image
unknown | problem
stringlengths 14
525
| answer
stringlengths 0
124
⌀ | id
int64 0
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null | ground_truth
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124
⌀ |
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cK8+QuG9mLPyZDs6iPssZs37qv/R412jub4XIQuy5nTHrx3RwFjlGSZ9N1f/8XV3MSG0FXYbqHkM0HFLhCa7sqqTvt4IuQxmZg9BmktT/orDHLACinnMk/XZpaxB0CRTaTGSL9TwPaul7QFXmB+r7sSLnVdLB6ZK+37LF55XpbwGAqkCZ8bbAMlg25E+RQ4Tqz1nqv2MYWS+p94EWtqgHtkp9O6r2AxXV7YWcqkD2XKZscDo4jSZ3V7MfvTJitiRJU/CrxPuA1O88OI0y9d/aCaPR7vPDqRVXX2IrMqUDfpE+e0VoOUqZNpEtOqWnUNVfipTnGUk36aCzUv+LAqsxytRXuLIU/lKahz9ylVkS7wNC26m8O7KKq+PY8nRJ/z3SZ6+JnBap7q7Q/P0lAOX1qWxFpqTfLunga+K+37JFZ3S3a41Bv1unkId+s0AhD1UVhTxUVRTyUFVRyENVRSEPVRWFPFRVFPJQVVHIQ1VFIQ9VFYU8okNVhyaOHW3sMBol4UjixLEK/ftR2gwJRxLpXEUhD1UVhTxUVRTyUFVRyENVRSEPVRWFPFRVFPLoV9WJEydeeeUVT0/PwYMHR0VFFRXVLBn75ptvhg8f7ubmNmrUqJ9++ql2KZ6sjIyMyZMnu7u7+/v7L1++XK2uvcrKBNFoNFu3bg0ODnZ3dw8ODt6yZYtGU70iqqKiIjo6OjAwUJfFsqxxoyXDnsPHucY5ffq0k5NTVFRUUlJSQkKCr6/vjBkztFnx8fHOzs7btm1LSUn58ssvnZycTpw4oTcrJyfHy8srPDz88uXL+/fv9/Lyio6O5gmAP7x2wZo1a1xdXWNjY5OTkzdt2uTk5BQbG6vNCgsLGzhw4I8//njhwoXNmzc7OTlt2rTJuNG2nD2Hj+tR1VtvvfXqq6/qNnfs2OHo6FhWVsZx3ODBg5ctW6bLmj17tm5PnqzFixePGTOGZVnt5tmzZ0+ePMkfYvP61MZQqVT9+vWrfeSEhYW99NJLHMcVFRX1799/7969uqzQ0NCxY8caIUqi7Dl8XM8apujoaN10DcDOzg5AYWFhXl5ebm7uqFGjdFnBwcHvv/9+WVnZ48ePG8syNzdPTEycMWMG889i7aFDh5KceNseAoHg0KFDzzzzjC7Fzs7uypUrALp06ZKWllZ7Z6lUKhCYwpWunj7Y2Nh0795dt3nq1CkbGxt7e/u7d+8C6NWrly5L+3d2djZPVnFxcV5enqWl5bx583x8fAICAlauXKlSqYj2qG0hEAgcHR07d65e/65Wq8+dOzdo0KDa+1RVVT169OiHH344cuTI22+/bYwwCdOM9ZYnTpzYtWvXunXrBAJBWVkZAHPzmpXmZmZmAEpLS3myCgsLAWzYsGH69OkhISEpKSmrVq0SiUSRkZGEutPWWb16dXZ2dkxMTO3E6dOnX7hwwcLCIjo6evz48Y2VbUc0VVWJiYlz5swJDQ199dVXn7ox7bQ0cuTIWbNmAfDy8srLy4uLiwsPDxeL9di3mQDR0dHffvttTExM7969a6cvXbo0Nzc3OTl54cKFpaWl06ZNM1aEpGjSWTwhISEsLGz+/Pm6SUU7pZeW1rjeaP/u3LkzT5Z20urbt68uy8/PT6FQ5OTktLwnbRmWZRcuXBgfHx8XF1f7ilOLu7v7iBEjoqKiZs2atXLlyvLycqMESRD9qvrll1+ioqI+//zz0NAa00vt0aa9hNJy9+5d7TUET5atra1UKtWeB7VobwUkkja9Kr/lLFmy5Pjx47t37659d/Lw4cO9e/fK5TXmjv3791coFLm5TbF5adPoUdXdu3cjIiI+/vjjiRMn1k53cHBwcHBITEzUpRw9etTf379Tp048WUKhMDAw8NixGtey5ORkCwsL7a2lqbJv376EhITvvvuuX786hhFFRUUffPDByZMndSkZGRkAevToYegQSaP/yUL37t3d3NySk5N1ic7OztbW1nPnzo2MjOzZs6efn19iYuLp06d/+OEH7Q48WbNnz54wYUJkZOSkSZPS0tLi4+PDw8NN43a6QaqqqtauXTty5MiKioraY+jr6+vh4TF8+PAlS5bI5XJnZ+dr165t2bJl0qRJHTo8jW9b24L/MWP//v0dn+DgwYPa3J07dwYGBrq4uIwePfrYsWO1C/JknT59euzYsS4uLgEBAevXr9doNPyP1J72aVybID09/ckBdHR0zMvL4ziutLR0xYoVQ4cOdXNzCwoK+uKLLyorK40dckvZc/g4s+fw8Tb/3XrbDY/yJPS7dUqrQFVFIQ9VFYU8VFUU8lBVUchDVUUhD1UVhTxUVRTyUFVRyMPsOXzc2DFQTA0RgLb8SoS+sWl30Dc2lFaBqopCHqoqCnmoqijkoaqikIeqikIeqioKeQzqNHTz5k2nhnj8+DHZXrUpeJyGQkJC6g3FokWLjBstEfSssTlz5szMmTOnTJmycOHCnJyczz///NGjR3FxcQB27ty5cuXKhQsX+vr6njt3bsGCBV26dAkODubJ6tmzp26xjZZ9+/YlJyfrbAhMkvXr12/dujUiIsLb2/vSpUurV68WCATa1dvl5eWjRo0KCQnR7dytW+v+b+cGwsBOQ7XJz8/38vI6evQo/4KNpq3saKPwOA1xHPfSSy/VHijTwAhOQ7Ur37Bhg6ur65gxY8gcH20SHqchAHK5vFOnTkYKrRXRoyobG5vamzqnod9++w2N2Ak9evSosazai3dzcnJ27979/fffE+hEG0ZrBaDbrOc0VF5ebgprSp+gGfeAWqehDz/88KmdhmrX9vXXX/v4+Pj5+bUs/naG1mlo/vz52k25XJ6WljZ+/HhPT89hw4ZFR0dXVlYaNUAyGNRpSEd5efm+ffuWLVvW8qraEfWchliWlUgk2dnZ77zzTo8ePVJSUtavX//gwYONGzcaO9KW0iRVJSQkREVFRURE6GxhdHZCujlJZyekUCgay9JVePLkSZVK9cILLxDrR9uGZdmPPvrol19+iYuL09nCCASC1NRU3T4DBw5kWXbVqlVLliyxtLQ0UqRkMKjTkC7lzJkzvr6+Jnmh2iANOg09iYeHBwATcPMyqNOQLiU5Obme7Y4J05jTUFZWVmho6K1bt3QpV65cYRjG3t7e4DESxtBOQwBYln3w4EHtqcuE4XEasre3T09PDw0NjYiIsLGxuXTp0ldffTV58uT2fvoDjOE0lJeX5+jo+PPPPzfxkVozH8K1LfidhnJycubNmzdo0CA3N7fRo0dv375dpVIZO+SWQp2GKOSh361TWgWqKgp5qKoo5KGqopCHqopCHqoqCnmoqijkoaqikIeqikIe6jREIQ91GqIQhr6xobQKVFUU8lBVUchDVUUhD1UVhTxUVRTyUFVRyGNQpyEAVVVVa9asCQwMfNJ2x1ThcRoCkJGRMXnyZHd3d39//+XLl6vVaiOGSgz+5QanT592cnKKiopKSkpKSEjw9fWdMWOGNis+Pt7Z2Xnbtm0pKSlffvmlk5PTiRMn9GZ98MEHfn5+v/32219//XXw4EE3N7d169bxf1pP4gt9Y7JmzRpXV9fY2Njk5ORNmzY5OTnFxsZqs3Jycry8vMLDwy9fvrx//34vL6/a7jHtlD2HjxvUaUij0Xh4eGzevFmXtWDBghEjRvCH2Lw+tTH4nYYWL148ZswYlmW1m2fPnj158qQRoiSKoZ2GzMzMOI4TCoW6LIlEwnEcsYm37cHvNJSYmDhjxgyGYbSb/Cub2xF6rqtsbGy6d++u29Q5DWkXvDdoJ8STxTDM66+//v3332dmZgJIT08/cuTI5MmTSXaojaG1AtB5TNR2GiouLs7Ly7O0tJw3b56Pj09AQMDKlStVKpVR4yVDUz1h8I/T0Lp161riNLRo0aL8/PzRo0cLBAKWZadPn/7uu+8S6ks7QOs0FBMTA6CwsBDAhg0bpk+fHhISkpKSsmrVKpFIFBkZaewwW4qhnYZWrVqlvWjt06dPRkbG8uXLu3XrVtsXxISp5zSknZZGjhyp9Qj18vLKy8uLi4sLDw8Xi8VGjrVlNOl5VUJCQlhY2Pz583WHkc5pSLePzk6IJ+v+/fvbt29fvHjxuHHjPDw8XnvttXnz5m3cuFEul5PrUVuEZdmFCxfGx8fHxcXprji1U3jfvn11u/n5+SkUCtP3hAFRp6Hs7GyO45ydnXVZjo6OCoUiNzeXSGfaLA06Ddna2kqlUu15UIv2xkgikRghRKIY1GmoR48eAG7fvl27fgC1bwhMj8achoRCYWBg4LFjx3QpycnJFhYW2hvtdo1BnYYcHByGDRu2evVqc3NzZ2fnGzdufPXVVxMmTDBhezQepyGJRDJ79uwJEyZERkZOmjQpLS0tPj4+PDxcIGj/r9EM7DRUUlLy2WefDR061M3NLSgoaM2aNRUVFfyP1J72aVybgN9piOO406dPjx071sXFJSAgYP369RqNxrgBtxzqNEQhD/1undIqUFVRyENVRSEPVRWFPFRVFPJQVVHIQ1VFIQ9VFYU8VFUU8lCnIQp5qNMQhTD0jQ2lVaCqopCHqopCHqoqCnmoqijkoaqikIeqikIeQzsNaTSa9evXDxkyxNXV9cUXXzx58iTBzrRN+J2GeMawHWNgp6EvvvjC1dV127ZtSUlJc+fO7dOnT2pqKv+n9SS+0DcmPE5DPAPVfjG001BVVZWbm9vatWu16SzLPv/886GhofwhNrtbbQl+pyGeMWy/7Dl8XM8ZMDo6evPmzbpNndNQVlbWk3ZCV65cKSsr48nKzs5WKBRDhgzRpjMMM2bMmPPnz5Oce9sYWqehd955R5diZ2enXa/MM1BGCJQoBnUa0vpViEQ1S1utra1LS0uLi4tJ9KUtwuM0xDNQxoiUJM24B9Q6DX344YdP7TTUq1cvhmGuXbumy9IaWZWXl7e0H+0ErdPQ/PnzAfBbMrVrmqqqxMTEsLCwFjoNmZubjxs37quvvrp06ZJSqTxw4MDRo0cB1HbfM2G0TkObNm3SGpyYMAZ1GgLwySefODg4TJo0yc3NbceOHSEhIQzD1DY4NEkadBriH6h2jX5XNJ3TUG1bGJ2dkNbmBbXshLTTeINZAKytrffu3Zubm8swjK2t7dq1a52cnKRSKel+tS10TkO1bWF4xtAoQRLEoE5DAA4dOpSWlmZnZ2dra6tSqQ4cODB6tIl/lNeY0xD/QLVrDOo0BODo0aOpqalLly61srLaunVrVVVVSEhIK/WtLcDvNMQzUO0bwzsNzZ0719vb293d/Y033sjMzNT7SO1pn8a1CfQ6DfGMYTuFOg1RyEO/W6e0ClRVFPJQVVHIQ1VFIQ9VFYU8VFUU8lBVUchDVUUhD1UVhTzUaYhCHuo0RCEMfWNDaRWoqijkoaqikIeqikIeqioKeaiqKOShqqKQp7WchjQajXZVVlxcXL0KTdNbh5fGRsNUfZf0qOrMmTMzZ8709PSMi4uLiIhITEyMiIjQZu3cuXPlypXTpk3bvXv3+PHjFyxYoBuUvLy8qVOnHjt27MlFyTylTBWe0di4ceOWLVtCQkJ27Njh6uo6a9astLQ0owRJmNZwGoqNjQ0NDZXL5a6urtu3b69dYXO9ddr7Ghuu8dF4Ct+ldkGrOA0BePnll2NiYp5cLWnC3jo8NDYaJuy7RN5pCP+I70lM2FuHh8ZGw4R9l8g7DfHUYMLeOk+BCfsuGdRpiFIbE/ZdIu80xFOPCXvrPB2m6rtE3mmIpyoT9tZ5OkzVd4m80xBPbSbsrfN0mKrvUqs4DV2/fl0ulwNgWfbevXvasj4+PlKp1GS9dRqHZzRM1nepNZyGXnnllSdL/f333/ylGnuk1rJncsaHZzSa67vULqBOQxTy0O/WKa0CVRWFPFRVFPJQVVHIQ1VFIQ9VFYU8VFUU8lBVUchDVUUhD3UaopDn/wF9AzqOKZqoYAAAAABJRU5ErkJggg=="
|
<image>Mrs. Benton hosts an annual art contest for kids, and she keeps a record of the number of entries each year. According to the table, what was the rate of change between 2006 and 2007?
|
2
| 400 | null |
2
|
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"
|
<image>Each tree has 2 sparrows. How many sparrows are in 4 trees?
|
8
| 401 | null |
8
|
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"
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<image>Look at the following schedule. Which class begins at 3.05 P.M.? Mrs. Huffman's class Mr. McDowell's class Ms. Woodard's class
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Ms. Woodard's class
| 402 | null |
Ms. Woodard's class
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"
|
<image>This morning, Mr. Davis released the scores from last week's spelling test. How many students scored at least 70 points but fewer than 80 points?
|
2
| 403 | null |
2
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"
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<image>Alec wants to buy 1 kilogram of trout. How much will he spend?
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4
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"
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<image>Some students compared how many pets they have. What is the mode of the numbers?
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3
| 405 | null |
3
|
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"
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<image>Ben keeps all his spare keys in a box under his bed. Recently, Ben decided the box was becoming unmanageable, as none of the keys were labeled. He set about labeling them with colored stickers that indicated what each key opened. What is the probability that a randomly selected key opens the back door of the house and is labeled with a blue sticker? Simplify any fractions.
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3/10
| 406 | null |
3/10
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"
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<image>For an economics project, Justin determined the cost of ferry rides for bicycles and cars. How much higher is the fare for a bicycle on the Seattle-Bremerton ferry than on the Fauntleroy-Vashon ferry?
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3
| 407 | null |
3
|
"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"
|
<image>Each tank has 10 tadpoles. How many tadpoles are in 3 tanks?
|
30
| 408 | null |
30
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"
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<image>While looking through an almanac at the library, Katie noticed some data showing the population density of various states. In 2000, which of the states shown had the most people per square mile?
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Nevada
| 409 | null |
Nevada
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"
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<image>Nora has $32.92. How much money will Nora have left if she buys a soccer ball and a baseball helmet?
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7.23
| 410 | null |
7.23
|
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"
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<image>In a study on public parking, the director of transportation counted the number of cars in each of the city's parking lots. What is the smallest number of cars?
|
11
| 411 | null |
11
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"
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<image>Celine kept a tally of the number of emails she received each day for a week. According to the table, what was the rate of change between Monday and Tuesday?
|
6
| 412 | null |
6
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"
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<image>A fashion magazine poll asks how many winter hats each reader owns. How many readers have exactly 1 winter hat?
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10
| 413 | null |
10
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"
|
<image>Several people compared how many Web pages they had visited. What is the mode of the numbers?
|
57
| 414 | null |
57
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
linear
| 415 | null |
linear
|
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"
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<image>Dave, a journalism student, counted the number of pages in several major magazines. What is the largest number of pages?
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76
| 416 | null |
76
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"
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<image>For one day each year, the students at Vernon Valley School wear crazy hats. Principal Davis used a frequency chart to track the different types of hats students wore this year. If 1/6 of the baseball caps had propellers on top, how many baseball caps had propellers?
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5
| 417 | null |
5
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"
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<image>An agricultural agency is researching how much cheese people have been eating in different parts of the world. Which country consumed less cheese per capita in 2006, Great Britain or Austria?
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Great Britain
| 418 | null |
Great Britain
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"
|
<image>Fairview Flooring tracked the number of broken tiles in each shipment it received last year. How many shipments had less than 90 broken tiles?
|
9
| 419 | null |
9
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"
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<image>Emma kept a tally of the number of emails she received each day for a week. According to the table, what was the rate of change between Monday and Tuesday?
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-1
| 420 | null |
-1
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"
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<image>The newspaper photographer logged how many pictures she had taken during the past 4 days. On which day did the photographer take the most pictures?
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Sunday
| 421 | null |
Sunday
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"
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<image>Arianna wants to buy 3.7 kilograms of rice pudding. How much will she spend?
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11.10
| 422 | null |
11.10
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6ZmlF6U6q4Y2ChuL6qxsHDjXKScx5Fp2oqqfqG7bC2NHkmwV/2eQ5dcMvEnISCZEJdRV1znNcVpxbhQ8GZ+2YPXGVB5lGeRz+qLyowulX51XnV3WcNVsRvmrotGElBSV3jt9+eTtZz0pvbcQ6fEXPaqy1ocNAoggxIya9palFQk5i880/bD3saj7XJEQ8IdMo45a6+Z5Z0bHO770ovAM4a8dsSXnJ9EevxGTExi11c5zlBAAkMmnNpbX2U+1ryqpjz8UQSUTPzdMmr5uCF+zspnyXPxcc/E3LRLso+0Pa/dRpW2bM3jVHVk3ubVrBp7xPfQz6eO+bJ6sq+zG3uL6y7vdjf01v4d3kLt56EyeT348vUdJSenrl6b2Td+urG9yXjZ9/YAH/prlr4OMEPpULPQTzEGu0vwEC8b3UV9WX5H9q/dJqaD8QAPJf5m8etZFMIx97E0yhUQSt7j/N3pv7/xPjUATiX6eiqHyb+1Y2i23uai6nLpd0LQkAnGY5oaDWE0BxDYH4EbSMtZeHr7x+4Gr202w2i62gqejm444PkBECB8U1BOIHMR5ubDzcWNAqEDz4r6wbIBCI/w4oriEQCGEDxTUEAiFsoLiGQCCEDRTXEAiEsIHiGgKBEDYI5iHWgtaAQCAQ/yYkAAj99aSgZSB6Ir+GzkXPxk8C+fbn8WvoXDQORSAQwgaKawgEQthAcQ2BQAgbKK4hEAhhA8U1BAIhbKC4hkAghA0U1xAIhLDRO+La+aBzRgRDzp+JiJGT6vCFo357GZcsaGkIfjyKfsh949r9lRWXrp/tZ0Qw3OWzs5uF7Vuz14hguGrqim5ut/tp97/D+VvqvoRn/qunoo0IhpNMJvJM7S1+602/K0mmkPuZ9gcAFpP1Ia/wye34xHtPgx+esHCwFLQ0BG8YYgx1HXX8+PPHzy1fWsSlJKRk/9oNR4TUmx6/Xg2JRFLWUOa2yCvz3sdWSV3JfrS9mrZ6t+j6WfSmB0teWf7ss3P4cUNdwyQTj4/viq+dvtYNcY3JZJLQP+H3Y+M06Gb+X9uqz7KbkZqQOmHuhOUB//6nPbpB/FFQVeDciM7AMAzDMGtHG2tHG/45ez69YxzaETEJMUNLQwD40tSMW1gsVvCO46P7jjSnmrpqupzaE4rbZ9pONyIY7luzl1MWH/us/mUlANRU1mz23jRMycGcajrJZGL8rTg8T15mnhHB0E5mcOaLzJFaIxaO/A0Amhqa9vjudtV0saSbj9UbfTrwFIZhf+XPyJ1pO92CZjZKx/Xm2Ru+E32MCIZnD4TjqbnpbxaNXjhY0sZa1PI31/nvc993g4t6ESQS6ebZGyO1RgyWtPGd6FNdUY3b8RFTTloOfso9COJ5gypKKzZ7b3Lp42RBMxuh4bx72a6mxia8bF1N3WrPVdZilg7yQw6s28+5cTgf8j8sn+Q7TMnBRtzK02rqk9vxAJCb/gYXUPKhBM9WVFBkRDA0Jg4sflfcLY756fh6LDMiGIbvD9/stdGKYZH2NK3dOLSX+q23xrXG+sbMF5kAYP61s7bbZ9dBvwNtrW2/rpojJin256rAsD9PA4DLZFcAiLv5V8Bis9lPbsUDgOvUkW1tbfOdva+ciFTTVp+98tfPHz8vdVuSnpQOAFQaFQCa6pu2/baVxqCpaKoAwPpZ687sDZOWl/ZcMq3qc1XgioDI4AgAYDKZi8f+nvY0TVpexniQSeCKgNfJrwGATCEDQPG74tlDZsXfihsy2t59zvhnD555DZ/bUNfQ3S7rwWSnZvsv3iGjKNvU0PTgyoOA5Xu+WYTnDfKd6HPlRKTuQL2pi35RUlcK33dmw+z1eP6di/1vn79FJBLtRg2JuR5z8+xNTlXNTc1ew+fcj7hnams6ynP06+TXS9wW52Xm6RnpD7QaCAD3I+7hOR9ffQQApnZmalpq/7YPBAPuxtvnb927fK+vYV8andouQy/1W2/qupeXlE+z8QQANov1Ie9Dc1Pz5AWTJ3pPBIDKz5WXj14CgF3n95jamk5d9ItLH6cTO4I9l0xzmeSyZ9mu/My8kg8lyn2UXyW+qiqvEpeSsBs5JPZ6bHZqtrik+LH7xxmijH6m/Zd7LDvpf2J/9AERkggAMJlMk8Emaw6sBYDWllYREslpovOSHUs19TSpNOrRLUceRN73mDcp7kbsp8JPIiIip5+EqWioZKVkTTWfzJEdvvdMQ12DjdOgXef+2u77fNC56JCo6T4zut+HPZPM5xlXMqNVNFSObzsWtOEg/sHDn443qKmhKe1pGplC3he1n0whM5nMI5sPK6gqAkBVedWdC7cBYEvIVmcPl+am5nH6YzlVFeYWGloNNBtivuOMP5FIfJfz7mVccuz1GF1D3QneHhnPM+5dvjfTdxYAPL76GADGzhz3c9wgAHA35mfmRWddU+6jDAB5GXmc1N7rt97UX2trbctISs9ISn+d/Lq+tl5ERKSooAi/DZnPM5lMJpFIVFRTLCsuZTGZqlpqNZU1uem5CioKpramAICPMWOuPQYAx/GOZAr51dM0ANDqr11fXVdWXKqh2wcAnj9K4m4Uj5sAQKFS9lwM+DNib5++fVq+tMiryAPA50/lAJCfmQ8A+ib9VDRUAMDAzEBDV4NTQ9rTNADQHahbVlxaVlza17AvACT9vZX/OENG2eOuGzzCFgCqK6rb2tq6WJZzg2gMmpySXFtr2wRD9z2+u5/cip+7xmvKb1MA4P2b90wmEwDsRg0BADqDPmTUEE4N/Uz6/Rmxd+fZXWw2u+VLi6KaIgCUfyoHgJFTRzLEGBlJ6aVFJTWVNWkJqTQ6zWWSy7947d3Dp8JP7dZDD64/wEm1HWGLB7V29F6/9ab+moqGyp33f/Vsq8qrzvwZdnLniewU7xv5t+pr6gCAzWa7av7NdyWFnwzMDEZMcU15khJ/M27ygil4XBv5y0gAwEulP3vlrP7/bR8b6xvrqms5p/IqCpzjiOOXTwee/vi2GL/ZAAAYBgDV5VUAwFnmAwApOenCvEL8GG/lzN6wM3vDuIX9Y38ID3JKsviBqDgDP2Cz2EDuUlnODSISiXuv7Ns0d+Pb7Le4t+mi9HVBfm6z3fEbRKaQ6Qw6nllKVopTQ1tr297Vf965cLuyrJIzf4QfMMQYrlNHXjkR+eDKQxl5aRaL5eLmIi4p/o+vuLvpuB7K7QHuh5yb3uu33hTXuJGRl5m/ccHJnSdqKmsyn2dKSEsAAIlE2hu1nztbf7P+AODs4bJr6c7nj57nv85/l/NORkHWarg1AIhLSwBAP5N+i7Yu5i5FY9Dra/+a/yKK/NWlffYgccv8PyhUyoZjG7X7az+++jhk11+/nyUpKwUAddV1nBrwBwIH1zZ2xlh8pg+HIcb4dxwhHBAIPM1EIpHNZrc0f8FPa76uJ/wtj8j/xxzGg0yis669z33/6mla7I3YB5H3N83daONkIyUnDQBtrW3NTc34v2jV50pOqaNbjoTvO6OqpXbgWpC0nNShjUGJ9xM5qRO9Pa6ciIy59lhJXQl67SCU/3ootw+56b1+603j0HY8vZuAH4iKMwZYGpJIJCaTqaCq4DDGwdbVtr6mDsMwcSlxAJBTkjMbYt7c1Hxow0EAcJnkIiIiAgDGg0wAoLyk3MbJxmGMQ3+z/vU1dTQ6lUKldGwu/Vk6AGj31x4/Z4LxIJOigiIAYDJZuBEAclJzSotKAOB1cuaH/A+cgngr9bUNDmMcHMY4yCvLNTc24cEOwR85JTkAyHieCQBNDU2cxR+eFBUUHd927MrJK5p6mm6z3f+M2Nt3QF82m1328bOmngZ+x+NvxnWsCr+zw9yGOYxx0DXSe//mPQCwmCw8daDVQD0jvbSE1Kd3E+SU5Aa5DP5JF9sD6b1+6039Nc66AQDUVdcV5r4HACMb44HWRkQicYL3xEtHLi4a9ZvjBKfcV29SE1JNBps4jHHA84+YPCI59sXDqIcA4Dp1JG50GOugb6z/5tWb6TaeJramT+8mFBUUzV3jxfP9HU19TQDIy8gLWL7nQ/6H+pp6AoFQlP/hgN/+3zYtlFeWLy8pnzF4hpmd6YuYFwqqip8/luEFp/tMjw6Nirn2eNHohfIq8vcv32usbwy6cUjfWP+nuksIsBs15MqJyIPr9udn5L5KfKWkrlRRWvH3Nw3+D0OMfmpPaHNjc3LMCwVVhaKCovzX+YpqSvrG+lQadei4oQ+jHm722hR3M+71i0wagwZ/zSKApr5m0sNnt8/fojFoCXcSVLXUSj6UxN+KuxZ2bdzMcQAwwWviziX+FaUVs5bPxv/P/yPIKsr1Ur/1pv4aZ90gIym9/NPnvgP6Ltry+7F7x4lEIgCsPbhu4R+LqHRaZHDEx/efpiycevj2UcLXAY6ThzPuWSV1JXwZAQDIZPKx+8Fus93LP5VHnbwiQiItD1ixZMdSnq07e7jMWj5bQloiMjiCIcbYH71/ysKpIiSR2+dukSnk/VcP9jftX/W5Mjs1Z22QH973JpHJAKCmrR4ad3qwy+CXccl3LtzWNtA5cO2g3cghPFtBcOOzc5mzh4sISeTJ7Sduv7q7/ToeAFq+tPDMLKsod+JxiN1Iu6d3E87sDUt/lu422z007hT+KsP6Ixscxji0tbY9vZswYoqrx7xJAPCl+QsALPxj0TC34c2NzdEhUUPHDQ26cch4kElFaUXSw2d4zfZfPx3HzhzLs2khppf6jWAeYo1+Z/0f0trSmpueW1lWaeNkQ6VRvzR/cVZzrK2qDYkJ7dXf8UK/wY9zeNOho1uOGNkYhyee/bfq/C/49mf4rSv8Gjq3N41DeywYhi0Z93tFaYWhpaGJrenL2OTaqloD8wFmQ8wFLQ3xjzjhH5xwJwH/eYXF23l/URzREYH7rTeNQ3ssVBo1JPaU00TnT4Ull45cbGpomuk76/iDYHyAjOi9FOV/SH/2SlVTdWvoNuvhaEfKriJwv6H+2r+Dpp7mnxF7v50P0av44+TWP05uFbSK3ofA/YY6FAgEQthAcQ2BQAgbKK4hEAhhA8U1BAIhbKC4hkAghA0U1xAIhLBBMA9Bb+UgEAihggQAyb8+E7QMRE/EItQGPRs/CeTbn4dFqA0ahyIQCGEDxTUEAiFsoLiGQCCEDRTXEAiEsIHiGgKBEDZQXEMgEMIGimsIBELY4B3XMAw7ffq0g4ODtLQ0g8HQ19dfsWJFSUkJJ0NQUBCJxPu3237//XdDQ8OuK5g+fTqhE44ePfpdF/MPKSwsnD9/vqamJpVKVVZWHjly5N27d7tSUE5Obtu2bT9b3n+Zqqqq+fPnq6urE4lEBoNhbm5+69YtTiqLxVq/fj2RSNy3bx93KRaLtWnTpj59+lCpVGNj45s3b3a37t7AD/s2MDBQX18fjw+7d+9msVjdLb1zeMQ1DMOmTp06Z84cDQ2No0ePXr58ee7cuRcvXjQzM0tPT//XFaxdu/b+V1RUVFxcXDinY8d233YPL168MDU1vXv37pIlS65cueLv79/a2urq6hoYGNhtGhCdMWfOnKdPnwYHBw8ZMiQwMNDIyGj8+PGZmZkAUFJS4ujoeOXKlY47Hv3xxx+7du1atmzZ3bt3DQ0N3d3dk5OTBSG/R/Njvt20aZOfn5+3t/edO3dmzpy5du3avXt70u+qmodYY3/n4MGDAHDmzBluY3l5ua6urqGhYVtbG55HREQE48WiRYsGDBjAM+mb6OjozJo168fK/hNaW1u1tbUNDAyqqqo4RjabPXfuXDKZ/O7dO/7FZWVlt27d+nMlCoKOz4ZAaG1tJZPJly9fxjBs9OjR9+/fZ7FYxsbGQUFBGIbt2bPHw8Ojvr6eSqXu3buXU6q5uZlOp69fvx4/ZbPZAwYM8PDwEMQV8KBX+7atrU1CQmLt2rUcy6RJk8zMzLpdPm/MQ6x59Nf27t3r6Og4ffp0bqOcnFxAQEBmZubDhw/b5f/06dOoUaPodLqSktLmzZu5k5hM5saNGzU0NKhUqq6ublBQUNcDbn19vZiY2I4dOzgWFouloKCwdu3a7OxsAoHw4MEDZ2dnOp2uoaFx6dKllJQUS0tLBoNhbGz88uVLTqnz588bGRlRqVRFRcXFixc3Nzd3bOv69etv374NDAyUlpbmGAkEQmBgYEpKiqamJgC0tLSsXLlSXV2dQqFoaGj4+fkxmcyOVZ09e9bU1FRMTExOTm7cuHEFBQVdv2REZ7BYrLKyMs4pkUhMS0tbtGgRAEydOvXy5ctiYmLtihQUFDQ3Nw8fPhw/JRAIEyZMePDgQbdp7i38gG+JROLLly9XrlzJsairq5eXl3eP4K7QPq59/Pjx7du3bm5uHbO6urpSqdSOcW3mzJnp6ek3btx49OhReXn5lStXOEm+vr6BgYF//PFHZmbm8uXLly9fHhwc3EVl4uLikydPPnPmDMcSGxtbXl4+e/ZsMpkMAH5+fjt37qyoqLC0tJw/f/6aNWvOnz//6dMnCQmJxYsX40UiIyM9PT1HjRqVnp5+6tSp6OhoLy+vjm3FxcXR6XRnZ+d2dklJSc5c4cKFC4ODg/fs2ZOVlbV9+/YDBw6sXr26Xf6kpKTp06fj4507d+40NzdPnDixi9eL6AwymTxq1Cg/P7/Q0NCOH0tqamo8S7W2tuJlORZFRcWampqqqqqfJ7XX8WO+JRKJffv25XQCmEzm/fv37ezsfq7W76Jdf/jFixcAcPXqVZ4dPE1NzWnTpmFc49Di4mIAOHjwIJ6BxWJpamri49CamhoKhbJhwwZOcS8vLz09PT4dyHbj0ISEBAB48eIFfvrbb78NGjQIw7C8vDwA2LVrF26PiooCgIsXL+KnBw8epNFo+LGVlZWdnR2nwvDwcAKBUFxc3K7dKVOm6Orq8hFWUVFBIpG2b9/OsSxfvlxUVLSlpQXjGoc2NzcXFBSwWCw8z/Xr1wGgrKyMT809mR4yVsIwrLq6esKECfgu12ZmZnv27OGeMcBpN1aqqakhEoncloULFwLA+/fvu0XyN+jVvm3HihUrGAxGTk7OzxXaZXiMQ/HPNzabzTMIstnsdjOI2dnZAGBq+tcO6kQi0crKCj9+9epVa2srZyAAAEOHDs3Nza2srOxizB08eLCBgQHeZWOz2VFRUbNnz+akGhgY4AdSUlLtTr98+dLS0sJisVJSUhwdHbkFYBiWlJTU8ar5r+a8evWKyWRyfyJZWVk1Njbm5+dzZ6NSqRcuXNDX16dQKAQCAV/3QB2Ef46UlFRkZOSHDx8sLCyYTOa6deuMjY3xj7fOkJSUnDJlys6dO588edLa2nru3LmIiAgA6Gwd/z/LD/iWmzVr1hw4cAB/7H+qzu+ifVxTVVUFAJ6zQq2trSUlJe26pvX19QAgKSnJsXCO6+rqAGDEiBG0r/z6668A8Pnz567rmzt37vnz55lMZkJCQm1t7ZQpUzhJNBqNO2e7UwzDmpubmUzm9u3bOQJ0dHQAgHs2gXPVRUVFX7586UwGfi3cs2/4MW7ncOLEiY0bN65du7aiogLDsPv373f9ShHfRE1NTVFRMTAwEP803bhxI//8+/bt69u375AhQ6hU6qFDh5YtW0YkEmVlZbtFbC/je30LAGw229vb+/Dhwzdv3uzOVxe6Qvu4JicnZ2Jigo/s2nHnzp22traRI0dyG0VFRQGgtraWY+F0x/AAFx4envaV9PT07OxsbW3truubOXNmbW3t48ePIyMjx48fzx1AvwmDwSCTyT4+PmlcZGdnT506tV1OR0fHtra26Ojodvbm5ub169dXVFTg7VZXV3OS8F5YOz1RUVFOTk5z5syRkJAAgNLS0q6rRXRGdXV1XFwct0VHR2fatGlpaWn8CyooKDx58qSoqKi4uDghIaGhoUFXV7fd599/nB/2LQAsXrw4KioqJibGycnpZ+n7UXish/r4+CQkJLSb4K+srFy1apWNjY2trS23He98pqam4qd4xwo/NjY2plKp5eXl/b4iKysrLy9PpVK7rk9OTs7d3f3ixYuXL1/Gu3vfcW1Eorm5eWFhIUeAtrY2hULh7nbhDBs2bODAgStXrsSnC3EwDFu6dOmff/5ZW1trbGxMIpGePn3KSX369KmkpKSuri53PfX19eLi4pzTsLAwvJ7vko1ox+XLl52dndv1sisrKxUVFfkXvHDhQnJyspqamqqqaltb29mzZ93d3X+i0F7ID/s2LCwsJCTkzp07ZmZmP1PgD8JjrmHWrFmxsbHz58+PiYkZN26cmJjY69evg4KCiETimTNn8PlFDhoaGoMGDfL39+/bt6+8vPz+/fs5n4cSEhLz5s3btGmTnJyclZXV+/fvfXx8NDQ0rl69+l0Svby8Ro8eraSkxD1V10VWrlw5adKkXbt2TZgwobGx0d/f/8mTJ2/evGm3dE0ikcLDw52dnc3MzBYvXmxkZFReXh4WFvbs2bPQ0FB89Dpnzpzdu3fr6+ubmprGxMQEBwevWrWq3WTNoEGDjh8/npiYqKiouGfPnr59+96/fz85OVlDQ4PBYHyveATO5MmT/f39x4wZs2nTprq6uuzs7JSUlNDQ0NOnTwNASkoKPhvAZrPz8/NjYmIAwMbGhkajRUZGPn/+/ODBg/Ly8oGBgc3Nzb6+voK9lp7Gj/kWwzA/P7+xY8c2NDTgRpzBgwdTKBTBXEk7OluXOXv27NChQ+Xk5Oh0er9+/dauXVteXs5J5X4v9927d46OjlQqVUFBYePGjX5+fpxFz7a2tg0bNvTp04dMJquqqi5atKi+vp7PQgbP93JZLJa4uDjnBUvs63ro/fv38dPHjx8DQF5eHn6KrzM0Nzfjp+fOnTMyMqJQKDIyMm5ubrm5uZ21XlRUtGTJEh0dHRqNpqKi4uHhwVmKxTAMf39NRUWFRCJpaWnt2LGDzWbjSZz10Orq6vHjx4uJiamoqGzbto3FYo0YMUJcXJyzVtu76DlrdgUFBVOnTlVSUiIQCHQ63djYOCwsDE+ytuaxQQf+KnV1dbWnp6eMjAyDwXB2ds7KyhLkNfydXu1bzvisHSUlJYK9FhzzEOtO41rP4fbt2yQS6cOHD4IW8p+jBz4b+DvxglbxL4B8+/MwD7Hu0WveRUVF6enp3t7e+PdyBS0HIXg8PT2/a90J0XWEybc9Oq75+PjcuXNnypQpAQEBgtaC6BF4enoKWoLQIky+7dFxLTIyUtASEAhE7wP9riQCgRA2UFxDIBDCBoprCARC2EBxDYFACBsoriEQCGEDxTUEAiFsEMxDeHxVAoFAIHovJABI/vWZoGUgeiIWoTbo2fhJIN/+PCxCbdA4FIFACBsoriEQCGEDxTUEAiFsoLiGQCCEDRTXEAiEsIHiGgKBEDZQXEMgEMIGj7jm7u5O4EV+fn5mZiaBQHjy5MnPEyQlJdWx6XabliL+y7DZ7N27d+vp6VEoFDKZrKOjw/nZ0ZcvX3Z8eNBuh12Hj28BIC4ubujQoVJSUvLy8qNHj87IyBCgVP7w/l1JHR2do0ePtjOqqqp++fLlyJEjffv2/amaJkyY8Ntvv3Fb0J6PCA4HDhzYvn37oUOHUlJSGhsb9fX1V65cKSkp6e3tje/SfeXKFe6tFGVkZAQntpfBx7cpKSkuLi4TJkzYuHFjU1PTH3/8gW+F0zPdyzuuiYmJ8dzrlE6nL1iw4CdLAnV19R640yqihxAdHT1jxozp06eXlpbW1NT4+vrm5OTExsZy4pqTkxP3Lq6IrsPHt5cvX9bS0goPDycSiQCgpaVlaGj45MmTcePGCVo1D75vfo17HGpoaNiuw3/jxo3O7Bs3bpSUlGxubuZUdeDAATqdXlNT0/XWAwICuPf9LC4u5jR65MgRBQWFlJQUa2trBoOhpaUVGhr6XZeG6C2wWKx2+/geP348PDwcAPDNLkVFRQWjrPfDx7f+/v7Z2dl4UIOvQyjOaU/jx2Xdvn077ysuLi4yMjLm5uad2efMmVNfX3/t2jVO8YiICHd3dykpqX9+DQBAJpPr6urWr18fFhZWW1s7ffr0+fPnf/z48V+pHNGjcHd3j4iI8PPz6zhxVl9fT6fTe+w/W8+Hj29xWCxWbW1tSkqKt7e3kZGRi4tLNyvsIrzHoWw2u6GhgdtCIBDafQxyNr6LjIy8d+/e5cuXlZWV+didnJzOnDkzZcoUACgtLU1ISLh9+zbP1tva2tq1TiKRvjnF1tLSsnbtWn19fQCYP3/+tm3bXr16paqqyr8UotexbNmympoafP92NTW11tZWb29vXV1dAKivryeTyYsWLYqKimpqajI2Nvb39x88eLCgJfca+PgWJz4+ftiwYQAwcuTIhw8f9pTd3TvA+5MtIyND/O8oKiryzPnp06d58+bNmjXLw8ODv93Ly+vu3bufP38GgKioKBUVlc4m0Q4fPtyu9XaVd4aJiQl+gHcDq6uru1IK0bsgEolbt24tKyvz9vam0WjBwcFGRkbR0dEAwGQyRUREqFTquXPnzp8/TyKRhg8fnpmZKWjJvQY+vsUxNTWNiYk5depUaWnp0KFDKysrBSeWH7z7a3379m03PyUiItIxG4Zhv/76q6Sk5MGDB79px0edFy5cWLJkSURExMyZMzsbL0yaNGnJkiXcli6uudDp9HYyulIK0RsRFxfX09NTUFBYs2bNxIkTFy5c6O7uvnbt2rVr13LyODg4aGpqHj16NCgoSIBSex08fYsnSUpKOjg4ODg4uLm5aWho7N27d9u2bQIVyxvecU1UVNTOzu6bhQ8ePPjw4cPY2Nh2y0887RQKZcaMGRcvXvT09IyLi+v4HgkHFRUVnq0TCATuU+5VCMR/hJaWloSEBDs7O84ISExMzNfX19XVtaysrN2ogsFg6OjovH//XgBCeyH8fZuamkqj0YYOHYonSUlJ6ejo5OXlCUwuX358hjUrK2v16tVr1qyxtbXtih0AvL29ExMT9+/fb21tzT1o7yJSUlLNzc1MJhM/TU1N/WHxiF5KYWGho6PjrVu3uI2VlZVkMllGRsbf39/Pz49jr6ury87O1tbW7naZvRL+vj1+/PjChQtZLBZur6+vLygo0NLSEoTSb/OD+70zmcxp06apqKhMmzYtPz8fN8rJyYmJifG04xNe/fv3HzRo0K5duw4fPvwDjVpYWLDZ7JMnT3p7e2dlZR0/fvzHxCN6L3p6eu7u7gsWLKiuri4qKmpoaDh79uyqVatmz55NJpMVFBTWrVvX0tIyYcKEmpqanTt3slis33//XdCqewf8fevr6zts2LCpU6fOmzePyWQGBga2tbXNnTtX0Ko7wTzEGvs7bm5uxsbGGC/wb07Ex8eXlJR0rGrPnj2d2Tk17NmzR1RUtLa2lmf9GIZJSkouXbq0s9Rdu3apqqoyGAx7e3tcTFRUFIZhwcHBANDW1oZnw9/PPHPmTGf1ILpCx2ejJ9DQ0LBq1SotLS0SiUQikXR0dNavX9/U1ISnnjhxwtjYmMFgKCkpubu7Z2VlCVZtZ/RG3z548MDe3l5KSkpWVtbR0fHZs2eCVdsZ5iHWBPMQ6277nXUMwwYPHmxkZHTs2LHuaRHxT+jhv8EfEBBQU1PTM+etvwny7c/DItTmB8eh30tzc3N+fv6hQ4cyMjIuXLjQPY0ihJvBgwd/+fJF0CqEk97u226Ka1lZWba2tn369ImOjtbQ0OieRhHCDXrh9ufR233bTXHN3Ny8V4d/BALRi0DfpEMgEMIGimsIBELYQHENgUAIGyiuIRAIYQPFNQQCIWyguIZAIIQNgnmItaA1IBAIxL8JCQB68vc5EAKkh3/Xp1eDfPvzsAi1QeNQBAIhbKC4hkAghA0U1xAIhLCB4hoCgRA2UFxDIBDCBoprCARC2EBxDYFACBs84pq7uzuBQLh8+TK3sbS0lEAgxMTEdJMuLuTk5Dr7PWIMw8LDw4cOHSotLU2j0TQ0NGbOnInve/AvEhERQSAQKioq/t1qv4s7d+4QvsK9Ty1PPDw8Ottzuvdy7do1S0tLMTExAoGgrKw8b948fBcLnKqqqrFjxxIIhLS0NO5SERERkpKSnO0vEfxhs9m7d+/W09OjUChkMllHRycgIICTmpqa6ujoyGAwZGRkvLy86urqBCiVP7z7ayIiIitXrvyxDToVFBS6bcfGWbNmzZo1S11d/ciRIxEREUuXLk1KSrKxsYmLi+seAd2GpaXl/fv38e1pvsn8+fN9fHx+sqJu5eXLlxMmTBgzZsyRI0fMzc2DgoKuXbu2YMECPDUpKcnU1LSwsJC7SGtr6+LFi728vPC90BBd4cCBA9u3b9+4cePvv/8+Z86cRYsWrV69Gn/qKisrHR0dWSxWdHT0gQMHoqKiZs2aJWi9ncL793LHjh37+PHjPXv2bNy48buq+/DhQ3l5+XcVaWtrI5PJ31UE58SJE2fOnAkODvby8uIY582bZ2tru23btnv37v1AnT0WWVlZJyenzMzMrmR2dnb+2Xq6mevXr/fr12/Tpk3Jyck0Gm3ixImNjY3+/v7Nzc10On3Hjh3z588fNmwY969Xp6enx8TEJCcno332uk50dPSMGTOmT59eWlpaU1Pj6+ubk5MTGxvr7e0dFBTEZDKjo6PxzwkqlTp58uTXr18PGDBA0Kp5wLu/JikpuWHDhl27dhUXF/PMcPbsWVNTUzExMTk5uXHjxhUUFABATEwMvneBlpYW3vMXExPj7sd6eXlZWFgAQHp6OoFAuH379oABA6ytrQGAxWJt2LBBR0eHRqOpqaktWrSosbGRv/T9+/cbGxu328FQTEwsISGBO6glJCTY29szGAwxMbHhw4e/ePGCk3Ty5EkDAwMqlSonJzdt2rSysjLczmQyf//9d2lpaQkJCU9Pz9raWk6RKVOmTJ48+ezZs7q6unQ63dzc/Pnz55xSGzdu1NDQoFKpurq6QUFBnFLx8fH4BmXi4uJ2dnac7mRn9q4QEBAgJibGOS0uLiYQCDdu3IC/j0M/ffo0efJkSUlJGRmZSZMmffz4Ebd//vx5xowZcnJyNBrNysrq0aNHXW+6+2GxWJWVlZxNeQFg5syZ2dnZdDodAA4dOrRu3ToCgcBdREdH59mzZ3379u1urb0ZFovF+S/AOX78eHh4OABkZmaamppyOr/u7u5EIvHBgwfdL7Ir8I5rLBZryZIlampqq1at6pialJQ0ffp0d3f35OTkO3fuNDc3T5w4EQBsbW0vXrwIACkpKWfOnOHTKoVCAYA//vhj9erVp06dAoDAwMCAgIBdu3alp6efOnXqxo0b3Bt3d6SmpiYzM3PcuHHtnmYA4P5vz83NdXJyUlJSevr0aVxcnLi4uKOjI/6/febMGW9vb09Pz/T09EuXLiUnJ48ZMwbDMADYuXPn8ePHAwICXr58aWdnt3XrVk6FZDL52bNnDx48SExMLC0tlZOT+/XXX/EkX1/fwMDAP/74IzMzc/ny5cuXL8c78I2NjWPGjDEwMEhMTExKSjI2Nh45cmR1dXVndj5X/b0wmcyRI0e+ffs2Kirq6tWr79+/HzVqFIZhLBbL1dU1MTHx4sWLqamp1tbWI0eO7GJnUCCMGzeurKzMw8ODp0g1NbWORmlpaVFR0Z8vTahwd3ePiIjw8/MrLS1tl9Ta2so9rsI3gcc7ND0RnvsiT5s2DcOw69evA8CTJ08wDMM3PH78+DGGYc3NzQUFBSwWC8+PZysrK8Mw7Pbt2wDw7t07PElUVJR7U+S5c+eam5tjGJaXlwcAK1eu5CTV1NQUFhZyTpcvX96/f3/8WFZWduvWre1EZmdnA8DJkyc5lra2tnoumEwmhmE+Pj6SkpKcjV0rKyspFMr27dsxDDMxMXF2duYUx68iISEBwzBdXd2JEydykmbOnAkA5eXlGIZNmzZNXFy8oaEBT8LDd2NjY01NDYVC2bBhA6eUl5eXnp4ehmGvXr0CgLi4OI7OmJiYxsbGzuxY53BvBY3vMM1JKioqAoDr169jGDZx4kRHR0cMw27dugUAr1+/xvOkpqZ6eHgUFxfj9ocPH+J2Foulr68/b968ds31qL17L126pKSkBACioqKzZ8/GH0VuEhMTASA1NbWdfcSIEW5ubt2i8TvoUb7lwGKx1q9fj/eC1dTUVq5cmZubiyctX75cQUGhpaUFPy0pKSESibNnzxac2E4xD7Hm957HmDFjXF1dlyxZwmazue1UKvXChQv6+voUCoVAIIwdOxYAqqqqvjekWlpaco4xDNuyZYuysrKIiAiBQAgMDORfIf7Rwf0BcuLECXEu4uPjAeDly5dmZmb4fQIAGRkZHR2dtLS0tra29PR0Ozs7TnErKysASEtLa21tzc/PNzU15STZ2NhwN62rq8vpCODd8urq6levXrW2tg4fPpyTbejQobm5uZWVlfr6+v379/f09Ny5c2dKSoqIiIiDgwODwejM/p1e5EdycjKDwTAwMMBPTUxMLl++rKqq+uLFCxKJZG9vj9uJROKQIUPwuNBjmTRpUlFR0YkTJ+h0ekxMzLBhw9asWSNoUcIGkUjcunVrWVmZt7c3jUYLDg42MjLC19+9vLwqKip8fHxqamqKiopmzpwpLi5OInXThnbfyzfeX/vzzz/T09NDQ0O5jSdOnNi4cePatWsrKiowDLt///6PtS0tLc05XrRo0e3bt8+fP4/3rfgPQgFAWVmZSCRyd4Pd3d3j4+Pj4+O531Cpq6vjbgVvtK6urrGxkc1mcyfhx3gShmGSkpKcJO5jAOBESQ4YhuFr3iNGjKB9BR+ffv78mUqlxsfHT58+/eTJk+bm5pqamufPnweAzuz/IrW1tR3V4pfJZDLFxMQ4akNDQ9tNrPRASCSSsbGxvr5+QUHB+vXrd+/enZOTI2hRQoi4uLient6UKVOKiors7e0XLlwIAP369Tty5EhYWJi0tLSBgcGoUaMUFBQUFBQELZY334hr/fv3X7hwoZ+fH/csflRUlJOT05w5cyQkJACg41CcQ7vJr85eHMEw7OrVq4sXLx46dCiVSuVfJw6DwbCzs7ty5QqGYbhFSUnJzs7Ozs4OX5rAkZSUbDdjVVVVJSkpKSoqKiIiwp2Edw8lJSXxHhP3WkFlZSV/MfA19oWHh6d9JT09PTs7W1tbGwBkZWX9/f3z8vLevHnj4uIybdo0fBDamZ1Da2vrs2fPOEvMra2t+LVD13wrLi5eU1PTrruNq6XRaGlcZGZmPnny5JuXKRAwDEtJSeFewiISifhCQTt3If4JLS0tjx49wp8xHDExMV9f35KSEvwzb968eeXl5bm5uZ8/f/by8vrw4cPAgQMFp5cf3/6+webNm5lMZmBgIMdSX18vLi7OOQ0LCwMATnzhPpaSkuJ+ea/dO5McmExmc3Mzp87a2tqrV69yV8gTX1/fjIwMf3//dnbOAiUAWFhYpKSkcLZk/vz5c35+vqWlJZlMNjY2fvr0KScnfmxpaUmlUjU1NVNTUzlJXXkb2djYmEqllpeX9/uKrKysvLw8lUp99+7d1atX8Wx6enrHjh0jkUhpaWmd2bmrra2ttbW1PXHiBH6Kz5rja3xSUlLNzc1MJhNP4hbMffksFishIQE/zcrKsrCwyMrKsrKy+vLlC5vN5qil0+k8Z997COPGjeNeWAeA6upqNputqKgoKEnCR2FhoaOjIz73yqGyshJfIsjLyzt+/DidTsffBLhw4QKRSBwxYoSg1H4DPusGHA4dOoTPZOGTtStXrpSUlHz69GlBQcGCBQt+++03AAgLC2tsbHz27BkAHDx4MCMjA8Mwd3d3Q0PDz58/NzY2btmyRV1dnXvd4P79+5wmLC0tLSws8vPzk5OThw0b5u3tTSKRsrOz29raeK4b4KxYsQIAxo4dGxYWduvWreDgYHyF9JdffmlubsYwLD8/n06nT5s2LSsrKzU11dXVVU5O7vPnzxiGnTt3jkgk7t69++3btw8fPtTW1nZwcMCrXbt2LZlMPnr0aHp6+s6dO/E+F2fdwNbWliMAX20oKirCMGzx4sVycnIXL1589+7d48ePjY2Nx40bh2FYTEyMiIhIQEBATk5OTk7Oli1byGRydnZ2Z/Z21zhlyhQxMbGDBw+GhYWpqqq6uLjgdjwCHj16lMViZWRkODo6Qod1g9bW1v79+/fr1+/u3bvx8fG2traGhoZMJpPJZJqampqamsbGxr579+7cuXPS0tJ//vlnx/lXnm7vfvbt2yciIrJ169aTJ0+amJjcvn170KBBhoaGLS0tLBbr8ePHjx8/PnToEAAEBwc/fvw4MTGxoKAAt1taWtra2uLHJSUlgr6Uv+g5vuXG3d1dUVExJCRkyZIlc+bMCQ8PV1FR8fb2xjDs1atXIiIiixcvfv78eVhYmJSU1ObNmwWtlzfmIdZdimtMJhPvcOJxrbq6evz48WJiYioqKtu2bWOxWCNGjBAXF7948SL+YgGdTnd1dcUwLD8/H58LV1VV3b59+7p164yNjTFecS09Pd3S0pJGoxkYGFy9erW4uFhHR0dOTu7du3d84hqGYdeuXXN1dVVUVKRQKKqqqpMmTbp37x53hoSEhCFDhtBoNDExMVdX18zMTE7SyZMn+/XrRyaT5eXlvby8qqurcfuXL1+8vLwkJCTExMSmTJkSGRkJAJ8+fcL4xrW2trYNGzb06dOHTCarqqouWrSovr4ezxYeHm5qaioqKiohITFo0KBbt27xt3NTU1Mzd+5ceXl5WVnZX375BZ/TxNm1a5eqqiqDwbC3t+deKuXENQzDPnz4MGHCBHFxcSkpqQkTJnz48AG3l5WVzZgxQ1ZWlkql9uvXb+/evR2b7lH/e8eOHRs4cCA+XaiiojJt2rTi4mIMw3gOwDU0NFavXt3RHhoaKujr+Ise5VsODQ0Nq1at0tLSIpFIJBJJR0dn/fr1nNcJLl++bGhoSKVS+/Tp4+/vz2azBau2M8xDrAnmIdbod9YRPOmBv8GfnJzs4+PTY6cCu04P9C03AQEBNTU1nX0vu4djEWrTQ5dpEQieqKiozJkzR9AqhJ/BgwdzZqV7IyiuIXoTKK51D9zftO2NoN9fQyAQwgaKawgEQthAcQ2BQAgbKK4hEAhhA8U1BAIhbKC4hkAghA0U1xAIhLBBMA+xFrQGBAKB+DchAUBP/j4HQoD08O/69GqQb38eFqE2aByKQCCEDRTXEAiEsIHiGgKBEDZQXEMgEMIGimsIBELYQHENgUAIGyiuIRAIYYN3XIuNjR09erSamhqVSlVRURk/fnxycnI3K+u6pKCgoB67PyviX4fNZu/evVtPT49CoZDJZB0dHc5WVS9fviR04Jt7NiI4CI1veYSDO3fujB49eurUqSEhIXJycu/fv9+9e/fQoUOTk5P79ev386QcOnToxYsXp06d+l5Jw4YNO3z48M8ThuhRHDhwYPv27YcOHUpJSWlsbNTX18c3SPP29q6vrweAK1eucO94LSMjIzixvQyh8S2PuHby5EkDA4OzZ8/ip2ZmZs7OzoMGDYqNjf2pce3ly5edJfGXNGDAgAEDBvw8YYgeRXR09IwZM6ZPn15aWlpTU+Pr65uTkxMbG8v533NycuLe3xbRdYTGtzzGoUwmU0REhNsiLi6emZk5f/78N2/eEAiE+Ph43H7hwgUCgXDkyBH8FE998eIFAJw/f97IyIhKpSoqKi5evJh7MzSeSUOHDg0NDT19+jSBQOi4fTIfSfD3cei4ceMmTJiwd+9edXV1KpVqZWWVkpKCJ8XHx9vb20tJSYmLi9vZ2cXFxf2YyxCChcVi4duPczh+/Hh4eDgA4Jtwi4qKCkZZ70dofMsjro0ZM+bVq1cTJkxITExksVjcSfr6+urq6pz9w2NjY9XV1TlhLi4uTlpa2tzcPDIy0tPTc9SoUenp6adOnYqOjvby8sLzdJZ09epVc3PzqVOnlpeX43uVdlFSO8hkclxc3OvXrzMyMgoLC0VFRceNG9fS0tLY2DhmzBgDA4PExMSkpCRjY+ORI0dWV1f/kNMQgsTd3T0iIsLPz6/j5E59fT2dTicS0WrYDyI8vuW5P+vmzZvxwCwhITFq1Khjx441NjbiSbNnzx49ejR+3L9//23btqmpqeGn06dP9/DwwDDMysrKzs6OU1t4eDiBQMB3seWTZG1tPWvWrM72OuUj6eDBgyIiIvjxxIkTaTQaZ0NifP/5u3fvvnr1CgDi4uJwe1tbW0xMDKcGBE965t69LBZr/fr1+AbJampqK1euzM3NxZN2794tISGxcOFCZWVlSUlJe3v7hIQEwartDOTbn4d5iDXv6Ltp06aysrLo6OhZs2a9fft2/vz5+vr6WVlZAODo6Pj06VMMwz5//pyXl7dgwYLKysr3798DQHx8vLOzM4vFSklJcXR05NQ2dOhQDMOSkpL4JH0z/vKR1A4DAwMxMTH8GJ93y8nJ0dfX79+/v6en586dO1NSUkRERPCN6LsS+hE9CiKRuHXr1rKyMm9vbxqNFhwcbGRkFB0dDV/nK6hU6rlz586fP08ikYYPH56ZmSloyb0G4fFtVz43Hj16JC0tPXLkSAzDSkpKACAzM/PSpUtmZmYYhtnb24eFhX348AEA3r59i88vkkgkKhcAcPjwYT5J2Lf6a3wkteuvOTg4cLLhg1Z/f38MwyoqKtasWdO3b18A6NOnz7lz57r8AfAfpWf2KTjs2bPHz8+vvr7excVFWVm5Y4bGxkZ5eflFixZ1v7Zvgnz78+DdX/v06RMegDgMGzZswoQJ+HS+kpKSgYFBQkJCbGysvb09ANja2j558iQ2NlZHR0dLS4vBYJDJZB8fnzQusrOzp06dyieJf/DlL6kd3LNmeCm8+yYrK+vv75+Xl/fmzRsXF5dp06bhg1NEL6KlpeXRo0etra0ci5iYmK+vb0lJSbsJbwBgMBg6Ojr4YALxTYTJt+3jWllZmYaGxo4dO9rZ8/LylJSU8GMnJ6eEhISYmJghQ4YAgJ2d3ZMnT/BBKAAQiURzc/PCwsJ+X9HW1qZQKNLS0nyS8JoxDOsosSuSuHnz5g0ntOGBb8CAAe/evbt69Spu1NPTO3bsGIlE4hkWET2ZwsJCR0fHW7ducRsrKyvJZLKMjIy/v7+fnx/HXldXl52dra2t3e0yeyVC5duO/eGVK1cCwJw5c65du5aQkBAZGTlu3DgCgXDp0iU8w9WrV9XU1IhE4ufPnzEMq66uFhER0dDQiIyMxDNERkYSicSdO3fm5uampqZOnjxZRUUFn8vnk+Tq6jpw4MCUlJTy8vLvktRuHKqsrOzu7p6enp6SkmJmZqapqdna2hoTEyMiIhIQEJCTk5OTk7NlyxYymZydnf2TesLCQc8cK7m7uysqKoaEhCxZsmTOnDnh4eEqKire3t4Yhp04cQIAli9fnpCQcPPmzSFDhoiJib1580bQknmAfPvzMA+x5j2/FhYWZm9vr6CgQKVSNTQ0xo8f/+TJE05qbW0tiUTq378/xzJw4EAikVhVVcWxnDt3zsjIiEKhyMjIuLm5cVZV+CTdunVLVlZWVlb27t273yWpXVxzcnI6fvy4hoYGhUKxtrZOT0/Hk8LDw01NTUVFRSUkJAYNGnTr1q0f89p/h575v9fQ0LBq1SotLS0SiUQikXR0dNavX9/U1ISnnjhxwtjYmMFgKCkpubu7Z2VlCVZtZyDf/jzMQ6wJ5iHWwvQ76x4eHjU1NQ8ePBC0EGGgh/8Gf0BAQE1NzbZt2wQt5EdAvv15WITaoK+LI3orgwcP/vLli6BVCCe93bcoriF6K4MHDxa0BKGlt/tW2OJaRESEoCUgEAgB00u+7YVAIBBdBsU1BAIhbKC4hkAghA0U1xAIhLCB4hoCgRA2UFxDIBDCBsE8xFrQGhAIBOLfhAQAPfn7HAgB0sO/69OrQb79eViE2qBxKAKBEDZQXEMgEMIGimsIBELYQHENgUAIGyiuIRAIYQPFNQQCIWyguIZAIIQNHnHN3d3dxMSE23Lp0iUikRgUFAQAmZmZBALhyZMnfCr18PBwcnLqup2bw4cP45uK8uTJkyfu7u4KCgo0Gk1TU/PXX3/Nzs7mXyHOvXv3NDQ06HT6y5cvuY+7UhYhcKqqqubPn6+urk4kEhkMhrm5OWfbJBaLFRgYqK+vz2Aw9PX1d+/ejW8ai7N///6+ffvSaLT+/fufOXNGQPJ7DWw2e/fu3Xp6ehQKhUwm6+joBAQEcFKZTOamTZtUVVVFRUUHDx6ckJAgQKnfoOP+EW5ubsbGxpzTuLg4KpW6Zs0a/LSqqurIkSMlJSV89k2YOHGio6NjR/u9e/euX7/Of8+F06dPy8jI8Ew6duwYkUi0tbU9ceLEjRs39u3bp6enJyYmFhMTw79ODMOGDh1qZmaWkpLS0NDAffzNgv9les7eIm5uboaGhrdv37a3tz98+PDs2bMpFEpGRgaGYX5+flQqdc+ePbGxsdu2bSMSiXv27MFLHT58mEwm//nnn4mJiVu3biUSiTdu3BDodfyfnuNbbvbu3SshIXHmzJlly5bNmzcvMDCQSCQeP34cT/X19VVQUDh37tyTJ08mTZokLi6O70jX0+C9HxV3XMvKypKWlu76Nuw4ncW1rhAZGdmnT5+O9uzsbDKZ7OnpyWazOca6ujoTExN9fX0Wi8W/WkNDw4ULF3Y8RvChh/zvtba2ksnky5cvYxg2evTo+/fvs1gsY2PjoKCgtrY2CQmJtWvXcjJPmjTJzMwMP1ZXV/f19eUkTZkyxcbGppvFd0YP8W07HBwc8C3c8f3eMQzz9vaeNm0ahmEfP34kk8kRERF4zqampqCgoE+fPglQbWfw3u+dQ2lp6ciRI21sbPCtA3HajUNDQ0P19fVpNFq/fv1CQ0N5VqKhoYG7hjMOzc7OJhAIcXFxHh4e4uLiioqKS5YsYbPZAKCvrz9z5syO9Rw+fJhEIgUFBREIBI5RXFw8IiLi8ePHRCIRAIqLi6dMmSIjI0OlUgcOHHj27FkAYDKZBAIhMzPz8OHDBAKB+/jZs2cAcP78eSMjIyqVqqiouHjx4ubmZk79fJIQ3QmLxeLecpxIJKalpS1atIhIJL58+RLfXhZHXV29vLwcAN68eVNUVDR27FhO0pgxY5KSkurq6rpTee+inZ8B4Pjx4+Hh4QBw8+ZNBoMxbtw43E6n0xctWqSsrCwAlV2g07jW0NAwevRoRUXFy5cvk0i8t0G4dOmSt7f3nDlzEhIS5s+fP3fu3MjISO4Mzc3Nbm5uOjo6oaGh3PGITCYDgI+Pz4IFC6qqqk6fPh0UFISXHTBgwNatWzu2FRcXN2TIEM7O8Bx0dHRw57a2tjo7O2dlZUVFRaWnp48fP3769OnXr18nkUjl5eX9+vWbO3dueXl5SUkJ59jCwiIyMtLT03PUqFHp6emnTp2Kjo728vLCa+aThOhOyGTyqFGj/Pz8QkND2320EInEvn37cp4KJpN5//59Ozs7AMjLywMAHR0dTmZtbW0Mw/Lz87tRey/D3d09IiLCz8+vtLS0XVJGRoaWllZkZOTAgQMlJSVtbW3xbkEPhec4dMCAAa6urgAQGBjYLjUjIwMA4uPjMQyzsrKaNGkSJ2nVqlX79u3Dvo5D2Wz2xIkTDQ0Na2pq8Ayc8Sn+zG3ZsoVTVkdHZ+XKlXz6loqKivi+050RHR0NAAkJCf/vjpqbOzs748cDBgzAO9jtjq2srOzs7DhFwsPDCQRCcXEx/6T/CD1nrFRdXT1hwgT8o9HMzGzPnj3cm3BzWLFiBYPByMnJwTAM72Vwnj3s66P78OHD7tPdOT3Ht9ywWKz169fT6XQAUFNTW7lyJWfb8qlTpyooKNja2j548CAmJmbYsGESEhI9dn6Nd3/t9evXFRUVv/3229q1a5OSknjmYbPZKSkplpaWHMuuXbuWLl3KOV2zZk1CQsLt27clJSV51sC96iolJVVdXc0n/pLJZO51ro68fPlSRETExsaGY7GyskpLS+NThMVipaSkODo6cixDhw7FMCwpKYlPEp8KET8JKSmpyMjIDx8+WFhYMJnMdevWGRsb45+OHNasWXPgwIELFy7o6+sLSmdvh0gkbt26tayszNvbm0ajBQcHGxkZ4T2Gtra2ioqKiIgIR0dHBweHiIgIFot17NgxQUvmDe+4pqmpGRcXd/DgQRsbGw8PD3zCoh1NTU1MJhMP7R15/vx5YGBgXV1dU1NTZ223K4thGB+hqqqq7Z7jdtTV1UlKSuITbTjS0tL8J1Oam5uZTOb27dtpX8GHLWVlZXyS+FSI+KmoqakpKioGBgbiL/ds3LgRt7PZbG9v78OHD9+8eZMzoYYPTmtraznFa2pqOHYEH8TFxfX09KZMmVJUVGRvb79w4ULcqKysrKSkhOeRkZExMDDo4ltW3Q/vuCYpKUmn00VERC5cuNDa2jp16tSOfSU6nU4ikSorK3nWQKPRkpKSDAwMpk2b1tbW9s+FOjo6JiYmFhUVtbO/fv163759bW1tkpKStbW13MGxqqqqs64iDoPBIJPJPj4+aVxkZ2dPnTqVT9I/vxbEd1FdXR0XF8dt0dHRmTZtGqczvnjx4qioqJiYGO63I/FeW25uLseSm5srIiKiq6vbHaJ7IS0tLY8ePWptbeVYxMTEfH19S0pKysrK9PT0Kisruf+/WCwWn1dNBcs3vm+grKx87ty5mJiYtWvXtksSERExMTHhfuB8fHx8fHzwYyMjI3Nz8/Dw8NevX2/evPmfC/Xy8qJQKF5eXtx+r62tnTVrFr5ca2FhwWKxuMeJT58+5R4md4RIJJqbmxcWFvb7ira2NoVCkZaW5pP0z68F8V1cvnzZ2dm5XU+5srJSUVERAMLCwkJCQu7cuWNmZsadQUdHp2/fvvgYCicyMtLe3l5MTKxbVPc+CgsLHR0dOS8841RWVpLJZBkZGVdX1y9fvnBSy8vLs7KyBg4cKAilXeCb7+ViGIYHJvzVFe51A3xqdv369cnJyQcOHMD7d9jf3187ePCgiIgInr/dusH9+/f/P9Vnbj537lz+04FnzpwhkUgDBw4MCgqKjo4OCAjQ0tJSUlJ69eoVhmGtra0DBgwwMTFJTEzMzc1dvXo1gUDgTBJ3tm4QGRlJJBJ37tyZm5ubmpo6efJkFRWV+vp6/kn/EXrI3HZ1dbWmpqaFhcX169eHDBly4MCBXbt2kUiks2fPNjU1qampTZo06fHfaWlpwTAsLCyMRCIFBAQ8e/Zs7dq1RCKxK69wdw89xLftcHd3V1RUDAkJWbJkyZw5c8LDw1VUVDjrdfhXfS5duvTw4cMhQ4bIy8vX1dUJVjBPvv1eLg6LxXJ2dhYXF8/OzuaOaxiGHTt2TFdXl0Kh6OnpBQcH40buuMZms0eMGKGpqVlbW/sP4xqGYc+ePZs0aZKKigqVStXW1l6yZAn3AmVxcfHkyZMlJSUpFIqZmVl0dDQnqbO4hmHYuXPnjIyMKBSKjIyMm5sbZwGIf9J/gZ7zv1dQUDB16lQlJSUCgUCn042NjcPCwjAMS01N5flpzfk+zJEjR/COtqGh4ZUrVwR6EX+j5/iWm4aGhlWrVmlpaZFIJBKJpKOjs379+qamJjy1vr5+wYIFMjIyNBpt6NChaWlpglXbGeYh1gTzEGv0O+sInvTA3+AfM2aMj4/PN79l3PPpgb7lJiAgoKamZtu2bYIW8iNYhNrwfuEWgeiZeHp6amtrC1qF8DN48OAvX74IWsWPg+Iaojfh6ekpaAn/CQYPHixoCf8I9PtrCARC2EBxDYFACBsoriEQCGEDxTUEAiFsoLiGQCCEDRTXEAiEsIHiGgKBEDYI5iHWgtaAQCAQ/yb/A7WBXb+bur7lAAAAAElFTkSuQmCC"
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<image>Patrick, an employee at Casey's Convenience Store, looked at the sales of each of its soda products. On Thursday, how much more did the convenience store make from Olde Tyme Cola sales than from Sweet Sips sales?
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14
| 423 | null |
14
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"
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<image>An agricultural agency is researching how much cheese people have been eating in different parts of the world. In 1996, how much more cheese did Germany consume per capita than Canada?
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2
| 424 | null |
2
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"
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<image>Look at the following schedule. Which event begins at 11.00 A.M.?
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shark lecture
| 425 | null |
shark lecture
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QSpIVQihJVgihJFkhhJKx/x3Y5kml/vrayGr8P5CXj+C8fbtAAAAAAElFTkSuQmCC"
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<image>Over a weekend, Levi counted the number of single scoop ice creams ordered at his store. He tracked the flavors and the day on which it was ordered. What is the probability that a randomly selected ice cream was vanilla and was ordered on a Saturday? Simplify any fractions.
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1/9
| 426 | null |
1/9
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"
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<image>How much more does a souvenir cup cost than a sand castle magnet?
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0.02
| 427 | null |
0.02
|
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"
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<image>At Tommy's birthday party, children and parents celebrated by participating in some activities. How many more people are swimming than jumping rope?
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2
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2
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"
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<image>An author kept a log of how many pages he wrote in the past 6 days. What is the mode of the numbers?
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6
| 429 | null |
6
|
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"
|
<image>Zack measured the length of each scarf in the clothing store where he works. How many scarves are at least 64 centimeters but less than 83 centimeters?
|
4
| 430 | null |
4
|
"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"
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<image>A candy dispenser put various numbers of orange candies into bags. How many bags had fewer than 50 orange candies?
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11
| 431 | null |
11
|
"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"
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<image>Each office has 2 stools. How many stools are in 4 offices?
|
8
| 432 | null |
8
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
nonlinear
| 433 | null |
nonlinear
|
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"
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<image>Look at the following schedule. When does the relay race begin?
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3:15 P.M.
| 434 | null |
3:15 P.M.
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"
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<image>Jen kept track of the number of games her soccer team won each year. According to the table, what was the rate of change between 2017 and 2018?
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-6
| 435 | null |
-6
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
nonlinear
| 436 | null |
nonlinear
|
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rq2loTJo9z//IMTV1dQAgw+dSI2OOALDpwOE5y3/R1tdXVlbuaGHpf+TYgFFjyCoajbbrxJnlvps7WVopKCpWVlZa2nX97Y+AzYdq+85SnX4YMuxU1L1BY8bqGRiQG2Lc+g348+IVclsMqidKktPE1FR8x5uklX7bPH700tTWVmEyO1hYHg692r1n1WeqOLukIE5sc2vb4Ks3u3R3UmEyNbS0hk+YdDjsmriOO7j0OBUZ03/kaG09vWIeT9fAYMTEyaciYyztun7V7hgqKoGXri/33dzZtgtDRUWRTud0Mpu1dPnZu4/IvVCNCM3RNwjkYKbW+EKB510e79MA4/z2KuKMlER+g7awQqRGh4heGp+7WQShar5lRmJMTlSNfM1IbK6ueMFF3exLlymXPikhn+3icyWEvjdMTlQreameANCKpXCUy+7dQkmNDr0NahlxzygRXn9fAQBm6oq1fvgj9J1gcqKa5OtueXUl2p6un/1FgFYsBUcdekaJMMBOTn81ADVhmJyoGvmqnl90lCunv1WFECZncyNHZ+4IIdSIYPVECCFpYPVECCFpYPVECCFpYPVECCFpYPVECCFpYPVECCFp1F49MzMyyEyni6ZMkHFAtao582pDORsSTLZ84tCBht0yQjJTnzSWt3/UTQD2PRGSLwKBYOeGtX8d2EdhDKcC/9yxdg2Z0Rp9TiP7rhFCTd7dmzf8f11l0cWOzEfdUAyMjGLf54HEvEafU8TjrZ4/u6y09MefFyt/6cHNWROpngKBAL40p0ozgYeisQs9dfx7bJZGo9WcIliSSCSqrKxUUlK6fuFcWWnp94ihifmKM/fE+BeLp03q2aldZw2ma4c2CyaOS09KEq/16OnMYdA6sv5Tju0NdTkMWn9bC/JncMAuMvISezc66vq1US5cC02WQyv9X3+eVyYx11V5efnW1b+4cIzN1VUG2lmFnjwunhJLzMFIj8OgTRnYJznh1VCunbkaI+zkCbLxqYP6Sj5y6+pf6jNmqkinx8XcHdvLxVJLtWZIlZWVR/cGjHBy6NpSx0ZPYyjX7tj+vYJPP8qdGP+C7CLAd8OLuNixvVwsNFkuHOM9mzYCQGri6ykD+1jrqDkY6W1ctlj8rOA9u8mzbl0OO35w/0A7q84aTK6xwcZli6vl7s1LoZP69+7SQstcXaWftfnezb6SUy3VPBRxMXcBgFdYGOC7YbC9jZ2BtpU2u6+V2WafFfm5DTmPWBNQx1E6tGMbeYP+efOGPDjs9EnS4m7+7wQSG5ct5jBo1jpq5E0RCASHd24fyrWz1FK10maPcXO6cvaM5B5zs7M3+6zoZ21upc3mGhtM7OcunnblXsQtDoN28s+DAPA89hGHQRvWreq3hx9ERXqPHu7aoY25ukr3NobThvS/feVyzZdTRxrXHPecN240h0EzV2MU8Xjeo4dbaqnu2+zLYdAWT636FVRrHTUOg0YmIMJ0qqm+fc+XT5+Mc+9RVFiozGAYtjbOSEu9eOKvW5dC/777sG37DvXciHgCyxthF/dv2aTCZJby+aV8/pHdO+l0pZV+W8naX2bPOHMkkCynJyf9NGGsS5++tWwqO7uosHDpj5NfxMUCQMvWrR1cetyPvH335o383FxNbW3yyPCL5wFAQ0uLzNDyOe/S09b8NIf8Rje/pKRaSMtn/khm6TIwMqqoqHgRF+szd9aLx7Hrdu0FACar6nWlJSUe9N9SXlZWyudnvn272WeFlo7uzo1r83Ny+CUlxUVFB/23GBmbTJozDwBYn47G/i2b4u7FmFvbqDCZ2e/fH/Tfkv3h/ZY/j5C1h3Zs27BkIQBo6+mZGBolvYz3W/m/+Mdx4lk2ax4KAKioqPD8wY3Mjq3bogVDRSU54VXypo03Qi+ciIiWnEq7Oav7KDn2cCMPe/rogaGxMQDE3KqaRyg9OSkzI4P8Fvrj+zEAYOfkTKfTRSLR3LGjrp0/CwDGpqaVFRWxd6Nj70b/umO350xvAOAVFk7s24vMWWRiyvmYlXn35o27N29sCwoZ7DFOmcEwMDL6kJkpFAqVlJR09PV19VsAQNjpkz95eohEIoaKim6LFnnZ2bevXI68emXj3oOjJk+VfEV1p3E15N9jeXn51lUrScwAYGBklJ+bS6bVamFoSKPRFBQUMJ1qVd++5871v5Gplk9GRF9/8XrXiTMAUMTjHf7Dv/47U/w0vdrBbZu3HA5+nF149u5DFSYTAI7u3U0+JF+/eE5KZwtDw8tP4p/lFfsfOXbn+rVaN/Xq2dPc7I+Hzl86e/dhh84WY6ZOB4DKykpxKrxNTSWZOmDUGAajrjlqDm3fOn6G96W457/u2E0mpA7ZF0BCSnj+jJTO3oOHRia/jUrJsHHkAsDxg/s/ZmVJvq6zR4/MXbnqaW7Rys3bSMvq+bO793R/nF149Not0hKyfw9ZUPh0cv3kwf2Tt++eioy5/iKRzL11LiSYzJr9NjV10/KlAMB16xmZ9OZS3PMth4MBIPTk8dtXr9RxKO7evEFy3f/IsZg3WdFp//x1I1JBQSH1dcKN0Av1fseauLqPkpmVNTnVffZpgsmYWzcBwNzGFgDu3b4FAJWVleQTi+vaEwDOhQST3Ju1dPmN+KSI12lk7NJ3+RLSTfv7SCBJyBWbtoTHJ15/kajKZgPArg1rAcCW2y0qJUNDSwsAOlpaRaVkHDgXCgCHtm8ViUSdbbs8zMy5nZj+MDPHfeBgkUhE2iVfUR1pXJM4b8//dXRDwP4LDx4PHTchKiXDrd8A0n71WUJUSgaTxcJ0qlV9q+fU+T8Hhl07evVmZ9suAODatz95bxLjX0ixV9d+AwaNGUuj0Sy62PUcMAgAysvK/nmTDgA3L4WSx0ycPY/TyYxGow0aM7ZHn361bqeUz98QcKBH334WXezUNTX7jRhF0v3yp5P06xfPkYURE2qZA05SJyvr5b6b25t39pzp7fxDHwAoKy0lIWlq6wSGXQsMu7Zq6w4ajaakpOTs/gMAiESi5FcvJTfSwsho8pz5ADD+0+xyAoFg8dqNioqKjj1cycSZb1NTqu2677ARnW1sAUBLR2ec10zSePvqZQC4eOIYOR+cMvcnhooKAAwZO964XTsAOP/X0ToORRGvkLRnZrwlYwVdnZzvZXyI55UNGTu+7kPRfNR9lBQUFOydXADgycP7APD+n39SXiew1dSGT5gEn6rnq6dPSDeNdFTPhlSdMcxcvAwAaDTa7GUrAaCkuJhU1W49e5FcGjPNCwD0W7YktTg54ZXg8zO7kY5LSVFRXnY2ADBUVLYdOfY8vyQs9lm1Qa060rgOE2bNGTNtupmVdas2baQ4UHVvvAmr75l7VyfnjLS0O+HXom+Gk3Qhb1v5Zz7W6iY5raNxO1OykPvxY9v2HVJfJ5A/LWztxI+x5Xa7dTmslujpdEdXN/GfKkzmkHGewQG77t4ML8zPV9fUvH7hHAC04bS35XarOyTXvv3Fyx3MLcigEgmphaGhnoFBxJVLYadPZL9/LxKJnj68Tx5Z7eWbWVqTw8JQUdHS1f2QmalnYKBnYEDWtmzV+vWL52WlpSXFxeLTdgDo3OXfV2rayYwspCcngcS0tAe2bT5+cD9Z5hUUAADpC3zuUDg492CpqpYUF/suX7r79/U2Do5dnVzcBw3R+jQtOIJ6HCVHV7fw0AvPYx+JRKKYiJsAYO3gSErqvYibAECm0mWrqVl0sYNP75eiouLCyZ7V9hX/JA4A2pt3btnaOPzi+cCd2wvz8wEgM+MtkCs2FRWfu9bn1m9A0sv41MTXrh3acMzMbRy5Tr16k25HNXWkcR3Hwcn9h288UM1Tfavnro3rdq7/raKiokH2qqGpJV4Wn1CTc5CS4mLyp+T1QQ0t7Vq3o6WrS7rAYh7TvIIDdpWXl4dfPP/D0OGP7kQBwDDPL88FpqOnL14WlzYSUkZa2o9D+icnvPriRtjq6uJlcl8IW616i3izYuoamuJlVXbVEBK/uBgAink88ufDO1HV9pWb/VHyz2qHQrdFi0MXLq/09kpOeMUrKIi8djXy2tVta3z6Dhux7cgxvA2F+OJRIj3KosLClNcJZNCT69rTzNpGTUPjTUpK5tu3ZNCzq5MLKXzk/RIIBOJTKLHcjx8BIOLypUVTJ3ztxZaFv60vKys9fmBfeXl5YvyLxPgXJ/88qKGltT34uHPv/xS+OtK4Djr6+nU/ANOpVvU6c098Ge//66qKior25p3DXyS+5guSykTVppwmfS6hUCi+HCwQCEgv6auQYSAAIJ/MRF5Odq0PrvlZbWZlbdXVHgCunT8bE3GzsrKSRqMNG/9NM4ZuWrmMlM6Vm7c9yytOKhMt/HXdt2ywGslXl5+bQxZYbDZIlOMzd+4nlYkk/4t5kyW5kZqHoquT85WnL0MfPV21dcdgj3Gkm3Dl7Bn/NT4NGHxjV/dRIoUSAJ4+uH8vMgIAuG69FBUVu3Z3BoB7kRFP7t8DAHGvn7xfLFXVam9WUploe/BfQqFw+awf83NzVdnsI5fDXxaVJ5WJnNx7fzFIZWXl1dv+uPfu455TZ2csWmrj4AgABXl53qOH5WbX/k/jqygqfPn+NkynmupVPZ8+uE8+vgZ7jDPhcBQUFFJeJ1Trh2pq6wCASCR6l5ZW9ayHDyRvrKknctkEAJ49eiBuvB8ZUf8tkGtH0Teu375yCQAcXHp8bjSnnp48uAcASkpKU+ctIFPAv37x/Fs2WM2DyNviZXKzEQC0a98RADpaWpE/xafwAJCXk1OfA1uQl5eRltbRwnLSnHnbgkIiEtONTU0BIDYmugGDb+zqPkrioc/bVy+/SU5WZbPJ9OWkXN6+ciktKRE+DXrCp/erpLj4TUrV6LZQKMzLySH/fP558+ZDZiYA2Dhyu/XspaSkJBQKqw2diwmFQvGyQCBIT0pSUlLqPXjo0g2+pyJj1u7cAwD8kpJXT598j8NSMwZMp5rqVT21dHXJAqka/JKStQvnk87Ox/dZJDPadehIHrPbd71AIMjNzl6/eAGd/tV347t+ut4XtPuPhOfPBALBycOHyLXOehrkMY6lqlrE450OOgwAwzwnfW0M1Wjp6AJARUUF6YHevnrl6rm/yaoPWZnfuHEAiLhy6cLxY0KhMO5ezPFD+wFAQUHBrf9AABg4yoMcw71+v5O7DmPvRnc3aWnGVt7+2+o6tvnbz/PtDLRHODukJr4mLcU8HhmlJTfBIKjfUSKFktyz2dXJhbwdpFxeOXtGJBKx1dXJpVQAGDq2arhz47JF5PLAoe1b7Q11O6kqRd8I1/w0SpiWlFhWViYSiXasXUNu2wAAUlgBgMFkAkB6UuLHrCyhUJj17p2VNtu9c/tta3zIp6ZIJBKfo+i2aPh3kwQAAA+ibpPdYTrVql7V097JhbxJF0/85W7evnsbw8yMjOkLlwDAu/R0987tnzy4P+7TVebTQYdtdNW7GRvoGbTsYGEJAMLPX0ysyczKuv/I0QDwMStroJ2VpSZrxazppKWem2KrqQ0c7QEAZaWlKkym+LlS6zdiFFkY0d3+B4uO0wb3W7V1B7kCvnbh/P/NmPaN23frN+DnSeMtNJije3Qj4xXjZ3qTC+ut27ZdtHYDAKQlJbp2aOPYusUYNycyhDJl3oI6tjlx9lxtXd3cjx/7WHbq3sbQ2bS1c7tWWRkZTBZrxuJl3xhwk1Gfo+Tg4gqfLg9y3XqSRnMbWzUNDfKlBvtPg54AMHT8hF4DBgHAtfNnu+hrdm2p8/v/lgDAII9x3Xu5s9XUyJ3L79LT3Tq0cTFtfdB/y2r/neS5Y9y6B+/ZDQCdrW0BoLioyMW0dQ+OsYGRkcc0LwA46L+li76ma4c2XVpobVm1EgD6jxxNbuRoWOQOEACYMXywpZZqYvwLTKda1at6qmloHDx/ievWk62mVpif12fo8JDrEdPm/9ylW3dlZWWRUMhksVq3bbvn1DlzaxtlZWU1DY1Js+f5Hzmmpq4OAHx+yVfFtOnAYfJuqTCZHS2tAk7+PWjMWLJKfE2pboPGjCMLfYYO//Zbeaf/vHj+L6tbtWlTWVnJZLF2HD0+dvqM5b5btHR0RCKRCov1jdt3Hzx0859HTDjtlRkMQ2Pj+b+s/mWzv3it18Ile06ddXR1U1VTK+bx2rbv4L1sxV83IsldgZ/Ttn2Hk7djPGfNNjHlFPN4vPx8E1OO56zZFx88IePCCOp3lEihJMvkpk4AEA99gsSgJwDQaLRdJ84s993cydJKQVGxsrLS0q7rb38EbD4URB6w+WDQ0PETdPT1S4qKOGbmf92MGuc1c8TEyUwWS1BZSXJ1xaat9s4uDBUVFpvdydIaAFZt2/H7vkOOPVxV1dQ+ZmYyWSwHlx5+BwP9jxz7Hodl/AzvoeM82erqTBarDae9mroGplOtaI6+QQBwdME3XVeRN1tWrQzw3QAAQZeud+/lTnU4tTsbEky+ErchYP+YadOpDqeJ8/Q/Ak0uzxFVSDo1kV8JIYqLispKS++EXzu0fSsAWNp1ldvSiRBq7JpU9TwSsHPzL8vJsrKy8prtu6iNByHUhDWpX0dms9XYampMFqtLt+6Bl65b2ztQHRFCqMlqUn3PCd5zJnjPoTqK+ho2fsKw8ThHAkKNVZPqeyKEkMxg9UQIIWlg9UQIIWlg9UQIIWlU3S2PEELoq2DfEyGEpFF1x1LMUvwGG2rKuJuOAOY5aiAknbDviRBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqKWuxsbFmZmY0Gu3ixYtUx4IQAMDhw4dptVm3bh3Vocm1JvXryHJOKBT6+vquXr2a9c3TcCLUgPLz8wFg3LhxxsbGku1OTk7UBNRIYPWUHR8fHz8/v/Xr11dWVq5YsYLqcBCqQqrnwoULu3btSnUsjQmeucuOnp5edHT0kiVLaDQa1bEg9C9SPTU1NSmOo7HBvqfsLFiwgOoQEKqFZPX88OEDjUbT09OjNqRGAfueCDV3BQUFAODv76+jo9OiRQt9fX1TU9Pg4GCq45J32PdEqLkjfc+QkJB58+a1bdv29evXO3funDhxYnFx8cyZM6mOTn5h9USoufPx8Zk7d27fvn3ZbDZp8fT0tLOzW758+ZQpUxgMBrXhyS08c0eouevVq9fIkSPFpRMAzM3NBwwYkJeX9/TpUwoDk3NYPRFCtdDX1weAoqIiqgORX1g9EWrWioqKAgICjh49Wq09Pj4eAExMTKgIqnHAcU+EmjUWi7Vhw4bc3FwbG5vOnTuTxtDQ0Nu3b9vY2LRr147a8OQZVk/Z8fHxqaioAICYmBgACAwMjIqKAgBbW1sPDw+Kg0PNlYKCwo4dO0aPHs3lcj08PIyMjOLj48+cOcNms/ft20d1dHINq6fs+Pn5lZWVif88deoUWfD09MTqiSg0fPjwW7du+fn5Xb58+cOHD7q6uuPHj/fx8enQoQPVock1rJ6yU1paSnUICNXO2dnZ2dmZ6igaGbxqhBBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqiRBC0sDqiRBC0qA5+gZRHQNCCDU+2PdECCFpVH1TM2bpRGrjQOi74m46ApjnqIGQdMK+J0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrp0yFhYX17NlTX19fQ0PD1tZ227Zt5eXlVAeFmqnY2FgzMzMajXbx4sWaa69cudKzZ08NDQ02m+3g4BASEiL7COUcVk/Z2bp168CBAxMTEydMmODt7V1RUbFw4cLhw4dTHRdqdoRC4caNG7lcbmZmZq0POH78eP/+/ZOTk729vRctWlRcXOzp6bl161YZxynncE5NGfnw4cPSpUs5HM7Dhw81NDQAYN26dVwuNyws7P79+w4ODlQHiJoRHx8fPz+/9evXV1ZWrlixotra0tLSn376ycjIKC4uTkdHBwCWL1/O5XJ/+eUXT0/PFi1aUBGyPMK+p4ykpaX17dt35cqVpHQCAJ1OHzVqFADEx8dTGhpqdvT09KKjo5csWUKj0WquvX79+vv37729vUnpBAAVFZVFixbx+fzTp0/LNlK5hn1PGXFwcAgNDa3WyOfzAUBXV5eKiFDztWDBgjrWxsTEAEC16d1dXFzIqtmzZ3/P0BoT7HtSprCwMCgoyMDAwN3dnepYEPpXSkoKAJiYmEg2tm7dWkFBgaxCBPY9qVFeXu7p6Zmenn727Fkmk0l1OAj9i8fjAQCbzZZsVFRUZDKZhYWFFAUlj7B6UiAvL2/48OFRUVH79+8fMmQI1eEgVC8ikajWcdJmC6unrCUkJAwePDgzM/Pvv/8ePHgw1eEgVB25sFlYWCi+agQAlZWVfD5ffM0TAY57ytjjx4+7detWWlp6584dLJ1IPpmamgJAamqqZGNqaqpIJOJwOBQFJY+wespOYmJinz599PT0YmJirKysqA4Hodo5OTkBQEREhGRjeHg4fLryjgisnjIiEAg8PDwEAsHVq1cNDQ2pDgehz+rZs6exsfGePXuysrJIS2Fh4ebNm7W0tEaMGEFtbHIFxz1l5NixY3FxcXZ2dgEBAdVW2dnZjR49mpKoUPPk4+NTUVEBn27tDAwMjIqKAgBbW1sPDw8lJaXdu3cPGTKkS5cunp6eSkpKx48fT0lJCQoKwnFPSVg9ZSQpKQkAHj169OjRo2qrJk+ejNUTyZKfn19ZWZn4z1OnTpEFT09PDw8PABg4cGB4ePhvv/22Z88ekUhka2v7xx9/DBgwgJpw5RVWTxlZs2bNmjVrqI4CIQCA0tLSLz7Gzc3Nzc3t+8fSiOG4J0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrJ0IISQOrJ0IISYPm6BtEdQwIIdT4YN8TIYSkUfVNzZilE6mNA6HvirvpCGCeowZC0gn7ngghJA2sngghJA2sngghJA2sngghJA2sngghJA2sngghJA2sngghJA2sngghJA2snrIjEAiCgoK6deumra2tpaVlZ2e3a9eu8vJyquNCzVRsbKyZmRmNRrt48WK1VW3atKHVQKfjNGj/gYdDdiZNmhQSEmJhYeHl5SUSiUJDQ+fOnXv16tVz585RHRpqXoRCoa+v7+rVq1ksVq0PyM/Pb9269fjx4yUbFRUVZRJdo4HVU0YiIyNDQkL69OkTFhZGsnDDhg1cLvf8+fOxsbFdunShOkDUjPj4+Pj5+a1fv76ysnLFihXV1opEIh6P5+zs/Pvvv1MSXmOBZ+4yQqPRZs+evWbNGvEHOJ1OHzJkCACkpqZSGhpqdvT09KKjo5csWUKj0WquLSgoEAqFmpqaMo+rkcG+p4w4Ozs7OztXa0xJSQEAU1NTKiJCzdeCBQvqWJufnw8ApHqWlZV9+PBBX1+fwWDIIrJGBfueFBAIBG/evFm7dm1QUJCHh4eNjQ3VESH0r4KCAgBIT093dXVlsVjGxsYaGhoeHh7v37+nOjT5gtVT1vz9/el0uomJyZ49e/bv33/s2DGqI0LoP0jfMywszNDQcOfOnbt27XJxcTlx4oSLiwuPx6M6OjmCZ+6yZmtrO2/evKysrIiIiAULFhQUFCxcuJDqoBD6V8eOHU+ePGliYmJvb09aZs+ePXny5KCgoICAgKVLl1IbnvzAvqesubq67tix48SJE+np6X379l20aNHJkyepDgqhfxkYGIwaNUpcOonFixcDQEREBEVBySOsnpRRUVFZs2YNAJw6dYrqWBD6An19fQAoKiqiOhA5gtVTRtauXdu+ffu4uDjJRpFIBADFxcUUBYVQLSIjIzdu3PjPP/9INsbHxwOAiYkJRUHJI6yeMtK2bdukpKR169YJhUJx465duwCAy+VSFxdC1b18+XLFihUrV64Ut/D5/NWrVwPAyJEjqYtL7uBVIxkZN25ccHDwmTNnrKys+vTpQ6fTb9269eDBAw6HM3fuXKqjQ82Lj49PRUUFAMTExABAYGBgVFQUANja2np4eEycODEoKOjw4cPx8fG9e/cuLi4ODQ1NSkoaO3bs0KFDKQ5dnlTN545zDcoAn8/fv39/UFBQSkpKcXGxsbHxoEGDfHx8tLW1qQ6t6cM5NSWpqKiUlZXVbPf09AwODgYAHo+3ffv248ePp6WlCYVCc3PzqVOnzpo1S0EBz1YBPqUTVk/ULGD1RA0IZyRGCCHpYfVECCFpYPVECCFpYPVECCFpYPVECCFpYPVECCFpYPVECCFpYPVECCFpVN0tjxBC6Ktg3xMhhKRR9Ssh+A021LThNzVRA8JvaiKEkPSweiKEkDSweiKEkDSweiKEkDSweiKEkDSweiKEkDSweiKEkDSweiKEkDSwelLj3bt3GhoaNBotIyOD6lgQgrdv386YMcPExERZWVlDQ6NHjx4hISFUByXvcEZiasyZM6ewsJDqKBACAEhISHBycsrJybGxsXF1dc3Pzw8PD/f09IyLi/Pz86M6OvmFfU8KnDp16ty5c1ZWVlQHghAAwE8//ZSTk7Nv3764uLigoKDz588nJiYaGxtv2bIlNTWV6ujkF1ZPWcvPz58/f/7AgQN79uxJdSwIQUFBwdWrVx0cHLy8vMSNhoaGXl5eIpHowYMHFMYm57B6ytrSpUt5PN7u3bupDgQhAAA2m/3hw4fw8PBa12ppack4nkYExz1l6vbt2wcOHPD39zc2NqY6FoQAABQVFXV1das1lpSUBAYG6urqOjo6UhJVo4B9T9kpKyubMWOGvb393LlzqY4Foc96+/atu7t7enr6vn371NXVqQ5HfmHfU3bWrl2bkpLy6NEjBQX80EJy6tq1ax4eHqqqqrdu3erevTvV4cg1rJ4y8vz5802bNi1ZssTS0pLqWBCqXWpq6tChQzkczvXr1/X19akOR95h9ZQFkUjk5eVlZGQ0bdo08e3xRUVFAJCVlQUArVq1ojI+hAAAIDAwkM/n79y5E0tnfWD1lIXi4uKYmBgA4HA41VbZ29sDAJ/PV1FRoSAyhCSMGjWKy+VyuVyqA2kcsHrKApPJvHDhQrXG/fv3nz9//vDhwzo6OsrKypQEhpAkCwsLCwsLqqNoNLB6yoKiouKgQYOqNV6/fh0A3N3d8bQdyYl+/fpduXIlLi7OxsaG6lgaAbz4ixBC0sDqSRl/f3+RSIQdTyQ/Ll++LBKJsONZT1g9EUJIGlg9EUJIGlg9EUJIGlg9EUJIGlg9EUJIGlg9EUJIGlg9EUJIGlg9EUJIGjRH3yCqY0AIocYH+54IISSN/wM9/vmeERY/jwAAAABJRU5ErkJggg=="
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<image>Each laundry hamper has 5 sweatshirts. How many sweatshirts are in 4 laundry hampers?
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20
| 437 | null |
20
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nyclYOrg0Nn1MvB5bmP7UaesWB/fdD588wzzUv28IOx8TdTr4yd2b/f39lva0Kys8nhEAfI8Eebo4Rp8J2els77TVWoB/ZktV8VarTRPe4X8rmmoqPNOnrbO0ffjk2Rj5GWbyjdlKVVlRWXGWX0DQp9bWoaGhy9fjK6trNm+kTdvT3d3T9LFZTESI2iEejy+rqCyvrAYAapOosBCJRKqoqh5/wBMsk943ND5LexV+InDBPF0AuBR5SlBOlZdnGrkxAwMTgXBw7y7s1M7SfL3JCkEBfgCQFBdbs3JZ0sPHACAsJLBAXzc27sY64xUA0PSx+eXrzPvxV2j6yskvlJeV/m2+PgCIigilJFynp6cXExEWFhJ4kZ6hqabS3PKpsrrGy805LT3D1tIcANLSMzxdHAEgMOS0tpbGEd89ACAlIX5kv7e5rWOg396ZfDMunDlBR0c3fRo3NqrQiKiHT1JXGi3h5ORgYMARCATuqVMBICev0NXBFpuaxUVFlBVmCQuSE899+Nic+fT+1ClTAGCns8Pmbc69vb0sLCOBO7HHmO5czU0b1mIlzExM9PT0mOf/LKysLCkJN8ztHBetWg8Aq0wt1xmvWG+ycvxQYvT09PeuX1qyeuM0UTkcDsfIyBgTfnKOBu0LWEdnJwBwsLNTF7KzsbV3dI42YcftHZ0wLhPlZygrBwAVJQXslIWFRU9bi7qC2mwlyjGJRPILPD5DUgFH5KPj5A0KDfvc1oaZrC1MHzx+1tzyCQB+T0zim8G7QF8XvmWF4aKnz1+u22x78/bdtrZ2aUkJSXExADDQ03mZ8QYAnr14pTRLzkBPOy09AwBqauvr3zcsnKc7NDSUk19ooDeSsUtfew6JRMrIygGAT62fLbY6cQlK0nHy0nHyZuflU0ZFzUqjxYeDTrp573/8LO3r168aqrN5ppM1Ly0pjikBAKYQiQDQ9u0Cj3wrlJVGF/7HkZeVzk1LyU1LIRAITR9bzG0dDZav+fLlyzhNBgYGTMy3MDMxpSTcePM02cvNyXq729PnL3/CaCcQQ3d3DwBwcY6sZ6Z9+7QjcnFRjh3cd99/9OTq+fDepmpSR5O3uwvFtHLpYi5Ozrj42wBwMyFx0/o1o+OrWWxcl3g9tqe319xu+3Rx+fWWdi2fPgHAAn3dl68zASD1xSudOZrqKsofmj7Wv294/ipdUIBfUlysr69/cHDw0LETTNOFsI+YkiYAfGxp6e/vX75+U29f3+uUewOt70kdTXM11WEszp4MCvTb+/J15sKVa6eJye09GEDZp6MkQwEAbJNgzNjd1LcCQY2SgjwDAy49JTHx+qX0zKzoK9fGqXztVkJ6ZlZ87HkDfR1lxVl7d+5YsnD+noNHaKph30lsEsAgkUidXV1ELk4iF62pvaMDAIjfLstHM4EYmJmZAKDrm/wMYzxWsaEkJCVvt9uirzOHQCAAQFNzM8WKx+PN16++divhU2vr85evN5vSLgExDH9bkHj90ueat3FR4WnpGXYuOwFgvq72p9bPZRWVqS/TdedoEggEFSWFF68zn796vXCeLgCwsDAzMjK62NvmvUihfN6+SVtvvLKg+G1VTW2A7x5pSQlsdm762Dxm1zgcbrvdltePk5ori/Z5ugWcOHXmXPT4NwcxPjW19fmF3+QuW7pogYqSQl7BGAnNKJRVVHFycvDNGPk/Z+KiwuWVVTTVWFlZ+GfylVWMlFfX1A0MDMhISUhJiGN+qH3icDgJMVEYlwnEgLUvKCaniO3r60t98WrMmoODg319/exs5Lw+HR2dCfceUD9BbSxM0zOzQsLOaajOHnNYCfeSa2rrAYCZmdlkhdFWq025BYUAMH0a9yw5mduJyW9Ly7W11AFAW0v9RXpG2qsMbHOTnp5eRUmhtq5eWlIC+4gKC+EZ8UQiFyZjyqhevs6srK6hHhV23NHRefl6/MDAAABwT526w3GrzhwNrPc/Dcr84OV32NLBhTY/Q3sHZf05JkIC/B0dnR+aPlJKyiqqKO9v1Cwy0L9zf+Q7Fn8nkY2NVXeOppiIsLioyO17Iymd4u8k6s7V/N7OFYUJxCAmIjxbSeFAYPDL15nllVWbtjpN+06mCUZGRhUlhejL1yqra7Jz81eZWa5atuRzW/u7snJsvSEjJamlrhpw4tTonQGME2GR6yxtn79Mr66pS33x6tqtBB0tTcxkoKdz+twFGSkJbO2uramR9OhxRVW1wf/2nj2c7OPv3AsIPlVeWZVXUGRu66izZEV3d4/iLFkWFuaQ8LONH5qSHqZ47PVbumhBaUXlx+YWACByceUWFObmF35ua3Nw323r7J5XUFRZXXPj9zuZ2bmU3v8ERC6upo/N2LX8aSf/33Gxty1+W2pu65j64tXwMOlFeqaVg0t9Q4PZOhMAyMkreJb26lnaq+Hh4Yqqauy4v79/1bIlvDzTTW3sM7NzK6qqQyPO30l64GBjifm03r7Daac3duzhZF9RVbPF0TU9Mysq9qpf4HFPF0dsY8PHc0fEhdig0LCMrBwv38PJKU/3ebpNPGJSR9P4n9Lsl9paGng8XlhIIDLk2FYrCxUlRcw0k2+Gt7sLpWbBq6dqs5WYmJhkpSUTrsa8f5srJiLMPXVqdcEbrMLRAz6srCwd9eVjdvSxoshs3Wpenul4PJ5/Jp+99ebO9xWY6d6NSwCwbctm7PRTdQkdHZ2y4izq5lfOhynIy+Lx+ClE4oqli8tyXmHl16MjRYQFmZmZ9bTnvH2TlnzrKhcXJ3YJSTcvT50yZeqUKQ9+j8t8en/hPD0iFxcTE5O0pETQof1Yc9O1JnM11Sm93L0WCwD1JTmkjiaTFUYG+jqkjqby3HQAeHT7OqVabVGWtKQEGxurr5fHhHf4X/x5mnhLX2cOtodO5OKar6ednnIPM2mozh79bcS+Ku+yXhgvX8rLM52VlUVJQT46LITiUEN1NnbPsU9q0u9qs5UIBMJMvhkH9ngOtTVSTGHBAaLCQng8Xl5W+talqMmMlo7UMUH+td7e3q9fByi/CSxYsYbIxXUj5uxkng3fqI5EmrPQSEFONiLk6B9ti/j/DhufaHtd2S+en2HiwS1bv6npY3PEiaPTp3Hfe5DyJPVF4vXYCVtR09fXV1FVc/rshcKSt3FR4X92qIj/x3i5Of9/yM8w0czQ3PLJ2XNPyrO03r5ecVERDyd7s3Wr/1Af2bn5cxctF+SfeSboCPbjHQLxCzKxGBCI/wi/+syFQPw0kBgQCDJIDAgEGSQGBIIMEgMCQQaJAYEgg8SAQJBhgE70OwMCAYBmBgSCAhIDAkEGiQGBIIPEgECQQWJAIMggMSAQZJAYEAgySAwIBJm/RQxF7yroBJReZOb+iJO6hg+qSzcyiauHnL/8Vw1sMnAr6B88+Yf/h/do+NV+2xN46sf9/L+m6F3FUgtHbgV9OgElorzOEnOH0soazNTT27fLP0RkjiGLhKaU3oqAMxcoQWU+fW4zd/aeOkuPRUJz4catlCajefQ8XW2pKbO4Bp/qQq+A0G/yM5y/LK69jElcXWbeqtj4xMmM9m8Rw0ze6WGHvcWFx4h1M3kuXE94V1H96HL4+uWLaUynY65t3uHzI87HIWjvDsN5tNHPEX+C7p7exeb2zExMd6JOsDAz3T4X3NbRuWSTw9evAwBg6eZz4XrCXmfbB5fOWKxe5hUQ6n8qCmtoYuv+LD0r7LB3fOSxz+0dCzbYdff0jvafX1JqZOmkLC/15FpkoJdLeOwNr4BQzBR28brHoWAHi3XPrp8zXWW4eYfPvcdpEw74b4lWQOTi2GpOm9KGRCINDQ1NPj7Cp8/tQvwzdDTGCCiSXVDyo0P8PhZrxs7Tg/ijZBWUNDQ1h/t7c08h0tHRzVVVijsdoLVyU15JqbiwwMPnr0/67ty0ehkA6GjMzi0ujb+f4u1knfo663lGdsrVCANtDQBQkJEUmWMYc/OugwVtuK2j4TGzpCUiA3wAQEtFsbun19X3mPd2a04Odv/TUds3b3C1MQMAzdkKRaUVB0+eXWqgM2qM3zDxzMAhMzcwLNpmpx9RXodVUnOVtWtrWztmamn9bO7sPUNlAZO4uqTu8pNR5MDa1MskY5sd6x08fYPD2aS0EsdS5/m432XnGxPE1LgV9E237/7Y0goA2sabT0XHlZRV0QkoHTkdRV1ff431hesJMTfu0Ako5RWXAsDVhPsKC9cQxNR4lOdv33ukr78fq7nOfufabR6Xf0+S0FnOLK6hYrghM69oQhNlmTQwMOB+4LigxmImcXUB9UU7/I5hjzQa0jJydE2suOR02KXnaBtvfp6RTTHhcLgDIZG8sw04ZOYabd6OXRoAfPny1eNgsID6IryoqpDmEu/Akfm9+dNnc2dvbgV9JnF1dSPTJy8zKd7OXb0lv8CERUKTW0HfxNbt/YeP8GtDzs/Q8plSIizA9yE7RV1JfgoXZ3txGqYEDCYCHgufUVRaicPh9DRVsPKZvNM1lRVS0l6P9v/4ZaaRwUh8CaMFuv1fvqRl5pZW1tQ3Ni1bOJJKxshANyO3sJMqSuqYTCwGRgaGo+ExaopyTdmPX9yKzswrstt1EDNZuPq8yS++fiaw4OEN7+3WbgeO337wlKY5Hs9YVFqRV1yaHHtGW02Jxhobn2iz02/jyiUFD29cDwvMKigx2uxEIpHuRYduWb9KWlykJf+p85aN1E0SzgerKMiuX764Jf/pLGnx+KSUjY67DedrFzy8EX3c7/aDp9YevpSRv84pTHnxOj0hpiknhZvIZenmM6GJQkBYdOytxHOB+0oe34o4suf63Yf7g2nj3PT09hlZOslKiqbfjsm4E6soI7nE3KGtnRzy9nriw+ZPn5NiTl0KOfQsPcvvRARWbu99+OzVW0e9XUue3Dq00/Fk1FXPwyEAMDQ0tNjcPj274NqZgNz7cRrKs5Zscih6VwEAaRk5tp4HnK02Fj66cS8mtLWtY+22nRP+7f5ZNGcr8Eybus5h58PU9O8F2+zr729saj57Jf7GvUc7bMwA4OvXAXp6Ouq4MjzTplbWvqdp2N3T29T8SUyIn1LCP4MHj2csq6otr64DAGqTqOBMEolUUVM//oAnXrTQ0dFJiwvbmpoAgLK8tJPVxj1HT/f09rGyMF8I8qWjo5vOPQUAJEWFQqPjHqamr1w075sOcLjy6rq0mxeIXByjnR8/G7tAR2OPkw0ASIkJB+11W2bplJ6dP0dViYmAx+HouacQaZpwcrAz4HAEAh4zBYZFa6srH9ntjHk4stvZ3Nk70Nt1Ju90AGjv7Dp1YDcrCzMAmJsYmTt79/b1YVG1xzFh5BS+lZcS/01PCwBEhfhTrkaMjvxTWVvf2dVtutJQRkIUAEJ8d65d9huBwIhZOdhYQw/sAoDZs2TWGC3MKigBgNa29ovxib47tq5fsRgAxIUF84pLwy/d8N/l9PhlRm7Ru8dxkfPnqmPeHqW9Do2+GnFkb27xOwIeb7F6OR7PKCYscO1MQG3Dhwn/dv8srCzMKVcizF28F5ltA4BVNjvWLVu0fvki6qXyEnPH1NdZXJzs54/u37jSEAAkRAQHBgYL3pYryUlhdd5WVPX09tE47+jqBgCOb8OnsrOytnd2jTZxsLEBQPuPZ+4BAHVFecqxnKTY4OBgZW09AHz63G7hupdLTodOQIlOQCm7oORzxxiJC8SFBcZUwsDAQMHbcm015ZGOlOQBIK+kdDKjAoChoaGconcGczUoJfpaqiQSKSOXHDNYQkQQ+7oDABcHOwC0dXRNaMJY8Zv+01dv1tnvvHnvUVt7p7S4iKSoEHyLlKiwjIToxu27j5yOyil8i8Ph9DRVKYqaSzUTTuHk/NzeCQD5JWWDg4Pa6t9cdU9vX0VN3Zv8YgYGBt3/vSbR09PrqM9Ozy4AAIO5GoyMDDomlpGX42vqG3mmTcXu1S+OvLR4bvK13ORrBAK+qbnV3NnbYL3dly9fKRVCD3jeiwm12WBs7eF7OuYaACzS0xLi57P3Plxd19DV3eNxMPj9h2YG3M8IxTcpMbBTiYyFmQkAevv6+/u/LN/i3NvX/zrh4kB1Fqk+b+6oVRAGkXMMJQBAT2//8PAwtZXIyQ4AnV09kxx9X/+XwcHBQ6HnmMTVsY+YthEAUFbnzEwEmiaU+XocE4bFmuWJ0Sd7evvMnfdMV56/3sGzpfUzTRMCAZ8WH2VmvPR83G0Vww3CWoZXE0aCP7MwMVGO6ejoMP+d3T3w7T0hX3V3T2dXz+DgIJv0HMrlXLie8PFTKwDISYml374oKynqFRAqMsdQc7l5btG7Sd6lfxwlOSkGHC49ISYxOjQ9Jz/6xh2KaZa0hOF8nUBvV4+tFu4Hjnf39DIyMl495d/Q1Cw6dylRXvdTW9uK3/Snc9MuELDnVwfVawCJROrs7iZycmD3k9qEzQnf+x5SmJTg2qjy/3R19wAAGwtLwbvyqtr3l08elhYXwUxNza38M3gm4xCDlYUJh8NRO8eenZzsbJP0wMLMxMjI4GxlumX9Supynu+ECv+jGM7XMZyv09ffn/TkhZNPgN2ug7fOHqepM5XI5b/LyX+XU1lV7dHwGNPtXrISooqyUt/ziV3dmFfNycHGRCDkJsdR18fhyA8sOSmxC0F+w8PD6dkFnv4nlmxyqM9IZmRk/Euu9O+gpr6xo6uL+lYsNdBRmSWbV1La0NT86PlrE0MDynNWVUG2/8uX+sYmGQlRLRXF6lf3qureT+XiInJxaBtvniUtQeOclYWZfwZPWVUtpaS6rmFgYFBGQkRCWBAAyqpqBWfOwExl1bU4HE5CRHD8AU9qZkjPHknkmldSSiDgxYT5MVWws5Iv5uWbvMra+j+UlICRkVFRVvJV1ojzV9n5AKCmKDdhW6wjenp6lVmytQ2N0uIi2EdUkB/PyDjmquyPkvDgaU19IwAwMzGZGC7Yar4mt5j2YVxd15Dwvz0DSVGhiCN7GBhw2B7X91CUlWRgYKC5ak4OdgkRQXUl+f4vX4aHhymXw8xEwJ4vGbmF2F+Bnp5+rpqSv6fTx5bWxo8tP36Zfx9eAaGWbvto8zN0dPJwT21ta7d080l8/JxiyisppaOjE+Kf0d7RdfZKfEtrm7iwIJGLo7y69lVWPs2LKMYivTl3HqWO5Ge4n8LGyqKrMVtMWEBcWJB6Lyc+KUVXYzYbK8toJ9RMSgwNTc37gsIqauruP31xMurqasMFzExMirKSLMxMIVGXG5uak56keRwKXmqgU1pZS1miTAZ3u02P0l4fDY+urmt48jLT/eBxPU1V1YnEQOTkyC16l1v07tPnNo+tFvFJjwPOXCivrs0rLjV38dYxsRzzN5o/yonzl9fZ73yekV1d15D6Ouva3Qc66rQ/etQ1fjCxcw+KvFhaWVNaWXMo9BwAaCjPGsftFC5Oq3UrAsOif09+UlPfGH39ztkrt1y2mDIwMCzQ1lCWlzZz9n6ekV1T33g14b7y4vXhsTcBIPnZyxVbXOKTUqpq3+cVl4ZEXRHi56M8+X5NXKxNi8sqzZ29U19nDQ+TXrzJs3LfV9/YZGZsqCAjuVh/7va9AZGX49MycoLPXgo4c8Fq3UoWZmYWZibf4IiN23enZeQ8TE03tnHT11JdrE/Otmzt4evkE4Ade2y1qKip3+K+Pz07P+rabb8TkZ72ltgLm4+LbcTl+KDIixm5hV4BocnPXu1ztZtwwJNaJtlsNGnr6NRYZt7/5YvhfJ1TB3YDAPcUYvRxP0//kEu3ktSV5KOO7a9t+LDewXPp5u3RQX6TvF8bVizp6/9yNDzGO/AUFwf7it/mHfV2nbCVk9UGc+c9CzduvRLqb7zE4NLJQ0dOX/AJOsPGwqKjPvvZjXMTPgMmw7UzgW4HgtbZe35u75g+dcryhXrYnhU1epqqMcEHgiIv7gsKw+FwcpJiCedPUNaN3yPUbxcnO5vjHv/m1jYBPp69zja7HKwAAIfDJceecT943NjGrbu3V0Rgpo+LnYu1KQDscbIZHBzaefhEQ1MzBxvrHBWl5NjTv3gWenUl+QeXwnyDw1dau/b19xvb7FCWl34cFykuLAgA184EHAg5e+RM1IePnwT4eNxsN+12tAIAPJ4x6eIp532BSzY54BkZjZcYBO3dQfFZVFpB+eNKiQknXzrtfuD4vHU23EQuT3tLL8ctmMncxKint+9oRIxXQKikiNDNiGN6mqoTDpiOVJ83fg1uBX0Xa1Ns9xOB+HOwSWm1F6f94vkZ0L9aRfwMvBy3/Pr5GX5ppSL+NXhtt/6nhzAxEy+TEIj/CL/6zIVA/DSQGBAIMkgMCAQZJAYEggwSAwJBBokBgSCDxIBAkGEADt5/egwIxC8BmhkQCDJIDAgEGSQGBIIMEgMCQQaJAYEgg8SAQJBBYkAgyCAxIBBkJhYDt4jswaPBf9Q0Ias3WS9YQRupe5IUlbyj4+R9kZ4xyXLEP8jntjY7Zw8B2dn0XDNYeEVU9H5LephCXeHm7bucAhIrN26mabVsnTkdJ29eQdE4zh89TVXTX8zMI8wnpejle/ib/AxhZ8WVNJmmC8mo6cTG3ZjMUP9VM8PMGbxhwQHiomMHp1hjYRN9+dpPHhLCysH1VeabsyeP6czRDDq0T0FOZpWpVVHJOwD4+vXrdg8vayc3Lk5O6iYZWTnKOgtr62mDDdOQX1hstNZcWVH+yd2bgX57w6Muevkdxkxh56M99vo52Fg+u3fLdK3x5m3O9x6kjO8N/mViIBK5tlpZ8PJMpy4kkUjYAyM7L/877RB/FwMDA0kPH+/zdFu8YD47G6uEqOj5U8EyUhKpL9MBoKC45NmLV1nPHshIfhMw73BQiJ2lecSJo+M7P3ryzCxZmciQY1rqqmbrVh/etzs0IqqjoxMA/I+Hbrfb4upgp6mmssfDdc3KZZNZwkxKDMPDw667fbhFZFlniKwytWz9TBtyFAAuX49X1lnAxifKLSK7fP2myuoaiunCpTgplblM04WkVbUvXIob3bbpY7OQvKqptf3ogHznYi7La+qx8Ipwi8iamG9539A4uvnhoBD2mWLZufnUyyRjM6v1lna+R46x8YkmJj+i4+StrqmztHfmEpSczCUj/iqGhoY+tnyinNLT0+e9eOxgYwkAYsLCr1OSRs/kp4/5e7k5TxgV6nFqmtHihZRTo0UL+/v709IzSssr6t83LFv824hp8cKMrJzOvyQK9/nYqwMDA8m3rkSdPvE07eU2V0+aChlZOWY2DiuXLs569iD51pW+vn4Tc3I4p+u/37FxcrMy2/DywR07S/Mtjq7xCd8k2Orr61uxwUJMROjCmRM015/26rWts7vzVpvC9Kf3blxq/dy2drMtTdc3b9/d73/senSkirIidTmekbHo7bu8wuLk+KvaWurv3+YCQOjRw1X56I3i58HIyGj4m4H3Af8Ll+IoSWQoEIlcrGOFe+OfyTeh5+7unqaPzWIiI3HR+Wfy4fH4sorK8spqAKA2iQoLkUikiqrq8X1OKlQMBzvbqWP+AKCqrPSurPzQsZDe3l4WlpHLUJSXrczLEBYSwGLjOG+zWbbOvLnl0/Rp3EGhYcbLDD1dHQFARVmxqbn5feNIYgESiWRut723r+/h79fweDxNv7kFRQQCwWLjWjweLyYifO1CBM06MiMrZ9NWp/DgwCULDWgvjIGhvLI67X4CkcgFAP39/QDAxso6hUgbzxnxtxIbcWrL9h1bHF1JJFJ7R+eGwpVbzDdif5QfoaOzEwA42NmpC9nZ2No7OkebsON2qmDPYzKpmUFvrhblWFlh1sDAQGV1LXUFAoEQd+u2lMpcPLcAHSfvsnXmAPC5rW14eDgnv1BtthKlZoDvXudtI8H5du0/+PJ15v2bVzjHChduoKfDyMigs3hF5IXYmtp6nunT1FVG0hrU1r9fscHCzXGrlfmGMYctLir84zcd8YNwcXHGx56vK85WVVYaHBz08vNX1DYor6z6p8c1BpMSw9QpUyjHrCwsANDT+01k33Mxl30OBe7e4fSpqoTU0fTo9nWsvLe3b3BwkJkqHQ41mdm5QaHhnV1dvX20eVkw5GSk0h/dk5WW9PLzF1FQ0zQwzM0vpFjt3Xa1fGr98PG7qc2IXFyTuTrET4B/Jh/PdO6gg/vfvkkDAJ9DgT/oENuAwiYBDBKJ1NnVReTiJHLRmto7OgAAKx+HSYlhtF821m/SB/2eeH+Bvq6V+QYODnYAaGpuxsqZmZkYGBjGfOEGACYCIeNxkqyUlKm1w8DAGLkDAUBORurCmZDmyqIXD+4wMDAsWb2RUtN0jcmNmLPnL165nXh/zLaIf5y2tvbnL9OpS8REhE3XGOcVFv+gZ1ZWFv6ZfGUVIzNMdU3dwMCAjJSElIQ4AFCbyiqqcDichJjo+D4nJYbXb0YyWOYVFhMIBOq3EwDo6u5mp8owcvHqDQAgkUg4HE5plvzzVyOpGl127XXZtRc7VpCXVVFWvHT2VPG70v3+x0b3m5GVk56ZBVhSAk11/31eH5tbGj80YdaNa1YZL19qabbexsn9Q9OkUl/+ofQRiB/nxu27C1eu+9j8TR6J1rY2nunTftz5IgP9O/cfjORnuJPIxsaqO0dTTERYXFTk9r2RR2T8nUTduZps3yaAG83EYiCRSHXvG/wCgiqra5JTnoSdj1m9wohm5aOlrvLoaWp6ZlZVde02V09ssywrN7+3t9fF3uZJ6ou9BwOyc/NDI86fiozSUv8mOLiUhHig396AE6dG/3KcnPJkxQaL+ITEquravIKikPBzQoICggL81HVCjhxkZ2e1cnAd/4vOxMTEzMyc+jI9J6/ge7MQ4i9n7arlfDN4jNaaJyY/6uzqfltWHnji9IVLcbabzQCgqrr2WdqrZ2mvPre1fWr9jB03fmjCDnLyCwAgKzf/WdoryuPYevsOp53e2LGHk31FVc0WR9f0zKyo2Kt+gcc9XRyxfR0fzx0RF2KDQsMysnK8fA8npzzd5+k24Wgn3k0aGBzwcnOqqatXn7ek/0u/4W8LTh09TFPHa4dzRVXNb6vWcbCz21tv3r3Dqaqm1sF9N4FAMF1r0tPTeyw0LDDktLCgQHhw4DrjFTTNHWwsE5Mfmds55r94gi20MPZ4uA4ODu30OdDwoYmDnW2Ohlpy/BWa7Vd2draL4aF6hqtORUbN05k7zoXscnUMDDmd8ux5UfozromWj4i/BC4uzscJN70P+Ns4uX1sbsnKzZcUF406HbxxjTEAREbHBpw4Rak8z8gYACJDjtk6u1MKbZzcAEBIUKCm8A0AFJW8ozzgpSTEk+OvuO/xnWdkwj11iqeLo5cbOYGG+fo1Pb29R0POePn5S4qL3rx4Tk97zoSjpSN1NP1ll45AfB+jtWYu22wXzNOduOo/xL/qn2MgfmU2rjEWFabNHfxLgWYGBIIMmhkQCDJIDAgEGSQGBIIMEgMCQQaJAYEgg8SAQJBBYkAgyCAxIBBkGKAT/eiGQACgmQGBoIDEgECQQWJAIMggMSAQZJAYEAgySAwIBBkkBgSCDBIDAkHmnxcDt4L+wZNnf8SD4x5/+QUmf9V4EH8hRe8qllo4civo0wkoEeV1lpg7lFbWUKxDQ0N7Ak/RCyqfOHeZulV9Y5Pp9t0zVBZwyMzVWGaW8ODp9/w/ep6uttSUWVyDT3WhV0DoN/kZzl8W117GJK4uM29VbHzi9zxQ88+LAfFvpbund7G5PTMT052oEyzMTLfPBbd1dC7Z5PD16wAAfPjYYrDe7lbyExwOR93q69eBRWb2dY1Nd6JOZCddWaQ3x9jW7cnLzNH+80tKjSydlOWlnlyLDPRyCY+94RUQipnCLl73OBTsYLHu2fVzpqsMN+/wufc4bcIB/+1i+KeCFKHgSP84WQUlDU3N4f7ec1SV6Ojo5qoqxZ0O6Ov/kldSCgCXbydNm0rMvHsJh/vmS5hXUvq2vCpgt7OaoryEiJCfu73gTN5rdx+M9n80PGaWtERkgI+WiqKZ8dLDnttDL8R1dHYBgP/pqO2bN7jamGnOVtjjZLPGaOFkVh8Ti4FDZm5gWLTNTj+ivA6rpOYqa9fWtnbMxCaldSwihlLT2sNXdelGACh4W0YnoHT/6Qs5A2ON5eYAsNzK2dhmR/DZSwLqiwhiaupGpjmFb0f3lV1QYrDellVSk0Nm7ootLtV1DWMOqbGp2XCTI7O4Bu9sg/3Hwynlo/sFgKsJ9xUWriGIqfEoz9++9wglMHpaRo6uiRWXnA679Bxt483PM7LHL0f8UYaGhgDgY8tIcFFhAb4P2SnqSvIAsH754hvhR9nGCkkPAAwMIxG9CHj8mBHiHr/MNDIYCTxjtEC3/8uXtMzc0sqa+samZQv1RkwGuhm5hZ1d3eMPeGIxMDIwHA2PUVOUa8p+/OJWdGZekd2ug+M3wTMyAoBvcITnNsvo436Yk+cZOcVllYWPbtam32dlYV5u5fzly1fqVrXvG+ets8EzMr78PeZJXGR7R9eCjXb9/V9G+9/kurfgbVli9MkncZEtrZ9vJT/5Xr/xSSkbHXcbztcueHgj+rjf7QdPrT18AaCnt8/I0klWUjT9dkzGnVhFGckl5g5t7Z3fK5/wLiFGozlbgWfa1HUOOx+mpo/+NvPP4BmzlaqCrLK8tN+JiE+f24aGhi7/nlRZ+37zmuU01bp7epuaP4kJjYRX5J/Bg8czllXVllfXAQC1SVRwJolEqqipH3/AE4uBjo5OWlzY1tSEQMAry0s7WW1MePisp3fsuNkYDAw4ANDVmL1p9TIFGUnMSU9v34n9Hlyc7LzTuY/sdm5oak59/c1D98zF6wBw9dQRJTkpVUW5SycP1dQ3/v7gCY3zhqbmxy8ydjlYGWhryEqKhR7YRcAzfq/fwLBobXXlI7udpcSEl8zTPrLb+WpCckNTc2VtfWdXt+lKQxkJUVlJsRDfnUkXTxEIjN8rn/AuIUbDysKcciWCkYFhkdm23r7+VTY7Lt26R/2OOyb09PT3okPff2iepjiPIKZu7eEbE+w3R1WJplpHVzcAcHwbPpWdlbW9s2u0iYONDQDa/5LMPeqK8pRjOUmxwcHBytoJRAYAaopy1KeykqKUOVFOUgwA3lV+k0nlTX7xbHkZLk5yeEkBPl5RQf707AIat2/LqwBAWU6afAH09Ni0O7rfoaGhnKJ3BnM1KCZ9LVUSiZSRWyglKiwjIbpx++4jp6NyCt/icDg9TVUWZubvlU94sYgxkZcWz02+lpt8jUDANzW3mjt7G6y3o1kR0DAwMGBi587MREi5GvEm8bLX9i3WHn5PX735CaOdlBjYqUTGwswEAL19tCmJRkP8Nv8IO+sETjq7e9Iyc5jE1Smfytr6j59aadx29fQCACdV0G/qY+p++/q/DA4OHgo9R3Eopm0EAB9bWgkEfFp8lJnx0vNxt1UMNwhrGV5NuA8A3ytH/AhKclIMOFx6QkxidGh6Tn70jTvjVL5292F6dn58xDEDbQ1leem9zrZL5s3dc/QUTTUuDnb43/yAQSKROru7iZwcRE5aEzYnEMdKiEPNpNJYtVHl/+nq7gEANhYWAKCJATw6adcETr59eeJkZ9NWU444soe6kH1UGHFWZmb49lJb2zrG7JGFmYmRkcHZynTL+pXU5TzcUwFgKpHLf5eT/y6nsqrao+Exptu9ZCVEFWWlvlc+zqUhxqSmvrGjq4v61i010FGZJYvtJn2PsqpaTg52Pt6RlK3iwgJpmTk01VhZmPln8JRVjWSQqq5rGBgYlJEQkRAWxPwIzpxB9lldi8PhJEQExx/wpGaG9OyRpLF5JaUEAl5MmB8AuDjYO7t6qE3jOCmtqqG8iWI1scUSBXUl+craejEhfmlxEexDT08/Yzo3jR8pMSEAyC1+h50ODg6+zMob+9ro6VVmydY2NFIcigry4xkZiVwc1XUNlJ9yJEWFIo7sYWDA5RWXfq983NuDGBuvgFBLt33Dw8OUEhKJ1NbRiT2MvocQ/4yOzq4PH0dSOpRV1Qrzj5HycJHenDuPUkfyM9xPYWNl0dWYLSYsIC4seJvqp7r4pBRdjdnf27miMCkxNDQ17wsKq6ipu//0xcmoq6sNFzAzMQGAqoLs78lPWlo/9/b1HQiJ7OruHcfJFC5OK/d9he/Kc4ve7fALEhbg01ZToq6w1Wx1Z3fP5h0+BW/LyqtrD548KzvfePQOrBA/n5aKov+p88nPXmYXlFi572ciEL7XqcdWi/ikxwFnLpRX1+YVl5q7eOuYWHb39NY1fjCxcw+KvFhaWVNaWXMo9BwAaCjP+l75ZO4SggYXa9PiskpzZ+/U11nDw6QXb/Ks3PfVNzaZGRsCQE7h22fpWc/Ss4aHhytq6rDj/v4vqxbP553OberklZlXVFFTF3rh6p1HqQ4W6zCf1h6+Tj4B2LHHVouKmvot7vvTs/Ojrt32OxHpaW+JveD5uNhGXI4PiryYkVvoFRCa/OzVPle7CQdMR6rPG78Gt4K+4+b1bR2dl27d6//yxXC+ztkAH+w1t7KmfouH75v8IiInh/2mtT19ffcev8h7cK2ipk5CZ/mjK+ELdDQxJ6vt3Du6utcaLTwUev5Dc4uynPTZQJ9Z0hKYfxdr0z1ONgCQXVDi6R+Snp1PR0enICPp42K7WH+MlAs19Y3WO31fvMnlZGfbarZmaGjoxr1HpakJo/sFgKsJ94+cvvCuspqNhUVHffbRPS4SIkIAcPn3pKDIi2VVtTgcTk5SbK+zzZJ52uOUI/4Ez9KzfIPD80pK2zu6iJwcyvLSh3Y6as5WAADN5eYZuYU09atfJQkL8JVW1ngFhL7Kzu/q7pEQEXTZYmrxv61VzeXmbKwsKVcjsNPnGdnuB44XvCvnJnJtNV/j5bgFyzcLAOGxN45GxLz/8FFSRMjP3X7V4vkTjnZSYqB8Wf80q+3c2zu7KNeA+K/BJqXVXpxG/VPaLwj6t0mInwH1M/uX5ZdWKuJfg9d26396CBMz8TIJgfiP8KvPXAjETwOJAYEgg8SAQJBBYkAgyCAxIBBk6IEe7a4iEAD0DPTQ0Yj0gPivQ88AHY3/Bw2I7yJMNIToAAAAAElFTkSuQmCC"
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<image>Denise has $133.00. How much money will Denise have left if she buys a purple dress and a pair of tennis shoes?
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76
| 438 | null |
76
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"
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<image>Akira tracked the maximum daily wind speed for 5 days. What is the mean of the numbers?
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42
| 439 | null |
42
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"
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<image>Dr. Joyce, a zoo director, researched ticket prices at other zoos around the country. How much does a child ticket to the Bronx Zoo cost?
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11
| 440 | null |
11
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"
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<image>A cable company analyst paid attention to how many new customers it had each day. What is the mode of the numbers?
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8
| 441 | null |
8
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"
|
<image>Some students compared how many pairs of boots they own. How many students own fewer than 2 pairs of boots?
|
25
| 442 | null |
25
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
nonlinear
| 443 | null |
nonlinear
|
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"
|
<image>Lee has $116.58. How much money will Lee have left if he buys a book about dinosaurs and a book about baseball?
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78.33
| 444 | null |
78.33
|
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"
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<image>How much more does an apple tart cost than an apple pie?
|
11.53
| 445 | null |
11.53
|
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"
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<image>Mia kept a driving log to see how many miles she drove each day. On which day did Mia drive the fewest miles?
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Tuesday
| 446 | null |
Tuesday
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"
|
<image>Matt has $41. Does he have enough to buy a crossword puzzle book and a history book?
|
yes
| 447 | null |
yes
|
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"
|
<image>Professor Baldwin informed her students of their scores on the midterm exam. How many students scored at least 70 points but fewer than 100 points?
|
7
| 448 | null |
7
|
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"
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<image>Colette's classmates recorded how many books they read last year. What is the median of the numbers?
|
31
| 449 | null |
31
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"
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<image>A grocery store recorded how many customers visited the store each day. How many more customers did the store have on Thursday than on Saturday?
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3,071
| 450 | null |
3,071
|
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"
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<image>While hanging Christmas lights for neighbors, Daniel counted the number of broken lights on each string. How many strings had exactly 75 broken lights?
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3
| 451 | null |
3
|
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"
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<image>Valeria, a candy store employee, placed peppermint candies into jars of various sizes. What is the largest number of peppermint candies?
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83
| 452 | null |
83
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"
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<image>A transportation analyst compared various bridges' tolls. How much is the toll for a carpool on the Fort Madison bridge?
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1
| 453 | null |
1
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"
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<image>An employee at the crayon factory kept track of the number of crayons produced each day. How many crayons total did the factory produce on Monday and Wednesday?
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7,396
| 454 | null |
7,396
|
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"
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<image>A museum curator counted the number of paintings in each exhibit at the art museum. How many exhibits have exactly 91 paintings?
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0
| 455 | null |
0
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"
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<image>Look at the table. Then answer the question. At a price of $840, is there a shortage or a surplus?
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surplus
| 456 | null |
surplus
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"
|
<image>Quincy has $14.00. Does he have enough to buy a pair of shoes and a long-sleeved shirt?
|
yes
| 457 | null |
yes
|
"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"
|
<image>The table shows a function. Is the function linear or nonlinear?
|
linear
| 458 | null |
linear
|
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"
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<image>Look at the table. Then answer the question. At a price of $205, is there a shortage or a surplus?
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surplus
| 459 | null |
surplus
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"
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<image>The town council reported on how many stop signs there are on each street. What is the mode of the numbers?
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7
| 460 | null |
7
|
"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"
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<image>After growing tired of squinting while driving, Trisha went shopping for a pair of sunglasses. She tried on glasses with different frames and lenses. What is the probability that a randomly selected pair of sunglasses has cat eye frames and regular lenses? Simplify any fractions.
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2/9
| 461 | null |
2/9
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"
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<image>A girl compared the ages of her cousins. What is the mean of the numbers?
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8
| 462 | null |
8
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"
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<image>Look at the following schedule. When does Introduction to Typing class begin?
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12:45 P.M.
| 463 | null |
12:45 P.M.
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"
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<image>Cody's family went on a road trip and counted the number of cars they saw each day. What is the median of the numbers?
|
40
| 464 | null |
40
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"
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<image>How much money does Marco need to buy 4 dry erase markers and 5 pencil sharpeners?
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5.71
| 465 | null |
5.71
|
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"
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<image>How much money does Cindy need to buy a bowl of oatmeal, poached eggs, and scrambled eggs?
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18
| 466 | null |
18
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"
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<image>Mrs. Woodward 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 2006 and 2007?
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-2
| 467 | null |
-2
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"
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<image>What is the total cost for 1/2 of a kilogram of pistachio pudding?
|
1.50
| 468 | null |
1.50
|
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"
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<image>An Idaho farmer has been monitoring crop prices over time. In 2004, which crop cost the most per cwt?
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apples
| 469 | null |
apples
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"
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<image>How much money does Barry need to buy 7 encyclopedias and 8 maps of Africa?
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350.98
| 470 | null |
350.98
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"
|
<image>The Milford Chamber of Commerce researched the number of employees working at local companies. How many companies have less than 100 employees?
|
16
| 471 | null |
16
|
"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"
|
<image>Look at this table. Is this relation a function?
|
no
| 472 | null |
no
|
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"
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<image>An ice cream shop kept track of how many ice cream cones it sold in the past 4 days. On which day did the shop sell the fewest ice cream cones?
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Saturday
| 473 | null |
Saturday
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"
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<image>A gymnast jotted down the number of cartwheels she did each day. What is the mean of the numbers?
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7
| 474 | null |
7
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"
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<image>How much more does a piece of plastic pipe cost than a piece of rope?
|
0.50
| 475 | null |
0.50
|
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FhfEtr3RYCAASYuLjNLXxFe9nPwaAkWrq78o/vCv/oKGqDgB3M+7ja00xNB7U0WHqYYMVBrjNnfelpcU3+PBPrG49YSIAaA4dhi1aGJngi+WV/zOj/dyp1tjP37SJZgDw8u2blpYW7CgNG6JSU/f5XfkHVUVFALibkc67ouvsee3329jUlJGTDQD20/4+z9hOtqBQKGw2Oz3nMf+YmQyGvKxsy9cWjWkW6/fsvJmU6Om6bLn9gh9974Ulr7A7w6kmE7DNTjUxxXs7fWsD5PsZ6IzBxoiJiALA+4qP7feiqDAAABIzMwznz95+JPBDZcXWVWutJ5i1HyngJ3i19XUAwOFwFCca8ba/eV82eoTGyciL+8+GvCotxW+msevpqtpaAJASl+CzZXmZv5+diImIAAB2d4E9uz8Yevpg6On/31dZGf66f9++v/6muoX3slVnrkaF/nl1zUKnH10XOzL0bzPjS4qL44utnP8pZdZXug/vKlwut/rzZ+woZeRkDzTRx0fWsxpqPn/GF/t3VHOwpu4z9nBIRkoKayGTyVLiEpXVVdWfa/nHTCaT/wg6vsR7U8HLYuwDEmEyg318nWztfuCdA1RWVwMAVZjK/FZCrY+kFN7b6VvrIymJtzMZ9HpWQ2trB4+7Rqiqhezc8/v+gLTHj9IeP9oKMEC+341jIdrDR7QZKeAEwz5XCoXyZ/Bx3vbRwzXi76cu3eJFo1JP+O4aNkTlesId/5C/x2A/MbyfGfbFjH+uAMB7YdBmdwtnzJxjaYU3ijJF8NdCZKFueFfdQV5WdpXDor2nTuw+cZRGpeI1/shkMofDaWpuxhY/1dT8yl6qvlV4qaqtwTbeR1JSSkIcALSGDd+xdj3vYCaD/rm+HnstJNTBgZIUE8fCw6Nis9k1dZ8BQEZKutNgxmuPzr95p6jk1f3sx9GJd6/evrXEe9MkfYMB8v3ajORzELCfgZavLY1NTViOVVT9/3MdPm+t0/DacJk9z9l2dtazp+nZ2RF/XX/49Mm89asLY++2DfVHt9u9dEeOwi4hFOTkrSeYWRiZ1NbXcblcSXFx7GJj2BCVxXZzxmuPfln6Fr49FzbUGQMAWc/yPlRUAEBGTnY/w7GDJxjiR/x7xmtrA8Dn+nrrCWbWE8z6yfZlNTVJSfA7EwrQJtdl4qJikTejeStoYmfmB7lPAKCBxYpJavuJ/hD8t71/3UsAAHUlZWFh4fFaowHgQ2XFJH1D6wlmo4dr1NbXMeh0GrWTQmEiTKaephYARN6MxlqiYm+y2WwalWowWof/ui/fvtl5NOj0lUg1JWUnW7srgUdHqKpxOJyyjx/h29dlQyMLG8znIKgpKmHJjz14bNP702/tWwCN2GLyw0yvAwFpjx+NHaW11tH5ZsgZ+PZLiDYEfAbr20fGdfa8YxfDp7o525pbPHlekPb4kf5oHesJZupKygDwtKjQw29X8ZvXtfV1JBKp+O0b74P7fFevGztK80HuE0P72RP0xkcnJgCAu9NiMVFR/Cu5Q+scF5/948qNu/FWbov79+0bFXuznsWKPnEav135R5GWlFzvvGRb0KHW1lb8jDHVxPRUVKTXwYCnRYXpOY8Hyvcvr6xs8yS6KzgcLgA8KSyY5LRASkLi6u1bALB6gSMATJtgpjl02JPnBePmzDQYPeZ2avLLt2883ZabjTfodLN+Hr9Ncl54/tofH6s+SUtI/hEXCwDey1d1egYTZTIDToewmhoTMzMV5ORelr599qJogHw/7KNRkJN7U1a2YtuWSfoGB37fzOcgyMnITp846c87t102/x6TdO/h01wmnQHfbi5++q0pyMkDQNLDzIUb1y+eNbvpS/OeE0dPRl6cO9ValMlMyXoIAFamE9uvKPjH9EE+23zXuDNo9JCoS6/L3q2wX3gr5CyJRLKzmOqx2FVKXCLk8iVREZFrR06usF9IERK68Nd1CoUSe+rc0nn2rKbG89f/kBAT27fJa/f6jZ3uS3ngoOTwyMmGRsmPHly6GT1cRfXGsRBLY1Pi3+VPcndazHsLAQB+HpvsLKZShCi3khOdbe2cbe0AoJmnIG0XfWlpAYBgH185GZnYlKQ+klJey1Yum+8AAMLCwnfOhjnZ2r2vqDh9JZIiJNTFwwsAxrp6985dmKRvmPY464+42GFDVM7s3uuzovM/U5KTkb13/oKlsent1OSDoWcycrKdbO2SIyKxW0f/DZ5yMjIv3pTkFj7v9CAc27bDeoJZy9eW26nJc6dau82dDwBNX5p/5a3NtphqbmAoRCbHpaWwmhqnmkyIPBSsqqh4Ifp6UPi5qtqazctXnfPb135FUvzMRWhmCIFAc3L0emhODgQhFkowBCEQSjAEIRBKMAQhEEowBCEQSjAEIRBKMAQhEEowBCEQSjAEIRAqX4QgBKIAgNkfHU8ngBAqwdYRHfneLcHWEV0iIgiBUIIhCIFQgiEIgVCCIQiBUIIhCIFQgiEIgVCCIQiBOkgwGxsbEom0b1/bCQY+ffokLCxMIpF+dMp/3KFDh0gkUi3PvDSFhYV9+vSZM2eOAIstIN2OxWJ5enoqKSkxmUx1dXV/f3/88502bRrpfy1btkyw0RKq41mlmEzmhQsXNmzYwNsYFRUlLCz809nV3sePHy0tLUeNGhUWFoZNXMzH7NmzraysnJycumvvCHGcnZ2TkpL27NmjqqqakpLi5eXFZrO9vb0BoL6+fvr06e7u7vjg/v37Cy5SwnWcYIaGhnFxcc+fPx86dCjeeOnSpXHjxt27d69bdsxisaysrMTExK5du0ajdTIrHQBkZWVZWVl1OgwRuOrq6ri4uMDAwEWLFgGAkZFRdnb21atX8QTT0dExNTUVcJQ9pePzhry8vKam5oULF/CWsrKylJQUc3NzvKW0tHTOnDlycnIMBmP48OEnT57saEsda21tnTNnzqdPn27duiXBM+9nZWXlwoUL+/XrR6fT1dTUAgMDsXYSiVRSUuLs7CwpKQkAGhoabS4zoqOjf+RdIwSSlpaura3FsgtDp9PxK5S6ujpRUVEBhSYAHZ/BsAQ4e/bs9u3bsZbIyEgNDQ1VVVV8jLOzc3Nzc3R0tJSUVHx8/MqVKxUVFSdPntyVvS5fvjwzMzM1NbXN5YGjo+OrV68uX74sJyeXnp7u4uIyaNAgGxubd+/eDRgwICgoyN7eHgBu3br15dskeCtXrnz06JGOTicTxyI9r6mpqaamJiYmJioq6syZM1hjfX29iIgI/xV7lfiZi7j/a8aMGQ4ODiUlJQDw4MEDrFFXV3f37t1RUVEA8PXrVy6XKyUltX37dnytjIyM8vJyLl8HDx4EAA8PDwCYNm1a+wHl5eUfP37EF3V0dJYvX87lcpuamgDg7NmzbcZfuXIFAKKiovjv95+p/ZHvZUxMTABAUlIyPDwcb2QymXZ2drq6uiIiIsrKyps2bWKxWAIMklDxMxd999GCoqKivr4+dpX48uXLR48ezZv3PxVrbGxsdu/e7eHhkZCQ0NLSoqenJ9e1qrvnz5/fvXt3dHT0oUOH2nR9+vTJ0dFRUlISu/DLysqqrq7+3nbev3/v5ubm6OhoZ/djBTiQnhEUFBQTE+Pq6uri4nLkyBEA4HA4VCq1uLjY3d09Li5uxYoVwcHBrq6ugo6USN87g3G53ODg4H79+rW2tu7cuXPcuHFcLpf3DMZmswMDA/X09Egkkri4+ObNm7F2PrAzWH5+PpfL9fLyolAoycnJeG9TU5OysrKxsXFBQQG2KQMDg7lz53I7OoNxOJzJkycrKSnV1dV1x3eNAPT6MxjOx8eHTqfX19e379q7dy8AVFZW9nxUPYDfGQwA5syZU1lZmZqaeunSpfnz57fpFRISWr16dUZGRkVFxdatW/39/Y8e7VLJ0379+gHA9u3bDQ0N58yZ8+HD30Ucc3NzX7165e/vP3ToUAqFAgDl5eXf20hQUFBCQkJYWJiYmFhXdor0mLKystDQ0PpvhY4AYMyYMc3NzaWlpe0Hjxo1CgBev37dY+H1MH4JJisra25ufuLEifz8/Dlz5vB2ff78OSIiAivZKiMjs379euxpbNd3LCQkdPHiRS6XO3v2bGw72EeCJ0xaWtrLly+5PHVD8Nf5+fmbNm3y9PQ0MOi83gfSw6qqqpydnXmf6+bk5JBIpMGDBxcVFdnZ2T179gzvysjIIJPJioqKAgi0Z/C5RORyuWFhYUJCQmZmZtgifon4+fNnCQkJJyen7Ozs4uLiy5cvi4qKnj59msvlpqen6+npPXnypP0ZE7tErKmpwVvu3r1LJpNXr17N5XIrKyuZTKarq2tZWVlMTMz48eOtrKw0NTWxZycMBsPR0TErK6uxsVFLS0tZWTk/P//FN7zb/LfoxZeIFhYWffr0OXHiRHJy8oEDB5hM5pIlS7hc7pcvX5SVldXV1aOiotLS0vz9/RkMhqurq6DjJUr8zEWdJFh9fT2TyQwJCcEWee/BHjx4YG5uLiUlRafThw4dun//fmzMrVu3ACAlJaX9/tonGJfLxX4TgD1ounz5spKSEoPBMDExKSgoiI2NlZSU1NHR4XK5vr6+IiIiCgoKz58/b/81ERAQ0I3HpWf04gT7/Pnzhg0blJSU6HS6qqqqj49PY2Mj1vX69WsHBwfs16caGhoHDx7s9Nb93yt+5iJS/MxFaGYIgUBzcvR6aE4OBCEWSjAEIRBKMAQhEEowBCEQSjAEIRBKMAQhEEowBCEQSjAEIRBKMAQhECpfhCAEQuWLBAb9qVSvh/5UCkGIhRIMQQiEEgxBCIQSDEEIhBIMQQiEEgxBCIQSDEEI1KPli9rAJhu6du0a3tLY2Dh27Fh1dfWqqioAsLOzmzRpUrfsCxEIbK7LAQMG8DYePnxYRUWFTqcPGzYsLCxMULH1jI7PYFj5ojaNWPki4kJpbW2dN2/eu3fvbt++3adPHwBYunTpunXriNsjQrRt27a1mQ7x2LFjGzduXLlyZWJiooODg5OTU0xMjKDC6wkdziqF1XAoKCjgbTc2Np4wYQJ8m1UKx+Fwfm5iIGwexT///BNbXLZsmbi4eE5Ozk9s6t+oF88qhcnNzWUwGC4uLgoKCnjjwIED169fjy/OnTsXmzS6V/ruzL5dKV9ka2s7b948X19fUVFRbJbJU6dOaWhoMJlMGRmZWbNmvXv3rut5vmfPnjNnzly7dk1TUxNvxC8RCwoKSCRScnKynZ2dmJiYnJzcmjVr8KKJqamp2tradDp9xIgRsbGxhoaGS5cu7fquESJwOBw3N7dVq1aNGDECbywsLCwtLZ02bRreYm1tnZmZWVdXJ4gYe0LHCYaVL7p48SLe0r58EZVKzcvLy8nJwX6mU1JS3Nzc1q5d+/Tp05iYmKqqqjaTAfMRERHh4+Nz/vx57AzZHnZpum7dumXLllVXV587dy44OPjq1asAUFtbO23aNCkpqYyMjJCQEB8fn1evXhF6KYt0xfHjx8vLy7dt28bb+OLFCwAYMmQI3qKsrMzlcouLi3s4vB7TcX0wALC3t/f29n748KGuri4AtJ+enkKhvHjxIiUlRUpKCgCys7NpNJqjoyOVSh0yZEhkZOSbN2+6EsG9e/eOHz/er18/S0tL/iNnzpyJndAsLCyUlZUfPnw4e/bs6Ojo2traY8eOqaurA0BwcPC4ceO6sl+EOB8+fPDy8rpw4QKTyeRt//z5MwCIi4vjLdhr3rLdvczPly8CABUVFSy7AMDMzExYWNjIyOjkyZOvX7+Wk5MbO3ZsVyI4evToli1bmpubHR0duTwz0benpaWFv5aUlKypqQGAgoICERERLLsAQE9PD3tAggjQmjVrJk+ePHXqVEEHInj8fg9mb28fGRnJ4XAuXbqkp6enpKTUZgCeXQAwYsSI9PT04cOHe3l5KSkpjRs3rou1IAIDA729vcPDw2/cuOHn58dnJIPB4F3EsrGhoQGrK4uTkZHpyn4Rgty8eTMhIeHw4cPtu7AfGOw8hsHOXbw/SL3Mz5cvam/EiBFnz56tqKhITU2lUCiWlpZY2RT+sGpGU6ZM8fLy8vHxiY+P73r0AMBgMHgr5QAA9js0RFCioqJqa2sHDhxIoVAoFIqHh0dZWRmFQgkMDMQuNIqKivDBRUVFQkJCvPf2vcxPli9qLzMzMz09HQDIZLKBgcGePXs+fvz4/v37rofi6+trbGw8f/78t2/fdn0tVVXVuro6vMDUo0ePPn361PXVkW63c+fO3NzcnG82btwoJyeXk5Pj4OAwZMgQFRUV3j8tuHr1qrGxcS8ui/7dhxwYe3t7JyenCRMmyMvL8x8ZGxt75MiRY8eOaWtr19XVHT58ePDgwYMGDQIAFxcXJpMZGBjIfwtkMvnixYtaWlp2dnYpKSk0Gq0rb8Da2prBYKxevdrf37+hocHDwwM7JSKCoqCgoKCggC/Ky8tTKBQNDQ1sccuWLYsXL1ZSUjI0NLx+/XpsbOzdu3cFFGlP6CTBbGxsaDRa+8cb7W3evJnNZv/2229lZWXi4uL6+vqxsbEkEgkA8vLyuvgVJScnd/HixUmTJq1atSokJKSLq0RFRbm7u2tra2toaAQFBS1ZsoROp3dlXaTnLVy4kMViBQQEeHl5qampXblyBauV3mv1gr8nqKqqampqwl43NzeLiIgEBwcLNqSu6AVHHuGvkxrN/wp1dXVDhgxZsGBBbm7u06dP3dzcyGTyrFmzBB0XggD0gv+uIi4ufvv27aqqKkNDQxMTk9LS0vj4+E7vGBGkZ3RyD/avMHbs2Hv37gk6CgTpwL/+DIYg/2QowRCEQCjBEIRAKMEQhEAowRCEQCjBEIRAqHwRghAIlS8SGFS+qNdD5YsQhFgowRCEQCjBEIRAKMEQhEAowRCEQCjBEIRAKMEQhEACK1908+ZNEomUmJjI26ivr99myprXr1+TSKTjx4//+h4B4MqVKyQSiehppxYsWGBoaEjoLv7hWCyWp6enkpISk8lUV1f39/fHCwlMmzaN9L+WLVsm2GgJ1fF/uMTKF23YsIG3EStf1F3FwUxMTKhUakJCgqmpKdbS0NDw8OHD1tbW/Pz84cOHY43YlEO8RSf+mWbPnm1lZeXk5CToQP4RnJ2dk5KS9uzZo6qqmpKS4uXlxWazvb29AaC+vn769Onu7u744P79+wsuUsJ1fIloaGiYnZ39/Plz3sZLly51OO07l8v9iawTEREZP358QkIC3pKUlCQmJjZmzBjeebwSEhIUFRV5ywX802CTq2ZlZQk6kH+K6urquLi4gICAxYsXGxkZeXl52draYpU6AKC+vl5FRcWUh5qammADJpQgyxeZm5s/fPgQn5f33r17Y8eO1dPT402wxMRErFgZAJw+fXr48OE0Gk1GRsbBweHjx4/4sO91sdnsVatWSUlJiYuL29vb45M29+/ff8eOHdjr8vJyEok0d+5cfGv9+/cPCAgAgLS0NGNjYyaTKSoqOnHixIcPH2IDAgMD5eXlo6Oj5eTkNm7cSCKRSkpKnJ2d8Um8KRTKtWvX1NXVmUymjo7OgwcP+B+K3kRaWrq2tnbRov//G1c6nU4m//2TVldX14unGW1PkOWLzM3N2Wx2UlIStnj37l0jIyMDA4OkpCTskr2wsPD9+/dYVoeFhbm6utrb2+fm5l6+fPnRo0fW1tZcLpd/l5+f38mTJ/ft25eVlWVoaIgnlZmZWVpaGvY6KSlp4MCBKSkp2OKLFy8+fPhgbm5eVFQ0adIkeXn5+/fvJycni4mJmZmZlZWVYe+dxWIFBweHhYWtWbMG+yoJCgp69eoVtpHS0tJjx46dOXPm7t27zc3Nzs7OP/CZ9BZNTU3v378PCQmJiopav3491lhfXy8iIiLYwHpUhxUuHRwcSkpKAODBgwdYo66u7u7du6OiouBbhUsHBwcqlVpdXY0NOHz4MJ1O//LlC7ZYXl6emZnJf9a41tZWKSkpd3d3LpdbXV1NJpNTU1Ox2bazsrK4XO7Ro0fJZHJVVRWXy9XS0jI3N8fX/euvvwAgLS2Nf5eqquqsWbPwLuxrtbKyMjQ0VFxcvLW1lcvlLl++3NPTU0REpLi4mMvlnjp1SlZWlsPhrFu3TkJCorGxEVu3qqqKSqXu2rWLy+Vik6LGxMRgXU1NTQBw9uxZbNHBwYHBYHz69AlbDA0NBQAWi9V+0jz+x+ffDptRVFJSMjw8HG9kMpl2dna6uroiIiLKysqbNm1qf2R6DX7zIvZA+SIymTxx4kTsNiwpKYlOp+vq6vbr109NTQ27SkxMTNTR0ZGWlv769Wtubi7vozls4zk5OXy6WlpaiouLtbW18S78HtLMzKyuru7p06fYXoyMjPT09LCTWEpKyqRJk0gkUlZW1ujRo/GSLtLS0kOGDMnJycG3hlVO69DQoUPxKkrS0tIAgBVb+k8JCgqKiYlxdXV1cXE5cuQIAHA4HCqVWlxc7O7uHhcXt2LFiuDgYFdXV0FHSiABly8yNzd/+vTpp0+fEhMTDQwMqFQqAJiammKP7xMTE7HrQxaLxeFweHeHva6rq+PfxeVyJSQk8C789YABA9TV1VNTUysrK4uKivT19bGrXABITk7GdlpXV9emrI6UlBRvsVM+RXd4C89h84dz+ZY+65VGjhw5derUvXv3bty4ccOGDQ0NDWQyuaamJjs7e/78+fr6+h4eHlu3br1w4UIvrtch4PJF2KVdenp6SkoK/rze1NQ0LS3t2bNnFRUV2M+6iIiIkJAQ70mguroaACQkJPh0YT/lvNWoeCsbYbdhSUlJI0eOlJSUNDAwSE1NLSsrKykpwepoSkhItDntVFdX86Yr0qGysrLQ0FDemlJjxoxpbm4uLS1tP3jUqFEAgBfH6X0EXL5IWVlZWVn53r17ubm5eIFmU1PT2tra0NBQJpOpr68PAMLCwpqamvfv38dXxF7r6ury6aLRaIqKirwnUt7fa0+aNCktLQ27PgSA8ePHv3z58sqVK0OHDh04cCAAjBkz5vHjx83Nzdj4ioqK4uJiPpeF/8FzVIeqqqqcnZ2xB8uYnJwcEok0ePDgoqIiOzu7Z8+e4V0ZGRlkMllRUVEAgfaM7z3kwF6HhYUJCQmZmZlhi20echgYGOBrbdu2TVZW9sqVKy9fvszOzp41a9bgwYM5HA6Xy12yZMnq1au/dyO4dOlSKSkpUVFRbLMYNTU1KSkpS0tLvOXChQtkMnnv3r2vXr1KSEhQVlY2MTHptOv3338XFhY+fvx4bm6un5+fsrIyAFRWVnK53JqaGiEhoYEDB0ZFRWGDtbW1lZSU8FCLi4sZDIaDg0N+fn52draFhYWMjExFRQX320MO3oAZDIajo2NWVlZLS0ubI4M9dCktLW1/B/y9Y/JvZ2Fh0adPnxMnTiQnJx84cIDJZC5ZsoTL5X758kVZWVldXT0qKiotLc3f35/BYLi6ugo6XqLEz1zUSYLV19czmcyQkBBskU+CsdnszZs3Kysr02g0WVnZGTNmFBQUYF16enp4irZ35coVAJgyZQpv49KlSwFg//79vI2nT58eOnSosLCwrKysi4tLTU1Np13Nzc0uLi7i4uKioqJz587Fft35/v17rBc7HZWXl2OLq1evBoDr16/jm01LSzMyMqLT6aKiohYWFnl5eVh7+wTz9fUVERFRUFCoqalBCfb58+cNGzYoKSnR6XRVVVUfHx/8Yezr168dHBzk5OQYDIaGhsbBgwd5D2MvEz9zESl+5iI0M4RAoDk5ej00JweCEAslGIIQCCUYghAIJRiCEAglGIIQCCUYghAIJRiCEAglGIIQCCUYghAIlS9CEAKh8kUCg/5UqtdDfyqFIMRCCYYgBEIJhiAEQgmGIARCCYYgBEIJhiAEQgmGIAT6+fJFdnZ22PRm3cLT0xOvZ1NbW9tdm0UEgk/5otbW1q1btw4aNIhGo2lqasbExAg2VKJ1fAbDyhe1acTKF+GLS5cuXbduXXfF4eLicufOnVWrVnXXBhEBcnZ2Pnv2rI+Pz+3btx0dHb28vPbs2YN1+fr6+vv7u7u73759W0NDw8bG5tGjR4KNllgdziqFFTTBp4XCGBsbY1MXEjcNUFBQEADwThfVi/XWWaWqqqokJCTOnTuHt9jZ2Wlra3O53KamJgaDsXnzZqydw+GMGDHCzs5OMIES77tz03elfBHvJWJKSoqxsbGkpKSYmJihoWFycjL/9i76XlGiuXPnzpkzJyIiQlVVlcFgtKkPdPHixVGjRtFoNDk5udWrV2OVGX49GKSL+JQvevnyZVNT08SJE7F2Eolka2sbHx8vmEB7xM+XL8KxWCxra+vhw4enp6dnZmZqampaWlrW1NR8r72LkfEpSiQsLJyRkREfH5+enl5eXi4jI4PXB7p69aq9vf3UqVNzc3NDQ0OvXbvm4uLCJ8gfOljID2lfvqilpQUAeG805OTkamtrsdnOe6efLl80a9YsbDrRJ0+eAEBycjI28uvXr4mJiSwW63vtfE6pvJeIfIoSOTg4iImJNTQ0YF1hYWHwrT7Q2LFjDQ0N8bXCw8NJJNK7d+9+Ihii9dZLRFz78kW1tbVkMvngwYP4mBUrVgDA69evBRMiwX61fBFGXV192LBh9vb2fn5+jx8/FhISMjExwR4fddjelbTnU5QIW1RVVcXruGF1JWtqalpbWx8/fmxmZoavZWpqyuVyMzMzfyUY5Oe0L18kISExd+5cPz+/1NTUlpaWCxcuYPM6Uygd1wrvBX6pfBGGRqOlpKQsWLDg9OnTOjo6ioqK2LXl99q7gk9RImwRL9uF43K5TU1NbDZ7165d9G+w4s4fP378lWCQn9O+fBEAHDp0SEVFxcjIiEajHTlyxN3dnUwm47XUep/uKV/Up0+fPXv2vHjxorCwcPLkyQ4ODtgl2ffacbW1tXfv3uV+q0vS0tJCIpHodDqfokR8wmAymcLCwuvWrcvhUVBQgJ17Ow0G6Rb8yxf17ds3NTW1tLT03bt3aWlpDQ0NqqqqdDpdcPESqxvKF5WUlFy/fh17raamduLECQqFkpOT87123nUTEhLMzMwyMjKwxby8vAEDBtDpdD5Fifi9GTJZR0fnzZs3Q79RVlamUqlSUlJdCQbpFnzKFwHApUuXHj16NGDAAAUFha9fv0ZERNjY2AgsVuJ1cu1rb2/v5OQ0YcIEeXn57415+/btrFmz/P39ra2tAeDy5csAoKen97123nUtLS2VlJQcHR137Njx9u3biIiIbdu2YV0bNmxYsGBBQECAnZ1dSUnJhg0bTExMxowZwz/gjRs3zp4929/f39bWlsVi7dmzJzU1tbCwsCvBIN1i1KhRFhYWq1evrq+vHzZs2KNHj/z9/RcvXozd8V69evXBgwdBQUGysrL79+9vamrC66P3Tj9dvgh/isjlcsPDw7W1tUVERMTFxcePH3/z5k3+7bwKCgomT54sJiY2ePDgLVu28P4W+3tFifjXB7pw4cKoUaOoVKq0tPSMGTOKioq6HkxP6sVPEfmUL6qpqbG3t5eWlmYymebm5vn5+YINlVCofJEgoTk5ej00JweCEAslGIIQCCUYghAIJRiCEAglGIIQCCUYghAIJRiCEAglGIIQCCUYghAIlS9CEAKh8kUCg/5UqtdDfyqFIMRCCYYgBEIJhiAEQgmGIARCCYYgBEIJhiAEQgmGIAT6+fJFP6ShoWH79u0jR45kMpnS0tJ6enrHjx/HS9rwMWDAgM2bN//o7hDBQuWLcD9fvqjrqqurDQwM9u7da2VldenSpWPHjo0cOXLlypW2trZdyTHkXweVL/p/v16+iMPh8C9otHDhQgaDkZ2dzdt4/vx5AIiIiOA/L4+CgoK3t3en0/f8G/XWWaVQ+SLcL5UvsrW1nTdvnq+vr6ioKO8sk21UVFRcvHhxzZo1WlpavO0LFy5MS0vD57v/XqUiABASEtqxY4e8vLy4uLi1tTXexWazt2zZMnjwYBqNpqqqGhwcjK8iJycXFBTk6ekpJyfXZi2EaKh8Ea+fL19EpVLz8vJycnJiY2N5qzS0cf/+fTabPWPGjPZd+vr62HHnU6kIAC5fvlxRUXHz5s3w8PDExMTt27dj7evXr9+/f7+vr29eXp6Hh4eHh0dISAjWJSwsvH//fgUFhZKSkpycnMePH+NrIT0GlS8C+IXyRQ4ODlQqtbq6mv9Z8tixYwBQVlbGZwyfSkUKCgpjx47Fu5ycnLDF2tpaKpXq4+ODd7m4uKipqWGvFRQUJk6ciHctWbJEV1eXf5w9r7deIuJQ+aJfLV+koqLCWwClQ9jXVWtr6/cGdFqpyMDAAO+SlpbGvu2ePHnS0tKCX2wAgKmpaVFRUVVVFbbIe0UqKSmJau31PFS+CH6xfFGn2QUACgoKAPDixYvvDei0UhFvFS8SicTlcvHeKVOm4JWKsCKXFRUV2Mg29Y243y44kR6DyhdBd5Uv4sPQ0JBOp2PFFtoICAjIy8v7uUpFWG94eDhepig3N7egoEBZWfnn4kS6CypfxKsbyhfxJyoq6uzsfOrUqYSEBN728PDw3377LTc39+cqFWlqatJotMrKSrxSUZ8+fWRlZWk02s/FiXQXVL6IVzeUL8K4uLgwmczAwMD2XX5+fllZWZaWli4uLmZmZl++fImNjY2IiFixYoW9vT38VKUicXFxNze3rVu3ysjIjB079vXr1+vWrRs8eDBeBAwRFFS+iFcnCWZjY0Oj0b5XnZlXXl6eqKhoh13i4uJJSUmBgYEXLlwICwsTFhYeOXLkpUuXZs+ejQ2YP39+U1NTQECAt7e3pKTkjBkzAgICOt3jgQMHJCUlN27c+OHDh759+9rY2Pj5+XW6FtIDIiMjd+zY4efn9+HDh4EDB3p4ePz+++9YV0hIyMqVK52dnZubmw0MDO7du9e3b1/BRksoVL5IYNCcHL0empMDQYiFEgxBCIQSDEEIhBIMQQiEEgxBCIQSDEEIhBIMQQiEEgxBCIQSDEEIhMoXIQiB/g8J4xI3AUIXnQAAAABJRU5ErkJggg=="
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<image>Some teachers compared how many students are in their classes. What is the median of the numbers?
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39
| 476 | null |
39
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"
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<image>A food industry researcher compiled the revenues of several pizzerias. How much more did The Big Cheese make from cheese pizza sales than from vegetarian pizza sales?
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4
| 477 | null |
4
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"
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<image>Megan has $0.96. Does she have enough to buy a brown cat's eye bead and a blue glass bead?
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no
| 478 | null |
no
|
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"
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<image>Middletown High School's student council recruited teachers and students to serve on each of its committees. How many more teachers than students are on the budget committee?
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7
| 479 | null |
7
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"
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<image>How much money does Frank need to buy a square yellow bead and a bead with green and blue swirls?
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0.12
| 480 | null |
0.12
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"
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<image>A girl compared the ages of her cousins. What is the range of the numbers?
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7
| 481 | null |
7
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"
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<image>Destiny bought 2.3 pounds of dried apple. How much did she spend?
|
13.80
| 482 | null |
13.80
|
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"
|
<image>Emir has $0.16. Does he have enough to buy a piece of pink paper and a piece of striped paper?
|
yes
| 483 | null |
yes
|
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"
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<image>Look at the following schedule. Brad is at Rocky Cliffs at 11.00 A.M. How soon can he get to Oyster Lighthouse?
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2:00 P.M.
| 484 | null |
2:00 P.M.
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"
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<image>Principal Stanley reported the state test scores from some students at his school. How many students scored fewer than 40 points?
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1
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1
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"
|
<image>Evan has $0.08. Does he have enough to buy a green pipe cleaner and a small yellow button?
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yes
| 486 | null |
yes
|
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"
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<image>Some farmers compared how many tractors they own. Which farmer has the fewest tractors?
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Farmer Judy
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Farmer Judy
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"
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<image>The parks department compared how many basketball hoops there are at each park. Which park has the most basketball hoops?
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Riverfront Park
| 488 | null |
Riverfront Park
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"
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<image>How much more does a comedy show ticket cost than a figure skating ticket?
|
15
| 489 | null |
15
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"
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<image>In science class, Cora is learning about places with extreme temperatures. She learns that the highest temperature ever recorded was in Death Valley, California. She also learns that the lowest temperature ever recorded was in Vostok Station, Antarctica. The record-setting temperatures of the two locations are shown in the table. Which location's temperature was further from zero?
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Death Valley
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Death Valley
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"
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<image>How much money does Colleen need to buy 2 designer scarves?
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1,062
| 491 | null |
1,062
|
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"
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<image>Jaylen kept track of how long it took to finish his homework each day. According to the table, what was the rate of change between Friday and Saturday?
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7
| 492 | null |
7
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"
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<image>A magazine editor looked at her sales figures for the past 3 months. How many copies in total were sold in January and March?
|
4,541
| 493 | null |
4,541
|
"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"
|
<image>A shipping company keeps track of the number of boxes in each shipment they send out. How many shipments had at least 70 boxes?
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1
| 494 | null |
1
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"
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<image>For a science fair project, Emmett tracked the temperature each day. How many temperature readings were at least 10°C but less than 20°C?
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5
| 495 | null |
5
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"
|
<image>Brennan has $177.00. Does he have enough to buy a rocking chair and a desk?
|
no
| 496 | null |
no
|
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"
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<image>Each truck has 5 wheelbarrows. How many wheelbarrows are in 4 trucks?
|
20
| 497 | null |
20
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"
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<image>Look at the following schedule. Which class ends at 2.05 P.M.?
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Mr. Conway's class
| 498 | null |
Mr. Conway's class
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"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"
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<image>Principal Whitaker reported the state test scores from some students at her school. How many students scored at least 40 points?
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17
| 499 | null |
17
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