id
stringlengths 1
5
| Prompt
stringlengths 31
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| Answer
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38340
|
Franklin counted the number of problems on each of his tests. How many tests had at least 27 problems?
|
9
|
[] |
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"
|
38341
|
How much money does Jonathan need to buy a gift bag and a whistle?
|
1.21
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[] |
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"
|
38342
|
Look at Rashad's pay stub. Rashad lives in a state without state income tax. How much payroll tax did Rashad pay in total?
|
1,100.06
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"
|
38345
|
The school district compared how many math teachers each high school has. What is the median of the numbers?
|
8
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"
|
38346
|
Dalton looked over his calendar to see how many times he had soccer practice each month. What is the range of the numbers?
|
5
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[] |
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"
|
38347
|
Mia kept track of the number of games her soccer team won each year. According to the table, what was the rate of change between 2011 and 2012?
|
-4
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"
|
38348
|
Jonah kept track of how many boxes of cookies he sold over the past 5 days. What is the mode of the numbers?
|
4
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[] |
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"
|
38350
|
Austen counted the number of words per page in his new book. How many pages have at least 30 words but fewer than 50 words?
|
7
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[] |
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"
|
38351
|
Braden has $151. Does he have enough to buy a kitchen table and a nightstand?
|
yes
|
[
"yes",
"no"
] |
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"
|
38354
|
The members of the cycling club compared how many miles they biked last week. What is the median of the numbers?
|
96
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[] |
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"
|
38355
|
For a fundraiser, the children in the art club made greeting cards and kept track of how many they produced. How many children made exactly 2 greeting cards?
|
7
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"
|
38358
|
Ezra's P.E. class participated in a push-up competition, and Ezra wrote down how many push-ups each person could do. What is the largest number of push-ups done?
|
90
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Pz4e/V/T7j9tSUlKJiYk2NjY1NTW5ubl79uwh9/f/+usvAIiKilq7di2Xy921a9eBAwfU1dX3799P7nb+I0ZGRocPHzY2Ni4sLHzy5ElycjK5ciCjEN7e3jNnziTH5BkzZpBPKTswNDS8fPnylClTioqKTpw4YWlpSbYbANDQ0MjNzf3888+rq6uPHDkiLy+/cuXK9PT0Tk+i3ktXVzcmJubatWtPnjwZPXp0eno6uc83c+bMxMTEIUOGJCQkZGVlubu7X716leyDli1bZmZmVl9ff/HiRWqLp0RHR2tpaZWVlRUWFnZ4SViRjx8/nkajFRUVdefsWvB67z5yrkGn01NTUx89enTz5k0Wi5WQkEAOkgMGDLh06RJJsOPHj5uZmaWlpVH3kARbuXLlgQMHBg8efOLEievXrzs5OV28eHHChAndDKyrNSh4Uzx9+rS/v39JScm2bdt+++23cePGZWVl8d487qbZs2evXLlSS0vr/PnzhoaGO3fuBL5lu379ek1NzXPnzqmrq0dERLDZbABwdXVNTEwcOHBgQkJCTEzMy5cvIyMjyW0dACCfbpB7b9DpDfpPjei+XN0DYv19O3Iav3nz5t4OpDd9+muwZ19xIzfCZWRkyGdy7z9uI0myYsUKANi+fTv5AAlJErLLnjdvHrkpiLn97+Lk5OTl5VVVVRUVFdXbsSBhunXr1t69e5lMJrVmadx/eGsEISQW8LiNkGTC3EZIMmFuIySZMLcRkkzSvp19AwQhJO7wuI2QZMLcRkgy4efbCKjrsqNBQb0bCRIiPG4jJJkwtxGSTJjbCEkmzO1PSHl5ub+/P4vFkpeXV1dXt7Oz+/XXX3sxnjt37pCqwMLqsK2tbfr06YqKiqQaPBKp99ddQR/Hs2fPrK2tjY2NN2/ebGRk9Pr16/j4+FmzZr17947UTv/ll19u3LgRHx/f25H23JUrV06cOLFz584eFCpB/xTm9qfixIkTr1+/PnXqFFVj2MnJqbm5OScnh+T2zZs3ezVAISD1Xry9vfnrKCOhw3PyTwWHw6HRaOQBHZQTJ07s27cPABwcHOLi4g4ePEg9D/DYsWMWFhZycnJaWlqLFi2iKmbOmjVr5syZO3fu1NPTU1BQcHd3r6urCw8PV1dXV1NTW7x4sbAC7iqAtra2b7/9lsViMRgMUuL37du3ABAZGUlOxTU1NcljQJBoCb8eDOqR4uJiWVlZc3PztLS0t2/fdni1rq7OysrKx8entraWw+EkJycDQHh4+B9//JGRkaGvrz9nzhzS0tfXV19ff+nSpY2NjVevXqXT6UOGDPnpp5/evn1LSuqdO3euQ+dzfvmF/Oswn1S97rSyj4AAoqOjGQxGUlJSSUkJKQZGimG9ffv2wIEDAFBSUkI9zAyJDub2JyQlJUVfXx8AZGRkxo4du27duqqqKupVGxubefPmkf9bW1vb2tpSLx05coRGo5HGvr6+TCaT1OXkcrnDhg0jz34i1NTUNm3a1GHcHuS2gADq6uoqKyupl5YuXUoFQIryUg+IRiKF5+SfEE9Pz8rKykuXLq1YsYJGo61evZrFYlFFqiltbW23bt3iLU5Ong71n//8h0yyWCzqQZZMJtPMzIxqyWQySUH4DyE4AC6Xu3btWh0dHTqdTqPRtmzZ0s2H+CDhwtz+tEhJSdnZ2a1du/bKlSvl5eVmZmZsNpsUwac0NzdzOJwNGzYw/kaewvX8+XPSoMOj5DtMcj/4W8aCAwgODj5z5syxY8fIkwlXrVr1gcOhnsH75J+KhoaGt2/f8j5NwcjIKCwsbO7cuQ8fPhw0aBA1X0FBQUZGJjQ0dMGCBbw9aGlpfZxQBQTA5XJPnjwZGRlJHmwMfE/8Qx8N5vanYty4cUwmMzs7m/cJWKWlpXQ6nfrEiBxypaSkrKysKisrTU1NyfyWlpaqqqruPGpHKAQE0Nra2tzcTJ77BQD19fUnT57scPMffRyY25+KDRs2eHt7Ozk5sdlsQ0PDxsbGzMzM7du3f/XVVyRpVVRUbt++ffv2bQMDg+XLl8+YMSM6OtrLy+vt27cbN268cuVKSUkJ/zM6P9zt27d5z+rl5eXHjx8vIAArK6v4+PjJkyfX1dUtX77c09MzLi7ujz/+MDY2FnpsSJBevI+HOrh8+bKXl5e+vr6srKy2tra9vf2RI0fa2trIqxkZGWpqampqauRDrISEBAsLC1lZWVVVVQ8Pj9LSUtLM19d33LhxVJ/jx4/39fWlJlksVnh4eIdxBd8n76Bfv37k1a4CKCwsHDVqFIPBMDMzO3nyZFVVFYvFUldXr6iowPvkHxP+fhvh77clE14IISSZMLcRkkyY2whJJsxthCQT5jZCkok255dfejsGhJDw4XEbIcmEuY2QZMLvriD87opkwuM2QpIJcxshyYS5jZBkwtwWY8nJycrKytOmTRPdEJcuXXJwcGAymRoaGm5ubkVFRZ02e/z4sa+vr46OTt++fW1sbE6ePCm6kFA3YW6LpZaWlkWLFvn7+zOZTNGNcuvWrUmTJunq6qakpMTFxdXU1EycOJG/+FlLS4uzs/OjR4/S0tJu3rzp7Ozs5eX1+++/iy4w1B1Ym0EsFRYWZmdn5+fnh4SEiG6UpKSk/v37HzlyhBRO6d+/v7m5+ZUrV9zd3Xmb3blz5/79+1evXh01ahQArF279vDhw4mJiRMmTBBdbOi98Lgtllgs1vXr10VdyWTjxo3379+nKiKR6itdFUiSlv7/44ScnBx+ttrrMLfFkoqKiqKi4scZq62trb6+/tatWwEBARYWFpMmTerQYOTIkSNGjFi7du2LFy/a2tqOHj1aXl4+f/78jxMe6grmNnqPy5cvM5lMKysrBoORlZUlKyvboYGUlNTp06erqqo0NDTk5OT8/f0PHjw4duzYXokWUTC30XuMGDEiOzs7Pj7+2bNnDg4OL1++7NCgtbXV29tbXl7+woULN27ciIiI8Pf3v3jxYq9Eiyh4Lw29h7Ky8vjx48ePH+/h4dGvX7+tW7euX7+et0FiYmJubu6TJ090dXUBYMSIEXfu3ImMjLx69WovhYwA8LiNBDh79mx2djY1yWQyWSxWWVlZh2alpaXKysoksQljY2P+Zugjw9xGXdqzZ09QUFBbWxuZbGxsLC8v79+/f4dm/fr1q6+vr66upuaUlpYaGRl9tDhRp/CcXCw9ePDg0aNHAPDq1StZWVlydDU1NdXW1hbiKGFhYZ999pmPjw+bzeZwOFu2bGltbe3wnCAA8PT0jIyM9PX13bRpk6qq6pkzZ9LS0sjjeFFv6uX66KhHwsPD+VdlXFxcz3rr6tkDXC73woUL9vb2TCZTTU3N0dHx+vXrnfbwxx9/eHl5aWtrKyoqDh8+PD4+vmeRICHC328j/P22ZMLrbYQkE+Y2QpIJcxshyYS5jZBkwtxGSDJhbiMkmTC3EZJMmNsISSbMbYQkE+a2uDp16pSNjU2fPn0MDAzYbDb/z6qFpaioyNTUVKRFF5EoYG6LpczMTA8Pj+HDh586dWrdunWpqanz5s0TxUAHDhwYM2YMby00JC5wnYmlrVu32tjY7N69m0w2NTUFBwc3NjYqKSkJd6A1a9YkJSUVFBRs2rRJuD0jUcPcFkv79++nflYNAAYGBgBQW1sr9Ny+du2avr5+QUGBcLtFHwHmtljiLXICABkZGXp6eqIoh6Cvry/0PtHHgbkt9k6dOrV79+5Dhw51VTkc/Tvh1iDeUlNTp0+fvmLFis8//7y3Y0GfFsxtMRYXFzdjxow1a9ZERUX1dizok4Pn5OIqMTGRzWbv2bPnyy+/7O1Y0KcIj9tiqaysbN68eVu3bsXERl3B47ZYWrFihaGhobm5OW/9cDMzM01NTSGO8urVq8LCQgB48OABh8MhY2lra5uamgpxFCQimNtiKSsrq76+/rPPPuOdeezYMR8fHyGOkpeX5+LiQk2S4ebNmxcfHy/EUZCIYG6Lpbq6uo8wyuTJk7EMrvjC622EJBPmNkKSCXMbIcmEuY2QZMLcRkgyYW4jJJkwtxGSTJjbCEkmzG2EJBPmtrjat2+fhYWFgoKCgYFBYGCgiOqcFhcXT506VU1NTV1d3dXV9e7du4LbFxUVycjI4I/JPwWY22Jpx44dgYGBM2bMOHfu3Pr161NTU4X7TXKiurrawcGhvr7+6NGj8fHxz58/d3Z2bmho6Ko9l8sNDAwUehioZ/D75GIpISHhyy+//PbbbwHAzs7uzZs3ISEh9fX1ysrKQhzl0KFDjY2N6enppNsBAwYMGTIkJydn6tSpnbbftWtXdXW1k5OTEGNAPYbHbbF05cqVffv2UZMMBoNGowm9XhqbzS4oKKD2F1Q11U4bP3v2bOXKlb/88oucnJxww0A9g7ktxlpaWl68eHHu3Lm1a9ey2WyhFzBWUVEZNGgQNZmRkUGj0caNG9dp48WLF0+aNMnV1VW4MaAew9wWY1FRURoaGm5ubjNmzNi5c6dIx6qsrAwJCfHz8zMxMeF/NSMjIzMz8+effxZpDOgfwettMebn52dra1tUVBQdHV1VVXX8+HERDVRaWurk5GRhYREbG8v/KnmqSVRUlI6OjogCQD2AuS3GDA0NDQ0NnZychg0b5ujo6O/vL4r7WDdv3nRxcbG1tU1ISGAwGPwNVq9erauru3DhQqEPjT4EnpOLn3fv3h07dqykpISaM3LkSAAoKysT+lglJSWTJk1yd3dPTk7uNLEBIDk5+fr167KystLS0tLS0mlpaQkJCdLS0vikod6Fx23xIysru3jxYi8vL+pZf3fu3AGA/v37C3eg1tZWDw8PR0fHvXv30mi0rpqdO3eupaWFmgwNDVVQUNi4caOxsbFw40H/COa2+KHRaEuXLl21apWWlpaTk9OTJ08iIyPNzMwmTJgg3IF27dpVXl4eHR2dk5NDzdTV1eW9eQ4AHSaVlJT69Oljbm4u3GDQP4W5LZbCw8OVlZV37ty5ZcsWVVXVzz77bOPGjbKyssIdJSsri8PhTJs2jXdmYGDgrl27hDsQEgUaFrJEvjt2kP8cDQrq3UiQEOG9NIQkE+Y2QpIJcxshyYS5jZBkwtxGSDJhbiMkmTC3EZJMmNsISSbMbYQkE+a22Js1axaNRvvzzz9F0TmHw1m9erWenp6iouLYsWOvXr3K3yY2NpbGx9TUVBTxoO7D75OLt7Nnz6akpIiu//Dw8CNHjmzbts3Q0PDnn392cXEpLy/X0NDgbePp6dnhlyFhYWGY270Oc1uMNTU1BQUFBQQEiKig0tOnT2NiYo4dO+bt7Q0AlpaWBw4c4HA4HZrp6enp6elRkxcuXCgpKUlLSxNFSKj78JxcjK1Zs0ZTU9Pf319E/Z8+fVpBQcHd3Z1MysvLBwcHCy6c1N7eHhYWFhYWpq+vL6KoUDdhbourwsLCmJiYPXv2CL10MaWoqKh///4nTpwYOnSosrLyuHHjrl+/Lvgtx44de/LkyfLly0UUEuo+zG2x1N7eHhgYuGjRIgsLC9GNUltb+/Tp09jY2G3btqWlpcnJyTk7O3dVn5zYtGlTcHBw3759RRcV6ia83hZLO3fufPbs2Zo1a0Q6Smtr64sXLwoKCrS1tQEgOTnZ0NBw9+7dkZGRnbbPzs6+d+/eqVOnRBoV6ibMbfFTXV29atWq48ePKygoiHQgJSUlHR0dktgAoKqqamZmdv/+/a7aHz9+fMyYMf369RNpVKib8Jxc/GRmZtbX10+ZMoXUFSVFTk1NTcndbCEaNGjQy5cveSvztLW1CXgkUGZm5sSJE4UbA+oxzG3x4+HhUVRUdOdviYmJAJCenr5161bhDjR58uS//vorIyODTNbW1hYXFw8dOrTTxpWVlRUVFVZWVsKNAfUYnpOLHyaTyWQyqUnygfPAgQMNDQ2FO9CIESOmTZvm5+cXGxurpqa2Zs0aJSWlrj5yq6ioAACsW/zpwOM2EuTw4cNeXl4LFy50c3Oj0+nnz5/v6omCz549AwDhPiQYfQisc4qwzqlkwuM2QpIJcxshyYS5jZBkwtxGSDJhbiMkmTC3EZJMmNsISSbMbYQkE+Y2QpIJc1ssbdmy5ePUFS0uLp46daqampq6urqrq+vdu3c7bfbq1augoCADAwMlJaVRo0YJKJYWHx8/bNgwRUVFQ0PDhQsXvnjxQhRhI8DfioipxsZGQ0PDgwcPUnNE8Vvu6upqBwcHU1PTo0ePkmLGzs7O9+/f71BWpb29fdq0aQ8fPty0aZOuru6+ffs8PT2vXbtmY2PTocPDhw8vWLBgx44dEydOfPz4cWBgoLe3d05OjtAjRwAAXCSGwsLCLC0thdXbnF9+If86zN+0aRODwairqyOT9+7dA4C0tLQOzUgRtXPnzpHJ1tZWHR2dsLAw/oFcXFwmTpxITcbHxwPA06dPhfWHIF54Ti6WGhoa+vTpI+pR2Gx2QUEB9dMuAwMDAOCvl2ZhYXHv3r3PPvuMTEpLS+vo6HRVVk1a+v9PFUmZBy7+Wkk0MLfFUmNjo6KioqhHUVFRGTRoEDWZkZFBo9HGjRvXoZm8vLyZmZmMjAyZfPz48d27d21tbfk7DAgIyMrKOn36dHt7e3V1dWxsrIuLi66uruj+hH8zzG2x1NjY+OLFi6lTp6qoqOjo6Pj4+Dx+/FikI1ZWVoaEhPj5+ZmYmAho9u7duzlz5hgbG8+bN4//VU9Pzx9//NHDw0NOTk5XV5dOpyckJIgs5H87zG1xVV1d7ejoeOrUqS1btuTl5Tk6OjY1NYlorNLSUjs7OwsLi9jYWAHN3rx54+bm9vDhw/T09E7LqqWmpoaHh0dHR+fn52dkZDQ0NMyePRvPyUWlty/4kRDk5eUBQFJSUs/e3tW9NCI/P19DQ8PT07O5uVlAJ7W1taNGjTI1NX348GFXbVgsFpvNpiYLCwsBIDMzs2dhI8HwuC0JyBMIHj58KPSeS0pKJk2a5O7unpyczGAwumrW1NTk6urK5XKvXLnSVQ3jtra2Bw8eDB48mJpDiquVlZUJPWwEeE4ujjgczvz5848dO0bNIZ9CDRgwQLgDtba2enh4ODo67t27V/CTiUJCQurr68+dO6emptZVGzqdrqenx1vevLS0FACMjIyEFzL6f/jdFfEjLS3d1tbGZrNfv35taWlZVlYWGRk5ZMiQKVOmCHegXbt2lZeXR0dH8369RFdXl/fmOQAUFBQcPHhw3bp15BybUFBQsLa27tBhUFDQ999/b2Vl5ejoWFNTs3TpUlNT0wkTJgg3bPRfvX1RgHqiubk5PDy8f//+DAZjwIABISEh5CEBPdPV9baHhwf/BhMYGNihWad10U1MTPgH4nA427dvNzc3V1BQ0NPT8/X1ffToUY/DRoJhnVOEdU4lE15vIySZMLcRkkyY2whJJsxthCQT5jZCkglzGyHJhLmNkGTC3EZIMmFuIySZMLfF1YsXLz7//HMmk6miouLl5fX06VOhD3Hz5k0an2fPnnVoFhsby9+sq7qriYmJQ4cOlZOTMzQ0jI6OFnrMiIK/FRFLbW1trq6uAPDrr79yudxvvvnGy8uL/BpMiBobGwEgJSVFRUWFmqmqqtqhmaenp7m5Oe+csLCwTnM7KyvLx8fnq6++io2NvXz5ckREBIPBCA0NFW7YiMDcFkspKSl37tx59OiRtrY2APTr1y83N7e1tZUqWiYUJLednJyUlJQENNPT09PT06MmL1y4UFJS0mmJ8vXr19va2u7YsQMAxo8fX11dHRUVtWjRIsE/IEU9g8tULKWmpjo5OZHEBgBTU9Mvv/xSuIkNAA0NDQDwj4outre3h4WFhYWF6evr87969+5d3l90ent719TUFBUVfXioiB/mtlgqKioyNjb+7rvvDA0NVVVVp0+fXl1dLfRRGhsb5eXl/9FB9dixY0+ePFm+fHmnr7a0tPDugLS0tACgvLz8A+NEncLcFku1tbVJSUlPnz5NSkrav3//jRs3vL29hT5KY2OjjIxMcHCwrq4uk8kcP378tWvXBL9l06ZNwcHBHR48Qhk4cGB+fj41WVxcDH+f+SOhw9wWS62trWpqanv37rWxsfH09NyzZ09ubu6VK1eEOwqHw6HT6XJycgkJCceOHZOWlp4wYUJXjwQDgOzs7Hv37i1YsKCrBmw2Oz09/cCBA83NzXl5eevXr4f/fRoBEqbeLg6BesLIyMjX15eafPPmDQDs2bOnZ70JrnNKefv2rYaGRnBwcFcNAgMDx44dK6AHDocTEBBATvINDAyOHDkCWOdUZPC4LZYGDRrE+1Ce9vZ2+PsRPKKjoKDAYrEEVFPNzMycOHGigB7odPqePXtqa2vLy8srKirI9XaHz8+QsGBui6XJkydfvnyZSu/s7GwAGDp0qHBH2bhx46pVq6jJhoaG+/fvd1VNtbKysqKiwsrKSkCHly5dOnnypKqq6oABA+h0enx8vI2NjY6OjnDDRgRe6oglf3//rVu3uru7r1+//vXr119//fXkyZNHjBgh3FE0NTUjIiLevXvn5eVVV1e3adOmtra2kJCQThtXVFTA3yXHu1JUVBQWFrZt2zZra+v09PTjx49nZmYKN2ZEwdwWS0pKSr///vvixYvd3d1lZGSmTp26bds2oY9C7orFxMTs3Lmzb9++o0ePzsvL61DAmEK+i0o99LNTQUFBtbW1UVFRNTU1pqamKSkpWMBYdLDOKcI6p5IJr7cRkkyY2whJJsxthCQT5jZCkglzGyHJhLmNkGTC3EZIMmFuIySZMLcRkkyY22JJXV2dv7To8ePHhT5QcXHx1KlT1dTU1NXVXV1dBfx4+/jx40OGDJGXlzcxMdm/f39XzeLj44cNG6aoqGhoaLhw4cIXL14IPWZE4PfJxdLJkydbW1upycLCwrCwMAsLC+GOUl1d7eDgYGpqevToUQ6Hs3r1amdn5/v37/OXVUlPT587d+66descHBzOnz8fEBCgp6c3efLkDs0OHz68YMGCHTt2TJw48fHjx4GBgd7e3jk5OcING/1Xb/+AHAmBra3tokWLevz2rmozbNq0icFg1NXVkcl79+4BQFpaGn8PZmZmISEh1OTBgwdv377N38zFxWXixInUZHx8PAA8ffq0x5EjAfC4LfaSkpKKiopSU1OF3jObzfb09KR+2mVgYAAAvDUhiLKysuLi4ri4OGrOF1980VWfvBWUSDEJLv5aSTTwelu8tbe3f/vtt8uXL1dTUxN65yoqKry/6MzIyKDRaOPGjevQjBQhbm5udnBwYDKZpqamvHnOKyAgICsr6/Tp0+3t7dXV1bGxsS4uLrq6ukKPHAHmtrhLSUl58uRJV/UShKiysjIkJMTPz8/ExKTDS7W1tTQabcmSJV999RUpq+Tn53fu3Dn+Tjw9PX/88UcPDw85OTldXV06nZ6QkCDqyP+1MLfFW2xs7MyZMwVXRPhwpaWldnZ2FhYWsbGx/K+2trZyudyVK1fOmjXL2to6JiZm9OjRP/zwA3/L1NTU8PDw6Ojo/Pz8jIyMhoaG2bNn4zm5iGBui7Hq6uqcnBwfHx+RjnLz5k1bW9uRI0eePn2awWDwNyBPFOKt6GRnZ3f//n3+lsuWLZs7d+7SpUuHDRvm4uJy6NChs2fPXrhwQXTB/5thboux8+fPMxgMOzs70Q1RUlIyadIkd3f35OTkThMbAMg1Oe89tra2Nv6iq21tbQ8ePBg8eDA1hxRXKysrE37cCHNbrF28eNHMzKyrlPtwra2tHh4ejo6Oe/fuFfDkoFGjRqmqqqakpFBzcnJy+Iuu0ul0PT093uN5aWkpABgZGQk5bgQA+N0VsVZRUSG4rugH2rVrV3l5eXR0NO/XS3R1dTuUQ5SWlv7uu++WLVumpaU1ZsyYI0eO3Lp1KyYmhr/DoKCg77//3srKytHRsaamZunSpaamplgOUUQwt8XYs2fPuqo6KhRZWVkcDmfatGm8MwMDA3ft2tWhZWhoaFtb2/bt2yMiIgYOHJiYmDhmzBj+Dr/55ps+ffrExMQsWbJERUXFwcFh48aNojvv+JfDOqcI65xKJrzeRkgyYW4jJJkwtxGSTJjbCEkmzG2EJBPmNkKSCXMbIcmEuY2QZMLcRkgyYW6Lq49TMLSbdU4fPnw4e/ZsbW1tJSUla2vrkydP9m7YCDC3xRQpGBoUFFRUVHT48OHs7Gxvb2+hj0LqnNbX1x89ejQ+Pv758+fOzs4NDQ0dmjU2Njo6OpaVle3evTstLc3ExMTLy+vy5cu9FTb6r94txYh6RrgFQz+wzumpU6fk5eUfPnxIJjkcjra29pIlS0QdNhIMj9vi6iMUDGWz2QUFBe+tc+rm5tbU1NSvXz8ySafTZWRkuvq9N9Y5/Wgwt8XSxykY2s06p5Q3b978+eefixcvbmhoCAgI6K2w0X/19okD6qHt27fT6XRyGLS3t3/9+nWPu+rqnJzXw4cP1dXVFyxYIKAN2aJMTEzy8/M/QthIMDxui6WPXDBUcJ1TyuXLl0+cOGFubu7k5JSbm9vrYf/b9fbOBfUEi8Vis9nUZGFhIQBkZmb2rDfBx+38/HwNDQ1PT8/m5uZudmhvbz9u3Dj++cINGwmGx23x8zELhnanzumdO3c6PELUysqKPxisc/qRYW6Ln49WMLSbdU4vXbrk6+tbVVVFzblz507//v17K2xEYC1EsfRxCoZ2s87pnDlzNm/ePGXKlO+++05VVfXEiRMXL148fPhwb4WN/qu3LwpQT3A4nO3bt5ubmysoKOjp6fn6+j569KjHvXV1ve3h4cG/wQQGBvL3UFZWNnPmTG1tbUVFxREjRhw6dOgjhI0EwzqnCOucSia83kZIMmFuIySZMLcRkkyY2whJJsxthCQT5jZCkglzGyHJhLmNkGTC3EZIMmFui6vExMShQ4fKyckZGhpGR0eLaJQHDx5MnTpVSUlJWVnZx8fn+fPnIhoICR3mtljKysry8fGxs7PLzMxks9kRERE///yz0Edpbm52dHSsq6tLTU399ddfS0pK3N3d8UvK4gJ/ByaW1q9fb2tru2PHDgAYP358dXV1VFTUokWLBPwSsweOHj1aXV2dl5enoaEBAP369Rs8eHBmZqazs7MQR0EigsdtsXT37l3en0Z6e3vX1NQUFRUJd5SsrKzRo0eTxAYAU1NTFot1/vx54Y6CRARzWyy1tLTIyMhQk1paWgBQXl4u3FHKyspYLBbvnAEDBpCCCujTh7ktlgYOHJifn09NFhcXA0BjY6NwR6mvr+/bty/vnL59+9bV1Ql3FCQimNtiic1mp6enHzhwoLm5OS8vb/369fC/Zf0RwtwWSwsWLFiwYEFAQICCgsL06dO/+eYbANDU1BTuKCoqKvX19bxz6urqVFRUhDsKEhHMbbFEp9P37NlTW1tbXl5eUVFBrrfNzc2FO4qJiUmHq+vS0lLeQqXoU4a5LZYuXbp08uRJVVXVAQMG0On0+Ph4GxsbHR0d4Y7i7Oycl5dXXV1NJm/cuPH48WNXV1fhjoJEBHNbLBUVFc2cOXPnzp03b95cs2bN8ePHo6KihD7KzJkzWSyWt7c3eYjX3LlzHR0d7e3thT4QEgW8+yKWgoKCamtro6KiampqTE1NU1JSRFEJWFZWNjMzc9GiRR4eHtLS0tOmTdu6davQR0EignVOEdY5lUx4To6QZMLcRkgyYW4jJJkwtxGSTJjbCEmm/wMl3HvfkQkibgAAAABJRU5ErkJggg=="
|
38359
|
In trying to calculate how much money could be saved by packing lunch, Brett recorded the amount he spent on lunch each day. According to the table, what was the rate of change between Tuesday and Wednesday?
|
1
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[] |
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"
|
38360
|
How much money does Tony need to buy a blue plastic block and a shapes stencil?
|
1.55
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"
|
38361
|
Erik has $160.50. Does he have enough to buy a beach umbrella and a picnic table?
|
no
|
[
"yes",
"no"
] |
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"
|
38362
|
Ezra counted the number of articles in several different magazines. How many magazines had exactly 28 articles?
|
4
|
[] |
"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"
|
38366
|
Miss Solomon ran a sit-up competition among her P.E. students and monitored how many sit-ups each students could do. What is the largest number of sit-ups done?
|
79
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"
|
38367
|
Some dealerships compared their vehicle sales. Which dealership sold the fewest vehicles?
|
RV City
|
[
"Ledbetter Auto Mall",
"RV City",
"Truck Town",
"Ben's Used Cars"
] |
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"
|
38368
|
A researcher asked people how many letters they had written in the past year and recorded the results. How many people did not write letters?
|
3
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[] |
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4nXQcAIICp/yHG+ujkJ870BPC3r3Ma3gvnz1/amLcCwDSM97ffI1fxy8ozAcAE+Pez54/ffb8aT+rgW2uOz5wiuila2BgBABTg8d8ETH94OE9w3xGzpn9pXg00OyHOAPAzZvXKysr7t0rGGw9ZMCAwddzsl6/fp17IxsA7Ie4MK7/I+61uXlfunJzM0sASE9/W7n7UB9lZRUAGDTQFgCqql40Nzd/xA19AkpKnrT5zGLFqqWi37oN9aajAd65VQsK8gDA0324jIwMANDT0g+ReyNbIBBISUnp6ug/e/5UIBAYGhhVV1fdKXjb4y9g5Jt2hNYDbQGgtOw5AGRmpQFAP6tBXC1tAHB2civ981VhfqmMjMyoUUGK3RRzcq8+e1ZSXV11NfuyvLz8h5fUacjPHXi1NQBwPSer74C3JzXk1/Fral6++4q1tTz6wvSQceLjJU/fNm7T1n7bfG31is18fu3F1OS4A7FxB2Ipipo+bfZPq9o2X6Nf/Lfycox6mADAEDvnqqrKhKMHc3Kv0ungIJYO4uv/R3i8GgCI+W1DzG9vW86JV66m+qbDnby8An1BKBTSz2xJw2Kxuusbio+oqqmLLos/BO/YqpUvKgBAlfOmyZho874X/fxsaWnpZ91DfLzk6RP63QgA1NT+9mC1CIUAUP2yCgA4HNX261TspjgqIGhv3I6TiQkaGppCoXCYz0j6zaBLIZ8OHBVVAOhr2X/xVz+Ij4teFR1RUeHQF5Z/+1PvXuai8e7d3z6T6I5PNK6W9pGDSRWV5VezL2dcvrhv/86dsb/a2TiOGf235mtWfQcoKSrduHWd/tjMYYhLVVUlAGRkpt66ldO9u2FH6/9H6CfN+MDJAf5vo61bt/e3nJNA7/7MQry/3ju2qrqaBgDU8N685byoqmy/kleNjfRiVfXbY8D085PFYu2N/dvHZ1Z/RUNHVJQ5AEAfwKKVV5TRlbBYrCmfheyN25F09gR9QKoL7lZAV9izGGw9BADKy0tdnD28vUZYWQ3k1daw5eXl5OTod/XXr982X6NH6uvrAECxmyJ9OFCaxfL2GuHtNUJKSqqpuUlFhSGtGxoaft26/seVS7Q0uX6+o9esjJ40YToAPH3WtvmatLT04MH2JSVPUi4kmfY219TUMjXto66uceSPOH4dX3zi8G7ipbZfpO91bS2PrpzL1WloqGd8n0Ef7h1btXdvcwBIuZBEP5eOHjsofkUtLW0AoOeGAJAg9tsB/QezWCyBQKCjo+ftNcLdzYdXW9Pa2kq/+N/BztYRAG7l5ZSVlwLAtZws8746/QYZNr5qBIBBA20s+lhdvXb5wsWzXC3toa5e/9ZG+Bd1ajos/+GrQbY9xX+uZKX7ePlZWvSrqCz3Gm634Os5I0Y6z5oz+VLaeQDQ5uoCwOvXr8dP8qWPDOno6AHAth2b580PLq8oi5q/FAC+//HrueGffx4yLuizEeGRMxjfzxUUFI4eP7R+08rRgZ7LfvhqftTMg4d+Z7FYbkMZmq/Z2zkDwMNHDxzsXQGAoqghtk70Z2P2H5wOdKlRX4Ut+TayfeWzQiMUuymeOXti/CTf8MiQgLHuIbMnlpU9/8fbFIl5x1ad8lkIRVEFhfnD/BxDZk3ctTtGfI/S02M4ACSeOTYteOzoQM8XLyoAgP5+iqam1pTPQgBg/MThC76e4zfKddacyRujV8vLy7+7GG/PEYMG2jQ3Nw/3c5wXOWPy1AAAmD1zvpKiEv0HkyfNeP36dXlF2dgxkz56Evqf6tR0qHxR8ehxsfhPQ0O9jIxMwuFzE4OmlZU/37d/J4vF+mHZz98sXgkAhoZGc2Z/qdhN8dq1TPoxnjs7ytS0T20tLz3jYktLS8DIcbu2HTIztTiSsD8tPWWYt/+Zk5e1O/gi3cF9iZMnzSgqvrd128bEM0dtbByOHUmhP1Bog/5UAsQOMYhCQfSr91q2dI2WJvfhoyL6eFibynsYGp86nubm6nXlStrRYwdNe/fZv+eEh/uwD9+YqL13bFVLi36bN+zU1dW/fefm02d/xu6IF/9y2phRE+aHL9LS5F68dE5f3+DnNTEA8Or1K/q3a1ZGf71wOZstv2ff9pKSx8Gfhx0+0GGPPxEWixV/IGnalJkNDfWHDu9RVlYRPbFp3p5veogGjeuKuxVAd8rD0wEhmuScG0ogEGjpyQBAVkZh715mRGpY/dN3P6373nqQXfLpK0QKeLflS7BTHkKdbsOmVSkXkzKvpAHA0kUrSJfTIfJHJRGSNI8eP7iek2Vg0GPLplhnJzfS5XQI5w5IErFYrOpyYv8pbvOGnZs37CR16x8O5w4IIWaYDgghZpgOCCFmmA4IIWZU+IwbpGtACHVFLADYuL0/6TJQlxARchOfDIgWEYKd8hBCHcB0QAgxw3RACDHDdEAIMcN0QAgxk/R0ePjwoZ+fn5KSkoqKSlBQUHl5OemKEDFpaWmurq4cDkdTU9PX1zc/P590RYRJdDo0Nja6u7vX1NQcO3bs8OHD9+7d8/f3x45Vkik3N9fLy0tXVzchISE2NraiosLT07O6uvr91/x0SfT/0YyLiystLc3OztbU1AQAQ0NDc3Pz5ORkb2+G08mhT1t8fLyRkdG+ffvoFhVGRkaWlpYZGRn+/v6kSyNGoucOKSkpdnZ2dDQAgJmZmYmJyblz58hWhYhYtWpVYWGhqPkNm82GD+iF82mT6DtfVFRkYmIiPmJsbHz//v2O/h598oRCIY/Hy83NDQkJsbKy8vLqiqeK7jQSnQ48Hk9ZWVl8RFlZuaamhlA5iLz09HQOhzNo0CA2m52SkiIr+/4um58wiU4HhNoYMGBAamrq7t27y8rKXF1dq6qqSFdEkkSng6qqKo/HEx+pqalRVcWWM5JLRUXFxcVl6tSpFy5cKCkp2bBhw/uv8+mS6HQwNTVtc5Th/v375ubmHf09+oQlJSWlpqaKFjkcjomJSVFREbmKyJPodPD29s7Ozi4tLaUXr127VlJSMnz4cLJVISK2bdsWFhYm6snI5/OLi4uNjIzIVkWWRKfDuHHjTExMxowZk5KSkpiYOHnyZHd3d2dnZ9J1IQIiIyOLioqCgoLOnTt35syZUaNGNTc3BwcHk66LJIlOB1lZ2eTkZC0trZEjR06aNMnOzi4+Pp50UYgMR0fHpKSkioqKcePGTZ48GQAuXrzYq1cv0nWRJNHflQSA7t27Hzt2jHQVqEtwd3d3d3cnXUUXItFzB4TQO2A6IISYYToghJhhOiCEmGE6IISYYToghJhhOiCEmGGnPIQQM+yUh97CTnlIBDvlIYQ6hOmAEGKG6YAQYobpgBBihumAEGKG6QD5+flmZmYcDod0IYiwgoICPz8/dXV1DQ2N4cOH3759m3RFhEl6OuzatWvIkCEslqSf5wKVlpa6urryeLy4uLjdu3eXl5d7e3vX1taSroskSX9VLFu2LD4+/tatW6tXryZdCyJpz549fD7/5MmTKioqAGBsbGxhYXHp0iU/Pz/SpREj6XOHzMzMYcOGka4CkRcaGnrr1i06GgCge/fuAFBZWUm0KMIkfe6gr69PugTUJaiqqoq3Mjl9+jRFUQ4ODgRLIk7S5w4ItffkyZO5c+dOnz7d1NSUdC0kYTog9Df37993cnKysrLasmUL6VoIw3RA6K2cnBxHR0dra+vExEQ2m026HMIwHRB64969e15eXv7+/keOHMFoADwqiRCtubl55MiR7u7u27dvpyiKdDldgkSnQ3V1dV5eHgA8fPhQIBDQTVa1tbXNzMwIV4Y63datW4uLi9esWXPp0iXRoK6ubu/evQlWRZZEp0N2drb4lx2GDh0KAFOnTt29ezexmhAhKSkpAoEgICBAfHDmzJlbt24lVBF5Ep0OPj4+ra2tpKtAXQI2TGwPj0oihJhhOiCEmGE6IISYYToghJhhOiCEmGE6IISYYToghJhhpzyEEDPslIfewk55SAQ75SGEOoTpgBBihumAEGKG6YAQYobpgBBiJunpgM3RUHsxMTEURe3YsYN0IYRJdDpgczTUXllZ2ZIlS6SlpUkXQp5En/0Fm6Oh9sLDw318fE6fPk26EPIkeu6AzdFQG2fOnDl79uy6detIF9IlSPTcAZujIXENDQ1hYWErV67U0dEhXUuXINFzB3HYHA0tW7aMy+XOmjWLdCFdhUTPHUTu37/v4eGBzdEkWV5eXnR09NWrV6Wk8C3zDdwQ2BwNQUtLS2hoaEREhJWVFelauhBJTwdsjoYAoKSk5OrVq2vXrmX9hcfjzZw5U0NDg3RpJEn0ngU2R0M0XV3d/Px88RF7e/uoqKjAwEBSJXUFEp0O2BwN0WRkZCwtLcVHpKSkdHV1zc3NSZXUFUh0OmBzNITeQaLTAZujoY7U1NSQLoE8ST8qiRDqCKYDQogZpgNCiBmmA0KIGaYDQogZpgNCiBmmA0KIGXbKQwgxw0556C3slIdEsFMeQqhDmA4IIWaYDgghZpgOCCFmmA4IIWaSng5paWmurq4cDkdTU9PX17fNCYLQJ08oFC5dulRKSmrjxo1txr/77jsDAwM5Obl+/folJiYSKpAkiU6H3NxcLy8vXV3dhISE2NjYiooKT0/P6upq0nWhTlJaWuru7p6QkNC+L97y5cvXrFkzf/78s2fPWlpaBgQEXL9+nUiRBEn02V/i4+ONjIz27dtHn6TcyMjI0tIyIyPD39+fdGmoM8TFxWlqap46darN2WVfvXr1888/L1iwYP78+QDg4uJy69atNWvWxMfHE6qUDImeO6xataqwsFDUv4A+JzW2M5AcQUFB8fHxioqKbcaLi4sbGxvd3NzoRYqiRo8eff78+U4vkDB8JYBQKOTxeLm5uSEhIVZWVl5eXqQrQp1EX1+fcbypqQkAZGRkRCNcLrempkbS9joxHSA9PZ3D4QwaNIjNZqekpMjKypKuCBFmbGwsJSUlfqChoKAAAPh8PrmiCMB0gAEDBqSmpu7evbusrMzV1bWqqop0RYgwFRWV8ePHr169OiMjo6mpaf/+/UeOHAEAFkuyjtNhOoCKioqLi8vUqVMvXLhQUlKyYcMG0hUh8jZu3NizZ08nJyc5Oblffvll/vz5UlJS6urqpOvqVBKdDklJSampqaJFDodjYmJSVFREriLUVWhpaWVkZJSUlDx9+vTy5ct1dXW9evWStF6KEp0O27ZtCwsLEwqF9CKfzy8uLjYyMiJbFeoKDh48eP36dX19fT09vebm5ri4uDZdkSSBZO1HtREZGTl06NCgoKDQ0FCBQLBu3brm5ubg4GDSdaFOkpubW1tbCwAtLS0PHjygJ5J2dnZsNvuPP/7Izs6Ojo7W1NRct25dY2NjZGQk4XI7X/iMG60S7Pz5887OzhwOR11d3d3dPSsri3RFJEnak8HW1rb9K+LRo0etra0vX76cOHGimpqagoKCp6dnQUEB6WI7W/iMGxI9dwAAd3d3d3d30lUgMrKysjr6FYfDiYuL68xiuiCJPu6AEHoHTAeEEDNMB4QQM0wHhBAzTAeEEDNMB4QQM0wHhBAz7JSHEGKGnfLQW9gpD4lgpzyEUIcwHRBCzDAdEELMMB0QQswwHRBCzDAd3oiJiaEoaseOHaQLQWTk5ORQ7ZSVlZGuiyRJP78DraysbMmSJe3bpSHJQZ+NPiEhQVVVVTSopqZGriLyMB0AAMLDw318fE6fPk26EEQMnQ4eHh5KSkqka+kqcM8Czpw5c/bs2XXr1pEuBJFEn2CyW7dupAvpQiQ9HRoaGsLCwlauXKmjo0O6FkQSn8+Xl5fHLqriJH1bLFu2jMvlzpo1i3QhiDA+ny8jIzNnzhxdXV0Oh+Pi4pKZmUm6KMIkOh3y8vKio6O3bduG7xhIIBBIS0vLycnt37//wIEDLBbLzc3t9u3bpOsiSXKPSra0tISGhkZERFhZWZGuBZG3aNGiRYsWiRZdXFx69OixdevWLVu2EKyKLMl9zywpKbl69eratWtZf+HxeDNnztTQ0CBdGiJPQUHBxMTk8ePHpAshSXLnDrq6uvn5+eIj9vb2UVFRgYGBpEpCBK1ataqurm7FihX0Ym1tbWFh4ZQpU8hWRZbkpoOMjIylpaX4iJSUlK6urrm5OamSEEFaWlqLFy9+/fr16NGja2pqVq9eLRQK586dS7oukiQ3HRASR/dPjY6OjomJUVZWtrOzy87O7t27N+m6SMJ0eKumpoZ0CYik4OBg7LEsTnKPSiKE3g3TASHEDNMBIcQM0wEhxAzTASHEDNMBIcQM0wEhxAw75SGEmP0fyJ7y2Jt/BoAAAAAASUVORK5CYII="
|
38369
|
An archer recalled how many times he hit the bull's-eye in the past 7 days. What is the median of the numbers?
|
7
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"
|
38371
|
Finn has $1.71. Does he have enough to buy a tennis ball key chain and an alligator key chain?
|
yes
|
[
"yes",
"no"
] |
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Kmrxa1TqGRqMDDp+U4xQTZ+R1NbUf6J87QrW/t8/b0V2RT0qEjltTSuXu9XmVwcd37uvIbxRj4JXjFHMzd+z81rHY7PWQK5Lr+MuKSgAAfT193o7ucpxiInTc+uo6X9I/Y+rwkbO0NbcedvGUZhWa85iQMCH24QZRBRE6bj01nfKvpSs6syZQKJTjbsutchuGB4cAAGVFJVbbjcQZeaWYBZyNbduaWwEAX9I/85GzFObkY1tVl1XykbNkvFuoxtTd2eVutUeaRVCGXWSf5R7ciXNiYsLLfq/kOn4FHgn/g8ewp9uWFn613mkiwy4iwcSnr66DTSlxc0UPa2d3qz0vHj3TlFQWpefRVd1SUgBp2AIUCgUA6OuZF4/l4ObMbSyVlpf5kp5JTEysrq2BKYfD4WraG7PeL5Gupya/VdXcgAkwAAC/sKCxjRkcDgcAIIdHKCjXfPL8qmLsSezDmenpOy8eBEdezs7IOuHpiyn3cfYsLSyOuHfzTd6HfYc9zx85nZr8BgCQn5Vz1P2Q3d49b/I/3noeP/h9wMPKeYHNN4nJV86FXr13U1JWGoVC2eubf80tCI+LSsl+h1CQddC3qKmoBgB8qf8KADh96fynirl9SEN1XdKjpxduXol9+XBqatLFxA6TCfzMmbUS4HOiorj8dtIDalqab61tltsM4cTECe+T4988HR4att5hPDkxobxRlZuPJ+nB0/nuJKWwsLGqaW3ENTUzM2Ovb9HW1Hrj0Z2bT+62t7Q5GFhiD9YOCwiRVZR/+vGVg7tL7I1bb5NSAACTExN2ehaUlJTxrxISM94oqCq5mNotTmmI4PDivKKsjxlPP6bkNpXSMdAfdvH8C539lyGzXo6RmWm/jXNmWvqCA8yb65tY2FmJcY6t5+Lhbqpf4lz0mooqbj6esIAQNSE5GXaRvRZOPZ1zcpNIJJKMfLXH3GNZVYxRUVP6hwVKySJ2Guk5uDu/S347PjYGAAiJvPwoNUlBVYlXkN/QylRUUjwz7RMAoKKknJiEZLeVCTcfD0JB9mpc1IkLAbgGi/OLDjrtPxseorFVCwCQmZZeUVx2LiJUdZO6gIjQydCzHDxccTduAQDo6OkAAOQUFLT0c0e69nb3XLkbqaiuoqiucvriuc5vHXmZ2cs4sybuXo95fv/J7cT77JwcAID4m3cBAFfu3hCTlpCSRVy6HdHe0vbHyzcEBATGNuYpz15gwhsA8CYxxcDSeIF2xOf3n6rLKkNjwlU01BRUlQKvhfIK8GM30OpaG21cHYTFRdwOeXBwc2LWcyI4PCUnLTTmqjhCUlBU2Ou4z9joWGF2PljE8NDQ6UuB9IwM1DTUBuZGdVW1mA/lvww5Bfm9lAQiONxW12x8bNzV1D7p4dOZmRkAwMjwMCU1FW5lSmoq5Ahysf7Y977+14nJ3Z1dEfejg25cKi0s3mvhiLk1OoIsLSzWV9eRYOLTEFcMOXF2NWO+qhhbrzav2iyOkJyenm5pbAEAfO//7uO8X5pVCPOMpexrydDAAABARUMdDicy1dZ7eOtee0sbIzOTtPy8GlpHa7uzia2Tp6uxrTmmpLSwmIiIaL3anAglISGhgqpiUV7Bks7wCfEzMjNhrsWkJQEADbX1yzizej68SQv087/+4JaYtATWMXGEFDXtnKg2Gwc7Fy/319wCAICRtRlyeOTj2zQAQH11bX11rZGV6QKDZUUlZORkgqLCP7yVuHY/moVt7hB/OeV5ySVaerrBgUEAAAwGK/9aaqFjKMbAy0fOIrmOHwAwuFRHeAT4yCnm5lRqGhoAwNDg2vTW/pUIi4ukZKelZKcRk5D0dvd6O7pbbTeenJxcvYWZ6Rk6errAaxcRCrJbdbefj7hQlFuQ/yUXjUbDiYlbGpscPFxikx9bOdvFRd7227dQ/m8xq3rmQcdAj73GrJXjY2OTExPOxjYs7GzP019x8/MSERGZaM2J3AmJCT/9+CrmyvXQ04HHPHwQCrIBV4LFEZKYuye9jowiR3u65uWekSPImZkZCSZ+bAlqZob2x1nkC6Cln3cG8yUbG13OmVWCRqMP2LvNzMz09cyLxSCHkRUlZSJ088Ji01NTmArrWJk1tmolPXi6VXf7m8QUOSUFXkH+BTZHhkdIych+9o5kOLcIwJz+WG1ljYeVs4WTTXRCLBPLOhQKJUTNsWRz0kXKZpC8CxYxaQkiItiz9JSMd+luZvbP4h/T0NKMDA3j1hkeHKKiplosW0VBSSEqJYE9+1leRREA0FBdp6CiWNxRg60mp6SARqODjgWcvBBAz8iwjDOrijFc50aGhgAA5BQU1eVVrU0tYXeu8wvPycb0dvewsM9N0kJiwiFRV9BodFFuQcjxs/YGFlm1RZhbuqaGqprqe80dNbdt3rJrGwCAipqKhJQ0Jfsd7psS/kR7YWR43hnMYwkKyhWcWQ2zs7MB4SEl+UWnvI8qqCqyc3ECAKhoqORVFM9dDcGtiZVoMbW39LB2QY4g3754Ze1sv9gmBSXF8ODQmvTHPr5NIyYhPhbsT0REhOnF6rsA0d7SNjI0LCo1L/qhuU1bQkaqqqRCUla6s71jcmKC5Mfc1FTfiP224MIryP+9b17uB5NMEpMQL64pIiEGAGhvbVs+xlb12X/NK8ReV5ZWEJOQcPNxI0eQAAAKyrkvXEF2XktjM2YqLc4vKsotAAAQEhLKK6/3OXO0r7u358c+RNfUQEdvh5GN2dF9hzC7SWl5mcmJCTQazS8siPkjJSNlxYkQ3Bm6sbZh+EdSVFlaAQAQFBVexplVAoPBdE0MDgccY2Fj8Xb0wIyslLxMa2MzFx8P1jFCQsJ1LHPSgZt0tGnpaGOu3Giqa9xhtIR0i6QsAoVCFWbnYV7WVdXoqW6tq6pZXBPLKBJJQkpK9EMJ4Xn8EwAtUKsm9NT5w65eC/THhgaHGJmZVLU2oNHoD2/m5vHxsbFPqR8wjwMWsHHzpvys3P7euYeTuZlfAADC4qJNdQ17LZxqK+c/vq95hYSEhBxcK+gkrRxjs7OzHW3fws9fbGls/pT64X507DaDnaRkZKKSYmTkZHevR3d3dn18mxZ09MymbdqNdQ193b2fUj+4mNi+TUppbWqpLCm/cy2GnYuTjfNPOc/JC2cpKCl83Q7Mzs6qam4QR0h6O7rnfc5ub2l7+SRxp/LmBzFxAAASUlJSMrK8z9nlX0unp6dnZ2epaal93bxrKqorS8pDTpzj4OaUV1m/jDMrdhAXElLSS7euFecVRl2MAABYOtkgR0Z8nD2ryyqb6hsjgsK2yG4oL577tQAGgxlam964EL5VbzvVn/fTGNS1NwqICB1198lMS8//knvM3WdqapJPSGAZB2TWy33v639y90F3Z9e9qDs1FVVMLOuqSyuH/5znQCyJvbtzXWWNt6N7buYXNHq24Euer6tXZ/s3PTNDdk4OQ2vT0wePvX7+Mj8rx8PahRBGaOVsh2l4ZK+3/8G5H8pM7CzpGeidjW2zPma+SUw+sd934xZNcYQkOzdnZUnZXgvHN4nJhTn5UZeuRV26ZmJnsfwiBlYTYzPT006ert/7+g02bNtr4ai0QdX/0nkAAD0jw4WbV7I+ZGySUL4Zdj04MszW1fFba7vjbiv3IwfMHW2CjgVskd1gq2uKmpm5++LBAnETSirK0JirmWnpcZG3YTDYnaSHQmIibuaO2gi1q4GXPPy8HTzmfkF3Pej+JjHZ2dh2fHRsZnpaVlFBXXuj426r3Ru3w2CENxPi4HD4Ms6s8WMC4ghJr+M+l89eKCsqYefivP/mWV9Pr+GmHbuUtdP/eB/z7J6ULAJbeYvutunpaSNrsyVNweHwuy8fCogI7bN02mNkw7CO6Vbi/eX1xzbpaLse8rhw6twW2Q3F+UXnr120dLJNevT0ytkLa+3IfxBpeZm7Lx/1dHa5mNpPjI+7mTt0tH2Lf/2Uh58XAHAmLHCnod6pA342u8zGx8biXz3FhkdtRXVddS3mmpKKMv7NUxo6WmdjmyN7DyptVL10KwIAQExMfP/NU0lZ6VPeR613mCQ9TDjk73fmctCKXhE0jnXhrcv/fkJOnE1NfvvuayYkj/S7IcHEV9xZSwTpj/1zqa+uzcnIirkSeSX2BhRgvyF7fTxX/6gJr0Dr2F9EjlOMgIDA7ZCH437XX+0LxG8NFGMQEPjlt1hMISD+xUAxBgGBX6AYg4DAL1CMQUDgFyjGICDwCxRjEBD4BYoxCAj8QtQ0Dv0+BgGBR6B1DAICv0AxBgGBX6AYg4DAL1CMQUDgFyjGICDwCxRjEBD4BYoxCAj8AsUYBAR++Z9izEBQI/5iNAAgKebR5nVyCwp/Ibj+/D/wrbFViwFR+ClnTa3+n538j9BUVX/UzN1AUEOLAaHHp37EZF9bXTPm1vjoePjhQEMRze0cSp7b7aqLyn9m5GPiH05qRjqsCuZSOo+u3MG9VV9Wc2CX43YOJRPxzTdOXETNzKzo0t+/jrkGeCtqq/3l5s3VDRaI7X+jP78tCDUFzwtHf7UX/yrGkWNHjPeSkJKevX+ZlJz0zL0w5OCwn+m+6alpAEDo/lNZrz/uDz4S8iySkY3Z18itr3OJI2KLPuWedfKVVJYNfnpjh63hrbNXn0fdx9zqbu88pL+HmZP1wvNI59MH3t5PuhN4fUWv/v4zc7aare0Q7AXUFleutcnM9DQRHP6/vOkvgUeEn0dk4fHdEP8LNcWVfZ09XheP0TDQAQICCUXE8ZhgDx2bhvIaKlrq9KTUs/evKOtsBACIyIpby+1KinnkdGL/AiPxl6IllWQw05+0qnx/d+/9sFv6e8wJCQkfhd9hYmfxvRZAQEAgvh5Bt45+Zmp6Ra9WXscG+74Huh0zFtPWYVtvu173+c0Hy9fHzRWT7z41l962jV3RW8+ptbZJiwHx4dmcXlFawmsXDdMdXMoGghrHLT07mtoAALHBkcH7TnS3dWgxIJ5F3gcA9HZ0Bzge1uffoMOq4KRmlJbwGtO8saJWiwGRl/bZQWX3vi3Wy/iDQqGOmrk7qOxGDo0AAGqLKw8ZOO/gVNrFrXrCyquz5RsA4GtGnhYDoiKvGNsKYz//w5cF1vo6e844+OjyqOnzb/C398GdCKfGJ8+7+O3kVjEU0Yw4Eow9rba6qNxnt6s+/4YdXMp7tS2xKSVurhjgePiMg09awmsbBd1t7IqumubLZDIQPwONQgEABnq/Y0tYuNgSKtNEZCWKMvLgxHB5zTl5PiI4XG6TcmH6Eul9c1UDQn1e7mPDTu3B3u9NlXUAgKxXH7WMtmOPIZPbqKS4WX1Fr1aOseB9J2u+Vpy4FRKdkWDh7RR54tLnVwuV7Jak+HPB5YNn1Xdq3kx/rOdoes7FDwAAgxMBAKoKywJdj6pu33Qj7UHQk2uT45On7Q4BAEw9bA2cLdaxszyv/bjLzmh6avrwbteWmkb/uEvRGQlqOzQDXY9mv/2EGSMAQFxIlNl+e9+IM8u4cf3ohfqymsAn1yhpqLrbOg7q7SGCw6+8jg1NuokcGvHZ7TI1MYlQV2Dj5Xz35BW2VcbLNEbWdXIaSrimUDMzfqbunS3f/OMunYm/3N3W4Wfqjj0o+27QdTEF6atv44xcrRKjH2YmpwEApiYm/Uz2kVOSX0i8ee1dvKSy7EnrA4tTFBicqKqgrOhTztW3sQlVaTT0tCHuJ1czyBC4iMpL0a1jCHA8XPAxG/z5APNvja2MbMxw4vl8h5WHvb2+ZbGRmalpIvh8fke3jgEA0NHcPjww1N/VS8NAe97Fz0BQw0R8c9SpsJnpv2MdO3zVPyz5tpSyLKcA91YzXX4JocL07BVbAQDSEl4xsDC5BhzkFOTZqLt5k/5W7C1+caF7hSlWh5y5hHiFZcR3u1g0lNcM9H4nJScjISMhICSkYaAjJiXJS/vcWtd04NJxaVV5TkEeO7+9QgixxOiHAAAYEQwAIKUiu8VsF5+40M98eH7zQeqj5POPIpg5WAEAL24/AQAcjw4SkBQWlhH3izzX3drx+dUHAgICHUu99MQ/pn8s/Rkv07aY7lpwQF9hek5jRa3v9QCZDeullGW9w05y8HP3d80d9y23SVnfyYxXVMDcy4GFi62muBIAAIMTRX16fOT6WUEpER5hfjtft4nR8fLc4sWuIodGPIL9aBjoKKmpNpvsbKlpnBgbX804Q2AhoyC78DyKCE7ka+Q2MTZx0sY77ckrzGOJ0WEkBdWfJDApqCjHkKOL9cfY+blwNywtNQ0AgDHk6FDfAAAgLjhSQFIk6Mk1cy+HpJhHd4NurOjVyjE29H0weN8JXV51LQaEFgOitrhyeGBVOlettY2CUiLYr+n6zfMPQuAkxB8T39op6m9lkddiQBy32A8AGFlktq6kihAGE5WXwpaIyEo0lM8f6i8sIw5+Tk5qZtTJS6djQwUk5xTAar5WCEqLUtLMnU2/jp2FlYejMr8UAKBjrjc6Mpr7LhMA0FLb2FLbuMV84caypriSlJyUR3huEyUgKXzqzgVG1jlRU4n1CGxNKjqakYFhAAAMBqstrjqov2c7h5IWA2Int8qSPQUAsPNzkVHMqSVR0FABADDJLcSa4BUViEp/HJX+GE5CPNDTH+h27JCBy9Tk1Oot7LAxzH776c39pMnxieqi8viLMQAAGIwIoxWopLPBxN1WWEbcYI+5oavls8j7Ky5lK8TY1MTkcUvPyfGJiD/iUrsL3vcXSygiVunr+Og4Bc280gKuntjre8/vBt4w93J4Xpf+vr845HnkkhZGR0YpqSlxFxNKGqrRkdH5l7TUP3v3WTT6vLMfagY10DOfnY+NjJZlF+mwrcf+dTS1DfT2AwAYWJgUN6u9e5wCAMh4mSa+XppTgHuBzdFhJPEi1S8sJOTztwgI5vTEmqsbAhx9xOSl7hUkp/V9Te1eWrgQAEBCSrKwC5Bcy19FQFIYRgS7+jb23MOrlfklfzx8SUVLNTqMxK2DHBqhoKJcfJbwNiv9bVb6l7zObOdQ8rc7ZOphBwCgY6IjpyQHAAhKimBrSirJTE1MdrUuoXWOywrPFRsr6zqb249GnecS4sWUfO/pZ2RjXk0/SUhJxpHzSp64q9/nVx/lNipus9THvBzo7gdLQUFNiRxGzs7OYneZI4PDFNSUq3n32dlZr4vHqgrLw32DJJVlmDnZMAYllGQOXDyOW5P8Rwqx3cogwMl3bGQ0M/m9nqPJYpvklOTIoZE16YnlpGbCSYjdzh6EEREBAL73LN1TiL+FrtaO0eERfglhbInSFnUhabGG8hohhFjPt+6piUniH3NZe0ML9luNCwwG8w476XTSEzk0wszJWvw5HwDAIyJAy0RPQkY62DevaYpGoQEA8KWkyXBZ4bsyNjIKACD/oeVenlvc0dQGVje/svNzNVbUYl/mpX3GXo8jR8lw9OFTHycDAGbBnFns/C2MEEOjUFWFZdiaFXklIsvmh1gIYTBNw217Tu5nZGUKdDuOSbtFZCU6mtrYeDm4hHgxfwSEhPTMjJgmilvUqWipn1yLa29o0TDYutimEEIcjUJhd1PNNQ1uWhbNNUvoduP2lJiEBPZD2SD1UTKAFii8cevs1RCPUwv0x0aGhumYGOQ0lGbR6OzUDEz5xNh4XloW7v4FS+mXwqzXH6npaNh4OGAw2B8PX4rKSTKwMMFgMDkNpc+vPmBrFmcVUNJQMa205KwQY/wSQqTkpM+j7vd19uS+y4w6Faa0Rb2tvmVgFfPxRt3NXa0ddwOvd7Z8+/zqQ2bye+wtMQWpwvScivySjub2y4fOsfNxAQBqv1ZOjI1T0VAP9PSVfinsbPmmoKXCI8J/5dC5yoLS9oaW6DNXmirrjNyWe1K/AGJSEr/I81UFpZhf63fZGY2NjIa4n2ysqG1vaIm/GO2gsruupApTGQaDbTXXfXj5ltpOTaxYJi7ym5S4hfjCDgQUfMwuy/kadiBgenKKU4BnGQfEFKSG+gdexyf2dfa8iHncWFlHz8zYUFGLHIb2Wn8/hq6WLdUNQW7HSrIKZtGzZTnFFzxO9X7r0jbezszButVcN+JI8KcXqaXZRQFOvoQwQj2HuWwl1NM/4kgw5rqpsj7A8fDL209qiytjgyM/Pv/D8bgH5palt1NDeU3o/tPlucXPIu+/uPXY3NNhxaRmhds0DHSHI84Ufcq1UdB9fDXWJ/y0/h7z7raOo+YeK3ZYZZuGw3H35NinTmqGb+4neYYeAwAQk5AAACwOOMmoK/gauXntsGdiY/YIPqKgqRJ+ODAnNXOToQ4rN8dRc493T1KI4PDgpzc4+LmPGO9zUjMqTM/xj7sks2H9Su/8JwSlRGx93WKDb9QWVzJzsl18ET3Q891Dx8Zlk1nuu8/nHobjPjhR26E5Mz2jY76EKCYAgAgOD3p6nVuYz9/u0HGL/XRMDOcfRyyvJ6a4Wd3cy+FWQLiDimFVUdnBsJO77I3TEl7FBi29BYX4XxCRlQhKuNHX1XvS+sDk+MRpW++eb10XEm9iJvH9IX4a+lvDDwf6GrlNjI2HJt6k+fGMoLmqvqWmEXOt62hi7uX4IOzW/m22n1998I+9iP3KichKnH0QXldWfUh/z5OIWHNPBxMP2xW9InjfX4yX7gIwOzs70NOPzcTKcr567bC/lfXsd/7nhugzV7Jef7yTnQjJHf3T2cGl/LIxE/Yb6I/h8f/uy7KLjMW074XebG9oKc8tvnE8VFROkluYD3/v+L/QUtv44tbjhGv37I/ugwLsX4DFAUeC30R/DH/rGADg3eOUx1fvfmtqo6KlRqjJO58+gP016XfDQFCDgIDA3MvBeO8a9nsQECuC3xiDgID4LRZTCIh/MVCMQUDgFyjGICDwCxRjEBD4BYoxCAj8AsUYBAR+gWIMAgK/EPGSsfxqHyAg/s1A6xgEBH6BYgwCAr9AMQYBgV+gGIOAwC9QjEFA4BcoxiAg8AsUYxAQ+AWKMQgI/LJyjH1ra9dT3SpCx33n2t+gKlZTUc1HzpL/JXdNreIibwtSsWOu5TjFIoLCFtdREZC56B/0/+DMXwDX//8Hmhua+MhZsj5krKnV/9to4JWaimrH3ZZynGJ85CwINmF7fYvG2nrMrbHRsVMH/BR4JMQYeE20dEsLv/7MyPe+/gMO+6RZhRBswm5mDt2dXVgLISfObhBVEGPg1ZJWjbwYsfgo78WsHGNP4x411NbdS3m8y0h/Vb1cRG1ljbqIwl9r+89CgVu8vaXtV3vxF2FhYwkID+bhW+JYz38Ko8hRez1zElKymwmxZORkUY/vDA0M2utbTE1NAQB8Xb3eJb/1v3Q+LuUxCzurzS6zro7OxUZQKJSDgWVTXUPEvZvhsZEtTc1uZg6YW4ddPBPuPfI44h378qGhpUnoqfM3LoSv6NXKp/YM9H9n5+JQUFVasebPKP9a8pfb/oP41tbe3/sPPgaYho7W0mnlk8x+Z8qKSro6Os+GB9MzMhAQEMgprw+PizLctKOqtIKGjvbVs5fRT+O0tm8BAEjLy2wSV4qLvH34zLEFRv548aqqtOJzTSETyzoAADsXR1Fu4fT09OgIMvP9p1OhZ3dbmgAAFFSVKkrK3754tc/Xa3mvVljHTLR04yJv11XV8pGz3Ai9CgAoyM4z3awvxsArwcRnuc0Qd8F9cvfBFtkNIrRccpxiXvZ7+7p7AQBXzoUe2rP/W2sbHznL7YibmJr9vX1OhtbijLxynGJBx85gF9wXj57tVNaWYOKT4xTbY2TT0ti8ysHFAIPBrgZeWs8rKcUs4GhohXEAADAzMxMWEKImLC9Cy6UpqRwXeXtx2/jouwrc4vlfcnXkN4rQce9U1q6pqE56+HSj2HoJJj4HA8vvfXPx09fT5+3oLscpJkLHra+u8yX9MwAgJ+OLurA8AGCDqIKLid0yTqJQKMfdllvlNgwPDgEAyopKrLYbiTPySjELOBvbtjW3AgC+pH/mI2cpzMnHtqouq+QjZ8l4t1CVqruzy91qjzSLoAy7yD7LPbgT88TEhJf9Xsl1/Ao8Ev4Hj2EHubTwq/VOExl2EQkmPn11HWxKiZsrelg7u1vtefHomaaksig9j67qlpKCn2ZWvw8oFAoA0NfThy3h4ObMbSyVlpf5kp5JTEysrq2BKYfD4WraG7PeL5FOpya/VdXcgAkwAAC/sKCxjRkcDqelpyvprMUEGAYSUhJCgpUzwRVqxDyPN7Gz4BcWLGitsN/n1FTXYL3DhImZ6emH5EepSRSUlFbbjTGfa+KDBL99B3VNDF7nfbh672ZZUYmjofXs7Kzzgb12e53YONgLWissnWwwZkNOnFPX1niS9tLRwyX68o0HMbEAgOL8ogMO+zbv1Hnx+Y87Lx5MTEzstXBcsQO4vHr2sr+37/bz+5duX8vN+BIeeBFTfs73VMyVG17Hfd4UpDt6up4/cvrR7fgFbeFE8JFhZOz1mHspCekVOaMjSHerPempH15mpSZ/eVdS8PXW1SgAAAqFstc3/5pbEB4XlZL9DqEg66BvUVNRLaescPXeTQBA8pd3F29FLONkgM+JiuLy20kPqGlpvrW2WW4zhBMTJ7xPjn/zdHho2HqH8eTEhPJGVW4+nqQHT7Gt3iSlsLCxqmltxDU1MzNjr2/R1tR649Gdm0/utre0ORhYYg/6DgsIkVWUf/rxlYO7S+yNW2+TUgAAkxMTdnoWlJSU8a8SEjPeKKgquZjaLU6ZiODw4ryirI8ZTz+m5DaV0jHQH3bxXNNn8UuQWS/HyMy038Y5My19wYHnzfVNLOysxMTzZ9Nz8XA31S9xjnpNRRU3H09YQIiakJwMu8heC6eezm7cChPj492dXY9ux79+nuyw32VFr1aIMWoaahISEhiMkJ6RgZSMLD46lpiEODQ6XExaQkJGKiTq8tTk1PP4JwCAW1ejVDU3uB85wCckoKKhdizwdFlRcVFuARk5OSkZKQEhIT0jA8kP0ZMN2hq2bo7iCMm9hz0V1ZVfPHoOABCVFEuvyPXw8+YXFpSSRdjv3VNVWoE7J60IJRXl6UvnJWSktHds3b57V1lRCQBgeGj44a17Tp5uRtamvAJ8lk62BpbG0VeWkI2ampzc47WXiWUdCxur5rbNDTV1x4P8aehoeQX5FdVVKkvKAQCZaekVxWXnIkJVN6kLiAidDD3LwcMVd+MWHA6npKIEANDQ0VIudY43hrvXY57ff3I78T47JwcAIP7mXQDAlbs3xKQlpGQRl25HtLe0/fHyDQEBgbGNecqzF5iNBADgTWKKgaXxgmOfP7//VF1WGRoTrqKhpqCqFHgtlFeAH7tBV9faaOPqICwu4nbIg4ObEzMaRHB4Sk5aaMxVcYSkoKiw13GfsdGxwux8sIjhoaHTlwLpGRmoaagNzI3qqmrHx8YWV/utIKcgv5eSQASH2+qajY+Nu5raJz18itE0GhkepqSmwq1MSU2FHEEufmjxva//dWJyd2dXxP3ooBuXSguLF8z19vqWyvyIoOMBwTcu6ZnuXtGrtT27L/9aKoGQJCWbk8mipafj4uOpLC2fnp6uLquUV54/JVtKXgYAUFW6tOCqoroy9lpMWrKhth4AQExCkpKQpC2tKkzDyUfO4mRkDQAYGhhY0sKSyOE4QENHNzQwCACoLquYmppS3jivHqCkrtJU1zDQ/32xBQGROblAaloaOgZ6RmamHy+pMaldaWExERHRerW53SkhIaGCqmJR3k8Vj3D58CYt0M//+oNbYtISmJLSwmJxhBQ1LQ3mJRsHOxcv99fcAgCAkbUZcnjk49s0AEB9dW19da2RlekCg2VFJWTkZIKiczIlYtIS1+5Hs7CxLh4NWnq6wYFBAAAMBiv/WmqhYyjGwMtHziK5jh8AMLjUIPMI8JFTkM91n4YGADA0uCrduV+LsLhISnZaSnYaMQlJb3evt6O71XbjycnJ1VuYmZ6ho6cLvHYRoSC7VXf7+YgLRbkFuI9bT108d+t5vJm95ZG9B+9F3VnR4NpOKkaOjHDx8uCW0NDSIEeQ46NjaDSaho52vpyOBgAw8mfFJyy09PTYa3IK8rHRMQDA4zv3wwJCzkeE6hjspKKmyvqQYb1zCYGiZSAjJ8NeYxXAkMNIAICdrhn4cfrvLBoNAOjvXWKFxBUBIyH5kyDYnLUR5MzMjATT/HHiqJkZXGm1n4FGow/Yu83MzPT19GILkcPIipIyEbp5obPpqSlMhXWszBpbtZIePN2qu/1NYoqckgKv4MIzzEeGR7Dz3WLIcG4RgLnRqK2s8bBytnCyiU6IZWJZh0KhhKg5lmxOukhp7R8kNyMmLUFEBHuWnpLxLt3NzP5Z/GMaWpqRoWHcOsODQ1TUVIsVISgoKUSlJLBnRcurKAIAGqrrFFQUMSUiEqIiEqKbdLRJSEnP+/nvtjShoKQAP2dtMUZFTT08OIhbMjgwyMLOSkZBDoPBMOsGhqHvgwAAKpo/rc5YRobnezs8OIRxMTX5jarmBmNbc0x5b/dC0eS/BsaHS7cjhMVFccs5eLia65vWbI2aioSUNCX7HW4h4bKyEhhmZ2cDwkNK8otOeR9VUFVk5+LE+CavonjuaghuTaxkjKm9pYe1C3IE+fbFK2tn+8U2KSgphgeH1qSH9vFtGjEJ8bFgfyIiIvD3DfJvQntL28jQsKjUvEiI5jZtCRmpqpIKSVnpzvaOyYkJ7Ialqb6RX1hwsRFeQX7s8y0AACaZJCYh7uro/Pw+Q0d/B3YvICkrPTkx0dn+DZv+LMnackVJWeny4rLJiQnMy76evpaGJik5BBwOF5USL8qdT5kKc/MBAFJyCMzLBVNgcV4h9rqytAKT7SBHkBSU8zuZ5w8SFjf8C4hIihOTkHzv6+cXFsT80dLT0TMyLFimVom0vMzkxAQajcZaIyUjZWVnxVb4mcMwGEzXxOBwwDEWNhZvRw/MJyclL9Pa2MzFx4O1RkhIuI5lTs9qk442LR1tzJUbTXWNO4yWkJKRlEWgUKjC7DzMy7qqGj3VrXVVNYtrYhlFIklISYl+KC1g9tL/oAVqeUJPnT/s6rVAf2xocIiRmUlVawMajf7wZm5yHB8b+5T6QWOr1mIjGzdvys/KxaY5uZlfAADC4qKD/QOHXTyxFgAAlSXlBAQE7FxLJwJY1hZjVs5201PTR/YerK+urSwp93HeT01Lg3ma6eTp9vn9p5th19qaW7+kfw7081dUV5GSRQAAqGlp+7p78j5ntzW3Yj7OP16+SU5IamtujYu8XZidZ2BuBACQVZT7/OFTUW5Ba1PLif2+3Hy8AICyopL/catNRU1l7mB1+Wzoq2cv21vacjK+2Owy9XU98NesqWpuEEdIeju6533Obm9pe/kkcafy5gcxcQAATKr88W1aTUX1z5qTkJJeunWtOK8w6mIEAMDSyQY5MuLj7FldVtlU3xgRFLZFdkN5cSmmMgwGM7Q2vXEhfKvedirqJTICde2NAiJCR919MtPS87/kHnP3mZqa5BMSWMZ/mfVy3/v6n9x90N3ZdS/qTk1FFRPLuurSyuE/51H/UOzdnesqa7wd3XMzv6DRswVf8nxdvTrbv+mZGbJzchham54+eOz185f5WTke1i6EMEIrZztMwyN7vf0Pzv1QZmJnSc9A72xsm/Ux801i8on9vhu3aIojJEUkxTZu0fQ/eOzhrXv5WTm3r0ZFXYowtjUnIydf3qu1xRg3H8+9V0862r7tUtliulkPAPDg7XMGJkYAgK6JQeC1iwlxj7SlVT1tXZQ11KIez20Hd5noc/JyO+62SnyQgBGoPhV6NvFBwla5jeHnL7r57DexswAA7PXxVNmoZrvL1FRbj4Wd1T/s/IbNm04d8PvwJm1NTi7mWLC/5R7bwKNntKRUvB32ySuvD7tz/a+ZgsFgd5IeComJuJk7aiPUrgZe8vDzdvBwAQBIykprbNUKOhYQdOzMMhbEEZJex30un71QVlTCzsV5/82zvp5ew007dilrp//xPubZPczEhGGL7rbp6Wkja7MlTcHh8LsvHwqICO2zdNpjZMOwjulW4v3l9dA26Wi7HvK4cOrcFtkNxflF569dtHSyTXr09MrZC39lOH4zpOVl7r581NPZ5WJqPzE+7mbu0NH2Lf71Ux5+XgDAmbDAnYZ6pw742ewyGx8bi3/1lJ6RAdOwtqK6rnpO85WSijL+zVMaOlpnY5sjew8qbVS99OPHmPC4KCNrs8iLV212mcVHxzp5up2+eG5Frwgax7rw01+Iv4GQE2dTk9+++5oJyTWtFQkmvuLOWqLfQH/s13sAsST11bU5GVkxVyKvxN6AAuwvsNfHc/WPgvAKtI79pshxihEQELgd8nDc7/qrfYH4n4BiDAICv/wWiykExL8YKMYgIPALFGMQEPgFijEICPwCxRgEBH4hhH55gYDAHwQAEOYN1UJhBgGBDwgAyBuq/T+UTii7AbnkbgAAAABJRU5ErkJggg=="
|
38373
|
A car dealership tracked the number of cars sold each month. In which month did the dealership sell the fewest cars?
|
March
|
[
"February",
"March",
"April",
"May"
] |
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"
|
38374
|
Each box has 10 pumpkin scones. How many pumpkin scones are in 5 boxes?
|
50
|
[] |
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ApaX/7OXhg7sMBqMgPy856WIbu5Pv8aktlKTUp7UHm+6CMNvVc56nF4PBSIj7Y+XPvhZmhuPtLbhlZfC5a9WXXWLak6tf7p3YNaZr+3Xm16vWupExmUw+ny/I4Pr6ei63DJq8tevWrPhQXi4lJZXzImvPrm2LvJfB55wwNB64IvB/elQT7/SPc+ZN/9Ht8aP799JTTp869vDBXQ/3aan3swB9rffFRYLbxJtFfIoQ04Hqms5pWSfYy8ePHyt4PABQUPjns8pjgY+uXp8Vft6rViyxtLLp1u3rF0tmsVgbt4StCt50Lz0lPe125JEDaSm31gYHbA3dS9REQR2pra0tKytlMpntydXWYLq2X2fOdFrsRiYtLU3MQgUdxc7HRNfX10tISBCTmtSUWwf37VRSUr6QcJPNZm9av/plTjYADPluOAAUvS20tLKxtR9vbDK4vJzLZktKSEik3L6xbs3K9NTbg02Hei70PXE6HgAK8nM78bXQ0JuC/LvpKQDwtvCN4O2Dzy3rHt5PJx4mZMu6q1cSeR8+AEBi/PnGxkYxMbGmjTHNLUa7ui/o3Uf/ZU72vvBQYXYUfTJy1YolVVWVo0bb+AUErd2wDT4nybDh5gCQdCWBmKSE7/rNsG+v2dNd/jVX24Dp2n6dM9NpuxvZ6uBNE11sTp44Ulz0Tk6+R9yFswCwZHlgz54K1dXVPovc+Hx+0NotxgMHey/+ecumNT6L3C4k3rRzcDI0MsnMeOxgYzZ02MjkpIt//fXSd0mApZV1ZWVF6G8bj0bsm/DDVGkZmdQ7NwGAuIQMfTUlJWW3WRNHj7FNuXOjrq5OTV2DePtsbB3PRB+Pj41xnz3pQ3k50b27o/3qBNiSknbWwwabDo2LPQcAzhMmN2sRxWKxVgdvmjPz+61b1k6eNuurX87zZxl7d29PTrpoPdaBz+cnxMUAgI3dOABY+NPSUyeOZGY8dnaw1NLW/ePcKSaTudRvFbSZq23vDtO1/TpnptN2N7LhIy3PxSaPsrJJS7sdd+FsH32D0F2HlvmvBoD1v6z861XO8JGWU6bNAgCfJQHa2rrpaXf27t4uLi4eHXN5+kzXt4Vvjh09KMZirVn3a2DQBgCwsXU8EHFSV6/PmdPHD+wNKy0tWeq3Kiz89055LbSl3Ev109v3pmDId2aRUReIt++HSdN9l65QUlK+lnxZTUNzy2/hAFDzsWP96gTGO090+X5K0uUEfkOD84TJIVt3f/kYx/ETzEZYVPB4a4N+/uqXE/h/GwICf2lsbPz90J7jkYd69FAI3XlwnqcXAKhraF5IvGlrP/7Zs4zY82eMTQZHRp0nqkAbudo2TNf2a1ezPfTNaLHZ3oljET6L3AyNTJJvPfrvdu290DXq+O+eC33Xt3lmCn3DiPTDvzJHCJEKiw5CiFT4B58Ips90nT7T9b/eS1h4RFh4xH+9F9T14UwHIUQqLDoIIVJh0UEIkQqLDkKIVFh0EEKkwqKDECLVpyuSEUKIHDjTQQiR6tPFgUdD8W+vaGGWbyrg240oQqQfznQQQqTCooMQIhUWHYQQqbDoIIRIhUUHIUQqOhadhoaGVatWMZnM7du3Ux0L6tIyMjL69esnJyfXbPzVq1dOTk7du3fncDjTpk17966F5sioNbQrOoWFhdbW1mfPniU6qyDUmkOHDg0fPpzFar7mVHV1tbW1NZfLjYmJOXXqVFZWlrOz81evVE9DtFvE69ixY4qKirGxsQoK/7K+P6K54ODg6Ojox48fb9q0qen4sWPHCgsL09PTFRUVAUBLS8vAwODSpUt2ds07r6MW0W6mM23atOjoaKJzMUJtuHPnjoODw5fjSUlJZmZmRMUBgH79+unp6V2+fJnc6EQY7YqOuro61SEg0dBaqrx48UJPT6/piK6ubnZ2NilBfQtoV3QQElJ5ebmsrGzTEVlZWS6XS1E4ogeLDkKIVFh0EOoYeXn58vLypiNcLldeXp6qeEQOFh2EOkZfX7/ZEZzs7GwDAwOq4hE5WHQQ6hg7O7v09PTCwkJi8+7du3l5eY6OjtRGJUJod53OgwcPPnz4AAB8Pj8nJ+fatWsAYGZmxmazKY4MdSWlpaVPnjwBgFevXtXX1xN5oqKi0q9fvylTpqxfv37ixIlr166tqalZtmyZtbW1paUlxRGLDtoVnUWLFqWlpRG3d+3atWvXLgD466+/tLW1qQwLdTHp6elNL9IZPXo0AMyZMyciIqJbt26XLl3y9vZ2cXFhsVgTJkzYtm0bdZGKHtoVndTUVKpDQCLA3t6+jb9s0NDQiImJITGcbwoe00EIkQqLDkKIVFh0EEKkwqKDECIVFh2EEKmw6CCESIVFByFEKuxljhAiFc50EEKkwl7m9IK9zBGFsJc5QogCWHQQQqTCooMQIhUWHYQQqbDoIIRIRbui09DQsHXrVn19fSkpKX19/ZCQkIaGBqqDQl3Rs2fPnJycevbsqaCg4OjomJmZKbgLe5kLg3ZFJygoKDAw0MPDIzExcfbs2StWrMBl39CXCgsLraysysvLjx07FhER8e7dOzs7O2KhW+xlLiR6rRxYX18fFha2dOnS5cuXA4ClpeXjx49PnDhBbCIkcOTIER6Pd+HCBQ6HAwC6uroDBgy4fv26k5MT9jIXEr1mOkwm8/79+35+foIRDQ2N4uJiCkNCXZOnp+fjx4+JigMAGhoaAECkCvYyFxK9ZjpMJrN3796Czfr6+suXL5ubm1MYEuqa5OXlm/bPi4+PZzAYI0eOBIAXL16YmJg0fTD2Mu8QehWdZlasWPHy5cvo6GiqA0Fd2uvXr728vNzd3fX19aGVXuZFRUUURSd66PX1qqmAgIAdO3ZERUURmYRQi7Kzsy0sLIyNjXfu3El1LN8IOhYdPp/v4eGxe/fuuLg4JycnqsNBXdf9+/fNzc2HDBkSFxcnaMeIvcyFRMei4+3tfe7cuWvXrtnY2FAdC+q6srKybG1tnZ2dT58+3bQBLPYyFxLtis6RI0cOHTqUmJg4ePBgqmNBXVddXZ2Li4u1tfX+/fuZzP/53wR7mQuJXgeSq6urAwMDnZycKioqiO7UhBEjRnTr1o26uFCXs2fPnpcvX27evPn69euCQVVV1b59+2IvcyHRq+hkZWXl5+dHR0c3O2NVWFiooqJCVVSoC0pKSqqvr58wYULTwfnz5+/Zswd7mQuJXkVn4MCBeLk6ao+2W5VjL3Nh0O6YDkKIWlh0EEKkwqKDECIVFh2EEKmw6CCESIVFByFEKiw6CCFSYS9zhBCpcKaDECIV9jKnF+xljiiEvcwRQhTAooMQIhUWHYQQqbDoIIRIhUUHIUQq2hWdysrKgIAAHR0dopf55s2b+Xw+1UGhrujGjRtWVlZycnKKiorjxo3LyMgQ3IW9zIVBu6Lj5uZ2+PDh1atXX7x4cc6cOStXrty4cSPVQaEu58GDB7a2tqqqqmfPnj18+HBRUdHYsWNLS0sBe5kLjV4rB5aWll66dGnHjh2zZ88GAAsLi4cPH545cyYwMJDq0FDXEh0draOjExkZSazKrqOjY2hoeOvWLWdnZ+xlLiR6zXR69OjB5XKJikNgs9nN1vpHCAA2btz4/PlzQW4QLWiITexlLiR6zXQEqqury8rK4uLioqOjDx06RHU4qItqaGioqKh4+fLl8uXLjY2NbW1tAXuZC42mH/IODg5qamr+/v4HDx6cMWMG1eGgLurmzZtycnKmpqZsNjspKYnoU9RiL3Mul0tNiCKIpkUnLCwsLi7Ow8Nj3rx5u3btojoc1EUNGjTo2rVrERERb9++tbKyKikpoTqibwFNi46RkZGjo2NISIifn9/y5csrKiqojgh1RRwOZ9SoUXPmzLl69WpeXh7R3wp7mQuJXkWnoKAgIiKCx+MJRoYMGVJTU5OXl0dhVKgLSkxMbNoDVk5OTk9P78WLF4C9zIVGr6JTUlLi5uYWGxsrGHn06BGDwdDS0qIwKtQF7du3b9GiRQ0NDcQmj8d7+fKljo4OYC9zodHr7JWxsbG9vb23tzePxzMwMLh3797mzZvd3d2lpKSoDg11LUuXLh09evS0adM8PT3r6+u3bt1aV1c3d+5cAMBe5kKi10wHAE6ePOnm5rZp0yZbW9vw8PBly5aFhYVRHRTqcszNzRMTE4uKiqZMmTJr1iwASE5O7tOnDwAQvcyVlJRcXFxmzpxpZmYWHR1Ndbyi5NMaybiUHE3gyoGIQrhyIEKIAlh0EEKkwqKDECIVFh2EEKmw6CCESIVFByFEKiw6CCFSYS9zhBCpcKaDECIV9jKnF7wiGVEIr0hGCFEAiw5CiFRYdBBCpMKigxAiFRYdhBCp6Ft0qqurdXV11dXVqQ4EdXXh4eEMBuPAgQOCEexlLgz6Fp3g4GBcjx39q7dv3wYGBoqJiQlGsJe5kOi1RrJARkZGWFiYq6trQkIC1bGgLs3X19fe3j4+Pl4wgr3MhUTHmQ6fz/f09PTy8howYADVsaAuLSEh4eLFi1u3bm06iL3MhUTHorNnz563b98GBwdTHQjq0qqqqhYtWrRhw4ZevXo1HX/x4oWenl7TEexl3iG0+3pVWFi4cuXK48ePY9sZ1Lbg4GBlZeUFCxY0G2+xl3lRURGJoYk22hUdHx8fW1tbbI2G2vbkyZOwsLC0tDQmk47fBv5T9Co68fHxSUlJT58+pToQ1KURR/0WL15sbGz85b3Yy1xI9Kri0dHRXC5XQ0ODxWKxWKxly5YVFBSwWKwdO3ZQHRrqQvLy8tLS0rZs2cL6rLy8fP78+QoKCoC9zIVGr5nOunXrli1bJtiMjIyMiIi4cuVKsyOFiOZUVVUzMjKajowYMWL58uWTJ08GADs7O3d398LCQiJtsJd5R9Gr6KipqampqQk2VVRUWCyWoaEhhSGhLkhcXLxZVjCZTFVVVWI6g73MhUSvr1cICQ97mQuJXjOdZhYvXrx48WKqo0AigMvlNt3U0NCIiYmhJhTRhzMdhBCpsOgghEiFRQchRCosOgghUmHRQQiRCosOQohUWHQQQqTCXuYIIVLhTAchRCrsZU4v2MscUQh7mSOEKIBFByFEKiw6CCFSYdFBCJEKiw5CiFS0KzpOTk6M//VljxGEmqmrqwsJCTEwMJCSktLT01uyZEmzFXZQ+9FuES8ej+fs7LxkyRLBiKqqKoXxIJGwZMmSgwcP+vr6mpqa5uTkbNmyJTMz89KlSwwGg+rQRA8di46pqamVlRXVgSCRUVRUtHv37tDQUG9vb2JET09v6tSpWVlZ/fr1ozY2UUS7r1cfPnyQkZGhOgokSiorKzds2DBz5kzBCNEPKz8/n7qgRBgdZzrS0tJUR4FEiY6OTkBAQNOR5ORkFovVv39/qkISabSb6fB4vLt37w4dOlRGRkZPTy8gIKCqqorqoJAoSUxM9PPz8/f3x6OBX4deMx0+n9+tW7ecnBx/f38tLa2UlJSgoKC8vLxjx45RHRoSDeHh4b6+vuvWrfP396c6FlFFr6LDZDLLysoEmyNGjODz+f7+/qGhoUTHWITa8OzZMy8vr/3797u7u1Mdiwij3derZogjgn///TfVgSARkJKSYmJighVHSPQqOtnZ2ZMmTXr69KlgJDU1lclkamtrUxcUEhlz58598OAB1VGIPHoVHW1t7YcPH06cOPH06dN37twJCQnZvHnz3Llz8bsVao8jR47MmzeP6ihEHr2KTrdu3a5evTpkyBAvLy8bG5ujR49u2LBh9+7dVMeFREN6enpUVBTVUYg8eh1IBgAtLa3IyEiqo0AiaefOnTt37qQ6CpFHr5kOQohyWHQQQqTCooMQIhUWHYQQqbDoIIRIhUUHIUQqLDoIIVJhL3OEEKlwpoMQItX/Ax5rF7GQR1EzAAAAAElFTkSuQmCC"
|
38376
|
Look at the following schedule. Kristen got on the train at Snowy Mountain at 11.15 A.M. What time will she get to Chickenville?
|
1:00 P.M.
|
[
"11:45 A.M.",
"1:00 P.M.",
"11:15 A.M.",
"12:15 P.M."
] |
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"
|
38378
|
A food industry researcher compiled the revenues of several pizzerias. Which restaurant made the most from pizza sales?
|
Arnold's Pizzeria
|
[
"Arnold's Pizzeria",
"Dan's Deep Dish",
"The Real Chicago"
] |
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"
|
38379
|
A cookie factory monitored the number of broken cookies per pack yesterday. How many packs had exactly 86 broken cookies?
|
3
|
[] |
"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"
|
38380
|
The members of the cycling club compared how many miles they biked last week. Who biked the fewest miles?
|
Mike
|
[
"Jason",
"Akira",
"Leo",
"Mike"
] |
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"
|
38381
|
How much money does Angie need to buy a map of the world and a map of Africa?
|
18
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[] |
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"
|
38383
|
Look at the table. Then answer the question. At a price of $985, is there a shortage or a surplus?
|
surplus
|
[
"shortage",
"surplus"
] |
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"
|
38384
|
What is the total cost for 1/2 of a pound of card stock scrap?
|
0.50
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[] |
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w32//5rU+F89d6teaX6Df9VvXLwReKM0tCzoRdOf+HWQwtXW1sxbMVCArJMUkn/I7deXGFZ+dm5HWOjo7zoacu3L+ipf7GgBwXuWcX5R/83JEUVbx1o3bNu/YFP3oPnzSW/DZ6bPLd1djbdNp/zMBZwOCLgYBynBgsdjZ0+fs3L8jLHwQfYbRUqPHyIxhH8YlxkmPlpYbKwcAPT092blZU6d80mdop/kF+t+/Gf2++sMCywXOnstLyksAoLK6cqb1DAkJicyErNRHaXgh/Iz509/WD6fPgMHm5eclpyVlPc5+W1EvKirm6rUCyVruuby0vCQmIiYxOqmhsSFqxG8swy+TiEQiPx8/Dw+PmKjYwFwCgXDK/zQAGOgaVFRVHD5+qLOzk06nXwi74LPWZ5njMgBQUlAqpBScOHPcdZkrEt93osnEJYuWDGytiFKkoTZuusUMAJCXk0+IeozEhLxwOZiAJ4SeufhJb6Ej60kmAGAwmPb29jVuXkgVALh45iIXF5f4KHEAUFZUPnvhTGJKotXc+UicQztrOzNjMwCwtbYNuxEWcffm6pWrRzhT/2WuBF9ZuWblyjWuTCaztbXF3obissRFmNRfn+FRwsMLly+Enb+CnLWcvGwmk2lsZAIAXFxcDAbDd50PWZYMAAd2HrwQduH2vVtaGlrBl87z8fJdPheGw+EA4OLZizKq0lcjrm7dMHjodTYtrS2n/E4LCgoCgJO90zL3pZ2dndQWakp6cqDfKYvJUwEg0O9UXGLc0O2w+aufVieZTGLv62rp0On0mtoaSjmlt7fXfNLn16bJZlMqqyvZiygDXYP+DQEAgOUcy7TMVAeXRfei71JbqKrKqsqKygCQX1Sgo6XL1ltwsnc6fzKYXctA73MA/samRudVzqKyIhhhHowwT0FxQTOHsIOh/ueSGqrqFZVfSNShfA0SkXTn6p3a0tcGugYMBmPH/u16E3Wrar7QZ4h+dN9umZ3vOt/FdqyItEmpSWbGEzn1GQz1jJAdLBarrKBcUfUSAAqLC3W19RBPAAARYREFsgKltHhYq5TklRBPAAASkQgA1BZqReULANDR1EHSubm5OU/60PxVZxAVEWXvI9HAOzo7aLQ2AJhtM1tQUgDZVqx2AYAPn9adA28qCEsdlsZExHR0dC7zWCalJOm4wqGhsQEA2tqG1Fv41Fp3d7e14/yuzs7sxJzuhh4Gtc90whfBIb/QW8D91/UWvhUZaRnxURL+B/zL8soBYM/h3eyssPAw++X2u3x3H9j1+VN7cnoy8sLARkhoUH2Gtn7XgzBJuI1GG9Yetv+wYTKZtHYaABAJnzUZOPeH5q86Q2tbK3u/pbUFAIQEhQgEIgBcDb5akFGIbEVZxWV55fJy8sM2OHvGnJhbMQ2vGm9cvJH1JMtzvScACAnhOb9ef42S8pJXr18d2nNYVfmT3sL7d5wFOFV5aO3/Ub2Fb4XaQs3IyeBMUSArOC50pJSy9BluR972WOd+/mSw73pfdplmanMhpRB5YWCDXCEI7PknEoic5wWpSyQQYIA+Q1fXiPUZOC7LpuZBNJ8G5a86Q15+HnufUkrh4+NTICtoa2jz8fE1NDWqKqsim6iI6CixUZxPzEGJiY1+/eY1AOBwuAWWNm7O7sUlRQBgoKtfSCno7GTdyK/fum4x13wQvYV2GnDc/rNzs2tqv9BbyH32WW+huJSiofr3fCP+tbl7/+4s65nvP/TTZ2iSGCUBAFU1Vc6rlh8/dGL54uWcBVLSk0WERdjLFYTcp0+Qna6ursqaSg1VdQDQ19UvohR2d3/SZ2j4UP2q2kDXEABIRCKNQ3YEuRiGRllJBQCKP62yGAxGTl72CEf6l5yByWS++ePNfr/9NbU1CUnx5y+dt7G0weFwBAJh5bKVew/vuRN15/Wb1+lZabOsZ7p6DSXviRAYdMrRxSEjJ6O2rjY9O/1O1G3kfXflcjc6nb7EbcmTp09iYqO37PZVVx1Eb0FrnLaAgMDp4FP1f9bHPY7dstt3zoy5lVWV7BMZExsTcTeitq72dPDpjOz0xfZOf2X4/xFsrW1HS462WmT5KOEhjdb2orLCP9A/LDzMddlKANi2d9tYmbHj1DTSs9LY24eGD8npyeaT+usz+J30y8jJqKqp8tq0uqenx95mEQB4rPDspfe6ea988fJFcWmx8ypnEpG01GEpAOjrGuQX5xdSChkMxsP4B6mZqcNaKztG1tjI+GjAkYSk+ILiAlevFSPXZ4CmyHYGtW/obZXrKg01DWQ/0O8UDw8Pso/H4/32+69euVpEWERAQMDGamHj6yYkq7uhZ8fmHWNlxmKxWOnR0qtcV7X83sqg9lUUvASAhKiEQTuqr/xzsd1iSQlJXl5eGWkZzxWe1DctSFZqbJqxkTEfH5+UpNQGrw3tf3YwqH3BgRcAAHk9QLaIyxFkWTIOh5tsOrksrzz2biyJSNLX0S/OpgBAxOWIOTPmCggIiImKbd2wld7MGHbs6Mag9lUWVdnb2EtKSHJxceFwOO1x2mHnryBZg67Iw0NvkGXJ508Gs1sI9DuFwWAy4jN1tXR5eXnl5eQjLkewczPiMycaT+Tn5xcSEpo5bRYlpwRJb3tLc7J3EiYJEwlEJ3unO1fvAAByjTnaOppOMGW3EB0RDQCvy+oY1L5qSo3F5Kl8fHzio8R3+uzctnGbsqLysGNsimznaopsJ5p/9d30l6HseZmOqXZabDryqEH5PiztLdd6ek+dMu1bK54NObth6/qext5/wqq/hdbULvSvVlG+AYeFDuQRfAX5l4LqM6B8Aw62v7o+w39hmYSCMjToMgkF5TOoM6CgsECdAQWFBeoMKCgsUGdAQWGBOgMKCgvUGVBQWGAAgNGC/iswCgr6ZEBB+QTqDCgoLFBnQEFhgToDCgoL1BlQUFigzoCCwgJ1BhQUFqgzoKCw+KecQVpP8vDpQwAQdOWcoOKIwxOg/JQ0tzSv3uapaELGyfMKqxGM542PT/0iZmNk7D1xLVFbN5t+FZlM5lhD6eiE+/8/Wwewbre33kydkZREnwwow+PuszK3MPfc4fNmhmZHt/uPU9W081hY/rIMAHp7e9fvXuu5xZ1EIA2sWFpR0kRtmmw85f9s8PfxH3UGOp3+o03410Cn0+PT4rZ775gxeaaQEF5RTjH46AVVBbXMvEwAKK0ozcjLyInJVVFQHVg3OTNZb5zeoH7yEzK8M5gvnDRv2VzOFCvneVNsJgIAg8HYd2KPspkCQUVQw1wt6Mq5oZsS1SAFXDjBPvTY4m5iOR7ZH2sofebyae+dXuJaolI64jv9tjdRm+zcF4qoE5VM5a9HXhu0wcsRF/Vm6girEaT1JBd52v3x5x9Iev37+sWrHZCmHFcvevvuLQCUvijhJ2MT0uJ1Z2hPtDYFgIamBpcNy+WMxhBVhMZZqJ8NO8NueZSmyPHgY55bPCS1R4moE+3cFzZRh49v+avS19f3ofELfYansfkeSz0BQF5WPiMyS0FOcdCKyVlJFmZTASAw9KSUjnhKVrLeTB2CiqDqJOUbUZ/1GXLyc6bZmwurEUQ1SDMdp+dT8pF06xVW1ius2MVuRIXzk7HtHe0A4OTluHi1w837NzTM1UiqeON5458Vs1Qd6t/XWznPI6niZQ1lDpzcN/JhDu8MtvPs056ksoNXtra1puak2FkuAgCfA5tOhgbsXLerML54net630ObL0WEjrxvTrAY7OmLgWZGE988e+u7eqt/kJ+1i6Xn0lVvC9/ZzF24ZvvqlraWflWynmat2ubp5exVEF8UdSmmmdrk5OUAAAwGw2r5vNrfX90+f/fOhci6P17Pd7ZkMpm8vLwAcDBw/0aPTSH+oQDguskln5J//czN/LhC39VbfA9ujnkczbYn4MJxA239uqd/pNxJy6c889q+6vuG9m8Hi8XOMp+9+9jOq3cG0WcQJgoj4U0H0tPTk5OfbWH6SZ+hg3Ys2D8yNOptwTvrWdaum1xKX5QAQNWryjlOMyXEJNPuZSTdSsEL4mc7zUDuX0Nb9bQ4LyU7Jf1eZt3TP0SFRd18WCEbV2x0LqsojboYHX/jcUNzQ3T8/RGOdHhnsJ69oK+vLy6VJWj3ICmmr6/PZs7C1rbW0Jsh61zXL1m4TJGstHKx22LrJQEXAkbY8UBUldTs5tnz8/Evt3cGAJ1xuuamFjh+3BKbpV3dXZWvKvuVpzwv5uPlc1qwVF5WwUjH6NrpG/47TwBAclZSaUXJxeOXp5iYmxmZnTt8Xkleqf59PYYHAwBmRhOdFizRVNMCgAt+oUm3UsyMzJTklZfYLNVS00rKTEQa5+LiUlFQWeGwko+PT0dDd9VyrweJMR2dHd89un81l06EmZtauPu6peWkbj+6LeDCCWorddhaTwpymEzmBD1jAOACLgaDsdnDR24MGS+E37f5gKCA4J2HtwHgQngwHy9f6PFL2uo6uuP0LviH9vT2XL83+FqAk5a2lpN7A8VExIgEoqP14hdVzzu7Ot++e5uanbLJw8fc1EJNST1gTyAv7zARftkM7wxS4lJmRhPZt8z7cVHmJhYSoyRKXpT09vZOMfkswjBpwqSq2srvXk6oKakhO8gSU01RHTkkEkgA0DrgyWBuYo7FYqfaTbl4M6Tuj9cSoyQMdQwBoKC0QAAnoKbEqq6trnPjbIS0pDRyqK/1WRqiidrouslFQkuMn4zlJ2MLSws5w0EbaH+O66+upM5gMF7V1Xzf0P7tkAikiKDbVdmv9LX0GQzGrmM7jOboV9dWDV0rOSvJ1NCMM9o0e0qxWKwSWellzUsAKCor1Bmny5YcECGJyI9VKHlOGdYqRTkl9kMJuWaordSX1RUAoK2hg6Rzc3Mbav+t+gy2v9klpMV393TT2mlJmYn2VosAgNbeBgC/LZtDVBFCNuQ51dD0YZjmvkK/ALH8X4bs5gymjaCurJF+L1NVSX2X/06ViUqTrE2Ly4sAoI02pJgD8ZOYQ0+3zcoFXV2dGVFZ7VVd3bV0EwMTzpJ4wS/EHACgc8Ai4T+FjJSMuJjE0e1+lMRSANgXMIxcWkp2MvLCwIZTA4BDn4HGPikIwkRSW3sbDAeOv/8neyaTSeugAQART2AnEvB/qz7D/FnW3T3dSZmJyGLJasZ8dh+XT1x5GpuPbPlxhZSkUvKYr4Yf7Bduv/svX1vqyhoh/qG/59en3EnHYDBWy+fR6XQhQXxLW8uw4oWlL0pr37w6sOWwisInMYeGL6Kuc64EkCkW+sri+NeG2kpFPhyxkZdVWGTlQBny5t3c0lxUVmRhasGZyPniR2tvZ+kz4An9Fl3NLVQinggDL5ieEeszcASyb24Z6VJlRM4wSnTUFGPz+NS4B49jZlvMIeAJAKClpsXHy9fY3KiioIpsIiRRMZGhRBhIBBKNw+OHns1heVr8NLcwFwC4ublNDEz2bT74vvF9/ft6fU39vr6+nPwcpNiLqucmluNfVD3vV729gwYA+E/3qpz8nFd1X4g55BV9FnOgPKfw8fLJyyr8FYP/pUTG3p27dNb7hn76DM0SYuJD1ErNThEhiWir63Am5hWyprSru6uqtlJdSR0A9LT0i8uKuns+6TM0fqipq0ZWs/0umOLy4mGtVSIrAwDlU0kGg/Hk05UwLCP9ncH2N9vEjMTEjMf2louQFAKesMLBdf/JvXcf3an743VGbvrcJbPdfVYO0Yiepn704+iGpobOrs5Dpw8il+N38zg9wdZtQVRcZO2bV5TnxWfDTstKy46VHjtt4nRVRbXV2zyTMhOzn2Wv3ubZ09urLK/Sr7qmmpYATuDM5TP17+vjU+O2HfadbTGn8lUl+6zXv6vfH7C35nV1Qlr8ubAzC+bYDLH6+oWxmWsrJT56gatVbPIjWntbRU3F8eBjV++GuTi4AkDtm1cZuekZuenU1uYmaiOy/67hXUp28hTj/voMx877ZeZlVtdWee9c09PbY2dpDwDuTh699F7PLe4V1S8oz4tdN7mQCCQnmyUAoKepX1BSUFRWyGAwHiU9TMtJG9ZaWRnZCXoT/IOOPk5PKCwtcPdZOXJ9hpE6g9Us6/r3b5lM5mzzOexEvx3H3Ba7bzu8ZZyFuvP6ZSaGJmEnrw7RyJFtR0VJIioTFTUt1Hm4eRytFzMYfSM0YCBbvba5OqzcdmSrznSt35bOYTAYMVcecnFxYbHYB1ceqSmpOayyt3GdLy4mcf9SDFsckY2YiFiI/8WU7GSNKaongo8F+4WsWrb6zds66xUs4WGXRSta2lomWps6rLKfYmIesDfwu039V0MikOLDExRkFVdt9ch+lr39yNZb0RHBR0MWWTkAwMWboTMcps1wmJZPyc/Jz0H2E9MTkrOSLcws+jW13+fQ5v0b9WbpZD3NvBp4HfmdTl5WIfZ6wu/1byb8ZjTVzhwAHt9MGiU6CgBcFq1YMNtmjtMsaT3JyNh7+zbvBwBGH2Nog68EXlNRVLV1s5nvYik3Rs7B2nGEv7FyNUW2C+qO9NvTfwdpPUkvZ++ta7b9aEN+LqxXWK1x9u73WjwSgq6c27R/Q0d19z9h1d9CR1HPf/TPMVC+D3vLReSx5B9txT8Fqs+A8g0gS6NfFXSZhIICgC6TUFA4QZ0BBYUF6gwoKCxQZ0BBYYE6AwoKC9QZUFBYoM6AgsICAwAYEuoSKCjokwEF5ROoM6CgsECdAQWFBeoMKCgsUGdAQWGBOgMKCgvUGVBQWKDOgILC4sc7w1K3JZNnT/rRVqAMRTO12XO9h9w4WawIBj9ayGiKYdzjWHbuo4SHJtOMiTIEuXGyHuvcm5o/xyliMpmjlaXuP4z6EVaz8N68RttEayQlf7wz/CjKX5QraH013hkKJ65erk+ePgk+GTzReKL//mOaGpo2S2zKnpcBQGLKY2tHa21N7ZiImL3b9kU/inb2dGZXLCkvaWpumjLR/Ott/0T8P/4Hmk6nY7HY/0NH30QhpfBvb5PBYPDw8PSLA/dvh06nxyXGXg+5PnParLMh55QUFN2c3YpLijNyMsapjzsZFDjeYHxQwHkAmAzQ2dW5ZpMXjUbD4/EAkJSapK+jTyKSfvAYRsaIngzCY0n+gf7ua93E5EQJ0ngbJxv2o7ChsWGZ+1IZVWlBSQE1A9XTwaeR9JLyEowwT3xinJaxpsk0YyQxLDxM3VBNUFJAw0g9LDyM3T6GBxP96L66oRryCH5a8BRJH60sder8Ka+Nq0VkhUeRxbbv3dbU3GTjZEOQxpM15a5FfA7UHHE3QtdUR0ACN1pZaq2Pd1cXKw6hg8uiRc72N+7cUNVXEZISZDe+78heZ8/ldb/XYYR5AoP6B0TKfJJpPmeKqKwIaQxx8uxJGTkZSDqdTvfd5TNGTYYgjZ80a2JOHitU2yiy2Ong05b2lkJSgq1trX19fbsP7lLWVRKUFJDVGLtmk1dHByt893yH+QuXLDx57qTcOFkBCZzx1An/hE/+7fT19b1v+EKfoSCzcJXrKgAIORVy4+JNdtYYaRkAaGhqQA6T0pKmTp4KAAFnA0aRxZLTkrRNtAQkcEo6iuG3P+szZOdmm8+Zgh8tRJQhTLOc9qyQpbRgaW9paW/JLhZ+OxwjzNPe3g5fP7MAUP9n/W92vwlJCUqrjN53ZJiAsF/QFNnOoPYNvYkIi4iJigUFnO941/ksPX+01OgFljZI1qzps1WUVFJj054/e3Hp3GUMBnPv+j0Gta8srxwAxhuMvxwUVphVxKD23bwUwcPDc2j34bzUp8cOHufi4rp95TaD2udo6ygvJz/dYkZ6XEbW42x1VXV1VXWkcenR0rJjZMNDb7T/2eG33x9p8PH9x7T69g1eG3A4XOPrJga17/aV2wDgs86n/Onzh7cfykjLOCx0QFpwtHUcIzNmmeOyd9Xvm143T7eYgTTe9pa2xn3NGJkx76rft//ZwTnY1j/aCASCm7NbaW5ZyZNSzxWeAgICDbWNDGqfh4uHmKjYjYs381KfLnVYisfjqyk1DGqfhLiEprrmto3bMhOyuht6Du85ws/Pfyvs1vNnLxKiEsbKjPX28EYat563QFRE1GWJS+Prpj8q3k42myI9WrrjXeewp+DHbnNn/kYkEEPPXDSfZJEQlTBESXcXd+nR0r1NdAa1r+Ndp4CAQFJMEoPad/JoIAaDmTplWlVxNfVNy8Y1G7m5uZEL4/mzF/z8/AvnL8zPKHia9mzebEs8Hl9X/oZB7ZszY+6cGXPZjV8JvgoALb+3DnFmGdQ+i8lTpUdLP77/GDl9UpJSGmoaw46xKbJ9RM4gKiJqNsGMfXho92EMBtP6RxuD2vf2ZX195Z/sLH0dfQ8XDwa1r6LgJQBs8t7EzjLSN1o4fyH7cPPazScOByCjwuFw72s+IOmXzl0GgLa3NMQZZk2fjaQ3vm4CAKRxBrWvOJsCANmJOUjLnOZdvXCNi4sLmU1HW0c8Ho+Yyp5NpHGfdT6yY2QHDrYwqwgAUmPTkMPuhp7khyltb2lNr5t5eXlPHzuDpHe+71pgaRMfGY/Yaahn+HlaXze/KqllH27w2qCmoobsL7C04efnR04ng9qXnZgDAHH34v6fV/Z3bI2vm6znLUCWf3raekf3+SF3h35bdEQ0FxfXleCryGFidCIOh0NcPdDvFAA8vv8Yyer60I3H47es38Kg9q31XEskEGn1rOvww6sGXl7e/TsPMIZzhkHPbF35GwAI9DuFpPc20eXGyo3QGUb6Am2o/znIvYaaOoPBqHldAwCNTY3Oq5xFZUUwwjwYYZ6C4oLmlmZ2SQNdlhjCx48fCymFBrqfGzm854i3hzeyr6qkKioiiuyLCAsDAFsnQV3lk2gDkQQAaqrqnIetrS19fX2FlEKLyZ8jGU42ncxkMp8W5CGHSvJKgoKfovgTiZyND4qKooqaitqSlU5HA44WUgp5eHgmm04WEBAoeV7S29vLHhEvL+/tK7enmU/vN1IAYALzgP9+GVVpXlEsRpjnxJkTzdTPc6Kuoi4kxIp2rKGqAQAVVS+HsOdngEQk3bl6p7b0tYGuAYPB2LF/u95E3aqaL/QZoh/dt1tm57vOd7HdYiQlKTXJzHgiZyBqQz0jZAeLxSorKCMDLywu1NXWw+E+6TMIiyiQFSilxcNaNeiZrah8AQA6mjpIOjc3N+elOzQjdQa80ACxgs7O7u5ua8f5XZ2d2Yk53Q09DGqf6QRTzlrCJFbc/c7OTgaDwR5wPwQEBNj7yO2HHQ17gGjDF4dMJrOrq4vBYBw6fkhQUgDZlPWUAOD9B9Yad2CnA6UeOOHj40uLTV9su/jy9UtGUwwVtOQj7kYAQFtbKwB8LfYwe6QAsGaTV3xSfHhoOHK327bxixiVX8ykAGsmh7Dn50FGWkZ8lIT/AX9kDbzn8G52Vlh4mP1y+12+uw/sOshOTE5PRl4Y2LDvAvCFPkMb5+wBgDBJuI02fFDqQc8srZ0GAETCZ00Gzv2hGakzcN5Nkf6EBIVKyktevX51aM9hVeVPEgfv333NbgwGw/kF+u9CQEAAi8Wu9VxbkFHI3sryyu1t7L+7TVER0YO7D1UUvHz+7MV0i+lL3JwoZRQhITwADKtLxGQyY+JiVq/0mmw2BbkpvvvwxZx8MZM0Gnx5ifyEUFuo7E8ICApkBceFjpRSlqLA7cjbHuvcz58M9l3vyy7TTG0upBROnfKFM7S0trD3ae00lj4DgdjvWd1MbSYSCDBAn4H9XWQIWPoMnyQIAaCpufnrxb9gpM6Q++yzWEFxKYWPj0+BrNDeTgOOW112bnZNbc2g910eHh4dTZ3MnM+aFxu2rt+wdf0Iex8Cbm5ufR39ut/rVJVVkU1eTp6Xl7ffzWZQBjW1tq42Jpal2aWsqBwUcB6DwVBKKdrjtLFYLHsIHz9+tJhrfv3W9X7VGQxGV1cX8mERAFpbW2NiYzg7eln9kn3ui8uKAUDj09rv5+Tu/buzrGe+/9BPn6FJYpQEAFTVVDmvWn780Inli5dzFkhJTxYRFmEvVxBynz5Bdrq6uiprKpGB6+vqF1EKu7s/6TM0fKh+VY2sqElEIo1DdqS4pGhYa5WVVACg+NMqi8Fg5ORlj3CkI3WGt3++3Xt4T/Wr6vjEuDPBp20sbXA4nNY4bQEBgdPBp+r/rI97HLtlt++cGXMrqyr7TRyCt+fa1IyU3Qd3FRQXnLlw5mzI2QmGxiPsfWg2rtkYGRPpd9KvqqaquLR4mcfSKXMmIx/ghoBEFH734V1GTkZtXS1n+ps/3tgutT1x5sTLqpcvq14eOn4IAIz0jUhE0lKHpcdO+V+9ebWguGDVBs/CkkJjo/5DwGKx+jr6V29cqamtKSgusFliM/+3+c3U5orKCgaDAQAiwiKuXq6l5aVFJUWbt2+SGytnOsHsb5mHfwhba9vRkqOtFlk+SnhIo7W9qKzwD/QPCw9zXbYSALbt3TZWZuw4NY30rDT29qHhQ3J6svmk/voMfif9MnIyqmqqvDat7unpsbdZBAAeKzx76b1u3itfvHxRXFrsvMoZmWoA0Nc1yC/OL6QUMhiMh/EPUjNTh7VWdoyssZHx0YAjCUnxBcUFrl4rRq7PMNKvSbt8d61xXyMiLCIgIGBjtRD5psmg9kVcjiDLknE43GTTyWV55bF3Y0lEkr6OPvI1qd9nuKCA80oKSry8vMqKysGBF5BER1tH0wmmnF8kAOB1WR3ylWbbxm3sLABg13pdVgcAj+48Qg6vh4RraWjx8vKKCItYzrF6kV8xbOOvSmpVlVWFhIR2b93Tb7xXL1zT1dIVFBQkEAjGRsYPbz9E0jveda5btU5CXAKHwxkbGafFpiPp/ewsyio21DPk5+dXV1WPuhFVV/5GgawgJipWTalZYGkzdcq08yeDZcfI8vLyjjcYX5RV/MM/Fg27VRZV2dvYS0pIcnFx4XA47XHaYeevIFmDrsjDQ2+QZcnnTwazWwj0O4XBYDLiM3W1dHl5eeXl5CMuR7BzM+IzJxpP5OfnFxISmjltFiWnBElve0tzsncSJgkTCUQne6c7V+8AAHLtDXFmqyk1FpOn8vHxiY8S3+mzc9vGbcqKysOOsSmynaspsp1oPowgjYSCuLfn2u2bto/Uw1C+gt0yu5bWlsf3H/9oQ74TS3vLtZ7eU6dM+9aKZ0PObti6vqex95+w6m+hNbXrv/u3SSjfgcNCB7LcL/sHXag+A8o34GD7q+szDLtMQkH55UGXSSgon0GdAQWFBeoMKCgsUGdAQWGBOgMKCgvUGVBQWKDOgILCAgMAjJaPP9oMFJQfD/pkQEFhgToDCgoL1BlQUFigzoCCwgJ1BhQUFqgzoKCwQJ0BBYUF6gwoKCx+jDNExt7jJ2Mbmxv/bz1K60kePn3o/9bdL0ZzS/PqbZ6KJmScPK+wGsF43vj41DjOApGx98S1RG3dbPpVZDKZYw2loxPu//9sHcC63d56M3VGUvJf82QYYzC67o/XP9qK/yjuPitzC3PPHT5vZmh2dLv/OFVNO4+F5S/LAKC3t3f97rWeW9xJBNLAiqUVJU3UpsnGU/7PBn8f/7gzMBiMocM5joQ3b9+wo5z/hDCZTCQm0i8JnU6PT4vb7r1jxuSZQkJ4RTnF4KMXVBXUMvMyAaC0ojQjLyMnJldFQXVg3eTMZL1xeoP6yU/IiJyBTqdvPeRLHj9WRJ1ovnDSkwJWXLSGpgaXDcvljMYQVYTGWaifDTvDriKlI3427Iz1CiuSGr6V1spgMNbt9pbUHjVKU2TZ2iVttNavdbTlkI+SqTxRRUjRhOxzYFNvb29GbrqymQIAqExUQh7EPT09Ww/5KpqQ8coCymYKu4/tZF+LXzOVk4y8DIKK4MWbIf3Sf6//ffFqh7GG0iRVvM50Lc4CV++EaVpoEFWEtKaOu3onDEm097BdsmbxgcD9ohqk2JRHAJBPyZ+zZJaUjrioBslsvnFKVjJSMjD0pJSOeEpWst5MHYKKoOok5RtR4fDvoa+v70PjF/oMT2PzPZZ6AoC8rHxGZJaCnOKgFZOzkizMpsJwM5CTnzPN3lxYjSCqQZrpOD2fko+kW6+wsl5hxS52Iyqcn4xt72gHACcvx8WrHW7ev6FhrkZSxRvPG/+smKXqUP++3sp5HkkVL2soc+DkvpEPc0TOsHHf+mv3rvrtPJZ0K0VRTsly+VxkxeK6ySWfkn/9zM38uELf1Vt8D26OecwKzMiL5b1865K2unbSrVQhASH/IL+LN0OPbDv6JCbPxMD0a8v3Y+f9b0SFBx0JLk4sOXPw3L1Hdw8E7jPWN7l+5gYA5D58eulEGAB471pzKeLioa1Hih+X7Nm472zYme1Htw5tKpvq2qpFHrYb3DaucFjZr3c3H9c/P9RHhkYXxBetXu61dpd3UmYiANx9dMdzq8cyu+Wpd9NdHVe6+7pFxUUiYyyvLC95TokJe2RiYNrd0225fC5eEB8XnpB1P8fU0MzW3ebtu7cAgMViaR20Y8H+kaFRbwveWc+ydt3kUvqiZESn6EeDxWJnmc/efWzn1TthXd39o50KE4WR8KYD6enpycnPtjCdCkPOQNWryjlOMyXEJNPuZSTdSsEL4mc7zUDmbWirnhbnpWSnpN/LrHv6h6iwqJuPK5K1YqNzWUVp1MXo+BuPG5obouPvj3Ckw4eKaW1rDbt92X/Hcdvf7ADg7KGg9s726tpqWRm5C36hXFxc4mLiAKAkrxx05WxSZqLlDCsAwGAw/Hx8ezay/DI86vpv0+Ytt3cBAEWy0rPip3WR1wb2VVxepK6sMW3idAAgj5WPvR7PzcWNxWIJQgQAECYK44XwTdSm8MhrO9fttptnDwAKcoolLygh4Rf2bz7Y1d31NVOR9puoTfNXWM2xmMs27Ivey4rWrFhroG2ANKutoSMrLQsAgSEB82dab/LYDAB6mvrvG94hpwqDwVS/rkq+nSpMFAaAvr6+vEf5wkRhJJ7uznW7A0NPPinIWTjXlgu4GAzGZg8fuTFkANi3+UDozZA7D29rqo1IeO+Hc+lEmIevm7uvG5PJbG1rtXtuv9zeGRn1EDwpyGEymRP0jAFgiBm4EB7Mx8sXevwSEuH8gn+o3Pgx1+9d8129Zej2W9paTu4NRFzR0Xqxy4blnV2d1FZqanZKwJ5Ac1MLAAjYExifGj/CYQ7/ZCitKO3t7dXX+qxLcPPcrakTpwFAE7XRdZOLhJYYPxnLT8YWlhZyhlNmV+nt7a15Xa2trsPOMtIdP2hfv02fl/4kzcnLMTL2HrWVqqKgqiSv3N+eFyUMBsPE4HPsewNtw47Ojpq66iFMBQA6vXeRh620pHTQkeBBe583w8rv7BHfg5tTs1N6e3uNdIwkRkl8/PixqLxIX/uz/MLBLYe9nNcg+wqyiuxrgoeHp6iscKbjNGE1Aj8ZKzbuC6EJxE5kB4vFKpGVXtb87LIMbEgEUkTQ7arsV/pa+gwGY9exHUZz9Ktrq4aulZyVZGpoxqnPMOgMFJUV6ozTZcf6FyGJyI9VKHlOGdYqRTkl9kMJeS2htlJfVlcAgLaGDpLOzc1tqP336TMg63scf//ord093TYrF3R1dWZEZbVXdXXX0k0MTDgLsK+Sjq4OJpNJxH8OyknAEwbta4nN0qiL0R1dHS4blo8xGL1kzeKB781t7W0AIMyhmSdMEAaAtnba10xFOBN2Ojs/u7G5se9j36AFgg6fP7T1yJP8nDlLZskYSO09vpvBYHR2dTIYDBzfV2QZOMx4Xlm+2MthvO6E5+kvu171tlf1X1EgTwwEtjrBvwgZKRlxMYmj2/0oiaUAsC9gGLm0lOxk5IWBzaAz0Eaj9XvICBNJyFkemoEnmslk0jpoAEDkuMAI+L9Pn4GlS9DSP8h96YvS2jevDmw5rKLwSZyhYZDg2wAgwC8AAK0cL83NA1pjM8t8dtTF6D+LP1w7FZ79LMtr+6p+BRCnonJE+m9ubQYAIp7wNVMR1BTVnjzI+73+zY6j2wYtwMPDs2rZ6oyo7N/z67d77zwW7B98/TyOH4fBYJpahleWiEuN4+Pl89txTEpciouL611Df6mKlrbPNtPa2zmvjJ8ZaisV+XDERl5WYZGVA2XIm3dzS3NRWZGFqQVn4qAzQMQTqK1f6jO0UJGz3E+fobtnxPoMHIHsm0dw7hCGdwYtNS0sFpv19LMuwXR7i/DI6+0dNADAfzqjOfk5r+oGF2fg4+OTlZGjPC9mp2Tkpg/a14PEGOR9F8ePs569wHWxW3H551pI45pqWhgMJrfw82ei3IInRDxRUU7pa6Yih7PM52ir65zYc/Js2BnkzZiT1rbWm/dv0Ol0ABATEVvrus7U0Ky4vJiHh0dbXZvdJgBs2rdh074NA41vb6fx8/Ej9wUAuH7vGnwpAZFXyNK46OruqqqtVFf6qWUZ2ETG3p27dNb7hn76DM0SYuJD1ErNThEhiXCujeErM6CnpV9cVtTd80mfofFDTV01stYlEUg0jkcE58XwNZTIygBA+VSSwWA8yc8ZthbC8M5AIpCcFiw9EXzs2r2rhaUFXttXF5UXGesba6ppCeAEzlw+U/++Pj41btth39kWcypfVb4f7Plgb2n/MOlB6I2QsorSY+f9v3ZTOX3plJOXY2Ze5uvfazPyMu4+vGNmaAYAJKIwAMSlxJW/LBMhiSyzXX4i+Fh0wv26P15fu3vlUsTFNS7eGAzma6ZyduG0YIn17AVum137afBwcXGt2+W9apsn5Xnxq7qae4/u5lOemRmaAoCXs3daTure47sLSwvOXTkbdPXceL0JA40frzehsbkx7Nal+vf1568Glb8skxwlWfKCgqjIYDCYY+f9MvMyq2urvHeu6entsbP8fm2h/yc2c22lxEcvcLWKTX5Ea2+rqKk4Hnzs6t0wFwdXAKh98yojNz0jN53a2txEbUT23zW8S8lOnmLcX59h0Blwd/Lopfd6bnGvqH5BeV7susmFRCA52SwBAD1N/YKSgqKyQgaD8SjpYVpO2rDWysrITtCb4B909HF6QmFpgbvPym/TZ+iupQ+9tVa0e69YKyEmgePHTdCbkHw7DUkPP3NTbgwZx4+bNH4SJan0wZVHJAJJT1Ovu5YuLSm9xWsrZwvO9isIeIKQoJDtb3YRQbcBoDbvTb+O3jx762i9WHKUJC8vr4yUjPsSj4bS5u5aekd198wps3D8uBmTZ3bX0ttedmxw2zhaYjQGg5EbQ963+UDXq96hTRUVFt29YS+y/7bwnZS41PxZ1v16z7r/ZKrZNGGiMD8fv4qC6tHt/uyss4fOKZKVeHl5lcjKQYfPI4kO8x1NDEw4W9js6TNKdBQRT1xs7dRQ2rxz/W5BAUEv5zUBewIxGEzq3QwdDV1eXl7yWPnwMzeHnfafZ3uR/tJunr3kKEkuLi4cP05LTfvi8ctIFvKRrR8h/qFyY8jnDgexWxh6BlLvZpgZmfHz8QsJCs2YPLMwoRhJb37eutjaSZgojEwpctm8ozQMnPzI0PsAUJ1T211Lf5lZZW5qwcfLJy4mvt17xxavrUpk5WHHyNJnENTlGzgelL+RoCvnNu3f0FHd/aMN+atYr7Ba4+zd77V4JPz8M9BR1POv+dsklJ8Be8tF5LHkH23FPwWqz4DyDSyy+tX1GdBlEgoKukxCQfkM6gwoKCxQZ0BBYYE6AwoKC9QZUFBYcHPjuYDnR1uBgvJj4QFuPBdXV1Xvx3Ymjyg3DP53zSgovzo80Nf0kVuIi4vJZHZX07tf0z/S/uq/7aOg/BvhxnPxy2H5FbH/AzJRRmaavKSwAAAAAElFTkSuQmCC"
|
38386
|
Leah buys 2 kilograms of navel oranges and 2 kilograms of Persian oranges. What is the total cost?
|
3.86
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"
|
38387
|
Look at Drake's pay stub. Drake lives in a state without state income tax. How much payroll tax did Drake pay in total?
|
387.01
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"
|
38390
|
A band from Rockport went on tour over the summer, and each member chipped in for the cost of gas. What fraction of the gas money came from Luther? Simplify your answer.
|
65/274
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"
|
38393
|
How much money does Belle need to buy a white bead with black spots and an orange glass bead?
|
0.99
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"
|
38394
|
The table shows a function. Is the function linear or nonlinear?
|
linear
|
[
"linear",
"nonlinear"
] |
"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"
|
38396
|
A concession stand worker at the movie theater looked up how many bags of popcorn were sold in the past 6 days. What is the range of the numbers?
|
7
|
[] |
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"
|
38398
|
In science class, Lauren is measuring the temperature of different chemical mixtures. The temperatures of two mixtures are shown in the table. Which mixture's temperature is closest to zero?
|
bromine mixture
|
[
"bromine mixture",
"acetone mixture"
] |
"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"
|
38399
|
A sports fan decided to examine the pattern of medals won by certain countries at several Olympic games. In 2004, how many more medals did Sweden win than Finland?
|
5
|
[] |
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"
|
38403
|
The shop teacher, Mr. Harper, wrote down how many picture frames the students made last week. How many students made at least 3 picture frames?
|
31
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"
|
38404
|
Seth found out the sizes of all the clubs at his school. How many clubs have at least 30 members but fewer than 100 members?
|
12
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"
|
38407
|
A Girl Scout troop recorded how many boxes of cookies they sold each day for a week. According to the table, what was the rate of change between Wednesday and Thursday?
|
-4
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LF4A4/xSEjTu8tQTi3L9arvCPaIwuTAsgBK+YPaQeQzQNB7ZtJMcjl9OvWKX3Dbq2FwAw1Dn9ipk9v5M7js5xz2Ya/dAKEb8PBAgRxFWyz4zOU1VcHnI8Kzjur1gW+8HWB8Do6MvxrKKpW5N56FouHK8aut4oAKAxmIarVPqmcTwrVPokMbrNlRVF13Jl21/keORz+hWxHS7T27s1GAFdqw/b/iKnfymnXzHbLpqm4QCAaRjEtvobAMc9h20b/vZRjM5fqrg85vQvV3FJYHT+UnH8AEBjM41/VHHN4HjyVfqmMQ3XgMZoIJj27hzPCkaXGXhz6ELTsGPbnef0L+H0K2Rbh9E43H+LZTKNf1JxTef0L1dxzWD2CgGtEaMLaUVNyfQfQYgkRefp7d0BgK6iYhcBcYXg/mDBHVdx6XW2dRhUukDMF+eHMTpPlB1E1/YAS0/8+uA7i211aHSp7za7E9NoLZiaohzpsjOMThNZZjvFuUcF8Q61iRPpGvYqNqcBiPOOSYoiWaakxTudZfKrOP+kpOAUAFavn5k9/EXP1wri7EQvf2H1CmF0mQ4AdDW27WmiMllw10Nwx42oSGDbhoPZvn4sqr3YdueJ2jzBXQ/BfS+IK1Tso6HSRZQZLEz+CoDglmXt44n1jmLoj2Hxdopf7xfc6yfK+YNltpv81r0rfgAs3jZmlxmi9EBBnI3o2Spm9/lMow1vBWPMtj4merFJ/OoN+0sap4eK/QVIagV3+wnue4PZnm0XBboKAGbPpcxOk4TJcwRxNsKUr5n6Y5mGK5tyEVpz6PI2RPVLsHRBY0IiFMQ7EqISiCsBiJ6vZfZYxNDqI84/IX61l9F5Ck3Dnqi4D4ChP1pSFkdUfbx/g8m2krO/EpcLk2cTlVIjQmaPRZLii6LMHwEQVU+Fad+xbU7RtVwkZXG1KQs4Lg8Znb8EQ43G6SZ8OBwAGJqMrl+JXvxMfrHFOel0DXtmD3/xq700NUMwNMW5R4iqFADCtMXi/DBIBPWCYXabBYlA+GQ6JDUAap98xXF/yew0WfQimBDxARCiYojre3Yye/iLC06LXmwEIK54QGN3pHG6Koq/8imj0xeiZ2vFeccBiKszaOo2zK6zRBkrQAj/LVSHbXtaXBgpehZUrzpG19kAapMmkyNbYdJUFdc0hp6POO8YXcNWUpkkKf4HAFHzXPBgSH2/73fwMfXoABgqIIQgRICEpmGvYn+B07+U4yXg9CsGAJYOAElZHFGZzOw0CQBAY+j5iF8faM2YG0OU/p3gTh/BnT619weJnv/E4m1nGqwEABqTpm4lKb0pyykpvwOApm4DALWvhWnfsYw3sAyDhE8XQVgAgK5hDRpbUhxbd0jJFZqaCZg6ROVToiqZZXmA2XMpTcMWhFhSeg2S+n7NNA17ScUDUuUAICohqjNoGjYKz4BG07Ajyuu8p0UZy8VZvymIn65hDRpTUnZDtosovwNGO5rqvwt10Fls62NETY4wefbb9dE1e0sqHsie3whBNlH9jK7lAkBcEE7X7s+yPETXGw1me6IqlahOUxi8lI+rR6epmhCCHAC0dmZsq8PinN3CR6NRmwsag+NZN64Vv9rH5C4VpgfQNV3A1CK7jY8WSdUz8uZDAJLSq4SohMX7Xfz6ICEqAeiEqKQuq6gEAI0p9b8V5/3NMtkIQijO//fJlaEJgG13rp5fM42tT1QVC+56MXv6M7pMZRqtI2peijKWi/PqrzNFY2oS1RnyKYSwlMZUaLrNUAONSbz1nQGj3bviJxiaAAhh3S5CVAoA/1bE7L4ADHWiMhk0xhtuyf8GSdOw5fSX89yjs8HuCECc+xchLGR2m8222AcaU5x/Svh0UVOenj8moTM0GR28xblHADA6DIVEIExbKnWUZr/hqSvK/YtpvI6u3Z/RYYi44AzECj2jPzIk/ASATmtnRhRfACGmMeWcYFk6AIh/ezKm4WpCkAMam2m4UpSxEgDZydUmTSX4b0zDEdXPAUBULMpYKcpYSVPtxey5mGVxQFKZTPAfv5FTVAbmG96zNJa2RKBwgUFxNQgRjdXhrfTKd8YvLiNLlplYS7OJpFdKUpksTJmv4nCRZbRemPZtvYIJURlRekOY8vUbif8OqCRF52uLzoPOoXcYwjbZTOP9Xvu4IY/ON/l4hi50lulW0Dmi7O0AwFSHpEbmm87sPBlAnXmxsEhccJahP46hP0b8an9rRPv+0DXsARCCVyBEBD+B3r5usQ26Vh8AkvK7AGga9szu3whTFghTFzJ7LKZp2IH8kkgENJYuUZUq/ScsImoLQNTSOFy67giyHKI6TZgyD4SIrl5/TCIpv0fXsCMf7ACApUdTNZYfljSEhOA/kp/DYfXayOq1UUH8kooEECLyY90uUZlsmCEpjCL4CcLURYzu8+k6A98K8g5d1ZCozpCdJggJBK8B0HVH0Dg9AUBSIyk4JcoJpWnYKgz+3wCakqmFoGu50tt70LU9GV2mqfS+wujoK0z9hqhKBSApiwdLl9F5KtidGd3m0NpZojaXrm5N3rsBiF/tZXT+goBYUnJZYSWtD13dgt7eg97eg95hMJMbyDJeLym5TPAfARC93EzXGcjssZjG4dK1+7OMf5KUXiUq7oPGZJvtFuf9LSm9KimOERecYZuFgsaEuEL86g+W4SqG/hgapye9vYeKXRTbfDcAGqc72+oos8cimpoJTc2EnKcjB83yiHN2gc5m8XbR1Hg0dWu2+R6ISkWNzVmJXm6la3syDVfTNOwY3eYxus2TlMUpil9UIn79J7PnErqeD43Tk9F5MqPrDFHWtnoLWYpzD0nyT7LNQsHUeTPIUDA1WeZ7aOqWNFVjJneZissj8qvO7L6AbXmI3t6NxuHS27szOo6T/hjXGK05dGHbkCt+EKjNk5TFCdOWks0HQFJ0XvQihGW8jtUrRFwYIUyZQ3RfyOy5BJIa8k4nKb4ESY349cGmLL3XujANg6Rbkhqi5rno5a+iF5vJBHHeMdBVmT0XM43WQlQqLggXpgcCYPYMoHG6Ch9IHfWFT5dw+iQwuYGi5+uEaUsJUSnT+CeaSmfU5osLzgozlgOQlF4TPpnO7OHPNFgFiCX8J7UJY8heQx6i+lntg8+YRutVnOJBiCSlNwT3BzY6xhXn/Q1GO2ZPf2bPb4nqTGHq1+L8MAXxAxCmLiJEZWyTX8DWJwRZoucbRC9C3i65NmU+x+U+22x77eO6v4wgal4K7g9iGW9Q6X0NBCHhP6599Dn5nFObOInVK4RteQgsHaI2X1IQQZ5+o7TVd0bpOt5sm1OCm6aE4K2VAv4TqHdG2xYf08No06CpdKOpW7HNdohzQltL5RRtjrYndJbJRnqHweK848L07xrPTUEBoC0KXX4wR0HRRD6e6UUKihaEEjqFUkAJnUIpoIROoRRQQqdQCiihUygFlNAplAJmeE34uKHerR1G2+N4ZMy4ofXf36H4ODkeGUP16BRKASV0CqWAEjqFUkAJnUIpoIROoRRQQqdQCiihUygFioS+aNEig3dw6NChFg1r1apV3t7U7H4LIhaLQ0NDvby8eDyel5fXzp07xWLpm8szZsyod7mXL2/Se5kfM4pevJg3b97YsWPJ7SVLlpiams6aNYv8aGxs/O7jKNoAW7ZsCQ0NXbJkiY2NzZ07d0JCQuh0Onl9KysrBw4cOGPGDFlmfX39d5fUNlAkdBMTExMTE3Kbw+Ho6+u7uTVs0ErRthCJRPv3758xYwapbGdn5+Tk5LNnz5If+Xy+paWli4tLY8W0Jd5/jD59+vTp06fLPp46dcrAwKCyshKASCTavHmzq6uriYlJ//799++v8xi6ffu2r6+vtbW1hYXF2LFj4+PjyfS8vLypU6fyeDxHR8dffvlFvqKioiJ/f38nJydTU1NPT899+/YB4PP55ubmv/9et2qAWCx2cHAICWnAU4GiHnQ6PTw8fPbsOt/Dzp07FxcXk9t8Pr9du3atFFpL0SIPo+vWrQsNDfX394+Ojv7qq6/Wr19/5MgRAFVVVTNmzOjVq9fJkydPnz5tZmY2derUsrIyAIsXL05JSdmzZ8/hw4eLiorOnz8vK23JkiUJCQm//fZbVFTU/Pnz169fHxMTo66uPmzYsFOnTsmyxcfHFxcXy8ZaFAqg0+lcLldLS4v8KBKJrl+/3ru3dGmdyspKVVXV1ouuRWj+l6MrKioOHz48Z84cUnMGBgaPHz8ODQ2dMGHCixcv+Hy+j48POcRfvXr18OHD2Wx2bm7uzZs3g4KCXF1dAaxZsyY2NlZW4MaNGwHo6uoCMDQ0/PPPP69evert7T1+/PiwsLCEhARra2sAkZGRdnZ2hoaGzX5GnzwhISEvXrzYvn07+ZHP5yckJPj4+KSlpenq6g4bNuybb75p69Jv/h79yZMnQqGwb9++shQXF5fnz5+XlJQYGRkZGRktXLhwx44diYmJDAbD2dlZVVU1PT0dgIWFhTQmOt3Gps40sLi4+Ntvv7W2tiZnABITE8mbgIODg7GxMdmpSySSmJgYqjt/D4KDg//8889t27aRfYREImGz2S9evJgxY8bBgwcnT568f//+wMDA1g7zQ2n+Hp3P5wP48ssvaTSpJ6hEIgFQVFSkra19/Pjx0NDQo0ePhoSEdOnS5bvvvhs5ciQ5stfQqDMvlm0LBIKZM2d27tz51KlTPXv2ZDKZ8mr28/PbsWPH8uXL79+/X15ePmLEiGY/nU8YiUTy/fffR0RE7N27VzbNQKfTHz16JMvj4OAgkUh++umn1atX6+jovKOkNsD7C51GoxFEne9hTY3UW57U6JYtW3g8nnz+7t27A9DW1g4ICAgICHj27Nnu3bsXLlzYq1cv8rZYUVG30EJJidRaOzk5OSsr69dffzUyMiJTCgoKOnfuTG6PHj06JCTk1q1bly9fHjx4sPxXhaJRVq9eHR0d/ffff1taKvLWMzMzA5Cdnd2mhf7+QxdNTU2y8yZJSpIuV2JmZsZms4uLi43+pX379jo6Omw2Oysr68IF6dJ+hoaGGzZsYDKZT548IUUsK0EkEt27d4/cJjt72STA3bt3X758KfuC6ejoeHt7R0REnDt3bty4ce99LkrIiRMnjh8/vn///noqf/bs2dy5c58+rVsq58GDBzQarVu3bv95jM3J+/fo1tbWUVFRiYmJPB4vNjb21i3pmokaGhoTJkzYsmWLtra2ra1tdnb22rVru3btGhoa+urVqzlz5gQGBg4YMABAREQEAFtb265du9rZ2W3fvp3L5ero6Ozbt09FRWrgbWZmxuFw9u3bt2jRoidPnmzbts3T0/PZs2eFhYXk46mfn9/06dP19PTknwooFFNTU7Nx48YBAwZUVVXFxcXJ0u3t7bt165aUlDR37twlS5Z07Njxzp07O3bs8PPza9PdOQAcOxdNNAEPD48lS5bIp1RVVfn7+1tbW1tZWfn7+0dFRXG53LKyMoIghELhpk2b+vbta2xs7OzsvHLlSj6fTx516tSpoUOHmpmZWVpajho16vLly2R6VlbWxIkTTUxMHBwcNm/e/PPPP3t6epK7IiIi3NzcTE1N/fz80tPTr1y5Ym1tPXz4cHKvWCy2sLDYuHFjU86iGWliu32cJCUlcRsiPz+fIIjs7OyFCxf27t3b1NTU29t7z549QqGwtUP+II6di26q0D9aYmNjjYyMcnJy/uN623q7KRXHzkW3PZNRGa9evUpJSQkMDJw4cWKXLl1aOxyKj5o2LPS1a9deuXJl+PDhn8Df1lG0NG1Y6Dt37mztECjaDNSLFxRKASV0CqWAEjqFUkAJnUIpoIROoRRQQqdQCmjHzkW3dgwUFC0OEwBlG/0eHI+ModqtrUDZRlMoC5TQKZQCSugUSgEldAqlgBI6hVJACZ1CKaCETqEUKBK6j4/P+PHj5VOuXr36tmf0kiVLHB0d/69avb29V61a9X8d8h4UFxcbGBhERka2dEVtkXfZRqempjZoFF5QUNDaIX8Qil68cHNzCw0Nra6ultmRka/637x5c9KkSbJst27dolx22xzvso3u3r07aZQp48SJE3FxcTKjxjaKIqG7u7tv3779zp07Hh4eZMqNGzc8PDzi4uIIgiCNuJ4/f/769WtK6G0LBbbRampq8obRRUVFMTExwcHBbDa79eJtBhQNXezt7VVVVW/evEl+rKioSEpKmjx5cnFxcUpKCplI9vGk0AsLC/39/e3s7ExNTX18fGQHArh79+7QoUNNTEy8vLyioqJkbnV//fWXg4NDYmLi559/zuPx3N3djx8/Ljvq8ePHEydOJL0xvvrqq6ysLDJdKBSuX7++b9++pqamffr0+eGHH2pra8ldhw8f7tu3L4/HGzNmTFpamqwosVi8adMmDw8PU1NTFxeXlStXVlVVAdi8ebOVlZXMZgzAvn37eDxeeXn5+zVom0CxbbQ8v/zyi4mJyWefffYfRtcyKLZtmDJlisxBJSYmhsfjCQQCLy+vPXv2kIkLFiwYNGgQQRAikWjo0KEeHh7Xr19PS0tbtWpVr169UlJSCIIoLy+3sbEZP378kydPHjx4MHHiRFtb25UrVxIEceTIERMTkylTpmRkZNTW1m7cuNHY2Pj169cEQWRnZ1tYWEyZMiUpKenRo0e+vr7u7u41NTUEQWzdutXBweHKlSsvXry4dOmSs7NzcHAwQRDx8fFcLnfNmjUZGRkXL14cPnw4l8s9d+4cQRA7duwwNTU9d+5cRkbGtWvX+vbtu2bNGoIgsrKyuFxueHi47JTHjRu3YMGCpjgo/P+2Cx8pQqFw8ODBb591VlaWsbHx7du3WyWqZqRxX5c//vjDwMCgtLSUIIi1a9dOmjSJIIhly5bNmDGDzNC7d++1a9cSBHH58mUul3vjxg0yXSwWe3l5LVu2jCCI06dPc7lcUvQEQWRmZnK5XJnQuVxufHw8uevVq1dcLvfSpUsEQfz4448WFhakIxJBEDk5OQYGBmfOnCEIYtasWRMmTJAFmZ6enpGRQRBEYGCgg4ODSCSSnt6xYzKhl5eXZ2dnyw5Zt27dgAEDyO0vvvhi2rRp5HZ+fr6BgcGVK1ea0naN5mkrrF+/nsfjkW0oz8qVK8eNG9cqITUvx85FNzK96ObmRhAE6Vp269YtcvTm4uJy+/ZtsVicnp5eWFhIjlsePXrEYDCcnJzIA+l0uqOj4/379wGkpaUxmUxTU1NyV8+ePTt06CBfi7m5ObmhqakJgHSFfvTokaWlJZkCoEuXLj169CAL9Pb2vnXr1vz58yMjI8vKyoyMjEjL47S0NB6Px2AwyEPs7OxkVRAEsXXrVicnJ0NDQwMDgz/++IOsBYCfn9/Vq1cLCwsBREdHd+zYUakeOerZRsuorKw8ceJEvWm3tksjdhempqZ6eno3b94kn1d++OEHAC4uLuR4/dGjR0wm09nZGQCfzyfd4WTHikQibW1tAJWVlerq6vLF1rO95XA48h8JgiALTEpKkn09ANTW1pJyHDNmjI6OzsGDBxcvXiwSiYYMGRIUFNShQ4fKyko9Pb0Ga1m5cmVcXNzWrVvt7e3ZbPbGjRuPHj1K7vL29tbU1AwPD582bVpkZOTo0aPpdKX4eaFB22gZly5dIoc0rRJbs9O4r4ubm9u9e/fu3r3L4XDItSX09fUNDAzu3r17//59BwcHNTU1ABoaGioqKufOnZM/llSMqqqqvO8u5FyhFaChoeHo6Lhhwwb5RJmtrqenp6enZ01NzeXLl4OCgr7//vtdu3apqqo26D1NEMSFCxcWLFggm0+QnxVms9mjRo2KiIjw8fG5ffv2+vXrG43t00CxbfTVq1ft7e0/mcWMGu+63NzcUlJSbt265ejoyGKxyEQXF5d79+49fPhQ1hPY2toKBAKJRCJzi+ZwOKSRuZGRkUgkSk1NJXOmpqbKhg0KsLW1ffHiRY8ePWQF0mg0ch3ACxcuZGdnA+BwOEOGDJk0adKTJ0/IilJSUmTrZcp8YkUiUU1NjeyaVVRUXLhwgZAzd58wYcL9+/f37dtna2trYGDQaGyfAO+yjZYRFxen2De9bdG40N3d3cVicVhYWJ8+fWSJLi4u169fz8nJkQnd1dXV3Nx80aJF8fHx2dnZZ8+eHTp0KPkbqpeXV7t27VavXv3w4cP4+Phly5aRjs+KmTRpEp/P//bbb5OTk58/f75t27ZBgwYlJiYC2Lt37/z58+Pj47OysuLj4yMiIsifZkeMGFFUVLR27drk5ORz586FhYWRRbFYLCsrq7CwsBcvXjx+/HjWrFmDBw8uLS3NyMgQiUQAjI2N7e3td+7cqSSLw9SzjZYhm6WVSCTkxECrhtmsNGX2wNvbm8vl3r9/X5aSl5fH5XKtra1lUxwEQRQUFPj7+9va2pqYmAwYMEA2BUkQxPXr1wcNGmRsbNy/f//IyMixY8eSEzLkrIvMlZjP53O53JMnT5IfExISJk6cyOPxzMzMRo0aFRsbK6to0aJFjo6OvXr1cnFxWbFiRUVFBblrz549Tk5OJiYmo0aNevLkCZfLJSdqkpOTR44caWpqOnDgwJiYmNevX3t4eNjZ2WVlZZEH7tq1y8zMrLy8vOkP8k3M+RGi2DaaIIj8/Hwul3v69OnWjbO5OHYumnbsXDT17iNBEGPGjOHxePUeCRRAvTPahjgeGdOGTUabhZqamszMzIMHD6akpGzbtq21w6FoKZRd6GlpaWPHju3Spcvu3bu7du3a2uFQtBTKLnQrKyvZdBDFJ4xS/DJCQUEJnUIpoIROoRRQQqdQCiihUygFlNAplALKNppCKaBso98T6k8A2hCUbTSFskAJnUIpoIROoRRQQqdQCiihUygFlNAplAJK6BRKgSKhL1q0qEEHYdI5OjMz08DA4Pr16/9NoKtWrfL2puatm4132UYDqKqqCg4Odnd3l+2SSCStG+2Ho+jFi3nz5sneil+yZImpqSlpvgrA2NhY3piTos3xLttoAEuXLo2Pjw8ICOByueQukUg0f/781g75g1AkdBMTExMTE3Kbw+Ho6+vL+zllZmZ+YN1CoVBmFEPxX6LANrq0tPTatWurV68eM2YMACcnp6SkpKioqLYu9A8do9fU1CxcuNDCwqJ3795BQUHkPS4hIcHAwCAhIUGWrV+/fqQD1r59+xwdHS9evNi7d+8ff/wRwO3bt319fa2trS0sLMaOHRsfH08ekpeXN3XqVB6P5+jo+Msvv8hX+ujRoy+++MLGxsbc3NzHx4ccPvH5fHNz899//12WTSwWOzg4hISEfOA5fnoosI1u3759QkICqXISFRWVT8Cj70NPYMuWLfb29idPnpwxY8b+/fujoqIU52ez2VVVVQcOHNi8efPUqVOrqqpmzJjRq1evkydPnj592szMbOrUqaSP1+LFi1NSUvbs2XP48OGioqLz58+TJQgEgilTprRr1+7w4cNnzpxxdHScNWtWbm6uurr6sGHDTp06JasrPj6+uLhYSTyJ/i/odDqXy5UtYiESia5fv967d2/5PDU1NXl5eUeOHImMjJw5c2ZrhNmcfOjL0e7u7lOmTAFgamp6+PDhx48fDxs2TEF+BoNRVVU1depUchWN5ORkPp/v4+NjbGwMYPXq1cOHD2ez2bm5uTdv3gwKCnJ1dQWwZs2a2NhYacRMZmRkpJaWFmkx5+/vv2fPnrt37w4fPnz8+PFhYWEJCQmkR2RkZKSdnV09k1iKtwkJCXnx4sX27dvlE6dOnRofH6+pqRkcHOzj49NasTUXH9qjOzg4yLa1tLRKS0ubchQpRACkqeLChQt37NiRmJjIYDCcnZ1VVVXT09MByLx56XS6jY0Nuc1gMBITEydMmMDj8QwMDEh/QPIm4ODgYGxsTHbqEokkJiaG6s4b5V220UFBQXv37h0/fnxgYOCBAwdaK7zm4kOFLlvHCwCNRiPknDsVILtpstns48ePjxo16ujRoyNGjHBzczt79iyAyspKvOn7LNt++vTp119/bW9vf/Xq1WfPnsmv3wLAz8/v7NmzIpHo7t275eXlI0aM+LDz+5SRSCSBgYEHDx7cu3fvwIED6+3l8Xienp7Lli2bNWvWhg0byCvSdmmRhwzZEkUyFMxFamtrBwQExMbGXrx40d3dfeHChcnJyeT3p0EP6EuXLrHZ7BUrVujr69NotHrLAo4ePbqiouLWrVvnz58fPHhwPSN2CnlkttHyk2m5ublhYWHyNt9WVlYCgeD169etEWOz0SJCJ5epkDVWQUFBfn5+gzmzsrIuXLhAbhsaGm7YsIHJZD558sTIyAhAUlISuUskEt27d4/crqysVFFRYTKlTxcnTpzAv2sHANDR0fH29o6IiDh37ty4ceNa4uw+Dd5lG11SUrJ06dJLly7JUkhL7rZuY9YiTl1dunTp0KHDyZMnHRwcKioqyOUoGsz56tWrOXPmBAYGDhgwAEBERAQAW1vbrl272tnZbd++ncvl6ujo7Nu3T0VFhTzE3t7+t99+O3r0aP/+/aOjo1NTU/X09JKTkysqKsj+28/Pb/r06Xp6en379m2Js/sEqGcbLUu3t7c3MzPr16/f6tWr+Xy+sbHx48ePd+7c6evrKz9GbYu0iNBZLNamTZt++OEHGxubbt26LVu2LDc3V/YLszzOzs6bNm0KDQ3dsmULg8Ho1atXaGgo2Z1v3br1u+++mzVrloaGxqRJk7p06UKuAe3p6Tl37tyQkJD169cPHDjwxx9/3LNnz65du1RUVMjVqF1dXVVUVMaMGfMJzP62EM+ePcvNzY2MjKy3rPbt27f19PS2bdu2bdu2HTt2FBQUdO7c+auvvpo3b15rhdpstGmf7waJjY01MjLKyclp0Vo+vXb7hDl2LvqTMhl99epVSkpKYGDgxIkTu3Tp0trhUHxEfFJCX7t27ZUrV4YPH758+fLWjoXi4+KTEvrOnTtbOwSKjxTqcY1CKaCETqEUUEKnUAoooVMoBZTQKZQCSugUSgFlG02hFFC20e8JZRvdhqBsoymUBUroFEoBJXQKpYASOoVSQAmdQimghE6hFFBCp1AKGhH6rFmzGrSNbtBh1M7Obtu2bQ2W4+3tTb7QSfGRoMA2GsCTJ0/8/Px4PJ6Tk9O6detEIlErhtosNP7iRY8ePUh/UHk6der0ds4VK1aYmpo2T1wULYwC2+icnJwJEyYMGDAgICAgKytr9erVbDY7ICCgtUP+IBoXert27eQNbhqENICWt2Cl+JhRYBsNYOfOnV26dNm0aRONRnNwcNDV1RUKha0d8ofy/mP05ORkAwOD2NjYQYMGff7553hz6HL37t2hQ4eamJh4eXlFRUXJe3edPn162LBh5ubmdnZ2M2fOfPHiBYCbN28aGBjIXIpk5V+9evW9I6R4FwpsowHExMT4+PjILpmbm5unp2crRNmsvL/Q2Ww2gF9//XXOnDkbN26U31VRUTFz5kwtLa0zZ85s3rz5r7/+kjl1PXz40N/f39vbOzw8fP/+/TU1NXPnzgXQp0+fHj16yJs+R0VFdezYsdGbCcV7oMA2urS0ND8/X0dHZ+HChXZ2ds7Ozhs2bFCKHl0ikVS+SVVVFQAGgwHAyclpzJgxZmZm8odcunSprKwsKCjIzMzM1tZ2w4YNMpddMzOzK1euLFiwwMjIyNraetq0acnJyYWFhTQazdfXNzw8vLa2lswZGRk5evRoyoToP4C0jV60aBEAsl//5ZdfLCws9u/fP3fu3AMHDmzZsqWVQ/xgGh+jp6am1rPnU1VVJf34IGcALU9aWhqTyZQ9mPbs2VNmScdms8PDw48fP56TkyN7li8rK9PV1R03btzmzZsvX748ePDg9PT0jIwMyvT5P4C0jd6+fTtpG0123gMGDCDH69bW1vn5+Xv37vX392/T6/A0LvSePXv+/PPP8ilkX04iu/3JU1lZqa6uLp8ic7X9+++/N2/e/OOPPw4ZMkRDQ+P69euTJ08md+nr63t6ep48eXLw4MGRkZH29vaUh3+LIpFIvv/++4iIiL1798qGiOSFkznTA3B0dNyxY0d2draBgUHrBNocNC50NTU1R0fH/6tQVVVVed9hyJk+R0dHu7m5+fr6kh/rmT77+fktWLCAz+efP39e9gWgaCFkttHyd+xOnTqpqKjIHkwBkPPr5CNZ26VFRsBGRkYikSg1NZX8mJqaSq5IAaCyspJckoXk5MmTkDN99vLy0tLSCg0Nffbs2fDhw1siNgqSd9lGMxgMd3d32YpRAOLi4jQ1NTt37vyfx9ictIjQvby82rVrt3r16ocPH8bHxy9btkxXV5fcZW9vf/369fv37798+XLFihU9e/YEkJCQUF1dDYDBYIwdO3b79u2fffYZ5eHfctSzjZZBzgTMnz8/OTk5ICDg7t27e/fuPXjw4Ny5c9v6rECLWNJpa2vv2rVrzZo148aN69atW0BAwN69e8lHz6+//jozM3Py5Mnq6uqTJ0+eN29eVlbWqlWr2Gw22YUPHjx4+/btlId/i6LYNtrGxmbPnj3BwcETJ07U0dGZO3eubCHltgvt2Lnoj+rdx+Dg4JiYmH/++eft9WE+Kqh3RtsQxyNjPiKT0fT09Fu3boWGhm7duvUjVzlFm+MjEvq4ceNoNFpgYODQoUNbOxaKT42PSOgPHjxo7RAoPlna9qM0BUUToYROoRRQQqdQCiihUygFlNAplAJK6BRKAWUbTaEUULbR7wn1JwBtCMo2mkJZoIROoRRQQqdQCiihUygFlNAplAJK6BRKASV0CqWgcaHHx8dPmzbNxcXFxMTEyclp9uzZCQkJ/0FkJJGRkQYGBvLuCxTNggLb6KqqquDgYHd3d9kuiUTSutF+OI28eHHlypVp06aNGDEiJCRER0cnOzt7165d48ePDw8PNzIyUnysg4PDmTNnunXr1nzRUjQbCmyjly5dGh8fHxAQwOVyyV0ikWj+/PmtHfKHcexcNPFu5s6d6+3tLZ9SUVExaNCgQ4cOKTiKIIjs7Gwul5uVlaU4mzxCoVAikdRLPHfuHJfLLSoqano5/w2K2+0jRygUWlpaBgcHy1LmzZs3bNgwgiBKSkqsrKzCwsJku+bOnTt06NBWiLL5OHYuupGhi1gsljegA6Curh4TEzNx4kTy46NHj7744gsbGxtzc3MfH5/r168DiIuLIy3O3N3dyU7C3Nx89+7dskK+++67ESNGkNs2Njb79u2bPn06j8erqKgQiUSrVq2ysbGxtLT85ptvKioq5IPZtGmTh4eHqampi4vLypUrSbtTX1/ferZes2fPHj169Pt+9z99FNhGt2/fPiEhQd7qXkVFpa2buqDRMbqXl1dycvLs2bPv378vv/QHiUAgmDJlSrt27Q4fPnzmzBlHR8dZs2bl5uY6ODiQRukRERGbN29WXAWbzT569Ki5ufmxY8fU1NR27Nhx5MiR77//Pjw83NHRUX6tmNDQ0NDQ0MDAwKioqI0bN166dIm0q/bz87tx40ZeXh6Zraqq6sqVK5RBqQIU2EbLqKmpycvLO3LkSGRk5MyZM1sjzGal0VvwL7/8YmZmxuVyLS0tp06deujQoaqqKnKXSCTKycnh8/nkRz6fz+Vyw8PDCYKIjY2VH7qYmZnt2rVLVmZAQMDw4cPJbWdn55EjR8p29e/ff86cObKPixcvlg1dysvLs7OzZbvWrVs3YMAAgiCqq6utrKxk5YeHh5uampaXl7/HPa7ptOmhSz3Wr1/P4/EyMjLkE/38/LhcrrW19alTp1oprmaj8aELgIULF969e3f37t1jxozJyspavny5l5dXWloaAAaDkZiYOGHCBB6PZ2BgQLr4yWwWm47Me7q2tjYzM1PeytXOzk62TRDE1q1bnZycDA0NDQwM/vjjD7IuDoczcuRI2SIC58+f9/b2phztmghpG71t27Z63sVBQUF79+4dP358YGDggQMHWiu85qJJYy81NbVBgwYFBQX9888/hw8frqqqIpfvevr06ddff21vb3/16tVnz56R6n8PZPdQ0oFRXqPy2ytXroyNjd26dWtKSsrz58+//vpr2a4JEyakpKQkJycLBILLly9TjnZNQSKRBAYGHjx4cO/evQMHDqy3l8fjeXp6Llu2bNasWRs2bKisrGyVIJuLRoSel5dXzwC6T58+n332GbkQwKVLl9hs9ooVK/T19Wk0Wj0PaHnqOW/V1NQ0mE1VVRWA/AOozG+aIIgLFy5MnTrVxcWFtDCWr87CwsLc3DwiIuLKlStaWlqurq6Kz4sCcrbR8uvn5ObmhoWFyV90KysrgUDw+vXr1oix2VAk9MLCQldX1+3bt9dLz8zM1NPTA1BZWamiosJkSifjT5w4ATkPaPltTU1N+baTLZhRDzab3a1bt6SkJFlKXFwcuSESiWpqamSW0xUVFRcuXJCva8KECZGRkREREdSCME3hXbbRJSUlS5cuvXTpkiyFvFhdu3b9r0NsVhT9YKSrqztjxowdO3YUFhZ6e3tra2sXFBScOHHi9u3bv/32GwB7e/vffvvt6NGj/fv3j46OTk1N1dPTS05OrqioIEcjly5dcnFxMTU1tba2jo6OnjJlipqaWmhoaGVlJYfDabDSESNGhIaGHj582N7ePjY2VvaVYLFY5Pxuv379ysvLN2zYMHjw4OPHj2dkZPTs2ZPJZPr4+Kxfvz47O/vChQvN3UqfGvVso2Xp9vb2ZmZm/fr1W716NZ/PNzY2fvz48c6dO319fcmbbRum0dmDEydO+Pr6Ojg4mJiYuLq6zpo1686dO7K9wcHB9vb2VlZW/v7+FRUV5BTNmjVrRCLRlClTTE1Np0yZQhBEZmYmuRKxs7Pzb7/9FhISMmTIELIEZ2fnn3/+WVagQCD47rvvLC0tzc3N58+fHxUVxeVy8/LyCIJITk4eOXKkqanpwIEDY2JiXr9+7eHhYWdnJ5vbmTZt2tixY5vrUV0xbXrWJSkpidsQ+fn5BEGUl5evX7/ezc3N1NS0f//+mzZtqq6ubu2QP4hj56IbF3pbobCw0Nzc/MyZM/9NdZ9MuykDTZpe/PgpLi5++PDh7Nmze/ToMWzYsNYOh+Jj5FMQ+pkzZ3x9fRkMRmhoaL0/WKCgIPmIbKPfm2nTpk2bNq21o6D4qPkUenQKikahhE6hFFBCp1AKKKFTKAWU0CmUAkroFEoBZRtNoRT8D+bl+aZqqqK5AAAAAElFTkSuQmCC"
|
38408
|
Each locker has 5 soccer balls. How many soccer balls are in 6 lockers?
|
30
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"
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38409
|
For Earth Day, Greenville High's environmental club tracked the number of seeds planted by its members. How many members planted at least 5 seeds?
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21
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"
|
38410
|
Clare counted the number of words per page in her new book. What is the largest number of words?
|
42
|
[] |
"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"
|
38411
|
Each restaurant has 2 waiters. How many waiters are in 6 restaurants?
|
12
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ca7/C1m+6eo71fDr9U2+/0dztG9E3ap2t9ZftBw/v+T1oZRC9mXKssKAwJyunddvWaupqofvWKSkpcVPc16q8rPyHPd8TUTNDfW7n3PMTz5/XbiOiR3cfEn3S0KdUveaS4hLZH3zS3MkdOlkSkY+/z7qloVkvspIfSD0NV1Jcwk11kpOZU1RYJNQStjBqcez2cYGmQEXlH/8qkn8fp+7ORFRZWXnnRoKTh3PMuWgiGjxmyLO0Z2lJac/Tn7dq0+pm7C0icnR3VFFR0dPX231mNxGZfGzK4/H4fL57H/ebsTfFYvHje48NWxrKslKRSHQ04ggRWdlacZMFC7WEEwImfjl+zs3Ym0+Sn7Q1ayu5c/V+lZ2Zja3fRPW8TO593CW3a8zWyt1OfZRCb2Zr1dPX6zGwx6PERykPUzxMun1k9ZGti51bb7eeg3rWsQp1DXW33u63r966dvnqkX2HRaKKl89fcouqT88mu+o1N+jBHd0cuBs8Hs/Y1DjrRVZOZg5JoW+o36lL5/hrt0/8cjzq8FkbBxt7V4fu/T1cPHEVSWNY2Vpp62rnvc6Lvxbv5OEcez6WiOxd7e1dHc4djYo9HzP80xHcvA7OPVyIqIVRC8OWhhdOXDh+4FjWiyyxmLil1JBu8yTpCfcN8C/+einp0rk5r7kbiTfvVo+e6v0KW7/p6oke/eYGktuyzNY6Z8WXpSWlEVsiysrKHt59+PDuwwM/79fR01m/f717n261rqKsrGzmf2ac+b0B+1ay19ygB68+VaOqmioRicV1fSXwxsiNC/zmXzp1qaysLC4mLi4mblvIVnNL8x2ndhq9mYcbZMQd7ok6EhV/Lf55+vPUx6kCTUFnp87O3Z3OHY2KvfCng5sjN6lmV08XIkpPTZ84YELS/aSmrLTgTZfOfpl1/ti5Gkuz//+Np3q/Imz9Jqvnuh4l5b/vIMtsraqqqkvWL72WeX3zb1umBE3hpp3NfZU7ZdiUGifCJA78fICLhsGjB9/IikuqTD5w5WD1O/Bqm6NW8tZUd831PnhTtGrTasfJnX88jV6zM8TH34eb1O3xvcfTR057V6v4oDh3dyai21dvcwd3HN0d+Xw+N8a5evFP7kCPlraWtb0NEa2a9x2XO19/v+huYWKyOGXO8jkNXaPWm8nUPQd6vt2lffx9qt+5er8ibP0ma8AlhbLM1lpRUZH6OJXP5/cZ2mfeqvmRsb8u37SCiIqLimsc+a+srBpQ3P7zFnfj0xmf6enr8Xi8h3ceVr+nsrKylo4WET1L/XuO2hvRMl0cVO+DNxR3hoVTUlySdD+pVZtWIz4b8d+Ny6MenhsyZggRxV+Ll8x4C7LjUuZpytPzx84TEbfzYm1nraWjlZaUxjU6ujty05BzScTn8z+f9bmGQIOIZN+yko3Ytn07gaaAiB7efSgZ4ZYUl+Tn5df7INj6TdSA6Kl3ttaMZxk2QuueH3muXbSWe/XFYvHrNxPRc6c2Jcebr12+SkSVlZV6Bs24Fu5Y0tOUpxtW/MR1L8lxGTMLMyJ6nv78YNgBIrp78+6O0O2y1CzLg8tCUvat2Jvl5eWVlZUnfjlurWnVx7L3qV9PcYvKysry8wqISE9fD8caG4FLGSLiXlJux0pZWdnRvQsRnTx0gohcPF24OzczaEZE5eXl3Njn0qlLkg0hbcu+vRGVlZU/8R5ERM/Snm1evVksFpeWls4eN7uzTid7fbtXb7ru27D1m64B0VPvbK0tW7ccPWk0EW0L2Wqr27mbibutXmdutumBowZa2FgQkZWdNfdoW9dstRFa79kY3t+rP7dLtWTG4n7Wfft06O3ay5Ube/8W/lt/m35ENOGLCdxvzfOd10m742D7QT5Tqy4vrKyoazonWR5cFkZtjXSb6RJRXExcJ+2Os8YG9Bzcy8ahIxFNHeFvr2/n3s7dVrczd7wgYEmA7K8qSCgpKXEpU1ZapqWtxb28ROTSw5mISktK6c3IiIj6jxzA3RjWZWgvi54T+o9fvG6JmroaES37Ymn1SxMl3t6IRDR35VxjU2MiWj1/VWedTvbN7E5FnuTxeEHfzdPT15NWKrZ+0zXsM1z1zta6eN2SVWGrnbs7a2ppZj7P1BBoOHk4rdkZErpvHXcHG3uboO/mGbY0VFVVNWhh0Lpda/uu9usi1lt07MBX5RcVFk1bOH3ltu9mLZvd1qytiooKX5VPREN9hi0IXtC6XWtVVdXmRs3/u3H5jK9ncJlS9xy1sjy4LPh8/trw700/NlVVVdXS0TK3+khNTW3PuT2zlwVa2VoRUdaLTMOWhv2G99t3IeLT6Z816FUFCS5liMixWxducErV4kZLR8v6zVvXpC8nBSwOaGPSRiQSaQg01u//cczkMQtDFurp64nFYm4XrIa3NyIRGTQ3iPzz14kBE9uYtCkrLRMINT36eew8tZN7E5UGW7/pGj/xMUB1sk98DB+4pk58DADQaIgeAGAA0QMADCB6AIABRA8AMIDoAQAGED0AwACiBwAYqLqkEADgfcKoBwAYqPqI7fWJMWzrAEXnuL0roSOBDLiuglEPADCA6AEABhA9AMAAogcAGED0AAADiB4AYADRAwAMIHoAgAFETz3Ky8sXLFigrKzs6OjIuhZQGFlZWXPmzLG0tBQIBCYmJl5eXgkJCayLki+YMKgu9+7dGzdu3KNHj1gXAookOzvb2dk5JSVl0KBBo0aNSk1NjYiIOHr06Llz59zc3FhXJy8w6pEqLy/PwcFBSUkpLi6Oz5d12hyAJUuWJCcn//jjj4cPH162bNmuXbsOHDhQVla2YsUK1qXJEUSPVCKRaNq0adHR0ebm5qxrAUXC5/P79es3efJkScvQoUMFAkFiYiLDquQNdrikatas2Zo1a1hXAYpn7dq1NVrKysrKy8sNDAyY1COfMOoB+Mdt3ry5vLzcx8eHdSFyBNED8M+6ePHi3Llzu3btOn36dNa1yBFED8A/aN++ff369evYseORI0dUVVVZlyNHED0A/wixWLx48eKxY8f27t37woUL+vr6rCuSL4gegHdPLBb7+fktW7Zs9uzZhw8fFgqFrCuSO4gegHdv9uzZYWFhwcHBa9euVVLCX1kt8KIAvGORkZGhoaGBgYFffvkl61rkF67rkerixYsnTpzgbotEomfPns2fP5/7ce7cudh1B2mCgoKISCQSSTqMxLx58/T09FgUJXcQPVLFxMSsWrVK8mNGRobkRz8/P0QPSJOUlERE69ate3uRv78/ooeDHS6p5s+fL5YCH62AOkjrNmKx2MTEhHV18gLRAwAMIHoAgAFEDwAwgOgBAAYQPQDAAKIHABhA9AAAA4geAGCA5xDmwroGAPjgYNQDAAxUfYbr+sQYtnWAonPc3pXQkUAGXFfBqAcAGED0AAADiB4AYADRAwAMIHoAgAFEDwAwgOgBAAYQPQDAAKKnLllZWXPmzLG0tBQIBCYmJl5eXgkJCayLAgUTGBjI4/H8/PxYFyJfMCOFVNnZ2c7OzikpKYMGDRo1alRqampERMTRo0fPnTvn5ubGujpQDNevX691agpA9Ei1ZMmS5OTkn376adq0aVzLiBEjhg8fvmLFiuPHj7OtDRSCSCSaNGmStbV1fHw861rkDna4pOLz+f369Zs8ebKkZejQoQKBIDExkWFVoEBCQkLi4+ODg4NZFyKPMOqRau3atTVaysrKysvLDQwMmNQDiiUpKWnp0qUzZsxwcnJiXYs8wqinATZv3lxeXu7j48O6EFAAU6ZMMTAwWLFiBetC5BRGPbK6ePHi3Llzu3btOn36dNa1gLzbsWNHVFTUkSNHhELh69evWZcjjzDqkcm+ffv69evXsWPHI0eOqKqqsi4H5NrLly/nzJnj7e09aNAg1rXIL0RPPcRi8eLFi8eOHdu7d+8LFy7o6+uzrgjkXUBAgFgsDg0NZV2IXMMOV13EYrGfn19YWNjs2bPXrFmjpISkhnqcOHEiIiJi9erV5eXl6enpRJSXl0dERUVF6enp2tra2trarGuUC/hbqsvs2bPDwsKCg4PXrl2L3AFZREVFEVFQUJDxG9bW1kS0b98+Y2Pjb7/9lnWB8gKjHqkiIyNDQ0MDAwO//PJL1rWAwvD19e3Ro0f1lsLCwtGjR/ft23fmzJnm5uaM6pI7iB6pgoKCiEgkEs2fP7/Gonnz5unp6bEoCuSdpaWlpaVl9RbuDJexsTGOOleH6JEqKSmJiGr9AI6/vz+iB6ApED1SicVi1iXAv4Guri760ttw6BQAGED0AAADiB4AYADRAwAMIHoAgAFEDwAwgOgBAAYQPQDAAM8hzIV1DQDwwcGoBwAYqPogxfWJMWzrAEXnuL0roSOBDLiuglEPADCA6AEABhA9AMAAogcAGED0AAADiB4AYADRAwAMIHoAgAFET12Sk5N9fX3Nzc01NDTMzMxGjx59584d1kWBYjh58qSHh4eWllazZs369Olz6dIl1hXJF0SPVDdu3OjcuXN4eHjXrl3nzZvn6uoaGRnp6OgYE4MLdqEeu3fvHjBgQEZGxqxZs/z8/O7cudO3b9/o6GjWdckRzEghVVBQUGFh4YULFzw8PLgWLy+vESNGrFy58vDhw2xrA3mWlZU1ffp0Ozu7K1euCAQCIvL397e1tQ0PD3d1dWVdnbxA9EjVtWtXZ2dnSe4Q0ZAhQ/h8fkpKCsOqQP7t2rUrPz9/5cqVXO4QkZmZWW5uLo/HY1uYXEH0SLV8+fIaLU+fPi0vL2/fvj2TekBRnD17VkNDo1evXkRUWlpaWlqqra2N3KkBx3pkkpeXd/78+REjRgiFwoULF7IuB+RaYmKimZlZQkKCu7u7hoaGjo6OiYlJWFgY67rkC6Knfrq6ujo6Oj179uzQocPNmze7dOnCuiKQa9nZ2QUFBQMGDHBxcTlw4MC6devEYrGvr+/GjRtZlyZHsMNVv6lTp2ZmZj548CAiIuLp06c7d+40MzNjXRTIr/Ly8rS0tPDwcB8fH67Fy8vLwsJi0aJFkyZNUlHBHx0RRj2yWLly5bZt2y5fvnzhwoUbN24MHz68oqKCdVEgvzQ1NZWVlUeOHClpMTIy6t+/f3Z29r179xgWJlcQPQ3g4eExcODA+Pj4hw8fsq4F5JepqSkRKSn93x9X8+bNiSg/P59NTfIH0VO7jIwMW1vb8ePH12gXi8VEVFhYyKIoUAyurq4VFRVxcXHVG5OSkojIyMiIUVFyB9FTu5YtWxYUFERERFy9elXS+PDhw9OnTwuFQmtra4a1gZybMGECj8dbuHBhaWkp13L9+vUzZ85YWVmZmJgwLU2O4IiXVFu3bu3bt2+3bt28vLzMzMyePXt28ODBwsLC9evXa2hosK4O5Je9vX1gYGBISIiTk9OgQYOys7N3796trKy8fv161qXJEUSPVJ6enlevXl29enVsbOyhQ4cEAoGLi0tAQMDgwYNZlwbyLjg4+OOPP96wYUNISIi6unr37t0XL17s7OzMui45UjUFIOYwgSbCZDggI0yGAwDMIHoAgAFEDwAwgOgBAAYQPQDAAKIHABhA9AAAA4geAGCg6pJCAID3CaMeAGCg6jNcuP4dmggfpAAZ4YMUAMAMogcAGED0AAADiB4AYADRAwAMIHoAgAFEDwAwgOgBAAYQPbIKDAzk8Xh+fn6sCwEFkJqa6uvr+9FHH2loaJiamv7nP/+5ffs266LkC2akkMn169fXrVvHugpQDAkJCW5ubqqqqjNmzDA3N3/y5MmGDRu6dOly8uTJnj17sq5OXiB66icSiSZNmmRtbR0fH8+6FlAAK1asyM/PP3funKenJ9cyePDgTp06LVu2DNEjgR2u+oWEhMTHxwcHB7MuBBRDamoqEbm6ukpaOnbsqKWllZaWxqwm+YPoqUdSUtLSpUtnzJjh5OTEuhZQDJaWlkT08OFDSUtWVlZ+fj7XDhxETz2mTJliYGCwYsUK1oWAwggKCtLV1R03btzZs2fT09NjY2O9vb0FAsHixYtZlyZHcKynLjt27IiKijpy5IhQKHz9+jXrckAxWFpaXrlyZeTIkX369OFajI2Nz5w5g4mPq8OoR6qXL1/OmTPH29t70KBBrGsBRXLv3r1PPvmkqKjo+++/P3z48KZNm3R1dfv373/27FnWpckRjHqkCggIEIvFoaGhrAsBBePr65uVlZWYmNi2bVuuZezYsdbW1hMmTEhOTlZVVWVbnpzAqKd2J06ciIiIWLBgQXl5eXp6enp6+l9//UVERUVF6enpeXl5rAsEOVVQUBATE+Po6CjJHSLS0tLq3r37s2fPHjx4wLA2uYLoqV1UVBQRBQUFGb9hbW1NRPv27TM2Nv72229ZFwhyqri4mIhKSkpqtBcVFRFRWVkZg5rkEna4aufr69ujR4/qLYWFhaNHj+7bt+/MmTPNzc0Z1QXyztDQ0MzM7ObNm/fv3+/QoQPXmJOTc/HiRS0tLe4NDAjRI42lpWWNqzC4M1zGxsY46gx1CwkJ8fLycnd39/f3Nzc3z8jI2LZtW3Z29saNG9XV1VlXJy8QPQDv2LBhwy5duhQcHLxly5acnBxtbW1HR8d169YNHDiQdWlyBNEjK11dXbFYzLoKUAxubm5ubm6sq5BrOMwMAAwgegCAAUQPADCA6AEABhA9AMAAogcAGED0AAADiB4AYIDnEObCugYA+OBg1AMADFR9kOL6xBi2dYCic9zeldCRQAZcV8GoBwAYQPQAAAOIHgBgANEDAAwgegCAAUQPADCA6AEABhA9AMAAokeqHTt28GqzfPly1qWBPIqLi7O0tOTxeEePHn176alTpzw9PXV0dIRCoZOT0969e99/hXIFXwsvFTf7zZgxY6pPI0lE+LpvqKGysnLVqlWLFy8WCAS13mH//v1jxoxp06bN1KlT1dTUfvnlFx8fn4yMjMDAwPdcqvxA9EjFRU9gYKCjoyPrWkCuLVq0KDg4eMWKFSKR6KuvvqqxtKSkJCAgoHXr1jdv3tTX1yeiBQsWuLi4fP311z4+Pi1atGBRMnvY4ZKKix5dXV3GdYDcMzQ0jI6Onjt3Lo/He3vp2bNnX7x4MXXqVC53iEhdXX3OnDnFxcWHDh16v5XKEUSPVNWj5+XLl5mZmWzrAbk1a9asOobGsbGxROTu7l69sVu3bpJFHyZEj1S5ublE9MMPP+jr67do0aJ58+bt27cPDw9nXRcomOTkZCJq165d9UZjY2MlJSVu0YcJx3qk4kY9e/funTlzpqmp6cOHD3/88cdPP/20sLBwypQprKsDhZGfn09EQqGweqOysrKGhkZeXh6jothD9Ei1aNGiGTNm9OvXT9JpfHx8HBwcFixYMGHCBDU1NbblgaITi8W1Hhv6QGCHS6qePXt6eXlVf7OysrIaOHDgq1ev4uPjGRYGikVHR4eIagxwRCJRcXExt+jDhOhpmObNmxNRQUEB60JAYbRv356IUlJSqjempKSIxWJzc3NGRbGH6KldQUHBxo0b9+zZU6M9MTGR3jpkCFAH7hrUixcvVm+MioqiN+e5PkyIntoJBIJvv/128uTJd+/elTQeO3bs0qVLtra2ZmZmDGsDxeLp6dm2bdtNmzZlZGRwLXl5eWvWrNHT0xsxYgTb2hjCYebaKSkprVu3btSoUS4uLt7e3q1bt05MTIyMjBQKhVu2bGFdHciXRYsWlZeX05vrdHbu3HnlyhUisrOz8/b25vP5GzZsGDJkiL29vY+PD5/P379/f3Jy8q5duz7kYz3kEObiEOYihtpcvnx5yJAhrVu35vP5rVq1Gjdu3IMHD1gXJac+5I4k7XSnj4+P5D7nz5/39PQUCoWampru7u7Hjh1jWDBbXFfBqKcu7u7uNS5CBXhbSUlJvffp0aNHjx49/vlaFAaO9QAAA4geAGAA0QMADCB6AIABRA8AMIDoAQAGED0AwACiBwAY4DmEubCuAQA+OBj1AAADVR+kuD4xhm0doOgct3cldCSQAddVMOoBAAYQPQDAAKIHABhA9AAAA4geAGAA0QMADCB6AIABRA8AMIDoqcfJkyc9PDy0tLSaNWvWp0+fS5cusa4IFMDTp08nT57crl07VVVVHR0dDw+PvXv3si5KviB66rJ79+4BAwZkZGTMmjXLz8/vzp07ffv2jY6OZl0XyLUHDx7Y2dlt3bq1WbNmo0eP7t69+40bN3x8fObOncu6NDmCGSmkysrKmj59up2d3ZUrVwQCARH5+/vb2tqGh4e7urqyrg7kV0BAQHZ29pYtWyZNmsS1/PXXX127dg0JCZk2bZqpqSnb8uQERj1S7dq1Kz8/f+XKlVzuEJGZmVlubu6GDRvYFgbyLDc39/Tp005OTpLcISIjI6NJkyaJxeJr164xrE2uYNQj1dmzZzU0NHr16kVEpaWlpaWl2traPB6PdV0g14RC4cuXL9XV1Wtdqqen957rkVsY9UiVmJhoZmaWkJDg7u6uoaGho6NjYmISFhbGui6Qa8rKygYGBkKhsHpjUVHRzp07DQwMnJ2dWRUmbxA9UmVnZxcUFAwYMMDFxeXAgQPr1q0Ti8W+vr4bN25kXRookqdPn/bq1SstLW3Lli3a2tqsy5EX2OGSqry8PC0tLTw83MfHh2vx8vKysLBYtGjRpEmTVFTw0kH9zpw54+3trampeeHCBZydqA6jHqk0NTWVlZVHjhwpaTEyMurfv392dva9e/cYFgaKIiUlZejQoW3atLlx4wZypwZEj1TcSVAlpf97iZo3b05E+fn5bGoChbJz587i4uIff/yR6zZQHaJHKldX14qKiri4uOqNSUlJRGRkZMSoKFAkI0eOPHHihIsLZl6oBaJHqgkTJvB4vIULF5aWlnIt169fP3PmjJWVlYmJCdPSQDHY2Nj0799fVVWVdSHyCNEjlb29fWBgYFRUlJOT08KFC/39/bt3766srLx+/XrWpYFi6N+/P4/Hu3XrFutC5BGipy7BwcGbN2/m8XghISERERHdu3e/fPlyz549WdcFoPBwhrguPB5v8uTJkydPZl0IKKSTJ0+yLkF+YdQDAAwgegCAAUQPADCA6AEABhA9AMAAogcAGED0AAADiB4AYIDnEIbPtgHA+4ZRDwAw8D957bDyMT+dMgAAAABJRU5ErkJggg=="
|
38413
|
The members of the cycling club compared how many miles they biked last week. What is the range of the numbers?
|
8
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[] |
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"
|
38414
|
Mr. Henson, a track coach, recorded the sizes of all the nearby track teams. How many teams have exactly 37 members?
|
1
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"
|
38415
|
What is the total cost for 1/4 of a kilogram of crab meat?
|
0.75
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"
|
38416
|
The librarian at the public library counted the number of books on each shelf. How many shelves have fewer than 49 books?
|
16
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[] |
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"
|
38418
|
A coffee shop monitored the number of cups of coffee sold each day. On which day did the shop sell the most cups?
|
Thursday
|
[
"Monday",
"Tuesday",
"Wednesday",
"Thursday"
] |
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"
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38419
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The research department of a board game company surveyed some shoppers at a local mall. The team asked shoppers how often they read the newspaper, among other questions. Then the team played a memory card game with the shoppers. They recorded how many cards each shopper remembered. What is the probability that a randomly selected shopper reads the newspaper 1-2 times a week and remembered 1-3 cards? Simplify any fractions.
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4/11
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"
|
38420
|
For a math assignment, Greta researched the scores of the people competing on her favorite quiz show. How many people scored fewer than 79 points?
|
16
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"
|
38421
|
Tori counted the number of peanuts in each bag of trail mix. How many bags had at least 62 peanuts?
|
5
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[] |
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"
|
38422
|
How much would it cost to buy 0.3 pounds of pecans?
|
2.10
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[] |
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"
|
38423
|
Some dealerships compared their vehicle sales. What is the mean of the numbers?
|
79
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[] |
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"
|
38424
|
Each bowl has 5 cherries. How many cherries are in 6 bowls?
|
30
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"
|
38426
|
Look at the following schedule. When does the canoe trip begin?
|
7:25 A.M.
|
[
"7:25 A.M.",
"11:50 A.M.",
"10:05 A.M.",
"8:30 A.M."
] |
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"
|
38428
|
Simon counted the number of pieces of pepperoni on each pizza he made. How many pizzas had fewer than 33 pieces of pepperoni?
|
15
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[] |
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"
|
38431
|
Curious about people's recycling behaviors, Brody put on some gloves and sifted through some recycling and trash bins. He kept count of the plastic type of each bottle and which bottles are properly dispensed. What is the probability that a randomly selected bottle is made of plastic #4 and is incorrectly placed? Simplify any fractions.
|
1/5
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"
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