcObN++XVZW9vjx40VFRVlZWXp6emjCbn19PRpKW1RUVFtb+6Xl1VX0Vj1RFJWSkqKjowMA0tLS1tbW33777fPnz+lvx4wZM2fOHHQ8evRo4TGECQkJLBYLJZ49ezaPx0NTxSmKGjJkiJmZGZ1SVVV127ZtInY/Q08dOFBTU/PkyRP6q9DQUNqB48ePAwBaJqS30FvbOwCYOXPmkydPLly4sHr1ahaLtWHDBiMjI/QfCNPW1nbjxg20lgHCwcGBoih6NSIjIyN6bRYej2dubk6n5PF4aL7vl9CxAxRFbdq0SUtLS0pKisVi7dy5E01Q66X0Yj0BAJvNtrOz27RpU05OTmlpqbm5eVBQUHNzs3CaxsZGtICO7HuMjIwAoLKyEiVA05VoRILUF7+P6tiBRYsWnTlzJikpqaGhgaKosLCwLzTXvfTW+7s3b97U19cLz/szMDBYvny5r6/v48ePTUxM6Hg5OTlpaemQkJCAgADhHDQ0NLrG1Q4coCgqLS1t7dq1Dg4OKLKioqJrvBITvVVPNjY2PB4vOzubXjgAAIqLi6WkpOi7a1S1sNnsESNGPHnyxNTUFMU3Nzc/f/78wzmyYqIDB1paWhobG+nlQGpra9PS0kRuWnsXvVVPW7ZscXd3d3JyCgoK0tPTq6ury8zM3Lt374IFC5BQlJWVCwoKCgoKdHV1v/nmG09Pz+3bt7u5udXX12/dujUnJ6eoqKjjxUY+j4KCAuEWs0+fPuPHj+/AgREjRhw+fBgtc/DNN9/MnDnz0KFDDx48GDhwIHbfuoJuvBf4Qi5evOjm5qajoyMjI6OpqWlvb5+QkEBPuczIyFBVVVVVVUU3/ImJiVZWVjIyMioqKnw+v7i4GCWbPXu2jY0Nnef48eNnz55NB42MjFatWiVit+P7OxH09fXRtx9z4Pbt26NGjZKVlTU3N09LS3v+/LmRkZGamlpZWVlvvL8j458+GTL+qQN6cVNN6IEQPRFwQvREwAnREwEnRE8EnJD5nASckPqJgBOiJwJOyPPMT4Y8z+wAUj8RcEL0RMAJ0RMBJwzSU3JyspKS0mdsk9p57t27N336dFVVVTU1NWdnZ7RPFaNghJ6am5uXLFkSGBhI72ckDsrLyx0cHGpra3/++efDhw9XVlZOnjwZ7ZXDHHrreLpP4vbt29nZ2fn5+R/uQoGRH3/8sa6u7tSpU2h3LkNDQwsLi99++2369OniM9rTYET9ZGRkdPXqVXGPeAwKCrp16xYSEwCgLV/+dqMzCYMR9VPXDBVXVlYWNpSRkcFisWxsbLrAdM+BEfVT1/PkyZPFixf7+/ujrZeZA9ETfoqLi+3s7KysrKKjo7vbl66G6Akz169ft7W1HTly5OnTp0WmhjIBoiecFBUV/eMf/3B1dU1OTmagmIAh/fGuoaWlhc/nOzo6xsbG9tittsUNI/T06NEjtHnyH3/8ISMjk52dDQCmpqZo00Rc7N+/v7S0dPv27cIbqmprawtPfpd4GKGnAwcObN++nQ6iDa4PHTrk5+eH0YpAIGhtbRV5nxMcHLx//36MVno4ZPzTJ0PGP3UA6Y8TcEL0RMAJ0RMBJ0RPBJwQPRFwQvREwAnREwEnRE8EnBA9EXDCFD2lp6ePGTNGXl5eV1c3KCjo1atX3e2RZMIIPWVmZvL5/KFDh6anp3/77bepqalz5szpbqckE0a8D46MjBwzZswPP/yAgg0NDYsWLaqrq6MX/ibgghF6io+Pb2tro4P0zBOiJ+wwQk/a2trCwYyMjP79+xsYGHSTO5IMI/QkTHp6+g8//PDjjz/26m0teizMKtPU1FQPD4/Vq1d/9dVX3e2LZMIgPR06dMjT0zM8PDwiIqK7fZFYmNLeHTt2LCgo6MCBA3Pnzu1uXyQZRtRPJSUlc+bMiYyMJGISN4yon1avXq2np2dpaYlmtiDMzc3V1dW7zynJhBF6EggEtbW1aFoLTVJSko+PT3e5JKkwQk9fvqc0oZMwov9E6DKIngg4IXoi4IToiYAToicCToieCDgheiLghOiJgBOiJwJOmKKnuLg4KysrOTk5XV3d4OBgMc1vuXz58sSJE3k8Xr9+/VxcXAoLC8VhpSfDCD3t27cvODjY09Pz3LlzmzdvTk1NFcebu6KiokmTJpmYmOTm5goEAjab7ejo+PLlS+yGejKMeH+XmJg4d+7cdevWAYCdnd3bt28XL15cW1tL742BhbS0NIqioqOjORwOAERFRRkYGAgEglmzZmG00sNhhJ5ycnKEg7KysiwWSxzjx9lstpSUFDrmcrkAwLTlJBnR3iGam5urq6vPnTu3adOmoKAg7JOlfHx8pKSkNm7c2NTU1NDQsGXLFk1NTRcXF7xWejgM0lNERES/fv2mTZvm6ekZExODPX89Pb309PSoqCg5OTl5efm0tLSzZ88qKipiN9STYZCe/P39s7KyduzYkZCQII4+zcOHDz09PWfMmHH16tVLly6NGzeOz+dXVFRgN9SjoZiHQCAAgKysrM87PX6tH/qIxAcEBJiamra3t6Ngc3OzhobGmjVrvsjX3obk109NTU1JSUlFRUV0zMiRIwGgpKQEr6Hi4uJBgwbRO21IS0vr6+tjt9LDkXw9ycjIfP3117t27aJjbt68CQADBgzAa0hfX//BgwfU+xu6lpaWsrIyps1ql/znBSwWKzQ0NCwsTENDw8nJ6cWLF2vXrjU3N584cSJeQ/Pnz09MTFy6dOn8+fPb29sjIyPr6ur8/f3xWunhSL6eAGDVqlVKSkoxMTE7d+5UUVGZMGHC1q1bZWRk8FqxsbHJyMjYvHmztbU1m80eOnSoQCAwNTXFa6WHQ/Zv+WTI/i0dIPn9J0JXQvREwAnREwEnRE8EnBA9EXBC9ETACdETASdETwScED0RcMI4PXl7e7NYrIcPH3a3I5IJs/R09uzZlJSU7vZCkmGQnhoaGhYuXDhv3rzudkSSYZCewsPD1dXVAwMDu9sRSYYR41UA4Pbt21FRUbm5ue3t7d3tiyTDiPqpvb09ODh4yZIlVlZW3e2LhMMIPcXExFRUVISHh3e3I5KP5Ld35eXlYWFhR48elZOT625fJB/Jr58yMzNra2tdXFw4HA6Hw0GTW0xNTd3d3bvbNQlE8usnPp8vvG5OUVGRh4fHqVOnLCwsutErSUXy9cTj8Xg8Hh1sbW0FAGNjYz09vW7zSXKR/PaO0JVIfv0kwtChQ8mUHvFB6icCToieCDgheiLghOiJgBOiJwJOiJ4IOCF6IuCE6ImAE6InAk4YoaedO3ey/oy4l/mKiYlhsVhxcXF/+a2CgoKIP0ePHhWrP10GI9631NXV6enpHTlyhI4R61ioioqKsLAweqMEESiKqq+vX79+/YQJE+hIc3Nz8fnTlTBFT2pqag4ODl1jLiQkZMqUKRkZGX/57du3bymKGjlyZJf505Uwor178+aNvLx819g6c+bMuXPndu7c2YEzANBl/nQxjNBTXV1d3759u8AQmuIXERGhpaXVgTMA0DX+dD1M0VN1dfX06dOVlZW1tLR8fHyePXsmDkPh4eEaGhrz58/v2BkAOHLkiLGxcd++fa2srA4dkpx1XRmhJwAoLy93dHRMT0/fuXNnXl6eo6NjQ0MDXhNoit+BAwc63gnt3bt3SkpKz58/37NnT0ZGhr29vb+/f2xsLF5nugtG9MdPnz5NH9vY2BgbG48ePTojI8PDwwOXifb29qCgoKVLl/7tFD87O7uamho6OH78+LKysj179kjGRHim1E/CoL/88ePHGPN89uxZbm7ujh07OO+pra0NDg5WU1PrjD94nelGJF9Pra2tfn5+SUlJdMzVq1cBwNDQEKMVbW3twsLCm0IoKChs2LDh4sWLIinT0tJ8fHyam5vpmNzcXLzOdCOS395xOJy2tragoKDXr18PHz68pKRk7dq1FhYWeHfOlJaWtrS0FI5hs9na2tpmZmYiKY2MjNLS0mbOnLls2TIOh5OYmHj+/Pmff/4ZozPdiOTrCQBiY2P79+///fffl5eXa2tru7q6bty4Efv+LZ3E0tIyMzMzPDzc09MTAMzNzU+fPu3s7NwtzmCH7N/yyZD9WzpA8vtPhK6E6ImAE6InAk6Ingg4IXoi4IToiYAToicCToieCDgheiLghCl6qq6u/uqrr3g8nrKyspub2++//y4OK5cvX544cSKPx+vXr5+Li4vwOosMgRF6amtrc3Z2Li4u/uWXX44ePVpaWurm5obdSlFR0aRJk0xMTHJzcwUCAZvNdnR0fPnyJXZDPRlGvA9OSUm5efPm06dPNTU1AUBfX//KlSstLS3S0tIYraSlpVEUFR0dzeFwACAqKsrAwEAgEMyaNQujlR4OI/SUmprq5OSExAQApqamYprPyWaz6Wl3XC4XAJj2up0R7V1hYeHAgQPXr1+vp6enoqLi4eFRXl6O3YqPj4+UlNTGjRubmpoaGhq2bNmiqamJd5RVz4cReqqqqjp+/Pjvv/9+/Pjx+Pj4a9euiWMxez09vfT09KioKDk5OXl5+bS0tLNnzyoqKmI31JNhRHvX0tKiqakZGxvLYrEAQE5ObsqUKTk5Oba2thitPHz40NPTc8aMGfPnz29tbd29ezefz7969SrdzjIBRtRPCgoKQ4cORWICACSj+/fv47Wybds2ZWXluLi4UaNGjRs3LiEh4d27d1FRUXit9HAYoScTE5Oqqio6iLbAQ/1ljBQXFw8aNIhWrbS0tL6+fklJCV4rPRxG6GnKlCkXL16kJZWdnQ0AgwcPxmtFX1//wYMH9A1dS0tLWVmZgYEBXis9HEboKTAwUE1NzdXVVSAQJCcnL1iwYMqUKcOGDcNrZf78+SUlJUuXLr1///7du3cXLFhQV1fn7++P10oPhxF6UlBQ+PXXX5WVlV1dXQMDAydMmJCQkIDdio2NTUZGxo0bN6ytre3t7cvKygQCgbgXLutpkPktnwyZ39IBjKifCF0G0RMBJ0RPBJwQPRFwQvREwAnREwEnRE8EnBA9EXBC9ETACSP0pKamxvoA7FumXL9+/UMrFRUVeK30cBgxni4tLa2lpYUO3r59e/ny5X+7EO+nghYWT0lJUVZWpiNVVFTwWunhMEJPNjY2wsF169YtXLgQ+xY8SE9OTk4KCgp4c+5FMEJPwhw/frywsDA1NRV7zmhjFkndSKOTMKL/RNPe3r5u3bpvvvlGVVUVe+Z1dXV9+vTpeHMEiYdZPz4lJeXFixeLFy8WR+Z1dXXS0tKLFi3S1tbm8Xjjx4+/fPmyOAz1ZJilp+joaC8vLyUlJXFk3traKiUlxeVyExMTk5KSOBzOxIkT79y5Iw5bPRYGjadDi49nZmZOmjTpS/Lp5Hi6hoYGAwMDLy+v6OjoLzHXu2BQ/ZSVlSUrK2tnZ9c15uTk5IyMjCRmY5ZOwiA9nT9/3tzcXFZWVkz5b926NSwsjA6+efPm/v37ErMxSydh0POCsrKygQMHii9/dXX1NWvWNDU1ubm51dTUbNu2ra2tTUx9/x4Lg/RUUVFhYmIivvwDAgIAICoqKiYmRlFRcezYsXl5eWK12ANhUH8cF2R+SwcwqP9E6AKIngg4IXoi4IToiYAToicCToieCDgheiLghOiJgBOiJwJOmKKnw4cPDxkypG/fvnp6evPnz6+uru5ujyQTRujpp59+CggIWLhwYWFh4U8//ZSdnS2O9ccJwJD3wUlJSY6OjsHBwQBgaGj4r3/9y8/Pr7y8XEtLq7tdkzQYUT8BANqjB8HMnVW6Bkboad68eQKB4PTp0+3t7eXl5dHR0VOnTtXW1u5uvyQQRuhp5syZ33//PZ/P53K52traUlJSiYmJ3e2UZMIIPaWmpq5atWr79u35+fkZGRlv3ryZNWsWae/EASP64ytWrPD19Q0NDQWAIUOG6OjoWFlZ/fe///3CiS6ED5H8+qmtre3Ro0dmZmZ0DBpFzrSdVboGydeTlJRU//79hXeTKi4uBgCm7azSNTCivVu4cOHGjRtHjBiBNogODQ01NTWdOHFid/slgTBCTytXrpSXl4+Kilq2bJmysrKDg8PWrVvFNxGPyZD5LZ8Mmd/SAZLffyJ0JURPBJwQPRFwQvREwAnREwEnRE8EnBA9EXBC9ETACdETASdM0dOxY8cGDx7M5XL19PS2b98uJiuPHj2aPn26goKCkpKSj49PZWWlmAz1WBihJ4FA4OPjY2dnl5mZGRQUtGbNmj179mC30tjY6OjoWFNTk5qa+ssvvxQVFbm6ujLudRbFABwcHGxtbengwoUL1dXV29raPi+3+LV+6CMSHxsby+VyX758iYJohMzZs2c/z0ovhRH10507d4RHp7i7u798+bKwsBCvFYFAMHbs2H79+qGgqampkZFRVlYWXis9HEboqbm5WVpamg5qaGgAQGlpKV4rJSUlRkZGwjGGhoZo7B5zYISejI2N8/Pz6eC9e/fg/fZiGKmtrVVUVBSOUVRUrKmpwWulh8MIPQUFBZ06dergwYONjY15eXmbN2+GP8/wJOCCEXoKCAgICAiYN2+enJych4fHypUrAUBdXR2vFWVl5draWuGYmpoa4b06mQAj9CQlJXXgwIGqqqrS0tKysjLUf7K0tMRrZdCgQSK9peLiYuF5NUyAEXq6cOFCWlqaioqKoaGhlJTU4cOHx4wZg30xjMmTJ+fl5ZWXl6PgtWvXnj175uzsjNdKD4cReiosLPTy8oqJibl+/Xp4ePjRo0cjIiKwW/Hy8jIyMnJ3d0drJfj6+jo6Otrb22M31JNhRJ904cKFVVVVERERL1++NDU1TUlJEcdkKRkZmczMzCVLlvD5fA6HM2PGjMjISOxWejhkfssnQ+a3dAAj2jtCl0H0RMAJ0RMBJ0RPBJwQPRFw8v8cpfe+/ljBfQAAAABJRU5ErkJggg=="
|
122
|
A pizza delivery driver paid attention to how many pizzas he delivered over the past 5 days. What is the median of the numbers?
|
7
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"
|
124
|
Destiny has $12.00. Does she have enough to buy a book of crossword puzzles and a mystery novel?
|
no
|
[
"yes",
"no"
] |
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"
|
129
|
Each coat has 2 buttons. How many buttons are on 3 coats?
|
6
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[] |
"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"
|
131
|
How much money does Sadie need to buy 7 diamond bracelets?
|
3,738
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"
|
134
|
Some scooter companies compared how many scooters they sold. Which company sold the most scooters?
|
Scooters Galore
|
[
"Just Scooters",
"Scooters Galore",
"Let's Jet Scooters",
"Zippy Scooters"
] |
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"
|
135
|
Each locker has 10 volleyballs. How many volleyballs are in 4 lockers?
|
40
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"
|
138
|
Mona's P.E. class participated in a push-up competition, and Mona wrote down how many push-ups each person could do. How many people did exactly 50 push-ups?
|
3
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"
|
140
|
Reba's classmates recorded how many books they read last year. Who read the fewest books?
|
Reba
|
[
"Reba",
"Antonio",
"Hanson",
"Bryce"
] |
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"
|
143
|
Omar has $159. How much money will Omar have left if he buys a crystal sculpture and a chandelier?
|
18
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"
|
144
|
A gymnast jotted down the number of cartwheels she did each day. What is the median of the numbers?
|
7
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"
|
146
|
Each year the Riverside School District publishes its annual budget, which includes information on the sports program's per-student spending. According to the table, what was the rate of change between 2017 and 2018?
|
7
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"
|
148
|
The owner of a bed and breakfast inn recalled how many guests the inn had hosted each day. What is the median of the numbers?
|
20
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"
|
149
|
Teachers at Newberry Elementary School asked students to name their favorite desserts. What fraction of the votes were for candy? Simplify your answer.
|
49/132
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"
|
151
|
Look at the following schedule. Ernest is at Oyster Lighthouse. If he wants to arrive at Sea Town at 1.30 P.M., what time should he get on the boat?
|
9:30 A.M.
|
[
"9:30 A.M.",
"11:30 A.M.",
"9:15 A.M.",
"1:00 P.M."
] |
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"
|
152
|
Arianna spent a week at the beach and recorded the number of shells she found each day. According to the table, what was the rate of change between Tuesday and Wednesday?
|
-4
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[] |
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"
|
154
|
Mrs. Hampton 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 2009 and 2010?
|
-9
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l3fKRdOE16bXCw0Yks5CBEe4mYy6/3a9QygAAo/vNBQCcy/muXJjPEuScz9tmQu7n2XccAKBcULD976l3Ss9yRCUsQU5K+SVrfScqwRgAIFfKTSm2F/N3FDVmduOX3I8HC3DIi4AlD6ANmeW4sUJYwOS9AgCM7jdXppTG5oeXC/PLBHkX8nfgscThFl92OCYFb3Dl7X6hrEEsFzzj/GGp50DAkgEAPubTXtWlPq76vUbE+pN9taChxSjIlGJDxlH/rk6samJWNRVfKzx0KnutVCHt0okjdOEKP25z5R1W9Ff0tc+r7xQ0tkyVbuBWJsgTyVuci+qbObWicgdD9/SauzKlZIjZ537mX/Yh91M5JOjjaQJpPQCgRlTWJOO/c0c9BWt9p59Gp6s2lUCRW//0Yv5O5BLBlupaxs+VKlrWsjfJeLWiMht95w6HrRaxJArxP734AAA9vIFAKjOl2Dzl/EfVjMnLHm4+DQDAaSqpaipe6rI/jX0lt/5JmSDvbWPGO0fWOl27nvRlzf2v6Gtf1v7rU0nG69tQXU6MeqYqwWEIBkQTAMAIi5nT6KviCvZk1vxXLBe6GPmscz+tatYk+ygLFl2AIyr9JbfFanOM1bxBfUaey/1WdQiR8dRaUZl6+yYZn4zXbz1KG1QCVYEBGBKOggEYkezfeyuq+ywypfTIy6UTbAJHWEyfbr+O21z5e/GJ9Bo0VjWjvXpZJBMUNmZeKtirXiiWCwEAnn0/y6t/9qSqxYfWkGiCcmxdjVTRzBK02PolFB1xNxk9w2FDXMEepEQk4+vhDdXb6+EN65s5oI03GaETxmSIoxsFT1WV6ONpqvdCWeNN5smbzJNmFNuJNkuCXX+obCquEBZ84MQ6DdrPEkr4r00pNjXico6oBHkpgYInqQUAkHH6iOwQfMynAQAwmI7N/XoiTTLeTeZJP4sZjrQWKysWP8fGwBW5YAIAUAnGZhQb5OpSJOMTsSTVrR8basenV5lSWidm21BdVCVORi3/Q8KE3M/9n/vM1SLWpYK9CqW8M2N+PGir7SE7nozTX+K820p/gCnFdrLt8u3e122orgCAYt4rV2Nfe0P3vmSrBQO21ohYAABb6kDkO++nx6PKGyx+zsIB4ciX1DT2VTwGv8h5h4WevbW+8xKXPU0y/lPOLQBAKT8HA7B+ltMxAGOp5zjSclZnxk+vvuNuMnak5ax++v39bYKs/9FTH5JlqFvEeOvF5hQ7c4rd57bLAQBMXnaXTfRf0D6Tcpsrj2WFTHdYv9nrghIoKwQFkdnrkPPLXVaMKcVmHSNKLBemsa8ksc71pVjPH/CdTKnJgK7nogTKy4X7/8/r4iTbZYmlZ2rF5cdfrZxuv+67wb8plPJCXubRrOXIFVKFsOAG89gUu9DZjptK+W8uv90fPjReg9Ucwu3SM1Si8UyHDRiAfc19eL34aOjAIzgs/m1jRmxe+ATrwKn0VUqlnC0sOv16A0dUgsKU4boEuC4BPeBvQCDoAdUGQQ+oNgh6QLVB0AOqDYIeUG0Q9IBqg6AHVBsEPaDaIOgB1QZBD/xngoNzpvh3dxjdybXEe5FTPp1fn+ss1xLvwc82CHpAtUHQA6oNgh5QbRD0gGqDoAdUGwQ9oNog6KF9tTU0NHz//fe+vr5ubm5ffvllcnKyqorFYi1btszNzY3BYHz99de1tbWdqZLJZEePHvXx8XF1dZ05c2Z6ejroTbx9+3bZsmWenp5eXl5BQUH5+f/+fwsNSdNNtKw2hUIRGhqakpKyZcuW6Ohoe3v7FStWvHz5EgAgFosXLlzI4/HOnj176tSp4uLi5cuXK5VKzVUAgAMHDsTFxW3btu3ixYuWlpZBQUF1dXXaDVtnqa6unj9/Pp/PP378eERERG1tbWBgIJ/PBx0lTUe5ejtJqT0yMzPpdHpaWhqyKZVKvb299+zZo1Qqf/vtNycnp9raWqSqsLBQ1VJDVVVVVf/+/RMTE5EqkUgUGxvL4XC0GLN2M6BdoqKinJ2deTwesllQUECn05OTk5Uak6abXL2dpOXPNhcXl3v37vn6+iKbeDzezMyMy+UCAB4/fuzl5WVi0rIC3tHR0dbW9uHDh5qrUlJSKBTKhAkTkCoymRwYGGhmZqbdsHWWBQsWJCYmGhi0GBBZWloCADrMp86iZbWRyeQBAwYQCARkk81mFxQUDB06FADAZDJtbW3VG9va2jKZTM1V+fn5NjY2d+/enTRpEoPBmDVrVmZmL3qmSaPRHBz+/VfsqampAIAO86mzdOE1qUQiWb9+vZ2d3ezZswEAfD5fdYwiUKlUHo+nuYrL5XI4nNjY2O3bt0dHRxOJxMDAwN7zvU2dioqK7du3z507F9GfhqTpLF2lNqFQGBwcXF5eHhMTQyQSP3gcqVTK5XKjoqJGjBjh4+MTFRUll8svXbqkxVB7BMXFxXPmzHFxcdm9e3d3x/LhdInauFxuQEAAh8OJj49XfdrTaLRWRx6Px6PRaJqrqFSqmZmZqWmLRaORkdGAAQMKCwu7ImydJTs7e86cOQwG45dffiGRSEihhqTpLNpXm0gkCg4OViqV165ds7KyUpU7ODi0+lbBZDL79++vucre3r6hoUGpdmEvl8s/5sOyx1FcXLx48eIJEyZERUWppAY0Jk1n0b7atm/fzufzL1y4YGxsrF4+evTorKys6upqZDMrK6uysnLs2LGaq8aMGdPc3PzgQYutc11dXWFhoYuLC+gdSKXSkJCQESNGHDhwAIv9nz+WhqTpLJirt5O0+Nvd3NzcL774IiwsbMiQIapCMpns6ekpkUimTJliaGgYFhbW3Ny8b98+CwuLuLg4AICGKgDAihUrMjIydu3aZWxsfOzYsaKiorS0NCqV+u4I3p9rifd09tfL58+f37t3b1RUlPoFgZmZmYODg+ak6SDXEu9p+e5uTEwMvQ3jxo1DaisqKkJCQlxdXRkMRlhYGHKK7LBKIBBs27bNw8PD2dl5/vz5OTk5WgxYqdt3d0NCQtrmc+vWrUithqTpIFdvJ2n5s60nosufbZ8ScF0CBFWg2iDoAdUGQQ+oNgh6QLVB0AOqDYIeUG0Q9IBqg6AHVBsEPTBXbyd1dwyQ3gIeANDLn9vAJ1foAJ9cQVAFqg2CHlBtEPSAaoOgB1QbBD2g2iDoAdUGQQ9dd9RatWqVfRu2bdum9bB1mby8vPHjx7u7u6sXZmdnt81MTU1NdwXZGbT8f+URR63y8vItW7aYm5tfvnx5xYoV169f9/T0RBygLCwszp49K5fLDx48uHz58hs3bmAwGA1V33zzzZIlS1Tji0SiNWvWuLm5aTdsXebq1as7d+60trZuVS4UCgEAp0+fVl+xrOOrl3XdUasVhw8fnjJlilwu12LMurzmSqlU+vr6PnjwIDIyksFgqJcnJyfT6XQ+n99dgb0vPcBRSx02mx0dHb1169ZW63g/bRISEt65JlkgEAAA9PT00A7oI9B1Ry11Tpw4MXTo0BEjRmg3Zh0H8Wxri1AoJJFIPevA03VHLRVVVVXXr19fvXp11wXcsxAIBAQCITw8fNiwYe7u7vPmzcvIyOjuoDpA1x21VFy+fNnS0lJ1jobI5XIsFkskEk+cOHHixAkcDhcQEKDuAa2DaPmaFIHL5QYHBwuFwvj4eJXN0Yc5aqm4devW1KlTMRhMVwTcE1m9erX6J72Pj8/IkSPj4uJ02eBN1x21ENhsdnFx8ahRo7Qe7ScDhUKxs7MrLy/v7kA0oeuOWghPnjwBAPSq22wdEhkZefjwYdUmn88vLCxsdbGla2j5TJqbm5uQkBAWFpaXl6cqRBy1vvjii1OnTq1cuVLlAOXn5+fj4wMA0FCFUFZWZmJi0upKojfQ0NCAZJLFYslksqdPnwIATE1NHR0dTUxMDh8+LJFIPv/8cx6Ph3jEBgYGdnfImtCy2p48eaJUKiMiItQLHRwc7t+/TyQSL1y4sHPnzpCQEDwe7+/vHx4ejjTQUIVQU1PTC6UGAMjKygoKClJtLliwAAAwa9asiIiIefPmAQBiY2N//fVXAwMDLy+vmzdvqhuQ6yDQUQuuS0AJuC4BgipQbRD0gGqDoAdUGwQ9oNog6AHVBkEPqDYIekC1QdADqg2CHtBRC4Ie0FELPrlCCfjkCoIqUG0Q9IBqg6AHVBsEPaDaIOgB1QZBD6g2CHrouqMWACAjI2PBggXu7u6DBw9eunSp+vqa3kNiYiKDwQgNDVUvlMvlERER9vb2586d667A3gstqw1x1EpJSdmyZUt0dLS9vf2KFStevnwJAEBss3g83tmzZ0+dOlVcXLx8+XKlUqm5qri4eNGiRQ4ODr///ntcXBwWi124cKG6Fj95JBLJjh07vv32W0NDQ/Xy6urqhQsX3r17F4fDdVds742OO2pFRUU5OztLpVKkqry8nE6n37x5U4sx67ijVlZWlr+/P5PJDAwMDAkJUZWfOXNm1apVAoHAyckpJiamGyPsJD3DUQuLxaoOX8RSRKlUajdsXcbOzu7GjRt0Or1V+bRp0yIjI/X19bsjqA9E1x21pk2bhsPhjh8/LpFIRCLRTz/9ZGpqOm7cOO2GrcvQaLR3mrS157Sly+i6o5aVlVVMTMz58+ddXFwGDhyYnJwcGxvbO1cyfwLouqNWSUnJmjVr/P39b9y4kZCQMHjw4JCQEB33Moa0h647akVFRdFotIMHDyJeWgwGw8/P7/z585s3b+6KyCFdiq47ajGZTAcHB5VtG4FAsLKyKikp0XrYEBTQdUctKyuroqIi1UWoVCotKytra+cO6RHouqPWwoULb968uXv37oULFyoUipiYGKFQOHfuXO2GrcuwWCw2mw0AaGhoIBAIiKmWo6Mjh8NBbMUVCkVJSQlS7uXlRSKRujdgTWj33mZMTAy9DePGjUNqKyoqQkJCXF1dGQxGWFhYQ0ODqqOGqrS0tNmzZ7u7u3t4eCxYsCA9PV2LASt1/u7ugQMH2qb02rVr06dPb1teVlbW3fG2y9XbSdBRC65LQAm4LgGCKlBtEPSAaoOgB1QbBD2g2iDoAdUGQQ+oNgh6QLVB0AOqDYIe0FELgh7QUQs+uUIJ+OQKgipQbRD0gGqDoAdUGwQ9oNog6AHVBkEPqDYIevQAR603b94EBAS4uLh4eHhs2bKFz+drPWYdJy8vb/z48e7u7q3Ke1xmdN1Rq76+PiAgQKFQnD17dufOnUlJSZs2bdJuzDrO1atXZ86c2dY2q0dmRscdtY4dO+bm5tbY2IhU/fHHH3Q6PT8/X4sx6/iaK19f3wcPHkRGRjIYDPVyFDKjXXqAo1Z+fr6bm5vKKM/f3x+DwTx69Ei7YesyCQkJyELuVvTEzOi6o5ZUKsXj/11iTSAQjIyMSktLtRu2LtOec1ZPzIyuO2ohZweJRIKU19TUNDQ0CIXCrgu7p9ATM6Prjlrz58/ncrm7d+/m8XhsNnvjxo1UKrUnOc12GT0xM12iNi6XGxAQwOFw4uPjVafID3PUcnR03Lt37/Xr1z08PCZOnPjZZ5+ZmJiovuH1ZnpiZnTdUQsAEBAQ8OLFi5SUlIyMjHnz5rHZbBcXF62H3RPpcZnRdUctJpN56dIlMplsb29PJpNv3bqFwWBGjx6t9bB7HD0xM7ruqCUWi8PDwwsKCmbMmFFUVLR///5Vq1YhJ9neQENDA5JJFoslk8kQ2yxTU1NHR8cemRndd9S6ffu2v7+/k5OTn59fZGSkQqHQYsBK3b67m5qa2jafYWFhSG1XZ0a7QEctAOC6BLSA6xIgqALVBkEPqDYIekC1QdADqg2CHlBtEPSAaoOgB1QbBD2g2iDoAR21IOgBHbXgkyuUgE+uIKgC1QZBD6g2CHpAtUHQA6oNgh5QbRD0gGqDoIeuOGqB9n2jNPfqDXwymdEJRy3Qvm+U5l69gU8qM7rgqKVs3zdKcy+toMtrrpTdmhntoiuOWqB93yjNvXoDn1JmdMJRC7TvG6W5V2/gU8qMTjhqaeDDevUGemJmtOzMoEIoFIaGhpaXl1+5cuVjHLUgnxJdojYulxscHCwUCuPj41U2RxpsszTwYb16Az0xMzrhqKWBD+vVG+iJmdEJRy0NfFiv3kBPzIxOOGpp8I3S0Ks38KllRhcctTT7Rmkw29IKunx3t3szo12goxYAcF0CWsB1CRBUgWqDoAdUGwQ9oNog6AHVBkEPqDYIekC1QdADqg2CHlBtEPSAjloQ9Ph/QC03kHC49p0AAAAASUVORK5CYII="
|
155
|
Look at the following schedule. Which event ends at 5.55 P.M.?
|
otter feeding
|
[
"otter feeding",
"starfish demonstration",
"octopus lecture",
"shark lecture"
] |
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"
|
156
|
A car dealership tracked the number of cars sold each month. What is the range of the numbers?
|
5
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"
|
165
|
Worried about going over his storage limit, Franco monitored the number of undeleted voicemail messages stored on his phone each day. According to the table, what was the rate of change between Tuesday and Wednesday?
|
4
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[] |
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"
|
166
|
Mrs. Shaw 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 2018 and 2019?
|
-1
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"
|
170
|
Each bus has 10 empty seats. How many empty seats are on 6 buses?
|
60
|
[] |
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"
|
171
|
Each desk has 2 envelopes. How many envelopes are on 6 desks?
|
12
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[] |
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"
|
173
|
Look at the following schedule. Which activity ends at 2.05 P.M.?
|
bluegrass concert
|
[
"rodeo competition",
"bluegrass concert",
"milking demonstration",
"magic demonstration"
] |
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"
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174
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A college professor asked his Psychology students to complete a personality test. He paid special attention to his students' career goals and their greatest fears. What is the probability that a randomly selected student has a fear of heights and wants to be a social worker? Simplify any fractions.
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1/4
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[] |
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"
|
176
|
Some teachers compared how many years they have been teaching. What is the range of the numbers?
|
8
|
[] |
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"
|
179
|
Trudy counted the number of words per page in her new book. How many pages have at least 10 words but fewer than 20 words?
|
4
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[] |
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"
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