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Some students compared how many blocks they live from school. What is the range of the numbers?
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9
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[] |
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"
|
332
|
Some students compared how many pets they have. What is the median of the numbers?
|
9
|
[] |
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"
|
338
|
How much money does Lexi need to buy a tennis ticket and a baseball ticket?
|
78
|
[] |
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"
|
342
|
Sharon has $2,049.00. How much money will Sharon have left if she buys a designer handbag and a pair of designer boots?
|
760
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"
|
343
|
A candy dispenser put various numbers of orange candies into bags. How many bags had fewer than 50 orange candies?
|
11
|
[] |
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"
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346
|
A real estate agent counted the number of offices per floor in the building she is selling. How many floors have at least 50 offices?
|
1
|
[] |
"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"
|
347
|
An employee at the craft store counted the number of red buttons in each bag of mixed buttons. How many bags had at least 57 red buttons?
|
7
|
[] |
"iVBORw0KGgoAAAANSUhEUgAAAJwAAAC0CAIAAADuJdJBAAAezUlEQVR4nO2dezxUW//H18xgLshgQq5TI9eS0hNKUqPoKZzGraKXLqKTU3r4VQ4q6en2PNU5nS5OOUf3KF0oxxE5OVHHJaVUQiiE04XRhFzG/v2xnrOfeTCTtGdGu/1++WP22muv73evj7X22nt/91oAQRBPT0/wv+jo6Li4uNy+fRv5eGxtbQEAcXFx/XcZGRkBAC5fvjyEYvFKQEAAACA0NBTDMsmokKqqqhwOh8PhsNnsN2/eXLt2zcHBITMzEwwPVqxYwWQy0c1Tp06RSKSSkhK5OTSM+a+oPB7v6dOnT58+rampaWhosLa27u3t3blzpxydQ+nu7r58+bJoyrlz5+TlzKfQ09MjAyvkAVNZLNaSJUsAAGVlZTDlzZs3K1eu1NHRoVKp1tbW6enpaOaHDx86ODjQaDRjY+PExEQSiSTZZGdnZ3BwsLq6OpPJXLt2rVAoBADk5OSQSCTRtmhnZ0cikX788ce0tDQlJaWWlpbW1lYSibR27VoSifTLL78AACZOnDh58mSY/9SpUzY2NnQ6XVVVdcaMGdeuXYPpjx49IpFI6urqL168mDt3rrKyMvQTNXTnzp158+ZpaWkxGIxx48YdPHhwQLe1tbVJJNLly5d9fX1HjBjBZDJDQ0Oh8xLq5+HDhyQSSUNDo6ioaPTo0XPnzh2wcDKZ/P333xsaGtLp9Hnz5jU1NcH0d+/ehYWFsdlsOp1uYmKyd+9eBEHgLj6fv2jRIhUVFRaLFRER8f3335NIJB6PBwAAyF/X1ICAANF+OTY2FgBgamqKIEhXV9fEiRMBAPb29lFRUSwWS0FBIT8/H0GQ7u5uNpsNAGCz2UuXLtXT09PW1gYSr6kWFhb29vZubm5QfujojRs3AABqampoZvTa/OjRI29vbwCAkpJSaGjohQsXQkND4bGLFy+Gh+/evRsAoKCg4Onp6erqCgAgkUgpKSkIglRVVQEAKBSKnZ2dj48PLJZCoVRWViII8vLlSyaTqaiouHTp0tDQ0NGjRwMADh482N95AwMDAICWltbKlSujoqKoVCrqvIT6qayshI7Z2NhYWFgEBgb2KRZeUy0sLMaMGePr66uqqgoAcHNzg3uhSJMnT96wYYOamhoA4MiRI3CXn58fAIDBYCxatMjMzGzMmDEAAF9fXwRBBhBVKBQWFhbq6uoCANatW4cgyMWLF2GNv3v3DkGQCxcuAAA8PDwQBIG9oqKi4osXLxAEuX//Pvw/kiDq7Nmze3t7EQRZt24dAMDY2FiyqAiC5Obm9tlLoVAAAPfu3UMQpKWlhcFgAADi4+Ph3pCQEACApaUlgiA1NTXQpX/+85/wv1BPTw9VLi0tDQDg5OQED6ysrNy0adPVq1fFOQ9rDUGQrVu3os5LqB/U+po1a/qXiYrKYrFaWloQBElJSYH/kbW1te/fv/fx8fH09CwvL0cQZPPmzQCAOXPmIAjy8uVLBQUFAMDp06cRBBEIBFAv6N5/u98TJ06QSCQSiUShUKZMmdLQ0DB+/Pjo6GgAwO3btwEA5ubmLS0t9fX1Y8eOBQD89ttvsHsBAFhbW8NCraysTExMBuxhUHx9fWE7c3NzAwBUVVV1dXVJPkQy+fn57e3tAIBFixbBFB8fHwDAo0ePmpub0WwLFy4EACgoKEyaNAkA0NDQAACA3UxOTo6Dg0NsbGxjY+OWLVvmz58vzhbaf86YMQN1XkL9oKxcuVLCKbi6usJLz7x588hkMoIgT548oVKp586du3DhgrGx8fv372ENQ7fLy8vh5dnDwwMAoKKiMm/ePLS0AUa/sAdwdHS8c+eOpqYmAIDP58O6MzAwMDAwmDBhAgBAIBC0tLS8evUKAKCuro6WAw+RgJaWFvwBj0IQRLTqh8CbN28AAHQ6XVlZGaawWCz4o6Wlpb9jsFnDy6GlpWV8fDyLxbp169aWLVscHR3ZbPa9e/fE2dLQ0IA/RowYgTovoX7QA6Ek4kDrREFBQUVFBT2po0ePmpqaUqlUOp2+atUqaBEAAKtdSUkJZhY9ZQCAAvqLx+MdP34cAJCZmeni4pKXl1dcXGxvbw/+qn1ra+tt27aJusJgMGBZot6/fPlSgveou+gPMpmsqakJu9OOjg402+vXryWXgwIruqOjo729HQoGzxkAoKmpCWtcAoGBgcuWLSsuLv7jjz/OnDlTVFS0cOHC8vLyATOjZwfdg85LqJ/W1lb4G56gONA66e7uFggEAAAtLa3r168HBwdTqdQjR46Ym5unpqbCoQP46x+0q6ur/ymDAUe/c+bM8fX17e3tXbFiBewYobSNjY3Ozs7z58+fNGkSn8+n0+lUKtXc3BwAUFJSAruF4uJiODCRAHpzcvXqVQCAqampoqKijo4O9BJelYuKikTLgd31+/fv0dEmTHn37h10j06nA5H7nLNnzwIAbGxsRIfTA3Lz5s3IyMhbt25NmTIlNDQUjlpra2vF5U9OToY/4MUPOi+hfiRbR8nMzGxrawMApKWlwRGDubl5fn4+AMDc3Hz58uX29vawQmCva2JiAv9LUlNTAQACgQDeDvyH/gMlBEEaGhrgWCs6OhpBkK6uLtilTJgwYfXq1RwOBwAQERGBIEhnZyfUY/To0XD0q6+vDwA4fPhw/0EBHEAaGRlxuVwvLy8oDMwpFApNTU3h3sDAQENDQ0tLS3RvdXU19NbFxQUOneCwZfz48f/4xz8QBNmxYwcAgEqlLl68ePbs2QAABQWF7Oxs0aEKHIkgCOLr6wsA2LhxI4IgsC40NTVXr169YcMGKI+np6e4gZKBgcHMmTP/c+cAwI8//ii5fvpb7wO8dTQyMrKwsAgICIC9uo+PD4Ig58+fBwBQKJSwsDB3d3dHR0c44omMjERVU1ZW9vHxMTExgYMDsaNfCLxdU1RUvH//PhxuLV26dOTIkVQq1dTUdM+ePXAEiyBIfn6+tbW1kpKSqanpxYsX4VACjvX7AK8cV69eXbx4MbzBioyMRMspKSmxtbWl0+mWlpYZGRlwsLNv3z64Nzw8XEVFRVVVddOmTQiCJCUlaWtr02g0LpcLMyQkJFhbW1OpVFVVVWdn59zcXJguWVQEQc6dO2dnZ8dkMuG9YHR0NBzEDijqiRMnfH19lZWV+zgvrn4+KCo8zZiYmNjYWHiv7O3t/ebNGwRBent7w8PDWSyWqqrq4sWLm5ubQ0JCqFQqm81GEOTPP/90c3Oj0Wg6OjpbtmzZsGEDAMDf3/8/ohIMhuH24PrBgwcZGRm1tbVwE96dx8TEIAjy34ESwefFpk2bUlNTDQ0N3d3dnz17lpGRoaamtnz5ciDuMSHB8Of06dPwiWl8fHxJSYm3t3dhYSEctZCQv54lEuAGoqXiEEJUHEKIikMIUXGIQtDeU/L2gQBjiJaKQwhRccjnfZ+KXjuOhi+RryfDCqKl4hBCVBxCiIpDsBG1qqoqMDCQw+HQ6XQWizV9+nT4gldelJSUwBBRrAoUCoVeXl7KyspeXl5YlSk9MHj11tTUNGXKFGNj43/9619sNrulpeX48eO+vr6dnZ3wtf6hQ4eKiopgANRnSl5e3sWLF+Pi4lxcXOTty4fBQNSLFy+2tLSkpaWNHDkSpjg7O3d0dPz+++9Q1OLi4k+3Il9gmJmnpyd6jsMZDLrfnp4eEolEJv9PURcvXvzpp58AAE5OTseOHYNBxfB7psTERCsrKyqVqq2tvWbNGjSC0NfX18fHJy4uTk9Pj8FguLu78/n8jRs3slgsTU3NtWvXfrqrEHEOCIXCTZs2cTgcGo2mr68fEhICg8Gio6Nhr6ulpQUDDIY7nx5X8fjxYyUlpXHjxl25cqWtra3PXj6fb2Njs3DhwlevXvX09MDo9Y0bNz558iQ9PV1fX3/x4sUwp5+fn76+fnh4uEAguHXrFoVCsbS03LdvX1tb26VLlwAA165d61P4yj0n4V+fdBi4O2DoiQQHdu/eTaPRkpOTy8vLs7KyDA0N4ReGbW1tCQkJAIDy8vLW1tZPrS/pg02M0qVLl2AQoaKi4tSpU7dt21ZfX4/utbW1RaPapkyZ4uDggO46ffo0iUSCmf38/JhM5vv37+GuCRMmmJubozk1NTV37drVx+4QRJXgAJ/Pf/78OborPDwcdQBGhr569WpQ1SFvsBn9Lliw4Pnz5zdv3oyIiCCRSFu2bOFwOGiILIpQKLx79y6Xy0VT4EcsBQUFcJPD4aCxskwm08LCAs3JZDI/GJb9QSQ7gCBIbGzsqFGjKBQKiUTau3fvJ346IC8wu08lk8nTp0+PjY3Ny8urqqqysLAICgrq85FMR0dHT0/P9u3baX8BQ2T//PNPmIFGo4nm77OJfPITTckOhISE/Prrr4mJie3t7QiCREVFfaI5eYHB6Pft27dtbW2jRo1CU9hsdlhY2JIlS549eyb6vRSDwVBUVAwNDV2xYoVoCfDrRxkgwQEEQVJTU6Ojo52cnGAi+pHoZwcGok6bNo3JZObk5Ih+LlJRUUGhUNAbANjIyGSyjY3N8+fPzczMYHpXV1d9fb3o91VSRYID3d3dHR0d8OMwAEBra2tqamqfIf3nAgaibt++3dPT09nZOSgoyNDQUCAQZGZm/vDDD19//TVUS11d/d69e/fu3TMwMFi/fr23t/fu3bt5PF5bW9vOnTvz8vLKy8vRr7cw5N69e6IdOJ1OnzFjhgQHbGxsjh8/7urqyufz169fv2DBgmPHjj158sTY2Bhz36QLJsOt3NxcHo+nr6+vpKSko6Pj6Oh4+vRpoVAI96anp2tqampqasJ7krNnz1pZWSkpKWloaHh4eFRUVMBsfn5+06ZNQ8ucMWOGn58fusnhcNAPJVAkj377YGRkBPeKc+DBgwd/+9vfaDSahYVFampqfX09h8NhsVg1NTWf1+iXeJ+KQz7LawaBZAhRcQghKg4hRMUhhKg4hLRyz0l5+0CAMURLxSGEqDiEePiAQ4iWikMIUXEIISoOkYOoaWlptra2KioqBgYGQUFB6LR8mFNaWmpmZvbBmezwh6xFzczM9PDwsLa2TktL27ZtW0pKCpzwFnMSEhLs7e3hpLhfGrI+5++++87W1vbIkSNws729PSQkRCAQoCEHWBETE5OcnHz//v1du3ZhW/LwR9ai/vzzz+hMoAAAOJnTq1evMBf19u3b+vr66EzhXxSyFrXPXMbp6el6enpwBkxsgXHIXybyvOSkpaUdOXLk5MmTn2l817BFbrWZkpLi5eUVERHh7+8vLx/winxEPXbsmLe3d0xMDJx8mQBb5ND9njt3Ligo6OjRo8uWLZO99S8BWbfUysrKgICA7777jlBUesi6pUZERBgaGo4bNy4nJwdNtLCwQNfwwITm5uYHDx4AAKqrq3t6eqAtHR0dNDAf38ha1Ozs7NbW1pkzZ4omJiYmwpWAsKKwsFB0VTVoLiAg4LOeomDwyFrUT/8ccTC4urp+1u+JPxHiBhGHEKLiEEJUHEKIikMIUXEIISoOIUTFIYSoOIQQFYfIQdSffvrJysqKwWAYGBgEBwdLKZqwurrazc1NVVVVTU1t4cKF6FRN/WlubnZzc0OnTpTAhQsX1NTUvvrqq8E4EBcXRyKR4ASNfTh48CCpHxg+l5b1Y8LDhw+vWbMmJibGycmpurp6w4YN1dXVWVlZ2Frp6Ojgcrn6+vopKSk9PT0RERHu7u75+flwGV5RCgoKfHx84ArAEujq6goPDz916tQgA06bmpqioqLELVm9YMGCcePGiaaEhYVh+bJBxhOHTJs2bcWKFegmXHqXz+cPrTRxs7PEx8dTqdSXL1/CzbKyMgBARkZG/xLc3d23b99++/ZtAMC9e/fEGSoqKho3blxlZaWLi4uHh8cHHfPx8Vm0aJGamlp8fPwHM2dlZTEYjLq6ug/mHCSybql5eXmimzQarf+0sp9Odna2nZ0dOjWXmZkZh8PJysrqPwXzoUOH9PX14erfEuBwOPn5+crKyoOx/uuvv167dq2srAyucC6Z3t7esLCwsLAwDCPl5BN41tXV9fbt2+Li4tjY2KCgIMzjQysrK+Ei4ShjxoypqKjon3OQVTn4Odna29tXr169Y8cO0Xn9JJCYmPjixYv169cPsvzBIJ/R744dO0aOHDlv3jxvb++4uDjMy29tbYUrtqOMGDFCNm/9YmJitLW1V61aNcj8u3btCgkJ6ePtJyKflrp8+XIHB4fS0tLdu3fX19cnJSXJxQ3MefDgwYEDBwoKCgZ5QcnJyXn06FFaWhq2bshHVENDQ0NDQ2dn5wkTJnC53MDAQGdnZwzLV1dXb21tFU3h8/nSntayt7c3KCho3bp1VlZWgzwkKSnJ3t4eLmGPITLtfjs7OxMTE8vLy9GUyZMnAwAqKyuxNWRqatrnClpRUWFubo6tlT7U1dUVFBT8+9//VviL1tbW4OBgFosl7pDMzMzZs2dj7olMRVVSUlq7du2+ffvQFHi/P3r0aGwNubi4FBYWNjY2ws2ioqK6urq///3v2Frpg66ubmlpaYkIqqqqW7Zsyc3NHTD/8+fPa2pqbGxsMPdEpt0viUQKDw+PiorS1tZ2dnZ+8eJFdHS0hYXFrFmzsDXk4+MDJ6zdtm3b+/fvw8PDuVyuo6Njn2y9vb03b94EADx+/BgAcOfOHT6fT6PR7Ozs+uSsrq6ura0FADQ3NyspKcHwRDMzMx0dHTSPoqJin0cKZDJZV1dXXA9RU1MDAJDKvLNY3fAOkt7e3sOHD48fP57BYOjr6y9ZskR0CYWPRdzDBwRBamtrPTw8lJWV1dTUAgICmpub++dBFy8RBZ1BVpSNGzf2z3ns2DHJ7kl++JCYmAgAePHiheRChgAxOwsOId7S4BBCVBxCiIpDCFFxCCEqDiFExSGEqDiEEBWHEKLiEHmK6uvrSyKRnj59Ko3CBx9NiD/kJmpGRgZcv1gawGhCPp+fkpJy/vz58vJyd3f3z/qB6Echn5fkMJBn5cqV0ohlAQCcOXOmsbGxsLAQxp4ZGRmZm5tnZmb2DzzDJfJpqTExMVpaWoGBgVIqX1w0oZTMDTfk0FLRQJ7e3l4pmRh8NCEukXVL7e3tDQ4OXrNmzeADeYaAHKMJhwOyFjUuLq6pqSkmJkbGdr8oZNr9NjY2RkVFJSUlMRgMqRqSSzTh8EGmLTUzM7O1tXX+/Pkw2A6GEpqZmXl6emJrSC7RhMMHmbZUDw+P0tJSdLO8vNzLy+vq1auWlpbYGnJxcVm+fHljYyP89kE20YTDB5mKymQyRT8F7OnpAQCMHTvW0NAQW0ODjCbEK/h89qukpJSZmamlpeXh4eHn52dnZwdXiv9CkOd069bW1tJ7dGdgYJCSkiKlwoc5+GypXziEqDiEEBWHEKLiEEJUHEKIikMIUXEIISoOIUTFIbIWde/evdKbkw+luLi4/+R/TU1NmBsansj6MaFAIDA0NDxx4gSaIo13qwKBAABw6dIl0XeoGhoamBsanshBVBaL5eTkJG0rAABnZ2fM51L7LJB19/v27VsVFRUZWAEADHIqQfwha1EFAoEM6logENDp9C92rV05iPr69Ws3Nzd1dfVRo0YtXLiwrq5OGlYUFRVDQkJ0dXWZTOaMGTPg5K9fCHL4X25sbORyuWlpaXv37i0sLORyue3t7dia6OnpoVAoVCr17NmziYmJCgoKs2bNevjwIbZWhi1ynnKnqKhoypQpycnJXl5eQzh8kFPutLe3s9lsHx8fOGc07pHzVQeGdD979kyqVhgMBofDkbaV4YNMRe3p6Vm6dCmc6QsCp8QeM2YMtoZ27twZFRWFbr59+7asrAxzK8MWmd6nKigoCIXCoKCglpaWSZMmVVZWRkdHW1pazp8/H1tDWlpakZGRnZ2dPB6Pz+fv2rVLKBR+88032FoZtsj64UN8fLyent6ePXsaGxt1dXXd3d23bt2qpKSErZUVK1YAAA4cOBAXFzdixAg7O7vCwkITExNsrQxbiLkJccgXenuObwhRcQghKg4hRMUhhKg4hBAVhxCi4hBCVBxCiIpD5CDq69ev/f39mUymuro6j8draGiQhpWbN286OTkxmUy4UqDotAQDUlpaqqio6O/vP+DeQQZBenl59Y9iHHAxv7q6Oj8/v1GjRo0YMcLW1jY1NXUI5ygOWT/7FQqFcO6F8+fPIwiyYcMGHo/3weVLP5a7d+/OmTOHx+Nt3ry5vb1969ats2fPfvz4sbiAQgRBgoODJRQ4yCDIrVu3ir42aG9v9/HxmTRpUp9sXV1dLi4umpqaV65cYTKZp06d4vF4WVlZmC26hPlKN5I5f/68oqJiY2Mj3CwrK0tISOjq6hpaaeIWG4qIiDAzMxMKhXATxjykpqaKK+fw4cNsNtvV1dXPz2/ADGFhYZMmTfpY96KioqytrVE3UAoKCgAAt27dQlPYbHZQUNDHli8OWXe/KSkpzs7O6GpaZmZmy5YtU1RUxNbKzp07y8rK0MAzGo0GABAXh9bU1PTtt98eOnSISqWKK3AIQZB1dXV79+7ds2ePOLsKCv/tJqlUKoLdmxVZi1paWmpsbLx582ZDQ0MNDQ0vLy90mT3MEQqFra2td+/eXblypZWV1Zw5cwbMtnbt2jlz5kiekGcIQZCxsbEODg5cLrf/rsmTJ0+cODE2Nvb169dCofDMmTNVVVVLly79qPIlIGtRX716lZyc3NDQkJyc/PPPPxcVFWE+MxZKbm4uk8m0sbGh0WjZ2dkDvrVNT0/PzMzcv3+/5KI+NgjyxYsXJ0+e/PbbbwfcSyaTf/nll/r6+pEjR1Kp1MDAwBMnTkydOnXwpyYZWQ+Uuru7dXR04uPjSSQSAIDBYLi6uubl5Tk4OGBua+LEiTk5Oc+ePdu/f7+Tk9Pvv/+uqakpmqG9vT0kJGSQ64c3NjYuXrw4IiLi+fPn0dHRXC63pKRE3Dcj8fHxBgYGM2fOHHBvd3e3p6cnnU6/fv26hoZGWlpaYGDgqFGjxOX/aLC6OA8SNpstOhh59+4dAODo0aNDK03CqoyitLS0jBgxIioqqk/6//3f/02dOhUdyMBJlwZjt7CwEACQnJwsLoOpqWlkZKS4vadOnQL/ux4jj8ebOnXqYEwPBlm3VBMTk1evXqGbcMpfCSOUoZGRkUGj0dAvdphMJofD6b+e8oULF2pra9FuGTqTlJRUXFzcZ7rgPkgOgqyrqysvL5ewhHFFRYWampquri6aYmxsLG7t3CEg62uqq6trbm4uqitcXXb8+PHYWjl69Ojq1auFQiHcFAgEVVVV/ddTvnbt2v3799GFiWfOnDlv3rySkhJTU1PRbB8bBPnbb78BAPrfnqIYGRm1traKjhArKirYbPZHnaMksGryg+Tt27cGBgZ2dnbXr19PTk7W09NzdXUdcmniut/c3FwFBQUvL6/MzMz09HQul0un0ysqKiSXJqH79ff3V1FROXTo0B9//HHy5ElDQ0NLS8vOzs4BM2/ZskVLS0uCoTdv3ujo6MycObOgoKCysvKHH34gk8nHjx+X7N7gkbWoCIJUVlbOnTuXwWCoqan5+/u/fv16yEVJuKZev37d0dGRyWRqampyudz8/PwPliZB1I6Ojo0bN44ePZpGo40ZM+abb7558+aNuHKCg4PHjh0r2daTJ094PJ6Ojo6ysrK1tTWGiiLESse4hHhLg0MIUXEIISoOIUTFIYSoOIQQFYcQouIQQlQcQoiKQ2QtKovF6h9vl5SUhLmh27dvz5o1C0YTzp8/X1w0oVSj+uSFrEVNTU29IcL+/fspFArmKzTCN18mJiYFBQXZ2dlkMpnL5b58+bJPNhjVV1tbe+XKleLiYhcXFx6PB9+xfN5g+Bx5CDg4OKxZs2bIh4t7oL979246nd7d3Q034YvPs2fP9skm7ag+eSHPxYaSk5NLS0ultCQQmUymUCjwN3wJj4h5dSG9qD55IbeBUm9v76ZNm9avX98nbggTFi5cSKFQtm7d2tnZ2d7evn37dh0dnf5zwEg7qk9uyKuLSE5OVlFR4fP5n1KIhPepN2/e1NDQIJPJJBLJwMCgpKRkwBIaGhpg5AqFQqHRaGfOnPkUf4YJcmupBw8e9PHxUVNTk0bhT58+9fb2/uqrr/Lz82/dumVvb+/h4dF/Zm7RqL6ioqLIyMjAwMAbN25IwyWZIpd/JfhRVGZm5ieWI66lrlixwszMrLe3F252dXVpa2v3D++TdlSfvJBPS83KyqLRaNOnT5dS+RUVFaampjC0GACgqKhoZGTUP5pwwKi+/tk+O+Qj6o0bNywsLOAnLtLAyMjoyZMnyF/j2O7u7pqamv7helKP6pMT8hG1pqbG2NhYeuWvWrWqsrJy3bp1ZWVljx49+vrrrwUCwfLly/tkW7BggY6Ojp+fX2Fh4dOnTw8cOHDlypWQkBDpOSYb5CNqU1OTlIZIkGnTpqWnp9+9e3fq1KmOjo41NTXZ2dn9PxPW0NDIyclRV1f38PCwtrZOSEhISEgICAiQnmOygYgmxCHEWxocQoiKQwhRcQghKg4hRMUh/w/elV7RGHps+QAAAABJRU5ErkJggg=="
|
348
|
The table shows a function. Is the function linear or nonlinear?
|
linear
|
[
"linear",
"nonlinear"
] |
"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"
|
349
|
Rhianna, a candy store employee, placed peppermint candies into jars of various sizes. How many jars had exactly 73 peppermint candies?
|
0
|
[] |
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"
|
350
|
Look at the table. Then answer the question. At a price of $1,165, is there a shortage or a surplus?
|
surplus
|
[
"shortage",
"surplus"
] |
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"
|
351
|
The owner of an orchard kept records about how many apples were picked in the past 4 days. On which day were the most apples picked?
|
Wednesday
|
[
"Tuesday",
"Wednesday",
"Thursday",
"Friday"
] |
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"
|
354
|
How much more does a soccer jersey cost than a softball glove?
|
14.09
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"
|
358
|
Sandeep's school reported how many members each sports team had. What is the mode of the numbers?
|
29
|
[] |
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"
|
360
|
How much money does Riley need to buy a blue ballpoint pen, a yellow highlighter, and a dry erase marker?
|
1.88
|
[] |
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"
|
362
|
The Stamford Soup Company recorded the number of rotten tomatoes in each barrel it received. How many barrels had less than 40 rotten tomatoes?
|
4
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[] |
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"
|
363
|
Mrs. King 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 2016 and 2017?
|
2
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"
|
364
|
The manager of a party supply store researched how many balloons it sold in the past 4 days. On which day did the store sell the fewest balloons?
|
Monday
|
[
"Friday",
"Saturday",
"Sunday",
"Monday"
] |
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"
|
366
|
How much money does Eve need to buy 5 tickets for an Australian cruise and 5 tickets for a Caribbean cruise?
|
8,475
|
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"
|
368
|
The table shows a function. Is the function linear or nonlinear?
|
nonlinear
|
[
"linear",
"nonlinear"
] |
"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"
|
369
|
While planning a class party, the students voted for their favorite cookies. How many more girls than boys voted for lemon?
|
4
|
[] |
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"
|
370
|
Each bush has 5 flowers. How many flowers are on 3 bushes?
|
15
|
[] |
"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"
|
371
|
Look at the table. Then answer the question. At a price of $50, is there a shortage or a surplus?
|
shortage
|
[
"shortage",
"surplus"
] |
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"
|
373
|
Some students compared how many pets they have. What is the mean of the numbers?
|
6
|
[] |
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"
|
374
|
A veterinarian weighed all the dogs that visited his office last month. How many dogs weighed exactly 90 pounds?
|
2
|
[] |
"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"
|
376
|
How much more does an iron bench cost than a fountain?
|
221
|
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"
|
378
|
The bird-watching club recorded how many birds its members saw each month. In which month did the club see the most birds?
|
August
|
[
"August",
"September",
"October",
"November"
] |
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"
|
380
|
How much money does Jonathan need to buy 5 chocolate cheesecakes?
|
137.65
|
[] |
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"
|
381
|
A veterinarian weighed all the dogs that visited her office last month. How many dogs weighed at least 50 pounds but less than 70 pounds?
|
5
|
[] |
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"
|
382
|
How much money does Manny need to buy a birthday balloon, a party hat, and a package of confetti?
|
1.26
|
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Tn4YgspFEeJabL39V+Y9/eX+/z2ZvAcnpXAKcOvrzc/JzvhSkvaPdfq0dz0xukgiPmZ1ZY1MjNULAnm0SSuJcApyy6jJBJ4LoG9BBfJPKD+8/or9EHwBAoVB2HdhpamT6KDoZABB8KdjJY823RIb5TSGTycvNDTBoTFTYAywWGxEa2d3dZWi+HPIvd/F2jo6LPhV0KiEyUVBAUN90WUPjJGbIo6OjKywMK6sr71y9E3Y57E1Ntbm9GVTl7OV0LfTa9s074iLi7azsd+zb/tfxvxhm9U3/3WxvZQ+t9PT2UCgUPV09BTkFAEB+4fed1wHmlyWvMLehsSH4WDCJh8TCwqKloRV6OUxbT6uwpJCbyH0/6v6D2w8Ml60AAMxRmyOpOis45OyB3QcnBIl6GFlYUlhTUsvPxw8AEJ4xMysna2RkpI/c9+jxoxOHTtqttgMAzPtjXmFxYVRMZMBGBgYTjPvyhsYGI0sjLgHOGTJCR04d2bV/p6y6DFQFjVhSnibziU8DAKxes5qDH7vIUPda6LUbt28giGyFJYWfB2xrb125eiVOkItPfNrW3VuoT5yc/JylJkt5RUl4IdwfizRTnn50tr549aKYgijndI5FKxa9fP0SQWS7E36HYeYwPx7Iv7yl9aN/uYiwSP3Lhjlqcx6nPmZnZ9fTXQqVI5HIJQuXJD+dxL88OjZ60YLFkMQBANKS0o42jkgkkpvI3VHXCUkcAo1CTeUfqBm3sHezLy4rehD24FF0clZO1r2oe5B9OJX5WjrlORUAgEtnLr8tfxcZGqWmrGa5yrK5qkVBdpKpFwL2BCzRXZIan+brueHo6aMXrl4AAAwNDS03M+Di5EqKfvQ8OUv7D21TW1PocZaa8dTDz91khUleWr6Hi7udqy0AAIn81T02/ptozNbkm8Zn7Wz16HHSRP/yN5VCAp/6l4uIva5+/XmQ0vJSCVHxwIO7RRVEeEVJFg4WTc1NtA0GBwcbmxovXb8UHh3u67GBYVYMVF7fUJ+a8TRg4/ZFCxZLS0rfuHADMlymBbrJAABcnJw83Dx4PB6BQKDYUSQe0qSTv+jp6nmt9VJRVNnmt22+ls7t+2FQkLy0/GvnrqkoqshKy+7eGtjf3/8s+xkAIPReqMB0gcP7j0jNklq10szcxILhWcH8LDg4OBKjkpAIpP4q/YGBgVW2q0LvUf3Le3CfOrDiuHB9fZP4l7d1tIVHhzc2N965ejfkdEhufo6FgzltA0Pz5cKyM7bu3hJy+pKVuRXDrBio/OXrCgCAqrIqtInFYudr6TAMSp/5WvOp6yqKyi9fvwQAsLGx5RflLTZaxCXAiSCyEWbgAQCdXZ0AgJevXyorqFAfTND7Lswvi7ysfG5aXm5aHgqFamltdnCz11u55Kv8y0dGRni4eS6cvKgxW8PY0OT8ifPPXzyn/TR34tDJh3cfuji4rPVxDb4UTCcUBAOVk/vJAAACjfk3L4k09XQnhYebh7rOgeWAprUoqyhbvWa1prrm6/zKkU7KUNvHi0Imkwn4j8Z5vCTeb0wA5gegrKCMQCAykjJj7sQ8z3l+Pew6kUDs6f3Uv7ynG4ebxL+ci5NLSV6J6p2tpakNAIB6QwgFOQV9PYO/9hza5L3Jf+dmMplMPxkGKoc85/toDO07OjsZnB8jaE+1u6cbmgkpLikOhUIdOXB0Ov90FhaW5hYaC3MMpo/mNDo6mWTOBqak9m1tUWkRbYnB0uVqympFpYWSElLvGt4NDX30p62sei0jKfN5kFkSkm0d7dRNaEiDQqEaGhuuh13v6/uoRjUVtaGhoXcN7+hnxUDlEuKzAAAlZSXQ5uDgYFpmKv1dICa8edCSnftxNraikiI5aTnwmYX5jTs3qEEkxCRKyoqpuyQkJ0wlAZifwo592108nSf6l3d38fHyLV6weGxsLDbxb6h8YGAgITlh2WTjz6WLlmY8T29rb4M2UzOfAgDkZeU7ujqcPZ1iE2OpLQtLilhYWGbOmEk/KwYqFxcVV1VSPXB4f2ZWZmV1paO741QGDAQCsbC4sKC4oJ3mjgT/qPbB3w/uRtytqas5G3I2MzvTxtIWAKCprtne0X7l5pXGpsbgS8Gl5SX8fPzFZUU9PT1mxma1b2sDD+6uqat58HdU1MNIhgnA/Cx81q0ve1nm4Gafmpk6NjaWmZXh4uX8ruGdtYWN8AxhB2uH9VvWhz+4n/483crJio2Nzd35g3fxWh9X3y3roXVnO2cSD8nE2vhxakpEdLjnRs+li5epKKooyikuXbxs/RafkGsh6c/TTwSfOHwyaI3tGiwWyyAtStco/aU8p0JbU5udnV1EWOT8iQtuTm5qympQFQ83z57teyldo81VLQCAu9fuQuV/3/ubh5uHh5snPiKeNtSLpzkAgLjwuGVL9DEYDImHtM1v20gnBard4ruFl8SLx+FtLW273nbv3hbIwcHhs86H0jW6b+f+abzTsFjs8qWGuWl5AIDoO9EMM4eXn7KkPEzR0V4AvcsRCcSF83UzkjKhKnJTv886H14SLxqNXjBvYdGzYupeGrM1dHUWUTdf5r1atkQfi8XicXgbC5uW6laovLOua6P3RtGZomg0epb4rB2bd/Q1khmmxELpGqV/GwwMDAyPDFNfQPWM9YgE4t1rd//lzf71jI+Pt7S2UH9HkPE8Y4GBTtGzYjkZuR+WA8y/AC+E66jt/D38y1darWxpbQ4+dm4a77S4pLgnaY9j7sT8gMyopD9P112+MDBgj6WpZWtb66btGzVma8hKy/7IHGD+BVv9tv0qzs4M+/LWttYN23xTnqYMDA5IiEps9NlkY/FNky/+C27dvXXk1OGqN1XcRG4dLZ1De4MEpgv84Bxgfl8YqxwG5nfnl3igwMB8V2CVwzA/sMphmB9Y5TDMD6xyGOYHVjkM8wOrHIb5QVC6Gf+jPwzMbw3cl8MwP7DKYZgfWOUwzA+schjmB1Y5DPMDqxyG+YFVDsP8wCqHYX5+XZWL/yESeHTXz84C5qspe1Vq7GQkqMqPFkXyK/EaORq+fvOPf/lAv+9uH2F1QaIMTtdcJ7col2E0Wy9rtCiyuraKWlJUXrjEUpcogxPVEN5yYDNkT0efH6Ty8tdlUtoSP+BA1p6rb4Zf/wEHgpkUcj/ZyNEQg8aEh0RhMdh7FyO6e7qMHFdA/uVu/q4Pk2KOB56MvZkgyC9kaK/f0DyJfzmVpNTEB4lRtCVvG94us9YTFpwZdyvx4La/rt+7tufYboZZfff/rx4ZGUEikfml+d/7QBD5Jfn6C2EjxZ9GfkleQ3PD6f1nSdwkFhaWuWpzb54O1TGdV1RexE0ghsfejwiJWr7YEACgrqQuu0Dq/I3gff4HJg01MDjgs9PbabXzxVsXqIVHLxwWmj7j0tErLCwsf6j9wUfiGx4ZZpgV476cV4H76IUj7lvX8SvxcsviLdzMOro+eLi1dbQ5+TmKzJmBl+KU15U9e+0MVF5SUYwWRSY+TVDRU5pnorX/xF6XjU51DXVoUeT6nd5oUeTzvOfU+FDjR2lJnx+ajZXt4OkDM9WFeBW4TZxXtrS10D8uWhRZ+67GdbMLn+K3mjnC/Dsg//LW9o/+5TOFRGpfvFNXVn/y7Ak7O/uS+XpQORKJXDRvSUrGJP7lEPtP7J3Gw7vG0om28GFSzGpjK6qFoq72omVT6NQYqxyJQB6/eHS2klrdi/rH95/mFuV4bfeAqlw2OeUW5d46czs3Pn+L59YtBzbHJEUDACCP6gMn921ctynk8CU/t02ejl4zBGbU5zX9tT1IbKZ4WNQtavyo+EhBfsFF2os/P3R4bHhbe+uDqzFXj19Py0o9eHo//eNWP68FABwPPFmRNokrNswPYI6KBh+Jz9bbJjn90UT/8tpKQf5P/ctniFbWVE4ap6SiOPj62bMHz9F6XXR2dza2NJKIPI6+9oKq/GKaM7cd3DIyMsIwK8YqZ2FhkRKXcrZyRaFQynIqHo5eDx/FQEa1F4MuJd99rD1He5aYpN0qe0UZxeT0RwAABBsCAKA9Z56tqZ2CjCIWg8WgMawsrCRuEgaNcTB3DP/7PjRQAwBExkfamNpOatyB4+Q6vuekiryq4eIVpgZm+cUfJnL50nF5iDwAAE4ODm4CN8PzgvkecGA54m4lIBFIQ3uDgcEBi3VmYVFU//JeHOen/uWcuD7yJP7lY2NjXts9PBw8FWQUacvbO9sAAPtP7lOSVY65FrvJ3f/cjeC9xwMZZjWlt8/ZSurUddlZshQK5U1dNQCgo6vdZZMTnyIJLYpEiyLzS/JpPfzVFGdPGs3e3KGX3Bv/JA4A8LKq4mVVhd0q+0lb/jF7LnWdm0Ds7PkQnP5xYX4uclLy2bE52bE5KHZUS1uzk5+jvo3eV/mXX7x1obmtZYfvxC9sULdtsGj5hrV+aopqHg6e3k4+p6+cYtidT0nlXBxc1HUsBgsAGBgaHHo/tMrVdHBwIC0qg1w5OFQzMpdGlAAAIp44abTp06YvW6AfFhUKAIiMj/xD7Y9ZYpKTtoSOBcHCwgI9ARkeF+ZXQElWGYFApEZkRF2OzirIuhlxg4gn9PR96l/e243jmuhf3tTatPvIztP7z9D+9CE4ObgAAMqyytQSLXXtofdDdfW19JOZksq7ej72lH39fQAATixHSUVJzds3+7f+KSUuDXnhNbe1fDHEp6xZ7ZT4NKGP3PcgPsrObPKO/Et8y3Fhvjd19bXFFZ/4l+vrGqjKqxaVF0qKSdY3vRt6/9G/vKqmUlpcekKE5PRHPX09Js4rOSTQHBLouUaaAADFxfKr3S2Epgth0Ji2zo9GytDLLjs7in5WU1J5dkEWdb2ovAjFjhKbKU7u7wMAcHFwQuXPcp+9qaumY1s+Dj5W6S804CZwnwg5Vlnz2mz5180TxPC4dHKA+d7sOrxz7WbXif7lPd18JD5d7cVjY2NxKR/cxwcGBxJTE5Z+9oVkxRKjvISCF7G50HLrdBgAIPLSg6AdR9jY2BZpL46m+YKelp1KwBGEpgvRz2pKKm9sbtx3fE91bVXi04Tga2dMDVZh0BjotfLM1TONLY0JT+ID/tyir2vw+s3rlsl6VgKe2NzWnJ6dXvuuBgDAxsZmZ2YfdO6Q8TKTCTMqMYTOcdEoNAaNSc9OLyjNn8qrN8z/Ha81PuWVZU5+jmnZaWNjY89yM9f6u9Y3vbMythYWFLYzc/AL9I2IDc94kWHrbc3GyuZmuw7acd1WN79AXwAAAUeQk5KnLmIzxQAAEiISwoLCAICtXgHFFcVuW9Y+y312+sqp8zfObXL3Z+g5OiWVO6127u7tnmeiZeVhuWDuwuN7TgIASNykkMOXH2emyC2QPnbhyIWgEA8Hz7cNdSbORp9HsFhhKTpDzMTZKDQqFCox0jMeGRmxN3OY4uWjQv+4m9z9I+MjzFxN+wf7vzYyzLejrqz+9/W4xpZGi7WrBocGLdeZv2t8Gx+aJC4iAQA4ufeUmaG5724fQ3v9/oH++NBEEveH32yUvyqtqKpgGH+20uzISw+KygqX2Sw5EXJss7u/39qNDPdiGaph0OcJqvJ7rfHZ5s1getyvZcehgJikmKLkEuoXfhgmg0eO0FLU/nv4l//feVlVkfo89cSl4zdO3oIlzsT4e2z9RfzLf4LKF1ksZGFhObDlT1ODVT/+6DA/jC2eW392Ch9gPGKBgfnd+SUeKDAw3xVY5TDMD6xyGOYHVjkM8wOrHIb5gVUOw/zAKodhfhAIAix0GCYHljgM8wOrHIb5gVUOw/zAKodhfmCVwzA/sMphmB9Y5TDMD6xyGOaHscr5xKcdODK5KymdKlrs19rp6M+fSjYR0eEIIlt7RzvjpoywcLDQM9b713uVlpciiGwZzzO+PZP/GqXlpSssV/CJT0MQ2UgiPMvNl7+q/Me/vL/fZ7O3gOR0LgFOHf35Ofk5k0Y4duYYgshGu8jNkYWqRkdH9/wZKKogguXDqGqrxCXGTiWlb+rLD+8/or9kcsdRS0fL62Gwj/h/DjKZvNzcAIPGRIU9wGKxEaGR3d1dhubLIVtMF2/n6LjoU0GnEiITBQUE9U2XNTRO4l9OJvcJCwmnPEyhLlfPXYOq9h3aG3QyaL27b3xEvJyMnKmtaW4BY6v/b/q/T3urSWyxPhiWF+YZ6Bl8S3CY35G8wtyGxobgY8EkHhILC4uWhlbo5TBtPa3CkkJuIvf9qPsPbj8wXLYCADBHbY6k6qzgkLMHdh+cEKSP3EfiIeloL5hQPjQ0dPTM0U3em3w9fAEA87V0isuKD588fPfaXfpZTakvHxsb2xjgxyc+DSfItcp2VUfnB/9y6ojl9IXTglICsYl/C0hO37LLH0Fkq6mrcfZ04pn5wXsWwYaIjn0gqy7DJcA5Z4H6i7wXUDmFQvHZ7E0S4SEKE2xdbXp6e6kHbWtvc3CzF5IW5ODHysyWPn3hNFS+0GDBMtNltOmZ2Zlp62lNcm6srFdvXZVQEufgx2rqauQXfZgpYHR0dPeBXZIqszj4sTPlhL03efX3MzBvuXLzioKmPJYPwyc+zc7VtqW1hWGVgOT0MxfPBOzZJiA5nShMMLI0ot2LWYEs3WjPVERYpP5lwxy1OY9TH7Ozs+vpLoXKkUjkkoVLkp9O4l/e29fL+Y93Gi3VNdWDg4ML5y+ENllYWEwMTVImizCBKan86s0rIyMjseFxl05ffpr+xHOjx4QG7Ej2/oH+syHB189f93Lzrit7CwA4GXSqsvDDdDDvGt6dv3Ih5PSlR9HJQ++HXLycofJDJw6FXA8J2nf4xZMcLU3tA4f3U2Ou8ViTW5B7++qdgozCbRsDNu/YFB37AADgZO/8ODWlsakRatbf35+YkmBvNYl70cvXFaH3Qi8HX4mLiH///r2pjQn03Dx25tjRM0f/DPyzIKPwytkrsYmxO/fvoHP6t+7eclu/drWZVUFG4Z2rd/IK81auNoJ86uhUIZHI42eOCUwXrCqszkvLLyjO3x+0bypX+7dGY7Ym3zQ+a2erR4+TJvqXv6kUEvjUv1xE7HX1JE7zfeQ+LAfH5+XQtBMIBJJaMm0aX3dPd2dXJ4O0KF2j9Bcebh55WXnq5q6tu5FIZG9DH1S1Z/teStfohZMXAQAP7z6E2pCb+gEAl89egTatza0xGExLdSu0eSX4KgAAijBLfJap0SpqcLvVdgCA5qoWStdow6vGxtdN1Co1ZbV1TusoXaN9jWQ8Dn9obxBUfvvKHTQa3VHbOSFtU6NVCASi4VUjtJny92MAQEJkAqVrtKO2801xDbWln5efjJQMdS9dnUWUrtHCzCIAwNO4VErXqLKC8uKFS6jto+9EAwDSEtLpVwkKCC6cr0utcrJzUldVZ3i1mWApzCxSVlCG1LV8qeH1CzeG2t5Tukad7Z2VFZRpW54MOgUAGO4YmRBBX89AXVV9+VJDAp7Az8dvYWpRU1IL/eBYWVmPHjxGbenu7A4AqC5+Qz+lKfXl8+d+/EKioqg8MjJSXVP9ebPZquqfF0JIz5Lm4eaB1rmJRABAV3fX8PBw1ZsqZUVlajON2ZrU9faO9jUea3hmckNv2XmFeZ3dnQAADAZjZWYVevfDbBaRDyOMDY3xePznB5WaJcU3je9D2goqAICXla8AAONgfP/hfULSguw8SASR7diZY3Q6g5GRkeKyYi3NjyMiddU5AICi0iI6VdCmsoIStYqAJ/xHTNblZeVz0/Jy0/JQKFRLa7ODm73eyiVf5V8OAGhqadLV0Y2+E3N435GcvBw94yUDAwN4PN7C1CLoxKGM5xnDw8O379+OiIkA/8wKQYcpqZwqUAAAB5YDAADNRTEBImFyw3IAABb7iRM5AGB8fLx/oH98fByP+yhQ6vrQ0JCJtfHgwEDmo2dQT0ArJmcHl+Ky4uKy4qGhofhH8Y7WjpOnTaRJm4MDAACNv703eSUkJ4ReCu1rJFO6RgM20jPH6x/oHxsboz01aL23t5dOFbSJQWNoQ/2nzHiVFZQRCERGUmbMnZjnOc+vh10nEog9vZ/6l/d043AT/csBAA/vPqwtrVvvvl5LU8vK3Crsyu3K6sr4R3EAgGMHj0uISSww0MHyYc5dDl7v7svKykqrz0mZksppk+vu6QYATPpy8LVANuy0wanzchWXFb+pfXMw8E9pyX9Myluaqc1UFFVUFFXuR95LTEkgEoi6OoummjYn5/j4eEx8jKerl472AhQKBQBobm2edHcIDiwHGxsbbTcMdfx4HJ5O1VQvAdNR+7aW+iiDMFi6XE1Zrai0UFJC6l3Du6Ghj/7llVWvZSRlGMZUlFMEANS+rQMATOOdlhqfVltaV1f2Ni0hvb+fPEt8FhqNph9hav7ludnU9aKSIhQKJS4qznAvhl0XCoUSERYpLC6klqRmpEIrZHIfAICL88McGJlZmdU1n5iUO9u7hEeH34u6Z2dp9yUzvldVryBxAwCKSgoBAHLSshQKZXBwkIvrQ+Senp6YuBg6qSKRSCV5pecvPk5q9/zFMwDAbNXZdKronzgTs2PfdhdP54n+5d1dfLx8ixcsHhsbi038GyofGBhISE5Y9tnvWygUipPHmjvhd6glWblZAAAxEVEAwN2Iu7kFuUKCQoICgiMjI2H3w1YuX8kwK8YqHx8ff1v/dl/Qvuqa6sTkhPNXzq8yWoXBYOjsgkajMRhMWmZqfhEDH/HVq1Y/jI+5ePViSVlJ0IkgSIsAAEV5JSwWe/rCqcamxvikuK27txjoLX9d+Zr6icrKzKqhqSEyJtLeenJv6PHxcQKe4OrtWlpeWlhSGLAnQERYREtTG4lEqimr3Qi7Xl1TnVeYt8pulbGhcWdX58vXL780C7Cf18bkJ4+OnDpSU1fzJO2x/05/HS2d2Sqz6Vf9N/FZt77sZZmDm31qZurY2FhmVoaLl/O7hnfWFjbCM4QdrB3Wb1kf/uB++vN0KycrNjY26PURALDWx9V3y3oAAAKBGB0dXbfB7dzlc1k5Wbfu3lqzzlFORm75UkMAQOTDSAt784fxMc9fPLdxsRkcGvT12MA4LYavzFxcXEH7Dnu6enITubFY7KqVZu21HZR/Pr/QfmOBBtDQsntbIAcHh6CAYHtth7W5tZam1oQPEbWldZSu0f7mAWd7ZxwOx8nJaWFqcf/GfQDAu4p6Stfonat3RGeKYjAYHS2d0uyyuPA4Ap6gpqxGjWOgt1xbU/tLaRsuW2GywjT42DlhIWF2dnaN2RoFGYVQVUFGobqqOhqNlpWWjQqLqit7Ky4qTuIhVRVVT/qNhdI1GnL6krSkNBKJ5CXxOts7U68AnSpBAcGAjQHUZn5efuKi4j/9A8gPWFIepuhoLyDgCQAAIoG4cL5uRlImVEVu6vdZ58NL4kWj0QvmLSx6VkzdS2O2BnTloWb+vv6iM0XRaLSYiJinq2frmzaoqr22w8rMCpLi4oVLSrJKp5ISC6Vr9Pvc1d+Xtva2WSoS549fWG22+mfnAjM5eCFcR23nr+Bf/vv9TWJ7R/uLvBdmdqvEZoqZm5j/7HRgvshWv22/iH/5L5HEVxF2P2yBgQ4bK1tkWBQbG9vPTgfmi2z7ZVT+u45YYGCmzi9xq8HAfFdglcMwP7DKYZgfWOUwzA+schjmB1Y5DPMDqxyG+UFQuscYt4KB+Z2B+3IY5gdWOQzzA6schvmBVQ7D/MAqh2F+YJXDMD+wymGYH1jlMMzPd1R5ZFwEWhTZ3jnRjPzc9WAOCQYGGp9j5WGpb/vBSFJQlf/P0xONUmF+EcpelRo7GQmq8qNFkfxKvEaOhq/f/ONfPtDvu9tHWF2QKIPTNdfJLfqiKXNcSuw847k8cgSJuaIe29who56yV6VoUeTnS3MbPUcdAPflMP9fyP1kI0dDDBoTHhKFxWDvXYzo7ukyclwB+bC6+bs+TIo5Hngy9maCIL+Qob1+Q/Mk/uXJ6Y/M1poqyipFXY7e7Rf48FG0yyYnAIDIDNGk28m0i72540whEW48N/2svuL/qykUChsbG+T/BgMzKfkleQ3NDaf3nyVxk1hYWOaqzb15OlTHdF5ReRE3gRgeez8iJGr5YkMAgLqSuuwCqfM3gvf5T5zO5NTlk3OU55w9eA4AAIDOwODg+l3efeQ+Lk6u+Zo61GZtHW0Pk6LP/XWB1kd3Uhj35dOVp529dsbEeSVBhqunrwcAcDfmzmx9VZwUh7C64Ibd6weHBqGWFArFd7cPvxIvrwK3w3q73r6eL8VkZWXNLsj+Y4UGXopTer5kWFQoter2gzCN5eo8cgRBVf5VLiZv6iaxHaXlWe6zxZYLiTI4HjnCUusltA/BL1XZelnbeFrdfhAmt1CGIM31xwqNnMLJp/6A+Vog//LW9o/+5TOFRGpfvFNXVn/y7Ak7O/uS+R+mwUEikYvmLUnJmMR9/PyhizdPh1E3haYLAQDaO9smNNt/cq+spKzxMhOGWTFWOTuS/erdK0qySsl3n3BiOaPiIx3W2y1bsCw3Pj/k8OWHj2Lct7pBLQ+fC7p8+9JfAYeex2TPna1FZ+jMwsLiF7h+m3fA4/up6krqLpucyl6VAgBeFL5Ys8FhhZ7Rs5ismGuxg+8HV7tb0smt8s1rA9ulfCT+pxFpyXcfc3Fw6dvqQQ9BOlVIJPJFYfbjzMepEel1L+p5iDxr/V0YXgeYqTBHRYOPxGfrbZOc/miif3ltpSD/p/7lM0Qrayo/DyLAJzBDYAZ1M+FpvCC/4EwhEdo2dfW1V+5c3ruZ8bRWYCoqRyAQaBQqcONeTVVNBAJx7MIRLXWt/VsOSopJLV2wbJ//gbsxdyD1hEbdMly8wtHSSUJ0lpvdunkaX5wxa3h4eNM6fyO9lWqKahcPX0Kj0Pce3gUAKMooVqS+CvDeLiUuraao5uXoXVxR1Nre+qU4F0MvoNhRl45eUZJVVpFXvXj40vvh97cibtKvAgB093af2HOSxE3C4/DWJjYVleUDgwNTuV4w9OHAcsTdSkAikIb2BgODAxbrzMKiQiFrvp7eXhwnjrYxjhPXR+6jNVX8nLiU2EthIfv8D0wwvTgeckxDRUNLfZI5SD5nSm+faoofjP9GR0cLygoWztWlVs3X1BkfH88pfDE8PFxdW6Ukq0ytmqOiQScm9R7AoDGSYlKvql8BAFDsqHsP7ykskuOSxKJFkaYuxgCArp4vmosXlOYry6tQDZS5CdxiwuLF5UX0qwAAEiKzIItqAAABRwAAdPX8J8zFfwByUvLZsTnZsTkodlRLW7OTn6O+jd7X+pdDxCRFW3lYbnb3tzaxoS0n95NvRdxcY+k8xThTUjkR/8Gie3BokEKh/HX2T7wUJ7TI6kgBAFrbW/sH+8fHx/FcH02NcVy4ycMBAADgJnx8L+bAYiFD9Kt3L+89Hujv7t+Q1zxUMxJ3M4F+Yr19fdTc/kmV0EvupV8FAMB85gX8nzIX/wEoySojEIjUiIyoy9FZBVk3I24Q8YSeT1/Vunu7cVyT+JdD3Lh/zdpz9Q7fXXs3759QFfc4dnhkeOVS4ykm83UedlgMFolEejl6O1quoS2fRuLDorEAANrTgKaO+BK95F6oEwUAdPf2TCPxAQCiE6N1tRY5WHwIzvA7KJ4LN6EP7uzuEuQXol8F8/2oq6/t6etRlPk4CYe+roGqvGpReaGaglp907uh90No1IcupqqmUlpcetI49/++5xHgHnzwnL254+e1yenJmiqaUzfR/7rv5aysrKryqm8b3kqJS0OL6AwxdiQ7EU9EoVAzhUSKygupjdOyUumEelHwwROd3E9+U1ctO0sWAEDu76N6lgMAQiNvAbq9rKqiWmFpwdD7D8bvre2t1XVV0PiKThXM92PX4Z1rN7tO9C/v6eYj8elqLx4bG4tL+TAP7cDgQGJqwtKFk8wXW1VT6bLR6fCOo5NKHACQ+vypioLq1LP66t8KbVi7MSoh8sj5w1U1lUXlhU5+jossFpL7yQAASyPLv5MfXgoLKX1ZcuT84aLyokkjjINxBAIRFPxXxouM6tqqjXv9hkeGLYwsAQAaKpop6clZ+Vk1b9947/AUFxEHAOQV533p1dDNdt3wyLD7VreXVRVF5YUum5wIOILtKjv6VTDfD681PuWVZU5+jmnZaWNjY89yM9f6u9Y3vbMythYWFLYzc/AL9I2IDc94kWHrbc3GyuZmuw7acd1WN79AX2h9R9D2GYLCclJyaVmp1IX6EWJsbKy+6Z34TImpZ/XVrrvGy0yuHr9+5NzhvccDObGcWuraSbeToWfHdp+dbR3tAX9tHRsb019o8Oe2v1a7W4xQJrr0j4yM4Dhxezcf2LB7fUVVuSC/0I2Tt6TEpQEA/p5bq+uqDe31cZy4tbbr/D221Lyt8d3tA02N8jliM8XjbiXuDArQNJyDQCDmztZKup3My8NLvwrm+6GurP739bj9J/dZrF01ODRouc5cSU45PjRJXEQCAHBy76kdhwJ8d/v0kfs0VDXjQxNJ3CRox/JXpRz/jECeZD7u6evRs1pMG/nGqVsWKywBAK0draOjo/Tf+ibAMlRDb64IGJh/DY8coaWoHfYvh2Fm/D22/irOznBfDsP0/BK3GgzMdwVWOQzzA6schvmBVQ7D/MAqh2F+YJXDMD+sAJ5LEIa5YQOsox1jsNBhmBY2MNox9j+Yd3pOI+53gwAAAABJRU5ErkJggg=="
|
383
|
The bird watcher counted the number of birds in each flock that passed overhead. What is the largest number of birds?
|
65
|
[] |
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"
|
384
|
How much money does Ken need to buy a piece of red and purple stationery, a piece of polka-dotted paper, and a bright blue note card?
|
0.22
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"
|
387
|
How much money does Warren need to buy 6 barometers and 4 telescopes?
|
1,920
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"
|
388
|
Three friends went on a road trip and kept track of how long each of them spent driving. What fraction of the driving was done by Jackie? Simplify your answer.
|
2/13
|
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"
|
389
|
A stock broker followed the stock prices of a certain set of companies. On Monday, which company's stock cost the least?
|
Jonas Incorporated
|
[
"Computer Data Company",
"Jonas Incorporated",
"Thompson Corporation",
"Watson and Partners"
] |
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"
|
393
|
Each laundry hamper has 2 dresses. How many dresses are in 5 laundry hampers?
|
10
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"
|
395
|
The financial aid office at Hutchinson University produced an internal report on the number of students receiving scholarships. According to the table, what was the rate of change between 2009 and 2010?
|
7
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"
|
397
|
Joseph has $174. Does he have enough to buy a bookcase and a coffee table?
|
yes
|
[
"yes",
"no"
] |
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"
|
398
|
Nathan wants to buy 1 kilogram of vellum scrap. How much will he spend?
|
0.52
|
[] |
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"
|
399
|
Jaylen bought 1/2 of a pound of rye rolls. How much did he spend?
|
6.50
|
[] |
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"
|
401
|
How much money does Jeanette need to buy a badminton set, a scooter, and a tennis racquet?
|
88
|
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"
|
403
|
The owner of a plant nursery wrote down the number of roses on each bush. What is the largest number of roses?
|
62
|
[] |
"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"
|
404
|
Bella has $4,388.00. Does she have enough to buy a kinkajou and a python?
|
yes
|
[
"yes",
"no"
] |
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"
|
406
|
Some friends went bowling and kept track of their scores. Who had the highest score?
|
Jack
|
[
"Jack",
"Caleb",
"Megan",
"Edna"
] |
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"
|
408
|
A farmer recalled how many watermelons were harvested in the past 4 days. On which day were the most watermelons harvested?
|
Monday
|
[
"Monday",
"Tuesday",
"Wednesday",
"Thursday"
] |
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"
|
409
|
Each laundry basket has 10 polo shirts. How many polo shirts are in 6 laundry baskets?
|
60
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gUkKMyWQS3y5R3CctbfvwzyyJDxKxOFT4Qeh0+u5dmZaWA8vLb2/dmuTrO97yI929e9NEt1lYeIlGo1VWVghPB4hTk4wgzvaRMCOo9FWBF4XfntbVAoCiomKfPp2TSwgLub30dxZ/TQBITNjs6OhaV/d0z56f584N+PgTw6VL54n2ap0X156UlfsSD14qUyekq6v3qt0efu8veX26CQ7xPXo087PPbI4cPnUi97zobPV0BgMAmpolrvtFVN5qbW0ldkcAUF3zpOtqogW9jIyMHR1da2trMg7uKy+//emnIwYMsOz6EoKwhFhbWxuXywUALS3t/PyTiyLmVFT8uzFpW27OuUWLvhF9yYgRIy9euHH50s2tW3729p707Nmz+eGzROtGh85ZQBzZRUVHtLa2wotyiFZWQ/bvPyr6nzCxSrR9VFPd2QeIjkQUflNjqwNAU1OTsKvU1FYTD14qnCD+mgCgo6N7MCP75j9Vu3cdDAmez2Kxftqx9eDB/cIVxK9nwKD3NNMgfu+iXpNuOjo6rlwpAICZM0PHjPmiTx9lYphAHAoRe4Di4r+Jf36Zmft73Nh/+ptbEKmEKBUmZs0w/xmzAeD7uBgA+OqrgB7WzDudS5z/z8k51tHRwWAwLCwGXrp8AQAsLAZOnx40YsTIu3fLhR/k7t3ydT/E7d69o39/C1/fwF2/ZAwc+El7e3tV1QPhNu3sxgbNDB0wwLKs7BZxFrPnmmREf+XxeGJuH/12OJ14QFz36Sz8NmIkUQP70KHOC8wZGXsBYMiQT4njZSHx13z+/PmWLRtWr47W1tbx8pq4dm3ydL8gAKisvP/2nwK/9x685twNjUYzNx/wzz831q///sKFs4cOHRhpY3v+wtkdO7bq6umPHessJydXXf3Ew3OMeb8Bpf+UsFis5ubm1x5qaWvruLt7Hzt2aMHC2bm5WYVXLxEjgp5f6O7ura2tc7/iX3l5+UkTu7//uL29HQDk5eQdnUYMG/rZsaxDAODtPUlXV29Af0sAuHGjODpmyd07ZQ0N9TQa7c6dstWro+fMWZCcvO7Zs2dnz+br6RvcvVteWlpiYGA46EWp+c4/FpMZuzLBb/qX635YPXXqDKImWfH1a87ONp9/PvpUXs7du+URi5YTZQz19QzuV/y7dGmYvYPTooXfiLN9GXfz5g0v7y/YbLWjRzMBIHTOQgBQVWUvW7Zi1aqoxUvm5uefrKmtPn36BJPJXPXd2pdeLv6aSkpKmYcOXLlScKWwYPDgYQ0N9RkZe5lMpqOj69t/Cvzee/D6g6lUzq6hQ4ffuFGck3NszfdJ69dzjAyNC69eunWz1NjYdFvq7n79+peUFD2serDrl4y+fVUAoKXl9ZfJN6znuLmOa21tPZWX8+WXUwMDQgCg+UU95m4xmUzHL1wBwMXF86Uzf0ItrS0A4Os3c+LEaSdO/s7n8ydM8NmwngMA48dPnj9/CZuttmvXj336KO/Z89vsWWFMJjM9Y6+2ts7RI6edndxP5eVs3Zp0+fIFX9/A41l/EJfkRXl6Thg10o7L5cbGftNzTbLY2ERtbZ3yO7dLSorE374si46O09LSzsvL0dDQXLI4KjCw8/aFxRGRW1J2WlgMPHL04OXLFxwcnI4eOT1mzBddtyD+mv87kOXvP7us7CaHs/HYsUOffz768OFTVlZD3v5T4PfeAzLK2r0rNTXVn9t8XFtbczAj+53siBD5ui1rZ21ter/i3z2/HvL0nEBNWOg9I7733vGbqfsV/06b5mVrN7i2tsZ2tD3mGoR6o96Rblqam/86d4bH43p6jN+xQ9wT0gghqdI7fvo4YIBlxf1GqqNA70tR0T2qQ0Bk6B2jG4TQBwDTDUKIJJhuEEIkwXSDECIJphuEEEkw3SCESNJ5VzFCCL1vOLpBCJGk8za/rdt6wW+m0AcgbE4RYH+TPcT3jqMbhBBJMN0ghEiC6QYhRBJMNwghkmC6QQiRBNPNmyguLv7oo4/YbDbVgSDpJRAIYmJi6HT6xo0bX1q0adOm/v37s1isgQMH7t69m4roqIHpRmI7d+4cOXIkUUERoW5VVVU5OjpmZmaKFi8icDicZcuWzZs3Lz8/38/PLzAwMCvr9WVIPgyYbiQWGxubnp4+ffp0qgNB0mvPnj1aWloFBQVd0018fHx4eHhERISNjU1MTIyPj09cXBwlQZIP043Ezp075+7uTnUUSKpNmzYtPT29a33emzdvVlRUeHl5CVvGjRt38eLFxkaZmKwS043EDA0NqQ4BSbtXdZLbt28DgLm5ubClX79+HR0dZWVlJEVGKUw3CJGnoaEBAFRUVIQtxOP6+nqqQiITphuEEEkw3SBEHjU1NXgxxiEQ4xqi/YOH6QYh8lhaWgLArVu3hC23bt1iMBgDBgygLijyYLpBiDzm5ub9+/f/7bffhC0HDx4cM2ZM12tYHyS8V00yT58+LSoqAoA7d+7w+fz8/HwA0NXV/eijjyiODEmTwsJC4tp2e3t7WVkZ0U9sbGxYLNa3334bFBRkZmZma2t7+PDh7OzsvLw8isMlC6YbyRQUFIjedDN27FgACAgISEtLoywmJH3CwsIuXrxIPN6yZcuWLVsA4O7du6ampjNmzHj27Nm6deuioqIsLCwyMjLs7e0pDZY8mG4k4+bm1tHRQXUUSNpduHChh6WhoaGhoaGkBSM98NwNQogkmG4QQiTBdIMQIgmmG4QQSTDdIIRIgukGIUQSTDcIIZJgjXCEEElwdIMQIgnWCEekwhrhsglrhCOESIXpBiFEEkw3CCGSYLpBCJEE0w1CiCSYbiR248YNLy8vDQ0NTU1NDw+P69evUx0RkjoCgWD9+vWWlpZKSkqWlpZr164VCATCpVgjHImlqqrKwcGhoaFhz549aWlpjx8/dnV1lZESiEh8K1eujI6ODg4Ozs7O9vf3j4yMTEpKIhbJco1wmBtybW7ItQ4knoSEBBaLVV9fTzwtKSkBgCNHjlAbVS8iC/2tra1NRUUlMjJS2OLj4zNs2DDisZGR0eLFi4WLpk6damNjQ3aIpCO+dxzdSCYkJOTatWuqqqrEUyMjIwCorq6mNCgkXeh0+pUrV5YtWyZsMTIyIjoJ1ghHElBTU7OwsBA+PX78OI1GGz16NIUhIWlDp9P79+8vrFTH5/NPnDhha2sLMl8jHKdGf3P//vvv/Pnzg4KCiFplCHUrMjKyvLw8PT0dsEY41QH0Vrdu3bKzs7O2tk5JSaE6FiS9li9fvnnz5v379+M+CTDdvJkrV67Y2toOHz48KyuLxWJRHQ6SRu3t7cHBwVu3bs3KyhKerMEa4UgyN2/edHFx8fb2zsjIwFyDXiU8PPzQoUP5+flOTk7CRqwRjiTQ1tY2fvx4R0fHH3/8kU7Hvx7q3q5du3bu3JmdnT1s2DDRdqwRjiSQmppaXl6emJh45swZYaO+vr7o5Sok45qamqKjo728vHg8HlEdnDBq1Ch5eXmsEY7EderUKT6fP2HCBNHGOXPmpKamUhQRkjo3b96srKxMT08nrkYJVVVV6erqYo1wJC7RYTBC3RoyZEhHj4XksUY4Qgi9X5huEEIkwXSDECIJphuEEEkw3SCESILpBiFEEkw3CCGSYI1whBBJcHSDECIJ1ghHpMIa4bIJa4QjhEiF6QYhRBJMNwghkmC6QQiRBNMNQogkmG4k9scffzg4OLDZbC0tLU9Pz+LiYqojQlLn2bNny5cvNzMzI2qEJyYmtre3C5dijXAklsLCQhcXF319/czMzJ9//vnJkyfOzs5Pnz6lOi4kXWbOnPnzzz+vWLEiJycnICAgKioqPj6eWCTLNcJxNj/JpKenm5mZ/frrr8S86GZmZoMGDTp79qy3tzfVoSFp8fTp09zc3M2bN/v7+wOAnZ3d1atXDx48GB0dDQDx8fHh4eEREREAYGNjc/369bi4OE9PT4qDJgWObiQTHx9fWloqrMFAFH7BkgxIlLq6en19PZFrCCwWi+gkMl4jHEc3b0IgEPB4vPLy8qVLl1pbW7u4uFAdEZJGTU1NdXV1WVlZ6enpO3fuhB5rhL9UIuaDhOnmTfz5559jx44FAHd391OnTsnLy1MdEZJG7u7uZ86cYbPZO3bs8PX1BawRTnUAvdLQoUPz8/PT0tIePXrk4OBQW1tLdURIGiUnJ2dlZQUHB8+ePXvLli1Uh0M9TDdvQlVV1d7ePiAgIC8vr6KiIikpieqIkDSysrLy8PBYu3btsmXLli5dyuPxsEY4kkB2drZoXUQ2m21ubk4ckCNEePDgQVpaGpfLFbYMHz68ubm5oqICa4QjCWzfvj0sLEwgEBBPuVxueXm5mZkZtVEhqVJbWztz5sxjx44JW/7++28ajWZiYoI1wpEEFi9ePHbs2GnTpoWEhPD5/PXr17e1tc2aNYvquJAUsba2dnNzCw8P53K5AwcOvHz5cmJiYlBQkJKSEgBgjXAkLltb2+zs7FWrVk2ZMoXBYAwZMuT06dMyMhJG4jtw4MDq1asTEhKqqqqMjIyWLFkSGRlJLJLlGuGdcxXj7GqIHDibn2zC2fwQQqTCdIMQIgmmG4QQSTDdIIRIgukGIUQSTDcIIZJgukEIkQRrhCOESIKjG4QQSbBGOCIV3lUsm/CuYoQQqTDdIIRIgukGIUQSTDcIIZJgukEIkQTTzZvjcDg0Gu2nn36iOhAkvZqamvr162doaCjaiDXCkWQePXoUHR3NYDCoDgRJtdjY2IqKCtEWWa4RjunmDS1cuNDNzU1GZrRGb6a4uDg5OTkwMFC0UVgj3MbGJiYmxsfHJy4ujqIAyYbp5k38/vvvOTk569evpzoQJL3a29tDQkLmz5//ySefCBtlvEY4phuJPX/+PCwsbM2aNXp6elTHgqRXamrqo0ePYmNjRRt7qBFOcniUwEoMEouNjdXR0QkNDaU6ECS9qqqqoqKi9u7dSxR7EZLxGuGYbiRTVFSUnJx88eJFOh0HhuiVFixY4OLi4uHhQXUg0gXTjQSIo/FFixZZW+MvDNErHT9+/NSpUyUlJV0XCWuEq6qqEi1YIxx1r6Ki4uLFi+vWrWO+0NDQMGfOHE1NTapDQ1IkPT29vr7eyMiI6CRLlix58OABk8ncvHmzjNcIx9GNBPT19YuLi0VbRo0atXTpUh8fH6pCQlIoLi5uyZIlwqe//vprWlrayZMn9fT0NDQ0iBrhTk5OxFKsEY66JycnN2jQINEWOp2ur68/cOBAqkJCUsjAwMDAwED4VFdXl8lkCnsO1ghHCJEEa4Tj7GqIJDibn2zC2fwQQqTCdIMQIgmmG4QQSTDdIIRIgukGIUQSTDcIIZJgukEIkQRrhCOESIKjG4QQSbBGOCIV3lUsm/CuYoQQqTDdIIRIgukGIUQSTDcIIZJgukEIkQTTjWSuXLlC6+LRo0dUx4Wki5eX10udRLRSkMzWCMfZ/CTD5XIBIDMzU3TqfHV1deoiQtKIy+V6e3tHREQIW/T19YkHRI3wxMTEkSNHnjx5MjAwUF1d3dPTk6JISYXpRjJEunFycurbty/VsSDpxeVyP/30UwcHh66LhDXCAcDGxub69etxcXEykm7wYEoyRC3nPn36UB0IkmqNjY3dFlfAGuFIAlwuV1FREUtoop5xudxu90kyXiMc/9lIhsvlysnJzZs3T19fn81m29vbnzt3juqgkNThcrmXLl0aMWKEsrKyubn58uXLnz9/DjJfIxzTjWT4fD6DwVBQUNi7d+++ffuYTOYXX3xx/fp1quNCUqS9vV1eXr6srCwiIiI3NzcsLCwlJSU4OJjquKiHp4olExkZGRkZKXxqb29vamqampqakpJCYVRIqtDp9Lq6OuHTUaNGtbe3f/3115s2bcIa4ejNKSkpmZub37t3j+pAkFSztrYGgHv37sl4jXBMN5KJj4+Pjo4WPm1sbCwtLe3Xrx+FISFpc+vWrcmTJ5eUlAhbLly4QKfTTU1Nzc3NiRrhwkVYIxy9kra2dlRUVEtLy8SJE+vr6xMSEgQCwfz586mOC0kRU1PTq1evTpo0KS4uTl9f/+zZs4mJibNmzdLU1ASsEY7EN2vWLABITk7mcDgqKio2NjYFBQUWFhZUx4WkiLy8fF5eXnR09Pz58xsbG83NzdesWSPcJ2GNcJxdDZEEZ/OTTTibH0KIVJhuEEIkwXSDECIJphuEEEkw3SCESILpBiFEEkw3CCGSYI1whBBJcHSDECIJ1ghHpMK7imUT3lWMECIVphuEEEkw3SCESILpBiFEEkw3CCGSYLqRGJ/PX7lypYGBQZ8+fUaNGvXXX39RHRGSdkVFRePGjdPW1lZTU7Ozs8vNzaU6ImpgupHYN998k5qa+sMPP+Tm5hoaGrq7u1dXV1MdFJJe5eXldnZ2T548SUhISE5OVlFRcXd3P3PmDNVxUQAnD5XMw4cPk5OT9+3bN2nSJAAYNmzYzp07+Xw+1XEh6bVhwwZVVdXTp08TdTV9fX0HDx7M4XBkZ85QIUw3ksnKylJSUvL29iaeKioqzps3j9qQkJSzsbFxdXUV1vCl0+mffPJJZWUltVFRAg+mJFNcXGxmZnbw4EErKytVVdXRo0dfuHCB6qCQVJsxY4Zw/wQALS0t58+fHzx4MIUhUQXTjWSqq6sfPnyYkpKycePGI0eOKCgouLq64rkbJKZnz55NmTKlpaVFtBar7MCDKcm0tbXV1NRcu3ZNV1cXADIyMoyNjbdt2xYTE0N1aEjaVVdXOzk5dXR0nD9/3tDQkOpwKIDpRjJ9+/bV09Mjcg0AqKurf/zxx6WlpdRGhXqF8PBwgUBw7tw5FRUVqmOhBh5MScbCwqK2trajo0PYIhAIFBQUKAwJ9RYlJSXLli2T2VwDmG4k5ebm1tzcfPz4ceJpdXX1jRs3rKysqI0K9QrFxcUBAQFUR0ElTDeSGTp06IQJE4KCgtLT0/Py8iZNmtS3b9/Zs2dTHReSdjweb/r06cIdlWzCdCOx3bt3T5w4MTQ01NPTk8FgnDhxom/fvlQHhaRdc3Pznj17bty4QXUgVMJTxRJTVlbmcDgcDofqQFBvoqmpKXrKTzbh6AYhRBJMNwghkmC6QQiRBNMNQogkmG4QQiTBdIMQIgmmG4QQSbBGOEKIJDi6QQiR5P8AMkkM/EAFb0EAAAAASUVORK5CYII="
|
410
|
How much money does Carrie need to buy a peach pie and a carrot cake?
|
41
|
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"
|
411
|
Tiana's class recorded how many states each student has visited. What is the range of the numbers?
|
9
|
[] |
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"
|
413
|
If Vicky buys 3+1/4 kilograms of feta, how much will she spend?
|
13
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"
|
414
|
How much more does a designer scarf cost than a designer handbag?
|
23
|
[] |
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"
|
415
|
Look at the following schedule. Which activity begins at 2.55 P.M.?
|
beginning ski class
|
[
"snowshoe adventure",
"beginning ski class",
"beginning snowboard class",
"snowman competition"
] |
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"
|
417
|
Joe wrote down how many cups of lemonade he sold in the past 4 days. On which day did the stand sell the fewest cups of lemonade?
|
Tuesday
|
[
"Sunday",
"Monday",
"Tuesday",
"Wednesday"
] |
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"
|
419
|
At Hannah's birthday party, children and parents celebrated by participating in some activities. Which activity are the most people doing?
|
jumping rope
|
[
"swimming",
"making sundaes",
"singing",
"jumping rope"
] |
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kM0Sn0+0s7M7tPXcv+p68rDydTr+efF1LXWvR7EUAQCFTwtaETbGa8qHpw/1H9wUEBGIOxYQGhyZGJq5asMrc2LzfeqCq+tOe70Pkh7AvmVeYF7Ym7GHMw2snrgFA8cviwheF7KvsObkHAPxn+l88dPHGqRtjRv1LnBn1Kp1OL04qzriaAQAbwjcAwOqFq/9Y9ceVo1dGaI64eutqVn4WAKBeLSotSr+cfuKPE+iTh3h6v4h+9d6kv5Oq3lUNkhyEXtWu1q7AMnlu+tj0KPcRANiafRK2vHP2TkthS8DcAPbN2lvYU8iUkvKSguIC+Md7Wd+1PTHNfpqwkPDfWX+XV5TXvK9JzUilkCluNlyzzf/FhItq49XUxqtJ6Eis2bkGABbMWjBYevAorVHnD5w/s/sMg8FoaW1RkFUAgE5hG/TmAoC07DTkqAqyCq/evOro6FBRVKl5X5NTkEMURp3Jx8enN1yva1MIKoUqO0i2ra1t+KThizcujr8bH/Rr0K8zfv1ud98ZQrfts4pQ0lLSLtYuAGAy2oRKoUIPd0TAZDJRNAG9/QGg07QOMdN5pqCgIAA0fmhE3y8/qfz06s2rV29eoX67c/8OUXjy+MmiIqIAgF4E1bXV7e3tvbvR/9Ovu7EjR21uada31weAltYW+CfyrKqk+r7+PYpLiYt+2VbdwkLCNmY2F65diLsTJyYilp6dThYkO0507E3FafbTjkYevZhwcZDkIDqd7mDjgPqUK2j80Ii+pvj5+TVUNeZNmxfoFQgAbW1ty0OWR16NrKquIkJ9rDE/AJCTkUMHaEWEwWAomyizFnj5+qWE2Kedn4lZDHrW6Yxu3IOHh+fioYtev3s9ff5017Fdu47tEqIK7d2wd7br7D663c+gMFgBHZSUl6CYKEF7ezs///8V4WQH/X+lhyZM+9j8sds7IqhrqEOuRTyZkmKSXYsRXVrf+Enk0d3/XwLFL1+/JI47dSkA0Bl0fvi8bB0r/ee9dDodTZs/NH3Izs9mzYqOjw76NUiU9sltautq0cGHpg8fPn4gC5LFRMTYN+5u637h2oVriddEaaJMJtPGzEaEJtIbq+ZNm3c08uiVW1fQd/VMF26aNs9ynXXijxNd0zeEbwg7HqaiqHLl6BUpCak1O9fcTOmsbEIopKEnko+PL+bQvwLIesP12trbvsgeIz2j/Fv5z148u//4fuzt2AvXLnj97mU51pLwq++KzjAdMRGxuoa6E+dPhAaHEunp2emTZ02e6TwTzVEBgETqRl2VDaI0UT4+vo6ODiJY9bbmbddiRJcSj+v2FduHqQ0jCijJK33RdT9L/82ck/5Oelv9VlBQsCGvgVnKRP9ClofAP2MyTZimo6UDALF3Pu314TrfdfDowdsObIN/evxD04duG7ezsKNSqPcy7qE1jF+mdL/s2bURw1GGI4eNTH2Uej3puuwg2YmmE/vujjnGw8yHAOBg5WBnYTdScyT6qOtJqnP0yNHo0ZSXlbezsJs8fnJdQx2TyfzsGxN1ZktrC5qpogXnY+eO/TT0p9mus88fOK/9kzaDwXhd+bpv764n+Pj4Fs5eCAB7I/aePH8SBaIe5T5y93evrastf1OOvk6/Ah4eHo2hGsDydUr8ZqFbhIWE0eDPx8dnZ2FnZ2HHw8PT1t72pZPKzxvWt82xAd3wpHGTaMI0IhHFLYnI84bADSQSaV/EPtdfXa1nWV9Pui4pLuk/0x8A5GXlASD8RLjX716V7yo7NU6lUG3NbVtbW+PvxgsLCdua23ZrA2ok6e8kz0DPuw/uokTvqd6tra2V7yo9HD16o9k58EGP2tmrZ1ftWGXqZopC6PF34yMuRHQtLC0ljb6BbWbb+K/2nzBtgmegZ8iBEBQaZQOaKLa2ttrOtT145qAwVXjH4R2+K309Az2DtgW5zXd78uyJwmAF9EbuH4IXBE8cN7GtrW320tkiw0XER4ob2BuUviodpjbsG1dxfX7xAYD9p/a7/upq6WH55NkT6PIx0skSAAjaFjRn6Rx3f3e7uXbey737/OnqJ++l0+loVESRKoKhQ4bqauvCP749xWrKpcOXDEYaxN6JfZD5wGGiw73z99C8a+m8pVrqWvWN9Xcf3EVLI52YajcVHThYOfT05LnZuFmZWvHy8t5IuUEsRdpZfBKC4dJoc1fWB653mOjQ9LHpeNTxKZZTYo/FGukZVb6rvH3/drfl96zfsz5wPYVMORJ5pPRV6XzP+ddOXPvs9FJFUWXJvCXCQsL3H92vqKqQGSRz9+xd6wnW15Ov7zq262Hmw9mus5OjktFqSv8gICAQdzxu/6b9RnpGfHx8rW2tw9SGrV60OvVCKvFR+nX4z/QPmBsgKiJ6895N2UGyBzcfBAC0QNUt7nbu5/ae01bX/uvKX7dTb0+xmpJ6IXWw9OBvsaErpDibwz/47kFrd63dsHvDz7o/P4h50J/Xxfs2sQf3D3vi5x/5oRVAt+7fmpCUkPx3MgBsXraZ0+ZgMF/GD/0/BJ+XPn+Y+VBZQfnPP/7sz98VYDB9wg899h7bfuzY9mOctgKD+Up+6LEXg+FqsPdiMNwK9l4MhlvB3ovBcCvYezEYbgV7LwbDrZDibA5z2gYMBvM18AGATRz+PRoHiLc9gnueDbh/2BNvixVAMRiuBXsvBsOtYO/FYLgV7L0YDLeCvReD4Vaw92Iw3Ar2XgyGW+nee5OSkmxtbRUUFAQFBeXk5JycnDIyMlBWXl4eiUS6d+/eV19SSkpq06ZNX10d0yfk5uZqamqKiYl1Ss/MzLSwsKBSqRISEt7e3g0NDZywbiDS3Nw8dOhQBYX+2N22l3TjvQkJCebm5mJiYsePH3/w4MHevXvfvHkzYcKEgoICAJCXlz9w4ICamtpXXzI0NNTGxubrTcZ8M8ePHzcyMuq6Q2pNTY2FhQWdTr906VJ4eHhMTMysWbM4YuEAZN26deXl5Zy24t/E2Rxm/htXV9fhw4ezpjQ0NGhrax88eJCJ6Tu69ny/oaioGB8fv3XrVlFRUdb0devW0Wi09+/fo9OoqCgAyMvL638LmRztn67k5ORQKBRvb295eXlO2/KJOJvD3Yy9HR0dnTaepdFoeXl5vr6+8O+Z89SpU93d3c+cOaOurk6hUPT19dPS0lCV9vb2hQsXSkpKioiIzJ079/LlyyQS6c2bN8Aycz5w4IC0tPTjx4/HjBlDpVJVVFT+/PNP4qKHDh1SUlKiUChmZmYFBQUkEuns2bPf6x32g3H//n1ra+uu6Xl5ebq6usR02tHRkYeH59atW/1q3MCDwWD4+PgsWLBAW1ub07b8i268187OLjs729nZ+cGDB+wFnfj5+R8+fHjr1q0HDx5UVlZKSUnNmTMHZW3ZsuXw4cPbtm17/PixiorK0qVLUflO1RsaGoKDgyMiIurr62fMmOHr6/v69WsASExM9PPzc3Z2zsrK8vf3nz59etfqmK+mp4+3trY21k7m5+eXkJAoLv7v6JV/HQcPHqysrFy3bh2nDelMN97r5eW1bt26GzduGBsbS0hI2NraHj58+OPHj93Wr6ur27t3r5SUlKioqKenZ35+Pip56tQpZ2dnb29vNTW11atX9/Sd3NraumLFCg0NDX5+fl9f3/b29uzsbAA4ffq0nJxcaGiohoaGq6vr1KlT++6WMT2irq6em5vb1vZJvqiysrK2traxsZGzVnGWN2/erFy5ct++fVQqldO2dKb7mPPatWurqqouXbo0a9asFy9e+Pr6amho5Ofndy2prq4uJPRJLBzNuN6/f9/W1vbixQt9fX2iGJsw1ahRozpVB4CnT5/q6uoipVP21TF9iLe3d3V1dUBAQF1dXXl5+cyZM2k02lfL//w3WLRo0cSJEwfmE9jjeq+QkJCDg0N4ePjTp0/v3LnT1NSEZr+doFA6a44wmcympiYmk8m6GjFo0KCeLtSpBSaTCQAfPnzoZXVMH6KpqXngwIGIiAhxcXEtLS0bGxtpaWlpaWlO28Ux4uPjb9++vXv3bk4b0j3deG9FRUWnyZKZmRn6BO1lo8ghWRupqan5IrMoFMq3VMd8NT4+Pu/evXv27Nnbt2+9vb3LyspGjBjx+Wr/UaKjo+vq6hQVFfn4+Pj4+JYsWfL69Ws+Pr7w8G/SNOsrOntvVVWVkpLSli1bOqUXFRXJyspC7yCTyQoKCjk5/xdfv3bt2heZpa6u/i3VMV9HUVHR4cOHKRQKWkSIjIzk4eGZNGkSp+3iGJs2bcrJycn6h2XLlsnIyGRlZXl4eHDaNICuWgoyMjKBgYEhISFv3751dHSUlJSsrKw8efJkSkrKuXPnet+um5vbwYMHJ02aZGRkdObMmdLS0i8yy83N7fTp02vWrJkzZ05WVtaFCxe+qDqGDbW1tejN+OLFi46OjsTERACQlZXV1NRsbm6eP39+Xl6ep6dnQUHBsmXLli9fLi7ex6qzXIS8vLy8vDxxKisry8fHN3z4cA6axEo3AYnt27ePGDHi6NGj3t7e9fX1srKyenp6KSkpY8eO7X27GzduRFMvQUFBT0/P5cuXz5w5U1BQsJfVp0yZsnnz5t27d4eGhpqbmx84cEBXV5dM7j8tyf8waWlprIu9ZmZmADBr1qwTJ06MHDkyMjJy/fr1hw8flpGRWb58+fLlyzlnKeZzfKdftLS1tb19+5Y43bhxo5SUVO+rMxiMN2/eEKcpKSnAuR/9fCcG1G+JBiC4f9jT/W+t+oSQkJChQ4dGR0cXFxfHxMTs3r2b+CFHb0hJSRk8ePDGjRuLiopSU1MDAwPHjBmjpaX1nazFYLiR77WUt2LFiubm5qVLl1ZVVSkoKPj6+gYHB/e++rhx4yIiIrZv375lyxYJCYkJEybs2LHjs2ruGMwPxffyXj4+vi1btnSNXfceT09PT0/PPjQJg/mPgf93PgbDrWDvxWC4Fey9GAy3gr0Xg+FWsPdiMNwK9l4MhlvBCqAYDLeCFUA5Bla4ZA/uH/ZgBVAMhovB3ovBcCvYezEYbgV7LwbDrWDvxWC4Fey9GAy3gr0Xg+FWuvFeR0dHEon0xx9/dEqvrq7m5+cnkUgdHR3sG3V1dbW0tOx9+gBk+PDhCxYs4LQV35GeFEDz8/Pt7e0lJSWlpKRsbGzy8vI4Yd3AIisra/z48VQqVU5ObsmSJZ99/vuN7sdeKpX6119/dUqMjo7+RiUhX1/fgICAb2kB0yf0pACKpF7r6+vPnDlz4sSJqqqqSZMm/eASvmVlZebm5kpKSrdu3dqxY8fx48dXr17NaaM+0f3eGiYmJjdu3CgoKNDU1CQSIyMjf/7557t37371xaysrL66LqYPWbduXXR0dHZ2dkhICGt6REREY2Pj1atXRUVFAWDo0KHa2tpJSUn29vYcspTzbNu2TVFR8eTJkyQSydjYWEZGhtB54jjdj72ysrI6Ojqsw+/r169TUlJY3Y9Op69evVpVVRXtve7v79/U1NS1qcrKSiUlJQ8PDyaTScycnz59SiKRkpOTXV1daTSajIzMokWLGAwGqnLv3j20/6u2tnZCQoKJiQkSH+1ESkrKuHHjxMTEaDSaiYlJcnIyShcWFmad9nt7exsYGKBjGRmZPXv2BAUFycjIiIiI2NnZVVVVoazU1NRRo0YJCgpqaGhcuHCBdQ+t9PR0KysrCQkJYWFhQ0NDVkXMR48eWVhYCAkJiYiIODg4lJSUoPT29valS5cOGTKETCYrKiouXrx44PzJoWcFUB8fn+zsbOS6AKCoqAgA796961fjBhiXLl3y8PAgngdLS8uBo2nUvffS6XR3d3dWvdxz584NHz5cXV2dSAkNDf3jjz+2bduWk5Nz4sSJ2NjYVatWdWqnubnZwcFBVVX1zz//ZPUHNAMPCAjw8/Orra09efLk3r170ZbrdXV19vb24uLiDx8+PHLkyOrVq1+8eNF1xt7U1GRnZ6elpfXgwYO///5bR0fH2toaKZixgZ+fPzQ0VF5evqSkJCsr6/Hjxxs2bACA+vr6KVOmiIuLp6WlnTp16sCBA0hqGABaWlomT55Mo9Fu376dlpZmamrq6OiIZEpfvnxpZmYmICCQmpp6586duro6S0vLlpYWANi2bdupU6eOHj2an59/6NChqKioAaUf2ZMCqLi4+E8//UScxsfHk0ikL9rH+z9GbW1tRUWFlJSUh4eHlJSUvLz8smXL2tvbOW3XP3TdNdfBwcHDwwMNI2lpaShx9OjRW7ZsiY6OBoD29nYmk1lXV/fy5Uui1pIlS4YNG4aOXVxcLCwsGAyGi4vL8OHD6+rqWNOZTGZRUREAbNiwgaiuqqq6bNkyJpN56tQpACgoKEDpDx8+BAB/f/9ORiKh0OTkZHTa3t6emJiI1M+EhIR27NhBlPTy8tLX10fH8vLy5ubmrFmjR49mMplnzpwBgNzcXJT+/PlzEomELtrR0VFWVtbY2IiykLrSuXPnmEzm77//zqo0X1ZWxsPD89dffzGZTCcnJ9YLPX36tLCwsOt+vEyOsnXrVlFR0Z5yS0tLpaSkvLy8+tGif8Hx/mEymQUFBQCgqKi4Y8eO9PT08PBwMpkcFBTEabuYTPb7OSsrKxsbG6PJc3FxcUZGxrRp01gLMJnMDRs2DB48mJeXl0QihYaG1tbWshYICgpKTU29du0aMRPrBKH9CQBiYmKE9qeQkJCGhgZKHzNmjKSkZNe6Ghoaw4YNmz59ekhIyOPHj3l5eVFUkP2rqqeL5ufn8/PzEwoXqqqqhGohLy/vo0ePzMzMqFQqiUSi0WgAgO40PT1dT0+PCNsqKioOHTr0wYMHAODg4HD37t2pU6eeP3/+/fv3mpqarGPawOfZs2empqYjR47cu3cvp23hJGiYtbe3X7p0qYGBwcKFCwMCAsLCwgbI8MtuvXf69Onnzp1jMBiRkZFjxoxRUVFhzfX397927drZs2c/fvzIZDI7TZvT0tJCQ0MbGhp6ku2G3ml/AoCUlFTXuoKCgikpKTNmzDh27Ji+vr6ysjLrPJ8N3V60sbFRRESENZ144zx58sTd3d3IyKi4uJjBYLD+2RoaGlJSUsgsFBcXow/pWbNmxcbGNjU1eXp6SktLT5s2jYu+Hh89emRiYmJgYBAXF/eDq8+gl7Wuri6RYmpq2tLS8qW6XN8Jdt7r7u7+7t27e/fuRUZG/vLLL6xZTCbz8uXLCxcunDBhAlInqqysZC1AJpP//vtvLS0tDw+PL3pRddL+hJ7lPyUlJbdu3VpUVFRYWDhx4kQPDw80ne60aXtzc/NnLyokJNRpXYS4aFxcnKCg4M6dOwcPHkwikVhvU1RU1MTEJIuF/Pz8nTt3olwbG5vY2Nja2trIyMiUlJRuA28DENSZU6ZMOX/+/A/uugCgoKBAoVBY37x0Oh0Aeq/I9V1h572DBg2ysrI6dOhQfn6+u7s7a1ZHR0dzczN6MwFAfX395cuX0TiGGDlypL6+/unTp588efJFARt1dfWGhgbi3ZaRkVFdXd21WElJyeXLl9HxTz/9dOjQIT4+PqQwLCYmxuqKvZEd1tDQaG9vJ36ZkJeXR3wFNDY2kslkYmn05MmT8M+IbWhoWFxcrKqqqvkPPDw8gwcPBoDLly+jW6BQKC4uLn5+fpmZmb3vBE7R3t7u4OBgYWFx5MgRHh78Ozzg5eW1srK6ePEikZKYmCgmJtZT2K+f+cxfCE2ezczMOon38vPz6+vrnzhxori4+NGjR05OTk5OTrW1tQUFBay/RNHQ0Ni+ffu2bdvu3bvXS4Ps7OwoFMrChQvz8/PT0tICAwORP3SirKzMxcUlNDS0sLCwsLBw8+bNADBmzBgAMDAwiImJeffu3cePHzdu3NhpJO/pojQabcGCBWlpaUlJST4+PjIyMijLyMiourr62LFjFRUV+/bty83NlZWVzc7Orq+v9/Pza2homD17dk5OTlFR0aZNm7S0tB4/fgwAYWFhU6dOTU5OLikpSUpKOnfunKmpaS974HtTW1ubmJiYmJhIKIAmJiai8MzBgweLi4s9PDySkpIS/+HZs2ecNpmTBAcHZ2dne3l5paamhoWF7du3LygoaKC82nqKOaPjxsZGKpV65MgRdMoac87JyRk9ejSZTNbS0rp8+fKrV69UVVWlpKRKSkqI2DKTyWQwGJMmTVJWVq6vr+8Uc7558yZxUX19fSK8GRsbq66uLiAgoKenl5qaqqmpuWTJkq4xt9OnT+vq6qK1ViMjo/j4eJT+/PlzFMGSl5ffvHnzypUrdXR0UJa8vPyqVauIFpYsWaKqqoqOb926pa2tzc/Pr66ufv78eRMTEx8fH5QVFBQ0aNAgUVFRT0/PhoaG9evXCwkJ/fbbb0wmMyMjw8LCgkqlCgkJGRkZXbt2DVWpqqqaMWOGrKysgICAgoLC/PnzGxoausYMew4ofke6lTKfNWsWk8l0cHDomuXr68sROwdCzBmRkJCgq6srICAgLy+/du1aOp3OaYuYTCYzzubw91IA/RZqamqam5vRcUtLi5CQ0N69ezlr0vdgAPb8gAL3D3u+owLoV9PQ0KCqqjpjxoycnJzc3FwfHx8eHh4XFxdO24XBDDgGnPeKiIhcv369pqbGxMRk/Pjx5eXlt27d6vTVjcFg4PspgH4LhoaG3/J/ITCYH4QBN/ZiMJhegr0Xg+FWsPdiMNwK9l4MhlvB3ovBcCvYezEYbgUrgGIw3ApWAOUYWOGSPbh/2IMVQDEYLgZ7LwbDrWDvxWC4Fey9GAy3gr0Xg+FWsPdiMNwK9l4Mhlvp3nuTkpJsbW0VFBQEBQXl5OScnJwyMjJ63+j3U/rcu3dvV+U7zLdAp9NDQ0M1NDSoVCraRRBteopB0On0tWvXDhkyRFBQUEdHJy4ujtMW/Z9uvDchIcHc3FxMTOz48eMPHjzYu3cvEoZE2w72hu+n9GlmZrZ///7v0fIPy9q1a1etWjVv3ryEhISZM2euWLFi165dnDZqALF+/fpt27YFBgZev359+PDhjo6OXzSSfV+67v3l6uo6fPhw1pSGhgZtbe2DBw/235ZbPwADYde19vZ2ERGRFStWEClubm56enocNIlgIPRPc3MzhUIJDg5GpwwGQ1tb29XVlbNWIbrfla6jo4OXl5c1hUaj5eXl+fr6FhYWkkiklJQUlB4ZGUkikQ4cOIBOUW56enonpc9bt25ZWVlRKBQlJaWoqKjHjx+PHj2aSqXq6Og8evQI1ZWRkdm9e/f8+fNFRUUlJCRWrFhRU1Pj5OQkJCQ0ZMiQiIgIVIx15sxGzvP169d2dnZI7HzHjh3BwcGEMBKGFR4enkePHi1btoxIUVRU5CLRlu9NcXFxc3Ozubk5OiWRSM7OzqwSsJylG++1s7PLzs52dnZ+8OBBp08gDQ0NRUXF1NRUdJqUlKSoqEg4c3Jysri4uL6+PlEeKXeuWrUqJCSkurp69OjRvr6+QUFBZ8+eraioEBERWbhwIVFy165d48aNq6qqQuVtbW0XLFhQXV3t7u7u5+dXV1fXyc6e5DwBYMaMGdnZ2VeuXLlz586DBw/OnTvXVUMUAwA8PDxqamri4uLotKOj4+bNmyYmJpy1auCAVJdZHx4ZGZm6urpOgnucohvv9fLyWrdu3Y0bN4yNjSUkJGxtbQ8fPkyIiVlYWBDCCElJSb6+vqzea2Fh0XWbeRcXF319fSEhoRkzZtTV1Xl7e6upqYmJiU2dOpVVH0RLS2vatGlkMtnLywsA9PT0LCwsKBTK7Nmzm5ubCwsLu5qqqqq6cOFCKpU6dOhQGxub9PR0AHj16lViYmJwcLClpaWmpubp06c/q+uLQaxYsaK4uHjt2rWcNmSgMHToUB4eHtYP3fz8fADojUBHP9B9zHnt2rVVVVWXLl2aNWvWixcvfH19NTQ0kN0WFhb3799nMplv374tKiry8/OrqalBmj0pKSlWVlZdW9PS0kIHSByQ9bSlpaW1tfWzxQCg69gLPWuIAgAxBaBSqePHj+9FV/zoBAUFhYeHR0ZG4q8MAlFR0alTp4aEhNy7d6+tre2vv/46f/48AAyQhY8e13uFhIQcHBzCw8OfPn16586dpqampUuXAoClpeX79+/z8/OTkpJGjhwpKSk5evTolJSU8vLyly9fduu9naToOp0y/9Eu62UxVnrSEIV/fB5BiPFiuoXBYMybN2///v1xcXH29vacNmdgERYWpqamZmpqKigouG/fvsDAQB4enm41pfufbl4hFRUVNBqN0AcEADMzM2dn5/j4eACQlZXV0tJKTU3NyckZN24cAIwdO/bevXskEklVVbWTxi9HQC7NOrfpSUMUg1i4cGFMTExiYqKenh6nbRlwSEtL37t379WrVyQSSV5ePjg4WF1dfYBoo3Yee6uqqpSUlLZs2dIpvaioiBA0sLS0TE1NTUxMRLp4JiYm9+7d62na3P+oq6sDQE5ODjptbm5OSkriqEUDmoiIiOPHjyckJGDX7ZbIyMiMjAwFBQV5efn29vYzZ844Ojpy2qhPdB57ZWRkAgMDQ0JC3r596+joKCkpWVlZefLkyZSUlHPnzqEyFhYW/v7+FRUVyHuNjY0LCwubmpoI4WnOoqqqqqent3HjRjU1NWlp6ZUrV+KZc080NzevWrXK3t7+w4cPiYmJRLqxsbGAgADn7BpAXLhwIS0tbc+ePYMGDQoNDW1ubl68eDGnjfpENzPn7du3jxgx4ujRo97e3vX19bKysnp6eikpKWPHjkUFJkyYUFlZqaGhgbxCTExMS0vryZMnZmZm/Wp7z5w9e9bLy8vc3FxOTm7lypVSUlIoHI3pRGFh4atXr6Kjo5G2K8GbN2+wdhTiyJEj/v7+c+bMaWlpGTt27N27d6WlpTlt1CdIcTaH/3u7B338+LGtrY0IXFlaWoqLi3d6QDkO3reJPbh/2BNve2RABL77HHt7+8rKykOHDklLS8fFxd25cyc2NpbTRmEwfcx/03vPnj3722+/OTk5ffz4UU1NLSIiwsbGhtNGYTB9zH/Te6Wlpc+ePctpKzCY7wv+3/kYDLeCvReD4Vaw92Iw3Ar2XgyGW8Hei8FwK9h7MRhuBSuAYjDcClYA5Rj4l4Dswf3DHqwAisFwMdh7MRhuBXsvBsOtYO/FYLgV7L0YDLeCvReD4Vaw92Iw3Eo33uvo6EjqDldX1y9qWkpKatOmTX1k5xeTl5dHIpEI2QdMJ3JzczU1NVl3vUbcv38fKUgOGjTIzs4uNzeXE9YNLLKyssaPH49ksZYsWdLR0cFpiz7R/f/OV1VVPXjwYKdEGRmZzzYnLS2dlpamrKwMAKGhoSNGjPhmCzF9z/HjxxctWoT+TKwUFhZaWVl5enoeOHCgtbU1ODjYwsIiLy9v4OzD1v+UlZWZm5vb2dlt3bq1pKRkwYIFAgICW7du5bRdAD15r7Cw8FfIZ5eVlbHKz82aNevr7cJ8T9atWxcdHZ2dnR0SEsKafvnyZSaTSQg17tmzR1lZ+fbt27/88guHLOU827ZtU1RUPHnyJIlEMjY2lpGRQdJkA4Gv+e5NT0+3srKSkJAQFhY2NDREgoiJiYlKSkoAoKKigrarJmbOBw4ckJaWfvz48ZgxY6hUqoqKyp9//km0dujQISUlJQqFYmZmVlBQQCKRut3UpqKiwt3dHemDurm5vX79mo0xXdmyZQuNRkOCo2/fvvX09JSSkiKTyYaGhnfu3PmKTuBq7t+/b21t3W0WDw8Pof8qKCgIPWjQ/DhcunTJw8ODRCKhU0tLy4GzR1r33stkMlu6gP6KLS0tkydPptFot2/fTktLMzU1dXR0fP369dixY9F27Y8fPz516hRra/z8/A0NDcHBwREREfX19TNmzPD19UXul5iY6Ofn5+zsnJWV5e/vP336dPi34CKio6PD2tr6xYsXMTExly9fLi0ttbGxQUZ2a0yn6ufPn1+3bl1UVJS+vj6dTp88eTKSBc3MzBwzZoy1tXVeXl4f9Sd3oKCg0G36tGnTeHl5169f39ra+vHjx82bN8vKytrZ2fWzeQOH2traiooKKSkpDw8PKSkpeXn5ZcuWtbe3c9quf+iqUO7g4NBtyfT0dCaT2dHRUVZW1tjYiAojuaBz584xmcxr164BQElJCcqSlJTcuHEjk8k8cuQIACQnJ6P08vJyAIiLi2MymV5eXnJycnQ6HWWhiVx0dHQnk5CE0pMnT9BpZmamq6vrq1ev2BiDwi0pKSkPHz6kUCjHjh1jber27dvolE6na2ho+Pj4fLWE+VfDcW34rVu3ioqKdkpMTk6WkJDg4eEhkUiKiopZWVmcMI3JHAD9w2QyCwoKAEBRUXHHjh3p6enh4eFkMjkoKIjTdjGZTGaczeHux151dfUHXRg2bBgA8PLyPnr0yMzMjEqlkkgkJFbWGzFiQq0TxTkJtU5dXV1C8renOUlGRgaVSiU0QUeNGhUdHS0vL/9ZY16+fOng4LBkyZK5c+cS7yA+Pj6knwYAPDw8pqamDx48+Kz9PwLPnz93c3NzdHR8+PBhamqqkZGRg4NDZWUlp+3iGGiYtbe3X7p0qYGBwcKFCwMCAsLCwgbI8Nt91IpKpf7888/dZj158gSJ2V+5ckVWVpZOp/dSlr4ntU5W2cGeBIfq6+s7Ve+lMfPnz//w4cObN2+IlIaGho6ODmFhYSKlo6NjgAg6cpyQkBBxcfGjR4+izzwDAwNFRcU9e/Zs3ryZ06ZxBjQe6OrqEimmpqYhISGlpaVI7I6zfPF+znFxcYKCgjt37kRhyW98MVMolN5IddJotLq6OgaDQYzSvTTGw8PD0tLSxcXFzs4OxdJERUXJZHJmZiZrMSJO84Pz7NkzDQ0NIkLDz8+vpKRUVFTEWas4iIKCAoVCYV1JodPp8E88j+N8ccy5sbGRTCYT2uEnT56Ef4clmV8SolRXVyekOgEAfTl3xcDAgE6np6amotP8/HwDA4P8/PzPGjN9+nRnZ+c5c+bMmzcPjcCGhoYtLS0MBkPzHygUSk9RnB8NJSWlgoICogPb29tLSkq6Lgv/OPDy8lpZWV28eJFISUxMFBMTGyAPTPfe29jYmNCFGzduAICRkVF1dfWxY8cqKir27duXm5srKyubnZ1dX18vLi4OAHFxcb0P4bq5uZWWlq5Zs6akpCQmJubChQvdFps4ceKwYcN8fHxu3Lhx7949Hx+f1tZWDQ0NNsawVt+9ezeNRps7dy6TybS0tNTV1Z0xY0ZycnJpaenZs2d1dXW7/jTlP0xtbW1iYmJiYuKLFy86OjrQMQrP+Pn5FRUVBQQEPH369MmTJ7/++mtjYyMRMvgxCQ4Ozs7O9vLySk1NDQsL27dvX1BQUKc5IMfofcyZl5cXFQgKCho0aJCoqKinp2dDQ8P69euFhIR+++03tK5DoVAmT57M7BJzbm9vR9XRVPnUqVPodPPmzdLS0lQq1c7ODk1or1692jXCVlZW5uzsTKPRxMTEnJ2dy8rK2BtDxJxRsZSUFB4envDwcCaTWVVV5enpKSkpKSgoqKmpuWvXrj6KAn4ZnIqpdjvBmTVrFspNSEgwMTERExOTkJAwNzdPTU3liJHMgRFzRiQkJOjq6goICMjLy69du5ZYIuEscTaHu/He/oTBYLx584Y4TUlJAYC8vDwOmtRvDJync2CC+4c9Pa4Y9RspKSmDBw/euHFjUVFRampqYGDgmDFjiJUhDAbDBg5777hx4yIiIqKiokaOHOnu7v7TTz9dvHiRiHliMBg2cF4B1NPT09PTk9NWYDDcx8AInWEwmC8Hey8Gw61g78VguBXsvRgMt4K9F4PhVrD3YjDcClYAxWC4FawAyjGwwiV7cP+wByuAYjBcDPZeDIZbwd6LwXAr2HsxGG4Fey8Gw61g78VguBXsvRgMt9Kj9/78889I+JPYRf274urq+hW6Z5ivpicF0BcvXtjb29NoNFFR0WnTplVVVXHCOs7TU/9kZmZaWFhQqVQJCQlvb++GhgZOWPeJHr13z549N2/eNDU17R87fH19AwIC+udamOPHjxsZGRE76RI0NzdbWFjU1dVdunQpKiqqsLBwypQpzB9Phayn/qmpqbGwsKDT6ZcuXQoPD4+JieGwUCb7vb9cXFx0dHT6aZut70B7ezuDweC0Fd3DwV3XFBUV4+Pju+oYHTlyRFBQ8O3bt+j06dOnAJCQkMABEwdk/6xbt45Go71//x6dRkVFAec2UfyyXemEhYX/+OMP4tTb29vAwAAdy8jI7N69e/78+Uihc8WKFTU1NU5OTkJCQkOGDImIiEDFpkyZ4uzsvGvXLkVFRUFBQUNDw8ePH6MsYub89OlTEomUnJzs6upKo9FkZGQWLVrEYDBQsV7KhUpISISHh9vZ2VEoFLS387Fjx7S0tAQFBZEeHDEhZGNSR0fHmjVrlJSUBAUF1dXV9+7d2/u+GuD0pAB6+/btn3/+mdCj0dTUVFVVvXnzZv9ax3l66p+8vDxdXV1iOu3o6MjDw9OT6Gw/0DdRK35+/l27do0bN66qqmrVqlUhISG2trYLFiyorq5GOkN1dXWoWHJy8pMnT3Jzc1++fCkkJDRlypTW1tZOTQFAQECAn59fbW3tyZMn9+7di3Zp76VcKAAICAgcPXp01KhRycnJwsLCp06dmjdv3vTp03NycqKiojIyMuzs7JhMJnuTFi9eHBoaun79+ry8vCVLlixZsgRtTP0foCcpgKKiIlVVVdaUoUOHPnv2rF+MGkD01D9tbW2szxs/P7+EhERxcXF/2dWZPos5a2lpTZs2jUwme3l5AYCenp6FhQWFQpk9e3Zzc3NhYSEAkEikpqamsLAwMTExWVnZkJCQ169fJyUldW3NycnJ0tKSn59/8uTJQ4cOTU9PB4DTp0/LycmFhoZqaGi4urpOnTq1J2P4+PjIZPKmTZvQ18vOnTstLS2Dg4M1NDTMzc1DQ0MzMjKQbmBPJtXX1x86dGjJkiWzZ89WV1f38/ObOXMm69TjP0l9fb2IiAhrioiICHrzYgBAXV09Nze3ra0NnVZWVtbW1rIKcfUzfem96ADNKzqdEk+AlpYWod+nra0NAEiDoxOsgW4xMbEvkgtFjB49Gh20t7fn5OSYmJgQWYaGhgCQlZXFxqTs7Oy2tjZzc3Oi1oQJE549e9aTThrmR8Db27u6ujogIKCurq68vHzmzJk0Gq1rcKvf6DPvJZPJbE6Z/8QtkaQigkqlAsDHjx+7ttaTXChrBL8nuVAEElUCgKamJgaDQZwSWUSsv1uTUO6kSZPI/zBnzhwAePv2LZuLcjvi4uKdJKDq6upYu+4HR1NT88CBAxEREeLi4lpaWjY2NtLS0tLS0pyyp/Nro7y8vKKiYsyYMei0ra0NPdAA0GmT9Obm5q+4HhpFEWjKwSqly55eyoV2QkhIiJeXl/W6SJ5bVFSUjUko9/Tp0yNGjGBtjVVt+L+HhoZGp6/cZ8+eofgCBuHj4+Pp6fnq1SsFBQU6nR4UFNTpCelPOo+927dvt7a2bmpqAgAmk5mfn6+mpoayxMTEWNemiZnnF1FYWEh4C2oBTVZ7Qy/lQjvBz8+vo6Nz//59IgUdE1Prbk3S0dERFBR89+4dIRQqKSk5aNCgASLc+p2YNGlSWloaIVaenp5eXl7O/gvlh6KoqOjw4cMUCkVdXZ1CoURGRvLw8EyaNIlT9nT23nnz5jU1Nbm7u8fExPj4+BQXF/v5+aEsAwODmJiYd+/effz4cePGjV/3sS4hITF37tzc3NzMzMzFixcrKyuzfpGyp5dyoV1ZunTpzZs3d+zYUVJScufOnaVLl44fP55Y7urWJBERER8fn7Vr10ZFRZWWliYmJlpZWf03tDDZKIC6u7urqqq6uLjcvn07Li7O09PTwsJi3LhxnDa5X2HTP83NzfPnz1+0aFF6evqpU6eWLVu2fPlyTn5ZdF0Tj42N1dHRoVKp2traUVFRRPrz58/Hjx9PpVLl5eU3b968cuVK4occ8vLyq1atIkoCwJEjR9BxeXk5AFy7do3JZLq4uFhaWh4+fFhJSUlAQGDMmDE5OTmomIuLi4WFBZPJRErtN2/eJFrT19f38vJCx72UC+1kD5PJPHbsmKamJj8//6BBg7y9vYkFdzYmtbe3r169esiQIfz8/PLy8v7+/o2Njb1bSO8VA1MBtKyszMHBQUhISFRUdNasWbW1tRwxkjlQ+yc6Onr48OGCgoJDhgzZunUrB38L1N8KoISLfh3fQy70G036FrDCJXtw/7CH8wqgXwSWC8VgWOEm78VyoRgMK/260Hz+/PlvbKHP5UK/3SQMhlNw09iLwWBYwd6LwXAr2HsxGG4Fey8Gw61g78VguBXsvRgMt4IVQDEYbuV/43xSxYNWb9cAAAAASUVORK5CYII="
|
421
|
Ken has $710. Does he have enough to buy a boa constrictor and a llama?
|
yes
|
[
"yes",
"no"
] |
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"
|
422
|
The table shows a function. Is the function linear or nonlinear?
|
nonlinear
|
[
"linear",
"nonlinear"
] |
"iVBORw0KGgoAAAANSUhEUgAAAFUAAAB9CAIAAABcaLhWAAAJrUlEQVR4nO2cbVBT2RnHT5ANIi+iQOTdpEQIAkFYXQTlTRjAXa0dsEAcZVAoyGzVOjipWxyKL7uCSQXUIRF0GKYKDBgLgxJRC2K1xgJSEIZEWBVKeQtBkESSCTfph3SQAVdvzg2yO/f+vp0nOf/z/Ock596c5+SSwMUtYOmoDT6z8+GJJUzAaAnH/jlA+Mc3hH98Q/jHN4R/fEP4xzeQ/l0tHWa+bYqjb9M1nc0p0pRb3C3fGi6xj3E2IG3oQM3cyPebUydT622XW+krBen/x7eDVb2Nh312AwDIRsY3tp8RDXexHxfCqelLy6jYboU1xdRK17RbsfoPG+LONJdKlRP6SsF//nNar22xZ/rZul0MOWpqbMKqz9YALbSaXrSOSgAAPjbrdM0/f3Vg+N34hfYqCClj6CTax3qFfaLyqGwrE4uvKlPk6mloKX15PTUsU0762NDv/ad53UqnlPU7E+qzVBo1hBSm9U803Olm5fKXtvK+qREsOhC0jkp8bOgAgO8DUp8Mdwp+bILTgfcf6uh7/Mt9d/v/td/jGxK0CiytUonHqrUbKYxY19Cj/7gArQO//t/Yfua7J/wDf//BdaXjb34VDJ0BHK2jYrdVLj8EpP1VUt8qlUDrwPi3/GJF7c5zt1//s6C96r+Ksarehu827oPOAI6WUbHFFysC7bz+9OQyFh29/S8jGVVEn1KolWmNHF0k79+Vmyge4U5fYslDX8amJ9Wamdxn1wcVY1h09F7/Ea3m69pjcyMto2LSpa1YkoDg9Obf9U+NnGu9jlEH/vq3JJguI9OtnHa7hv2eGRv2t0Nw17y5/ML8hzr5VX9z9uXk4K9v/fHx0HPsgr8w/8I+kUlhmAEFid9/+Ibwj28I//gG7/5B5e167dKx5KPjff4J//iG8I9vCP/4Bsa/RCKhfQipVGrw/OYiFovDw8OZTOa8+MzMTF5enr+/v4eHR0xMTEtLC3pNmP0PZ2fn8vLyuRGBQCASiVauXAmhhpLKysrs7GwnJ6eFL+Xk5FRXV2dlZTk4OJSUlCQlJTU1NVlbW6PTxXwHNjY2xmQyhUIh3B0YyncGBAQ0NjYWFhZ6e3vPjQ8PD9Pp9Lq6Ol1zenq6tLR0ZGQE5egG2P/Kz893c3OLjo7GLvURBAKBvb19d3f3vHhDQ4OpqWlERISuuXz58sTERPSyWNe/gYGBiooKNpuNUeeT2NvbfzAukUicnZ3v3LkTFRXl7e0dGxvb1taGXhar/6KiIl9f302bNmHUgWZ8fHxkZKS0tDQrK+vKlStkMjkxMVEmk6Hsjsm/QqEQCAQJCQlYRDCiVqvHx8d5PN6WLVv8/f15PB6CIGVlZSi7Y/Lf0NCgVqujoqKwiGDE3NycQqHY2trqmlZWVuvWrevt7UXZHZP/hw8f+vn5mZmZYRHBCI1Gm5iY0GrfHz1BEIRMJqPsju38g0jk5eWFRQE7ISEhKpWqsbFR15TJZL29vQwGA2V3+OufRqMZHBykUqnQCuiZmJgQi8UAgP7+/pmZGZFIBACwtbV1dXX19PSMjIxks9knT55ctWpVfn6+mZlZfHw8SmV4/zKZTKPRWFhYQCugp729PSkpabbJYrEAALGxsVwuFwBw/vz5s2fPZmZmKpVKX1/fa9eumZubo5Ve8h24pR2d+P2Hbwj/+Ibwj28I//gG7/5JlbfrlzqHpcQYAPDbryOXaviqurtLOzreP/+Ef3xD+Mc3hH98A+lfqVRyOJygoCAGg7Ft2zY+n48giGEzW8hP1b+fPn2akJDAZDL9/Pz279+v2ylFCaT/rKysqqqq06dP37t37+jRo/n5+RcuwP8JDQ2VlZUxMTHLli2bF+/s7ExMTKRQKHw+n8PhyGSyffv2TUxMoNbVfwcSQRAPD49Lly7NRo4dOxYWFga3A4nynT9V/87NzQ0PD0cQRNeUSCRUKvXu3bsoR4eZfxKJpNVq504FmUzWahf3z78CgSA0NHRhnM1m379/38jo/0ZMTEwAALPNTwLpn8VilZWV9fT0AAC6urrq6urQlxzg+Kn6tw4EQaampjo7O48fP85gMIKCglDKQtY/MjMzx8bGIiMjjYyMNBpNUlLSwYMH4aQMQnNzs64oEhIScv369UWv/+Xk5IhEoosXL966dYvL5VZXV/N4PDgpg+Dp6VlRUcHlcqVSaUJCwps3b9D2hFj/BgYGaDRaTU3NbKSkpMTd3X1qakpfKX1HX7j+zWNyctLLy4vD4aAcHWb++/r6tFotnU6fjVCpVJVKNTQ0BKGGkaamJl05VIelpaWLi8vr169Rdofx7+joCACYe8bg1atXAAAHBwcINYyUlZWdOHFi9u5LLpf39/c7Ozuj7A6z/q1duzY4OPjcuXMWFhZ0Ol0sFvN4vN27dy/eQYiP1L9TUlJYLNahQ4dYLBaCIMXFxWq1Oi4uDq00XAV2cnLy1KlTW7dudXd3Dw0N5XA47969g9BBOfqDBw+oC8jIyNC9+ujRo7i4OCaTuWHDhj179rS1taEfnah/4xvCP74h/OMbwj++IfzjG6L+TdS/8QzhH98Q/vEN4R/fQPpHECQvLy8wMNDNzW379u0NDQ2GTevjJCcnz/vreWZmJpwUZP2roKDg8uXLbDbb09OzvLw8NTX15s2bCyvzi4RCoYiIiEhOTp6NUCgUOCkY/yqVqqioKDU1VZeBv79/d3c3n88vLPxMz7+Wy+VeXl6bN2/GLgVZ/1GpVIGBgbomiUSKjo5+/Pgx9mxQIpfLDVVrgPGvVqsBAMbG7z87NjY2b9++1ePUBTYUCoWpqalBpGD8u7i4kEik58/fP35TdxBAoVAYJKdPIpfLOzo6du3atX79+uDg4Nzc3OlpyKePw3z/LSwsduzYwePxvL29fXx8hEKhUCgEACw8nLMYaDQaMpnc19eXlpbm6Oj47NmzvLy8wcHBgoICGDm4CoxUKo2NjdXVoWJiYgoLC2k0mlKphKjAQIw+Dz6fT6VSZTIZxOiQ1z8bG5sbN24MDQ2RSCQ7Ozsul0uj0XRnbz4/Hh4eAICBgYHVq1fr2xfy/qe2trajo8Pe3t7Ozk6tVtfU1ERGfqZtjJcvX6anp7948WI20tbWRiKRPvhomE8COf9CobC9vT07O9va2rq4uFipVM69G1lUnJycurq60tPTMzIy1qxZ09zczOPx4uPjISYfAAz178OHD/v4+DAYjL179/b09ECIaGG//wMDA0eOHNm4caO7u3tkZOTVq1fVajXc6JDzb2lpCbneGgJHR8f8/HyDSBG///AN4R/fEP7xDeEf3+DdP97r3/8DtxZkWO76SwwAAAAASUVORK5CYII="
|
424
|
How much money does Nathan need to buy a sheet of bright yellow paper and a bright blue note card?
|
0.10
|
[] |
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"
|
426
|
The city recorded how many fire hydrants there are on each street. What is the mean of the numbers?
|
4
|
[] |
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"
|
428
|
Charlotte, a fantasy football fan, carefully studied the number of touchdowns completed by her favorite players last season. How many players scored at least 1 touchdown last season?
|
21
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"
|
429
|
How much money does Michelle need to buy a refrigerator and a dishwasher?
|
992
|
[] |
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"
|
431
|
Bobby kept track of how long it took to finish his homework each day. According to the table, what was the rate of change between Tuesday and Wednesday?
|
-7
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[] |
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dhosLjyloTL1Ye5HjFebRjcFg6zDbuXH7V8j+MTQMwekMQFxwqC5+JIPVhmN5gNs3V83yENQ6vvFgXk2rXGNpCEuHpeslLjgCgKU7BBKBMP07qY0l56UXXYgKDrGNfmK278/S/VxcdBri5vBEbt1IxIUnWXo+VF0RJLWSZ5ebPuK/UNRLJr2vSGMoUTlVdl2Y+tKaLyWWmmhLSs7VlZwDk8vU/Zxjsplhtr0u0e9tgmkMFVA5U810G5hc0ZMdAMDWgqRW5tTK7jIBQP2UIywRF51h6Y1l6Q6uS56mjGhbHKLCI+rdItnCEnHh329nn0uJyhncHrJdprbdy/XSD19ScYf9yXiqJkP2kjeGhjEE+QCYHYdTVQlUbTYktZKiEJGmOUt/0tsM5hW0yoyF2bYPs507s/0Alv4U9Z5RrM6+wrSvqeo0AJLyGKh1ZHWZDE4XVrdZDE0r1BUwtWzAkjrAi/P+YHX5goJY8uyKUgfRUqAqYqnabGankYrTFQVIKu8ydRwZ2nZgsJgdhzLb96+vE5Ux1D9htnNjcHni3L1g66hZ7GdoWTE0jNi879Vd4hna9gDY3edxrA7TzZjt+rI6j5WUXW+Gsb2gVc7lL1ZnKdQVSspvCdO/k5RLrcQlJedE2RvUjH5SM94gLg4Tps6ius9nf7oIklph+rcAJKWXIakV5//VuIPzR4m44ChLf5Kk/EbTTRs9PHc/U9tB3f4cwBQXhwkzVnKsj9HLkeKCY6wuEzi2p0XZm0VZawVxnmpG69R7RoOiJFWJdfEjqco4AHVJ49WMN3CsDkOtA1X3VFIUJsxY1owD/Oie+2R28OLYhghumFKCJ8qO5c0gz32+Na1yLn87GOrdGFrWHPOd4ty9rU7ihHfhI1K5mkkgU3ewuPCE8OH/Nd2aoEJ8RCqvS/RXdggE5dAq11gIhDeCqJyg+hCVE1QfonKC6kNUTlB9iMoJqg9ROUH1YYfWho4d4qXsMAhNcyLiwtghr3zEgfAqTkRcIHM5QfUhKieoPkTlBNWHqJyg+hCVE1QfonKC6kNUTlB9mlZ5TEzMlClTXFxcTExMevXqNXPmzISEhGaMoLS0lM/nR0RENGOfhPdHTEyMv7+/jY2Ng4PDlClTUlNTZVUikWjLli3Ozs7m5uajR4+OjY1VYpzyNKHyqKiocePG6ejobNiwITg4eM2aNU+fPvX398/IeHu3X0LrJSkpaeLEiXp6ert27dq4cWNJScmECRPKysro2p9//vnw4cPLli3766+/unTpMnny5JKSEqXGK6WJZ4WOHTtmbGz866+/0rtWVlZubm6jR4+OiYkxNDR8/+ERWhYRERHdu3ffunUrk8kE0L1798GDB9+5c8fT07OwsPDgwYPbtm37/PPPAVhZWR0/flwsfhuDl2aniblcLBazWCz5Ei0trQsXLgQEBABISEjg8/nyCUy/fv3Wrl0L4NChQ46OjklJSSNHjjQzM+vbt++JE/V2bUFBQa6urmZmZj4+Punp9Y54YrF406ZN7u7upqamLi4uK1asqK6uBrB582Zra+va2lpZywMHDpiZmVVUEHOsD8rixYsvXbpESxyAuro6AHr38uXLGhoagwYNoqu4XC496ysrVHmaULmHh0dKSsrMmTPj4uLe6O+SzWZXVVUFBgZu3rw5MTFx5MiRS5cuLSgoAHD79u1ly5Z99tlnERERc+bM+emnn2RH7d27d+/evUuWLDl79mxgYODly5cDAwMB+Pr6VlVVXbp0Sdby7NmzXl5eOjo6bzZcQnMgFosrKyuTkpKWLFlCT2EA0tLSunfvfu7cucGDB1tbW/v4+Ny7d0/ZkUppQuV+fn4LFiyIjo728fGxs7ObMmVKUFBQTc1/XSEboa6u7quvvjIwMFBTUwsICBCJRCkpKQBCQkJ0dXWXLVtmYGDg4eExceJE2SHjx4//559/hgwZYmBg4ObmNmTIkKtXrwLo1q2bm5tbcHAw3ayoqCg2NnbMmDFvOWjCu3Hnzh0bG5vhw4erq6sfPnyYw+EAKC0tpZOWlStX7tu3j8PhTJw4sYXk5U2vscyfPz82NnbPnj0+Pj45OTnLli3z8PCQTzMUYGFhQW/Qk255eTmA9PR0MzMzWSJkb28va09R1LZt23r16mVgYMDn8/ft20cfAsDPz+/q1avFxcUAzp8/37lzZzc3tzcYKKH5sLS0PHr0aGBgYFFRkb+//7NnzwAIhcLS0tKdO3f26dPH2dl5586dYrE4KChI2cECr7le3qZNG09Pz1WrVl26dCkoKKi6uppOvpuEy+XK71IUBeD58+fa2tqyQvntFStWREZGbtu2LTU1NTMzc86cen9UOj8JDQ0FEBERMXr0aFl2SPjAaGtrOzs7+/j4HDlyJD8/f//+/QC0tLT09PQ6depEt2nXrp2xsfHDhw+VGqmUJoRSWFhYVVUlX9K7d+/PPvssOTkZAIPR0L5a/gbxVWhoaFRWVsp26ZkAAEVRFy9enDx5souLC/0lWFRUJGvG4XBGjRoVFhZWWlp6+/Ztkq4ohaioqFu3bsl2dXR0evTokZWVBYDP55eVldETGY1YLKavo9JRpPLi4uI+ffrs2LGjQXlWVhb9J0vnIbI/g6KioqdPnzZ5SkNDw9TUVNm9rOxTE4lEtbW1mprSlzlVVlZevHhR/lMbN25cXFzcgQMH7Ozs+Hz+6wyP0LwEBQUtX75cdu2qqqoeP37cvXt3AP369RMIBFeuSJ2ES0pKHj58aGZmprRY5VCk8o4dO06bNm3nzp30+tHdu3fPnTv35Zdf3r59+6uvvgKgr6+vq6sbHBwsEAiKi4tXrVqlq6vb5CmHDx9eUlKyZs2alJSU8PDwkydP0uVqamrW1tYnT57Mzs5OTEycMWPG4MGDy8rKMjIyRCIRACMjIwcHh127dpGJXFlMnz49Kytr3rx50dHRkZGRM2fOFAqFvr6+ACwtLb28vBYvXhweHn7jxo3Zs2dramr6+TWb0/47cTz8PKWQv//+29fX19HR0cTEpE+fPjNmzLhz546sNjIycuDAgaampgMHDrx06dLo0aNXr15NUdSRI0d4PJ5QKKSbVVVV8Xi84OBgenf//v29evUyMTEZNWpUcnIyj8c7ffo0RVEpKSkjRowwNTUdNGjQhQsX8vPz3d3d7e3tc3Jy6AN3795tbm5eUVGhOGaVpMkr9WG4du2ar6+vjY2NnZ1dQEDAvXv3ZFVVVVXLli2ztbU1NTX19/dPTk5WXpj1HA8/zzgefr61PPdJUZSPj4+Zmdm6deuUHYsSOBFxobVcqRbFiYgLrcMNtLa2Nisr66+//kpNTf3tt9+UHQ6hldE6VJ6enj5mzBh9ff09e/Z07dpV2eEQWhmtQ+XW1tZpaWnKjoLQWiE/rBBUH6JygupDVE5QfYjKCaoPUTlB9SEqJ6g+jOPh55UdA4HwfmEDIL8btwrIL/xvB3F2JnwUEJUTVB+icoLqQ1ROUH2IygmqD1E5QfUhKieoPk2ofMaMGXw+f8+ePQ3KS0tLjYyM+Hw+/dxxsxAREcHn80tLS5urQ8L7QIGz84MHDwICAszMzGxtbf/v//5P3o9EuTQ9l3O53NOnTzcojIiIYLNbxxMYhGZEgbPzs2fPAgICJBLJnj17Vq1adf78+W+//VbZ8UppWqlOTk7R0dEZGRnyVs6hoaH29vbyBjSEjwEFzs5//vmnWCzes2cP7dLD4XDmzp3777//mpiYKDvq15jLO3XqZG5uLj+dFxQU3L59m3Y6lXHs2LFBgwaZmJjY29vPnz+fNjQEMHfu3Dlz5pw6dap///5mZmbDhg27f/8+XSUSiVauXGlra2tlZfX111/Lf8GVlJQsXLiwV69epqamAwYMOHDgAF3u6+s7YcIE+fPOnDlz9OjRbzN0wpujwNk5LS3N0tJS5kLs5eXFYDCuX7+urFDlaVrlYrF46NChZ86ckZWEhYWZmpryeDxZSXBw8JIlS7y9vc+dO7d9+/bExMSpU6dSFAWAzWbfu3fv+vXrwcHBd+7c6dChw3fffUcftXPnziNHjixdujQ0NNTJyUn+4fxFixYlJCT8/vvvZ8+enTt37tq1ay9cuADAz8/v+vXrhYWFdLPq6uqoqChiQvSBadTZWSgUyiexampq7dq1y87OVl6Y9bzWGou3t3d2dnZ8fDy9GxoaOmLECPkG+/fvd3NzmzdvnoGBgaur67JlyxITE+Pi4ujaioqK1atXd+jQQVtbe9SoUQ8fPqS9oYODgwcNGuTn58fn8ydMmODs7CzrMDAw8NixY7T5rY+Pj7m5OW3xPHToUC0tLdkXy+XLlwEMHz78XT8GwpvQqLMzj8dLS0urq6uj2xQVFZWVlT1//lypkUp5LZV369bNwcGBns6zs7MTEhLkhSUUClNSUnr27CkrsbW1BUA7hgLg8Xht2rSht2UWz3V1dVlZWZaWlrKj5C2eS0tLv/32WxsbGz6fz+fzk5KSaItnLpc7YsSIkJAQutm5c+e8vLzkXXMJH4BGnZ39/f1LS0vXrFlTUVGRl5f3zTffaGlpNXiRibJ43fVyb2/v0NBQiURC33fSBpA0NTU1FEW1bdtWVkJvy1xCG/g7A6Aoip7OG7V4FggE06dPr6mpCQkJSU9Pz8zMdHR0lDUbN25campqSkoK7T05duzY1x8toVlo1NnZ0NDwp59+Cg4OtrW19fT0HDBggK6u7uv4Zn4AXlflQ4cOLS0tvXPnTmhoaIMMQUNDg8lkyuz08cKNX/EUq6GhAaBRi+eUlJScnJwlS5YYGhrSqZ68xbOlpaWFhUVYWFhUVFTbtm379OnzmkMgvDsKnJ0BBAQExMXFXb58+e7du35+fnl5ea3A81YeXV1dNze3oKCg9PT0YcOGyVepqamZm5vLsnAAd+/eBWBjY6OgQw6H061btwcPHshKZB8fnczJLJ5jY2MfP35MvWzxHBERERYWRrz6PzAKnJ0zMzODgoK4XC6fz+dyuaGhoQwGw93dXanxSnkDiXh7e4eFhfXu3Vv2vgEZM2bMiI6O3r17d05Ozo0bN9auXevs7KxY5QCGDx9Ov9wiNTV1165dsjze3Nycy+UeOHCgsLDwypUr69atGzBgwKNHj2Srk97e3gUFBWfPniWrKx8YBc7OtbW1K1asWLVqVXx8fHBw8Pr162fPni2fxyqRN/j90svLi8PhNLqgMWLEiNra2j179gQGBuro6Hh6ei5durTJDhcsWFBaWrp+/XqJROLh4bF06dLZs2eLRCI9Pb3AwMCff/45JCTEzs5u48aNubm58+bNmzJlCv3GFW1t7d69e1dWVsqvZhI+AE5OTvRLPefOnctkMi0sLI4ePUq/McHc3Py333779ddfjxw50rFjx1mzZs2aNUvZ8b6ghbhivxHFxcUWFha05fnHQ2u8Ui2B4+HnW1lSW1paev/+/ZkzZ/bo0WPo0KHKDofQOmhlKj99+rSvry+Lxdq7d28LWYsltHxa2f8rnDJlypQpU5QdBaGV0crmcgLhLSAqJ6g+ROUE1YeonKD6EJUTVB+icoLqQ5ydCaoPcXZuNRBn57eDODsTPgqIygmqD1E5QfUhKieoPkTlBNWHqJyg+hCVE1QfRSpfsGAB/xUcPnz4vYa1cuVKLy+yNtyiOXToEJ/PP3r0qKzk8ePH06ZNs7S0tLa2njdvnuxpdKWj6CmKr776SvaQ/KJFi0xNTWfMmEHvGhkZvffQCC2YoqKijRs3ytuE1NbWjh8//pNPPtmzZ49YLP7ll1+mT58eEhLCYDCUGCeNIpWbmJjIbHm5XK6enp6bm9sHiYrQ0lm9enW/fv0iIyNlJadOnXr69OmpU6doP62uXbsOGjQoOjq6JViyvH1ePnXq1KlTp8p2Q0JC+Hw+bRgkEok2b97cp08fExOT/v37Hzx4UNbs9u3bvr6+NjY2lpaWY8aMiYmJocsLCwsnT55sZmbm5OS0detW+RM16vJcVVVlYWGxfft2WTOxWOzo6Lhhw4a3HhHhNYmMjLx69ery5cvlC2/cuGFvby+zjDM0NOzRo0d0dLQyAmzIe7n7/Omnn/bu3btw4cLz589/+eWXa9euPXLkCIDq6upp06YZGxsHBwefOnXK3Nx88uTJtN3cN998k5qaun///qCgoJKSknPnzsl6a9TlWUtLa+jQoTJbUAAxMTGlpaXEh+h9U1NTs2LFiu+++05PT0++PDMzs0ePHvIlPXr0yMzM/LDRNU7zP91cWVkZFBQ0a9YsWnB8Pj8xMXHv3r3jxo3Lzs6uqqry9vam0/offvhh2LBhHA6noKDgxo0bq1atok0PV69eLf9VGBgYCKBjx44ADAwM/ve//129etXLy8vf3//kyZMJCQm0iVdERIS9vb2BgUGzj4ggz9atWzt27Dh+/PgG5ZWVlQ2cMbW0tEpKSj5gaK+k+efy5ORkoVDo6uoqK3FxccnMzHz27JmhoaGhoeH8+fN37tyZlJTEYrGcnZ01NDQePnwIQObyzGQyaW9omle5PDs6OhoZGdHTuUQiuXDhApnI3zcpKSkHDx5ct25d67KnbP5YaUPniRMnmr6AfvlESUkJh8M5ceLEqFGjjh07Nnz4cDc3N9oTnc7m38Ll2c/P78yZMyKRKDY2tqKigtj1v1ckEsnSpUunTp1qbm7+39q2bdtWVFTIl1RUVLQ+n8QGMBgMSs6Htra2lt6gBbply5YGrr60M2r79u0XL168ePHiR48e7dmzZ/78+cbGxk26PP/666+yd3cVFRV16dKF3h49evSGDRtu3rx55cqVwYMHE7v+90p+fv79+/cTEhJ2795Nl9C6/+WXX+7du2dgYNAgC8/MzPT29lZGpA15+7lcR0dH5sMPQObRbG5uzuFwSktLDV/Qrl27Dh06cDicnJycixcv0s0MDAzWrVvHZrOTk5NpBct6EIlEtDc0mnJ57tChg5eXV1hYWHh4OLHrf9/o6emdO3cuQg5NTc358+efOHECgLu7e3x8/NOnT+nG8fHx+fn5/fv3V2bEL3j7udzGxubs2bNJSUlmZmaRkZE3b96ky7W1tceNG7dly5b27dvb2dk9efJkzZo1Xbt23bt3b15e3qxZs5YsWTJw4EAAYWFhAOzs7Lp27Wpvb79jxw4ej9ehQ4cDBw7QLx+DnMvzggULkpOTf/vtN5nLM30/6ufnN3Xq1E6dOsnfCRDeB2pqaqampvIlTCazc+fO9FrC0KFDt2/fPmvWrEWLFgkEgrVr17q6usq/K0qZvKaTqru7+6JFi+RLqqurFy5caGNjY21tvXDhwrNnz/J4vPLycoqihELhpk2bXF1djYyMnJ2dV6xYUVVVRR8VEhIyZMgQc3NzKyurUaNGXblyhS7PyckJCAgwMTFxdHTcvHnzxo0bBwwYQFeFhYW5ubmZmpr6+fk9fPgwKirKxsZm2LBhdK1YLLa0tAwMDHx3c9QWTgv0vLW2tj5y5IhsNzc398svvzQ3N7e2tl60aFFZWZkSY5NxPPx8q3R2licyMtLQ0DA3N1fZgbx3WvuVUhbHw8+3MjdQefLy8lJTU5csWRIQEKCvr6/scAgtl1as8jVr1kRFRQ0bNmzZsmXKjoXQomnFKt+1a5eyQyC0DlrTL1gEwttBVE5QfYjKCaoPUTlB9SEqJ6g+ROUE1Yc4OxNUH+Ls3Gogzs5vB3F2JnwUEJUTVB+icoLqQ1ROUH2IygmqD1E5QfUhKieoPopU7u3t7e/vL19y9erV/9o6L1q0yMnJ6Y3O6uXltXLlyjc65C0oLS3l8/kRERHv+0QfFTExMf7+/jY2Ng4ODlOmTElNTX2dKuWiSOVubm5xcXE1NTWyEvpB/Rs3bsg3u3nzJvHC/UhISkqaOHGinp7erl27Nm7cWFJSMmHChLKyMsVVSkfRs0J9+/bdsWPHnTt3ZOa8169fd3d3v3XrFkVRtC91ZmZmfn4+UflHQkRERPfu3bdu3Uo7yHXv3n3w4MF37tzx9PRUUKXsqBXO5Q4ODhoaGrKZu7Ky8sGDBxMmTCgtLZV9GdGzO63y4uLihQsX2tvbm5qaent7y0/5sbGxQ4YMMTEx8fDwOHv2rMy5/dChQ46OjklJSSNHjjQzM+vbty9tYUOTmJgYEBBA21p8+eWXOTk5dLlQKKTtPkxNTXv37v3jjz/W1dXRVUFBQa6urmZmZj4+Punp6bKuxGLxpk2b3N3dTU1NXVxcVqxYUV1dDWDz5s3W1tYyYzAABw4cMDMza2CGRqBZvHjxpUuXZCaJtG0OvaugSvko9j+YNGmSzPnkwoULZmZmAoHAw8Nj//79dOG8efM8PT0pihKJREOGDHF3d7927Vp6evrKlSuNjY1TU1MpiqqoqLC1tfX3909OTr53715AQICdnd2KFSsoijpy5IiJicmkSZMyMjLq6uoCAwONjIzy8/Mpinry5ImlpeWkSZMePHgQHx/v6+vbt2/f2tpaiqK2bdvm6OgYFRWVnZ19+fJlZ2fnX375haKomJgYHo+3evXqjIyMf/75Z9iwYTweLzw8nKKonTt3mpqahoeHZ2RkREdHu7q6rl69mqKonJwcHo8XGhoqG/LYsWPnzZvX7H4J707LcaoQiUQVFRWJiYn+/v6fffaZQCB4nSpl0bQfy759+/h8Pm0fs2bNmvHjx1MU9f3330+bNo1u0LNnzzVr1lAUdeXKFR6Pd/36dbpcLBZ7eHh8//33FEWdOnWKx+PRiqcoKisri8fjyVTO4/FiYmLoqry8PB6Pd/nyZYqi1q9fb2lpSdsYURSVm5vL5/NPnz5NUdSMGTPGjRsnC/Lhw4cZGRkURS1ZssTR0VEkEkmHd/y4TOUVFRVPnjyRHfLTTz8NHDiQ3v7iiy+mTJlCbz99+pTP50dFRb35h/neaTkqv3nzJo/H4/F4kyZNKikpec0qZXE8/HwTXyhubm4URd26dQvAzZs3XVxcALi4uNy+fVssFj98+LC4uJhOV+Lj41ksVq9evegDmUymk5NTXFwcgPT0dDabLTMf+/TTT2VvLKCxsLCgN3R0dADQxs3x8fFWVlZ0CQB9ff0ePXrQHXp5ed28eXPu3LkRERHl5eWGhoa0bXl6erqZmRmLxaIPsbe3l52Coqht27b16tXLwMCAz+fv27ePPgsAPz+/q1ev0q96On/+fOfOnclthmIsLS2PHj0aGBhYVFTk7+8vs25VXKVEmlC5qalpp06dbty4UVZWlpKS0rt3bwAuLi50jn7z5k02m0174VVVVdFmbjJD5xMnTtDSef78uZaWlny3DcxpuVyu/C5FUXSHt2/fNpUjOzub7tDHx+ePP/6orq7+5ptvHB0d582bR7vBP3/+vFF7aAArVqyIjIzctm1bampqZmbmnDlzZFVeXl46OjqhoaEAIiIiRo8e3VKyyZaKtra2s7Ozj4/PkSNH8vPz9+/f/zpVSqRpPxY3N7e7d+/GxsZyuVz6rQ96enp8Pj82NjYuLs7R0bFNmzYAtLW11dXVw8PD5Y+l5aKhoSHvjgs542YFaGtrOzk5rVu3Tr5QZn47YMCAAQMG1NbWXrlyZdWqVUuXLt29e7eGhkaj9tAURV28eHHevHn0dxGAoqIiWTMOhzNq1KiwsDBvb+/bt2+vXbu2ydg+WqKiotTV1WUfo46OTo8ePbKyshRXKZ2mJy03N7fU1NSbN286OTmpqanRhS4uLnfv3r1//77sy93Ozk4gEEgkEpmhM5fLpY3GDQ0NRSJRWloa3TItLU2WLSjAzs4uOzu7R48esg4ZDAb9LpuLFy8+efIEAJfL/fzzz8ePH5+cnEyfKDU1VSwW0z3QiRYAkUhUW1sr+wuprKy8ePEiJWe+Pm7cuLi4uAMHDtjZ2fH5/CZj+2gJCgpavny57BOuqqp6/Pgx7UyvoErpNK3yvn37isXikydP0ukKjYuLy7Vr13Jzc2Uq79Onj4WFxYIFC2JiYp48eXLmzJkhQ4bQv5J6eHhoamr+8MMP9+/fj4mJ+f7772lTZsWMHz++qqrq22+/TUlJyczM/O233zw9PZOSkgD88ccfc+fOjYmJycnJiYmJCQsLo398HT58eElJyZo1a1JSUsLDw0+ePEl3paamZm1tffLkyezs7MTExBkzZgwePLisrCwjI0MkEgEwMjJycHDYtWsXeWeLYqZPn56VlTVv3rzo6OjIyMiZM2cKhUJfX1/FVcrnde7cvby8eDxeXFycrKSwsJDH49nY2MgWNCiKKioqWrhwoZ2dnYmJycCBA2WrjRRFXbt2zdPT08jIqH///hEREWPGjKGXX+g1FqFQSDerqqri8XjBwcH0bkJCQkBAgJmZmbm5+ahRoyIjI2UnWrBggZOTk7GxsYuLy/LlyysrK+mq/fv39+rVy8TEZNSoUcnJyTwej16WSUlJGTFihKmp6aBBgy5cuJCfn+/u7m5vb5+Tk0MfuHv3bnNz84qKire4i/8wtJA1lmvXrtHvsrSzswsICLh3797rVCmR4+HnGcfDz5OnCSmK8vHxMTMza3Ab0KIgz32+HSciLrRiN9Bmoba2Nisr66+//kpNTf3tt9+UHQ7hvfCxqzw9PX3MmDH6+vp79uzp2rWrssMhvBc+dpVbW1vLFn8Iqgr5+YOg+hCVE1QfonKC6kNUTlB9iMoJqg9ROUH1Ic7OBNWHODu3Gsgv/G8HcXYmfBQQlRNUH6JygupDVE5QfYjKCaoPUTlB9SEqJ6g+ilS+YMEC/is4fPhwVlYWn8+/du3ahwl05cqVXl5ktVj5tEZnZ0VPUXz11VeyZ9oXLVpkamo6Y8YMetfIyEjeQZPwkUDbNw8ePPjrr7+uqan59ddfJ0yYcPHixXbt2imoUnbUClVuYmJiYmJCb3O5XD09PXlrtXc3lBEKhTKDF0KrQAWdnV+H2tra+fPnW1pa9uzZc9WqVRKJBEBCQgKfz09ISJA169evH+1ZdeDAAScnp3/++adnz57r168HcPv2bdrewNLScsyYMTExMfQhhYWFkydPNjMzc3Jy2rp1q/xJ4+Pjv/jiC1tbWwsLC29vbzprqqqqsrCw2L59u6yZWCx2dHTcsGHDO46RIKOVOju/axBbtmxxcHAIDg6eNm3awYMHz549q7g9h8Oprq7+888/N2/ePHny5Orq6mnTphkbGwcHB586dcrc3Hzy5Mm089Y333yTmpq6f//+oKCgkpKSc+fO0T0IBIJJkyZpamoGBQWdPn3ayclpxowZBQUFWlpaQ4cODQkJkZ0rJiamtLSUGAk1O2KxuLKyMikpacmSJbTr/OtUKZF3VXnfvn0nTZpkamo6e/bsbt26JSYmKm7PYrGqq6snT57s7u7eo0eP7Ozsqqoqb29vIyMjY2PjH3744X//+x+HwykoKLhx48bs2bP79OljbGy8evVqem4AwGazIyIiNm/ebGlpaWxsvHDhwpqamtjYWAD+/v4ZGRmy75CIiAh7e3vaDpfQjNy5c8fGxmb48OHq6uqHDx/mcDivU6VE3lXljo6Osu22bdu+5ntkaFdRALQB4vz583fu3JmUlMRisZydnTU0NB4+fAjA0tJSGiWTaWtrS2+zWKykpKRx48aZmZnx+XwrKyu8MIN2dHQ0MjKip3OJRHLhwgUykb8PVM3ZuUk0NDRk2wwGg5Kz2FRA27Zt6Q0Oh3PixIlRo0YdO3Zs+PDhbm5uZ86cAfD8+XO8bM0s2/7333/nzJnj4OBw9erVR48eyb9WBYCfn9+ZM2dEIlFsbGxFRcXw4cPfbXyERmh1zs7v5eZA9togGQqWHdu3b7948eLIyMh//vmnb9++8+fPT0lJof94GrVpvnz5MofDWb58uZ6eHoPBkPdoBjB69OjKysqbN2+eO3du8ODBDYzSCe9IVFSUzEkY/3F2flWV0nkvKqdfICHzLC8qKnr69GmjLXNyci5evEhvGxgYrFu3js1mJycnGxoaAnjw4AFdJRKJ7t69S28/f/5cXV2dzZaugf799994YewPoEOHDl5eXmFhYeHh4WPHjn0fo/uYUVln57dAX19fV1c3ODhYIBAUFxevWrWqwStWZOTl5c2aNWvv3r2PHj169OjR77//DsDOzq5r16729vY7duyIiopKTExcvHix7O7TwcHh2bNnx44dKyws/PPPP9PS0jp16pSSkiKb+P38/IKDg1kslqur6/sY3cdMK3V2fi8qV1NT27Rp0/379+lXw40ePfrTTz+V/ZXL4+zsvGnTplOnTg0bNszb2zsyMnLv3r30RL5t2zYjI6MZM2ZMmTKle/fuI0eOpL3GBwwYMHv27A0bNnh6et6/f3/9+vXjx48PCQnZsmUL3WefPn3U1dV9fHxayGKtKuHk5HTw4MGSkpK5c+cuXLgQwNGjR+n3GiioUj4txBW7GYmMjDQ0NMzNzVV2IM2M6l2pD8Px8PMq5Qaal5eXmpq6ZMmSgIAAfX19ZYdDaCmolMrXrFkTFRU1bNiwZcuWKTsWQgtCpVS+a9cuZYdAaImQ+zOC6kNUTlB9iMoJqg9ROUH1ISonqD5E5QTVhzg7E1Sf/wfqZq+ONj6UFwAAAABJRU5ErkJggg=="
|
433
|
In science class, Jen 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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"
|
434
|
Reba counted the number of desks in each classroom at her school. How many classrooms have fewer than 43 desks?
|
19
|
[] |
"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"
|
435
|
What is the total cost for 5 kilograms of chocolate pudding?
|
10
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"
|
436
|
How much money does Anthony need to buy a yellow bath towel and a flannel sheet?
|
16.04
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"
|
439
|
A publisher invited authors to write stories for a special anthology. How many authors wrote fewer than 3 stories?
|
16
|
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"
|
443
|
How much more does a cutting board cost than a set of spoons?
|
8
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[] |
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"
|
445
|
Each vase has 10 daisies. How many daisies are in 3 vases?
|
30
|
[] |
"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"
|
447
|
Look at the following schedule. Which stop does the train depart from at 9.00 A.M.?
|
Rocky Ravine Town
|
[
"Rocky Ravine Town",
"Snowy Mountain",
"Comfy Pillows Resort",
"Floral Gardens"
] |
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"
|
448
|
Alana has $2.72. Does she have enough to buy a can of mushrooms and a bag of frozen peas?
|
yes
|
[
"yes",
"no"
] |
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"
|
450
|
The table shows a function. Is the function linear or nonlinear?
|
nonlinear
|
[
"linear",
"nonlinear"
] |
"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"
|
451
|
Look at this table. Is this relation a function?
|
no
|
[
"yes",
"no"
] |
"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"
|
457
|
While looking through an almanac at the library, Jasmine noticed some data showing the population density of various states. In 2000, which had fewer people per square mile, Wyoming or Idaho?
|
Wyoming
|
[
"Wyoming",
"Idaho"
] |
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"
|
459
|
How much money does Sadie need to buy a convertible and a canoe?
|
10,338
|
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"
|
463
|
Look at the table. Then answer the question. At a price of $1,150, is there a shortage or a surplus?
|
surplus
|
[
"shortage",
"surplus"
] |
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"
|
464
|
An archer recalled how many times he hit the bull's-eye in the past 6 days. What is the range of the numbers?
|
5
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[] |
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"
|
465
|
Justine buys 1/2 of a pound of honey-roasted almonds. How much does she spend?
|
2
|
[] |
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85kSB8eZL3e4kpTW3tJW/qgo+Hh115baL/UI8DqsoK0m9CKLCACAlLiIyaUJSRo7xFC3qGhAAmJmZ9x2NSsvJe1n1do333q7uHlsLUwBY42jd3d2zcsuu8peVhaUvnDb64LmxTlZzAUBTWT6XWJZfXE4mk+MTH6c8eTqiWlGhiXoaKoHhp++nZuYRy5Z7+rGxDlz5D8fIS3oACA/wwnJxbA083NzSpqogc+/cUYKYMP0sYf5eOCzXuh2BNfWNwhMFfDY4e61dDgAYDOZBzDF3vxArV08mJkbjydqx4fuYmJiYmJgexBzf5L/fdMnajs5ORRnJG5EHaI+1EE7v91vh6adoYiUhOilwq5uGsnxK5jMDy+XP7lywtTCNjrs9x2n9ZlcnX/dVjy5Hbg08rGfhyMDAoCwnfSf6iOb36wWEn9ZjM3dWzPW7s6ZORtZsAMDExHT//DHP3QcWOnu0treLC0/ydV/lvtJ+yPY54OuB58Zu3nPwc00t/zje+bOm7du2AQDG8eBvRB7Y4Besv3CpmNDEQC+3Q6cv9Axlw3Sagn7X/FB/0YGO1B1uzmRy75a9hz5W13BzcU7WUL1//iitYfxp4HHY5NgI7+Bw563+X2rrc4ll0hKiZ/b72c2n99vNxPTsbYNaad82t3U++0orXgtNEIgND5SVFAcAgphwUuwJr8Aj6rNtmZmZ9LXUUq+cGj+OFwCc7RbmFZeb2K7qo1DmzZi6d+t6SxcPMrmXvuCLYYErt+yav3IjDsvl6rBIZKJg3N3E0dSUgfIgGORnjiYpCspYwHzpevcV9sjXkD9EePQld78Q8pu8kZP+Lsoe/j0/rUVB+b9gN3+2hIjQ71bxqxjVkh4FZexAfxn/Xwed4VFQ/j+sW7r4j17PAwBq8CgoYwrU4FFQxhCowaOgjCFQg0dBGUOgBo+CMoZADR4FZQyBGjwKyhiCGQCAW/B3y0BBQfk3QGd4FJQxBGrwKChjCNTgUVDGEKjBo6CMIVCDR0EZQ6AGj4IyhkANHgVlDIEaPArKGGJUBi8kp7YjYN+vlvJfp66+ngEnePVm/OizlJQ9Z8AJZmTl/DpVQ3L1ZjwDTrCu/uf/lf3fR0Nj46oNm4Xl1RnxEzgExTWmzkx4mDQ4mc1SFwac4KvKKmoIhUIRkFS8ET+E79N/jXWe2xR1p46cDp3hh+RoZNTS1Rt+twqUf5Xlazc+efos8sh+g8m6oXt2KivILbBfXlL2ncOc+0kp1wcZNrGkrL6hcZrBlH9R7M/znzd4Mpn80w4YhiOvsGjkRCh/ET09PQkPk3du9TA1McZycUpJSJwOPygnI/U4M4uapr29fY2Hl7OTw4C8iY8ea6gq4/G4f1fyTzJag2diYgoIPiAopcQtJGlu7fClpt+LSFdX12Yff2F5dRY+YVFFTW//wH6/4i8qGHCCaZlZVo4rsZMIApKKblu8qX7Fa2rrlris4xOXZ+MX1Z5mmvI4AwBSHmcw4ASf5DyjPpRYUsaAE3yQ/GiwHl5R2SMnTplbO7ALiJFIzQBw+txFeW1D1vEifOLy9ivXUBX29vb67A4iqOiw8YsKyamt9fBqa2tHotKfZBvOno8XkcZOIujPmpeWmQUARnMWRsVcOnvxMgNOsJBYAgB5BUXT51lxThDnFpK0sHWq+upiEQBORp0TUdBgFxCbMnNuafmwPkOe5RfMsLDmFZXlmiihPc006VHa4DQ2S12snZyPn46eJKvKISg+b7FjUxNp684APnH5cWJyblu8qSkzs58azp7PISjONVHCeK7ls/wCJPz46Wh+gkJ+IVHHeDaHoLi4slZUTL/fKzKZvM5zG4+oDLeQpN2K1aTmFmpp7z98tHZyFpBUZBcQk9c2jIg6P1wt/m56e3u/1H7zzM3IyFiYkbzWeRk1xG/ffn4+vpWOdgMyJj5KMzEyBIAD4Sd4RWWTHqUp6k5lHS8ioaIdc/mbG5Lhes3c2sHc+ttLJObyVQacYGtrG3wdEheuXJNS02MXENOYOvNpXn+uT5+rzazs2QXEBKWU/AL3j76aozX4Kzdu19TWJcRdiIk4mprxxD8oFAlf4+EVeTYmJMC37GnaHh+vIydPbd25GwAQL2Lu23xdlzk2vHl+9sSR8Igz127dAYDe3l5TS9usp7mXo04WpCfqaKrPtrIrKXs+zXAKQVzs/KVvbXT11p1JEyfMmDbE5oSFBXPq3AVVJcW0eze5uDjPX4pzdvOwW7SA+CTlSnREbkGRufUSZOYPDTuxP+x40K4dxCcp0ccO33mQ5B0QCABtbe3mNkvkZaSzEu/kJCeoKMrPtrJrbGy6dTFaQ1VlseX82spSJQW5t+/eT5tryYJhyXwQnxJ/tYnUbGKxqLOzEwDSn2S7um9ZONesMCNpu8cGD+9dQzZdZ2en6UI7LJYr+Xbc05R7BpN159sv/fhpoPtkDAaT9SzvddXbF7mZSbeuJDxM1jedJ8jP/64091RYaNjJ0w9TUgGg4tVrEwtrQf7xTx7GpyXcxHJxTZ+3CCkNw4xpbmndsTvo3Mkw0vsKB2urVe6bkah9B8MiomP2B+zMe/xQX087IOQg9bnL1rp/qv5y58r54qxHbq4r1npuQx40psBgMGYzp3sHBEbFXBrSuxuxpCzs5JmIw/sH+YfvysjOQQweg8G0tLYGHQqPv3S+rrLMcp65k6sbsaQM6PYafVXZuflJqWlZSXeqK4h8vLzL1vTvNB1d1xNLy+5cPp8Sf7W2rm7wRmNYKA+CKaRq+tekiRO0NdSot0vtbZDbuqoyZmbmPb7bqFEe61dzcnJ01b57WZAFAP7eW6hRBHGxzRvWUEjVCVcvAEDy7atIeG/jJxkpSZelSyik6j2+23jw+K7ad0iUnIz0tk1uw0nSUlel3qoqK86YNpV6G3/5PABkPoynkKqb3lW8LcmlVSgnI00hVRdlpgBA2r2bSHhP/YfUu9fbPldSSNU6mupOdjZI+Bb3tVgsV+PbF8jtu9I8RkbGi6ePU0jVzksd+MfzkRs+IlFnjh4CgLizkQOkkhs+vivNa/n4Grlt+fgaAC5HR1BI1cVZqQCQfv8WhVRtb22Jx+M6a94iyVSUFBCdyDWOl3ef3w4Kqdp9jQsOx91eXYWE178pZ2FhQbog8kgobY3el+UDwN24GAqpWoogYWlhTi3N0dYaAGorSymkah48nrabspMTql8Wjzgk/r6r8e2LhfPmIO5x1FWVQwJ8G948p3wdorpaGsjoLUhPAoCXBVlIVPLtq+zs7EivhYXsBYCkW3FIVHfdeyyWCxnAdHptziyTObNMqDLOR4QDADJa7K0tsViu1k+VtFFtnys/lBcAQFjIXqo8MVFhBTmZkav5IHi0M/wU3W9elnh5eBoamwCgqLiMTCbr00Rpa6i1tbVTzzBVlb65rcbjcI1NJAB4ll/IzMxsOKXfswcjI6PBZJ2sZ7kAsMx+cXNLy90HSQBQ/qKi/EXFUnsbAGhtbWtqIiEXdV+gpa6KfOjp6SGWlOnrfScDAAqLSwCAQqH4Bx+YIK3MxDORAScYGna8obERAGSkCHIy0nYr1+w7GJZfSGRiYpqqP5mD45uvX4Rn+YXqKt92aMJCkyTERLOe5gJA2fMKZQV5JiYmJEpXS33IpmNiYsorJE4zt+QQFGfACWInEQAA0TAAgpgY61cnYXgcTl5Wmqb1uJtIJADIKySqqyixf3VdzMvDQxAXQ7YeA9ocj8MBQGMTqbu7+1VllZryt76glTrf3HRv6BEPb7/k1PTu7m4dTXUB/vFDVuTvBo/HXTt/+l1pnqaaKplM3u4fqKI//eXrSgA4fvpsdU2Nn5fn4FyJjx4b6Omw0rh2Q8YeIP7hCYTnL1/BKHptOKQIEpxf/U9TO7T8xUsAoHYoIyOjtrraKKs5WoOndY79zQ98SwsA8ODx1CgePA4Amr86sh3gev1rrlYymcw1kcDGL4pcUTGXkC33BEEBs5nTz1++CgBXb92ZrKMlLUkAABOLRTyiMsj17v3Hr8/qf25bW3tfX99wMtZ6bruXmBJ7+gTyfvX2dEfSsLKypt+/6WBtefrcRY2pM8WUtGKv3hhc8ebm1vQn2VSpbPyir6veIGpbWltxNE6/cdzcg7MDQGn5C+ulLnraGq8Ls/uaPvfUfxiukdm+dwY+wEMgtc1pa4pUtpnGczA7+8A2b2trp1AotPJoP0ceCQ3298nMfjpjvvV4goLP7qCfcEf51yA0aaIAP1/obr/yZ+kA4Lsn+HP1F++AwOMHggZPBgCQlJpuYmRAG8L11aUvAHBwsLe3d8Aoem04BlgQIP7hW1vh+07E4YYee4P5R55nkEc20riOR2Z+HDeWbi4sGxtbQfp3vu+o8+RKR3ubZataWlqv3b67dmX/kUnE4f3IywUAJgjyDyiQk5ODiYlpSBkUCuVWwv0dmzcaGUxGoqpraqjJxvHyBvp5B/p5V7x6HXLkmP3KNfIy0ipK3/mcxOGw+no6Jw8F0wZiubgAgJODg0Tj9Lu+YYhJGwDuPkhiZWU5sHcX4oy1+kvNkMlGCY6bm7amANDQ2CQ0kZ5jVg4OdgAgNQ8tlYmJaf2qFetXrairrz8XG+flt2c83zg315X/ROR/jsbGpuKycsMpetQQgriY/aKFN+/ef5iSSiI1m1t/58hYVlPfYo5p5JH9+UXEiMMhtFFNTSQeHjzyuaW1lX88H9DttYH+4TtG4R+ekwOG71D6/KOv5VSU5JmZmZ88zaWGPMl5hsNxSxEk6OTS1lDr7Ozs6+uTlZZCLnY2NuqQnTPLhJcHvz/seMWrSpuFFkigsqK8vp4OcrEO8oyLwWBUlBSe5HwnAwC01FXJZHJHRydinwBAIjXfuvsAad+qN+9u3b2PhEtLEk4eCmFmZkZ2AUDral5d7XXVG4K4GFUtIyPjBEEBAJCRIhBLy3p7+x19pmY8GbK+La2tbKxsVNfLZ2Ov0Jb/o2iqqeQXFXd+PViqqa17VVlF3d0MCSsrq5iocAHNApIqlURqvnDlWk9PDwDwjRu3aZ2rwWSdAmLxz2n77xJ3M37GfBvqNzsI9Y2NAvzjLcxMi7NSCzOSkety1EkAiL987uDeXcmp6bw8PKo0eyUAQDanANDR0VHx6rWCrAzQ7TU87rupvmAU63wZSQJtSjKZnJk9spNphH9k8Lw8PMsdbIMPHb0Rn/Dm7fvoC5cjz15wX+1C36+4iZGhmoqSg8u6tMysN2/fx169oWYw48SZc0gsExPTUjubwANHFs4146a7UqDFc/3qxEePQw4frXrzLuVxhueOXVP1J2uqqWIwGA1V5egLl19XvckrKFrgsGzB3NkNjU3PK15WvX1ruWRFaNjxFy9fvXj5as/+QwCgo6kOADx4fAGxuKCouK6+3nW5Y3NLy9LVG4glZS9fV+4OOSivbZhfRAQAW6sFNbV17l4+xJKyuBu3oy9eHlKbnrZGXX396XMXP32uPhoZVVxaLijAX1RcRrs6GD1rVi7t7u5Zud6j/EVFIbHEydUNj8M52VnTz2VrueB2woOTUeeKS8uDDoZTd48MDAxrPbe5bPAsJJa8rnoTd+P207wCA70fdpz6X8d6wbyJEwTMrZfcuZ/Y3NJaXvEy+NDRqJhLLksd8Hicorws9SKIiwGAFEFCRFgoKTXd2HDKQP/wB8PTMrNevq5c4+HV1dVtazUf6PaapppKbkFRfiGRTCbH33uYkpYxolpREWE9bc3AA0fuJ6XkFRQtX7uRbdDKfzj+6Q9vwkL2rHSyW7d5u5S6nn9wqM+WjTu9POhnYWJiun8tVlFOdqHDClktff+gA75bN21cu4qaYMHc2T09PcvsF49ehq3VgsgjoWdiLsloTlm8fJXxVP2bF6KQqNPhBxkYQFHXyNF1vftql51bPUSFhQxM50uIiZ09ceRC3HWNqTO1jWffS0y5FRstKy0FAG6uKz59/jJjvk1+UbGoiPCj+Gtfamv1ZsxRMzBJeJh858p5TTVVAJhpbHQw0P96fIK28eyDxyLOhB8EgMG+3M1mmnhtXL9t1x55HcOc3PzII6GrVzjFXLm6MzAEfhyCuFjSrSvvPnxUN5xpMNsCAFLvXh/Px0c/104vDyc76y2+AZNnmhcQi0MCfAGgp4fMzY1NvHn546dq47lWirpGvntDdm3bvHyJ7U8I+0+Dx+OSb12VlBBzdvPIyMrZunP3xavXzxw9aLdoIZ1ciamPkS/kaNnn5+2+zVdR1ygtMzv29HFkRNHpNWcneysLcxMLaz4J+bib8Xt9twHAiMcoF08dl5ORmm+3zGyRvbioiIO1ZU/PqE5eGCgPgkHXcTRJ/zW8du6+efd++bN02ncnCsq/g7m1g/tqF5NpAy15RMIjzrh7+ZAbPv4KVf8fss/9We6iy19UPErPDA0/EXv6OGrtKL8Fu0ULJcREf7eKX8WfZfAGpvMZGBiCdu2wmj/3d2tBGaPQX8b/1/kTl/QoKCi/hOxz//m/lkNBQRk9qMGjoIwhUINHQRlDoAaPgjKGQA0eBWUMgRo8CsoYAjV4FJQxBDMAQHP175aBgoLyb4DO8CgoYwjU4FFQxhCowaOgjCFQg0dBGUOgBo+CMoZADR4FZQyBGjwKyhgCNXgUlDEEavC/CkUTy3U7An8oC5+y0e4jkb9IDx1+QurfR0MTaZVXgLD2LEYRNQ4pXQ0z24SUdGrsnaQ0nbkOXDJ6wtqzXLb61zc2UaMoFIqAmvGN+ym/QfRX1u0IVDSxHE3KP9rgj569vHST7+9WgTImWO7h9yS3KDLY10BbPdRnk7Kc1ALnTSXPXwHAw8dZFivcVRVk7kSHBXiuvfngkdNGH2pGYnlFfSNpmp7W79P+A/xZ/9OOSk9PDwaDySOW/W4h30Ak/W4VKL+Enp6ehEfpF8MCTY2mhEdfkhIXWeVgVVDy4nFOnqKs5MFTMTpqSif3+QAA6EF7Z8da78CW1jYsFycAJKZnayjJ4XGj9aHwexl5hje0XD7T3pU2ZKHzJj0LRwDo6urevPugsPYsFglNUd3Z3sFh1P+n/bG6xnzpeg4p3YmaM0JORO8IDpeZagEAuUWlDMKquUWl1NIk9ed6BhwAAGJ5BYOw6r1HGQrTF+rMW2K0aGXUlVtn424zCKsWlg7hev1TdY316s04eX1eRcNFrps/Vve7cPrw+YvNmi28ioasBC0lE6sLNxIAoKW1jV1SZ9/RM9Ts3d09eAWD7UFhAFBT17BkgzefshGbpLa2uX1KZr8fjyNnLgqqT7+TlCagZrx5zyEAIJPJvvuPierOZiVoSRnMC4++RC0w81mh6iwbVoKWzFSLawlJDDD0f93t7e31CTlK0Ddnk9QW0pq51ntvW3vHgDTHz13hV52W8bRA0cSSTVJbzdSm5PmrmOt3JabM4ZLRM3NcV/fVtdBwXVD+spJBWDUtJ89qlSdWdrKAmrGbbxDVDycdqadiryuaWHJI6fIpG1m6eHz4/GXIWvx99Pb2falroN4yMjIWPri81skGAE6H7Lx8LIgaJTxBEABq6/u7IDEt28RABwAORJznVTRMSs9WNLFkJWhJTJkTc/0uNVfms0JDy+UcUrpcMnrGNs7Pivp9gZgvXW++dD01Wcz1uwzCqq1t7QBgs2aL9erNF24kSBnMY5fU0TCzfVrYn+tTdY2Z4zp2SR1B9el+B06MvpojG/xK2wXJGU8/fTWntvaO+6lPli6aBwBrvPdGxl4P8d5YlnJ9z5Z1R87Ebt17GEnm4La9qKzi9plDKZcisvKIl+MfYjAjrCZYMBgA2HXw5NbVy6IP+N86fVBDWX7xPNPaokdKspIDEpPJ5NmO6yrffbwReeDW6UNv3n8yc1xHoVC6u3tm2LmWVVTeOHWA+DBugamxg9v2+MTHWC5OM2N92o1WUkY2qbnF1sK0t7fXdMmarDzi5WNBBfcu6agpzXZci6zlWDCYtvaO8OhL5w/tcVtmCwCb/ENDI87t2rS6JOmqh8sSj4DQyIvXAIDU3DJv+QYeHPZpfMz5w3uOn4/7XFM3ZDVDI87vP3kuaNsG4sO46AP+d5LTvYPDB6TBYJibW9uORF1Munjydcadltb2Ras333uUkXc3Nv/epaeFJQciY5CUw3UB0trufiGuDlYNxY/PHgwIj750LSGJvtT0nHyXrQEbltsVJ8bdPRtW30iyXr2Ffq/9HWAwGDNjfe/g8KjLtzo6uwbEThTkF54oSL1NeJQxSZBfTHgiAHR1dWc8KzDR1wUADIa5pa096Hh0/JkjdUWplrNNnDb6EMsrAKCi8q2J7SpB/nFPbp5Nu3oGy8U5ffEq6hQ1rCpm5uz84qSM7KxbZ6vzk/h48Ms8+ne4jht9iOUVd6KPpFyKqK1vuD7qE4SRDX6R+QwsF+fFW/eQ27vJ6RQKZfG8WfWNTeeu3dni6rTYwlRSTMRh4ZxV9lYnL1zt7u758PlLalbuDjdnEwNdWUnxmCN7GkfhVomZmQkADHXUHa3mKstJ47ixzExMrKwsfLw8VFeTVBLTs4nlFecOBhhP0TbQUY8M9pWWEP30pfbeo4znr6pO7tsxVVdThiDm77lGQ1k+LDoWAGzmznpWVEpt5at3kxRlJJVkpR6mZRWUPI8I8pmuryMnJXF41xZx4UlIFmZmpta2drfltjOn6kmICpGaW05euOrh4rjUep6UuKjrkkWOlnP3nzwHAHdT0huaSGH+XiryMtqqiicDdzQ0kYas5ip7yxePb1rNmSEtIWpioLtozoyHaVmDk3V1dXuuchLk55skyG9uYvj8VdUBX08ePLe0hKiRnmZByXMAoNMFSCELTI1NDHQxGIyp0RQJEaFnRaX0pRaUPmdlYXGymkcQE9ZRU7p8LOiQ3+YRO+7v4PyhPdOnaK/Y7JeS+XRr4OH9J882Ng0xaO8kpZ2Mubpv2wZGRkYAyMwtpFBgsoYKADAwMJDJZK81y8RFJmG5OPduXcfJwX7p9gMAOH7+Cisry9mDAaoKMupKclGhu7q6u8/G3R5RVVNzS3jANj5eHhw3domleVlFZXtHx8fqmuSMHK+1y6fr68hLE8ICvFhZRrvZHNng2dnY7Cxmn7/Wvzi5di9pgakxjhtbVFZBJpP1tb85ptZWVWxr73j15l35y0oA0FCSQ8I52Nmn6mqMUpCWisKQ4a1t7U2kFuTq6+vLJZZxsLPJSxOQWFUFmbgTIZME+fOKy5mYmHTVlb+pUlFEdgTmJgYc7Gw3HzwCADKZfDvxsd382QDwrKiUmZnZUKffZTojI6OBtnpWHnGwpKLyiu7uHuMp3xzRG+lpVlS+rW9sKquoxGCYFb+uRAhiwuPH8QxZEQoF/A9FTNAwYRJVZxBWDY04N9yrQV6q3ycnnhs7jgcvMH4c9bapuQUA6HRBf7PIy1Cj8DhsI6kFAOhInT5FB4NhNrBcFnHh2pv3nwTGj9NW/c5T4l8MHoe9FhH6Lue+prICmdy7PShMZZb1y6q3tGluPnhk5erptXa5w8I5SEhieraBthorKws1DbXFMBiMtITo81dVAJBHLFdXlKX6fubF4wiiwoVlQ2xUByAlLsLJ0e+pHc+NBYBGUgtiX2oKskg4IyPj6LtpVKf0znYLieUVxPKKzs6uhJSMZdbzAKC5tQ0AeGgcU/PgsEh4a3sHANAeYww3+gfDM4ynaxPbVTyKBsj17mM1qbl1sOts5Ok4LBfy9u0vEI9FpHKws5ubGF6/lwwAj548q29ssrWYDQDNLW1kMplLdjKbpDZyRV259aWufrCk5pY2AJjlsJqaElli1dQ1tLS1c3/1UYuAw353S2Xtjr33HmXEhu9rr8imvC/0Xj+sY2Y2mmFE+xmovuKH7wLklp1tCA/zdKQqyBCybp6Tl5bYHhQmPtlMd94SZCkxdhCaICAwnjfUZ1N5yg0A8N1/nBoVdfnWItfNfhtd9279tuVOSs9BNvBUuDi/uZHnYGNr7+gEgObWtgEDmweHRYYTfQb0ICD+4dva4fsBNtxgG8yoTunVFGXVFGUvxz/QUlHkwXFP19ehPoN2rd7Q1IyEI/NPS2s7Naq+sX8SG+xAqqNzZIfYABAR5ENtoAn8fFgujqbmlr6+PlrbRp5OammlUCjUBzU0NVObw2buLOvVWxqaSNfuJetpqCDbMBw3Fxsra8H9S7TlMDEN8SpEyok5vEdJVoo2XFx4EicHe3NrK20gtcq0UCiUWw9Td7g5G+lpIiHVtfWDk40SOl1AJxd9qQoyhKhQ/76+vqw84tbAQ7Md177Puf/Xfz3R2NRc/OKloc63dShBTNh+gRmyHgSAy7cfuHgFROzzWWZjQU3T0ETKLymPCPKhLaqJ1MKD77ftlrY2fj5eAMBhuQbsahuamoUmCMBg//CjMAdOdnYAINE4mR5ysA3JaL+Hd7ZdGHcn8fLtB46W5oiNqchLMzMzP8ktoqZ5kleE48ZKiYtIiYkAAHJcgdThcXa/02xkWUKdgqpr6oY73EKgtoWynLS+thpysbKyaCor9Pb2Zj4rRGLLKl5rzrErq3itqSzf29ubU/DNw/mT3CLqmny20RR2NtYHj59Q1/MAoK2q2NnV1dfXJyspjlzsbKxIZwxARV6alZWltqGRmnIcD278OB5WVhYZCdGeHjJy1AcAJc9fDblQJ5PJHZ1dyNc5AEBqbrn1MPWnfcXT6QI6uehIzSkozsorAgBGRsYpWqqBW92+1NZ/+lI7bFl/C3F3E2fYuX75/uVb39gkwDcOAF5WvXXa5HNwpyettQNAckYOLx6nqiBDG5iV398dHZ2dFZVvFaQJAKCpLJ9f8rzz63FgTV3DqzfvkWGJ5/5uqi8oGXmdL0MQBYCC0v7FF5lMzswtHGVNR2vwdvNnf6yuuXYvaan1PCSEF49bbmMRfDz6xv2UN+8/RV+5HXnxuvsKe2ZmZoKYsLqSXMDhyMxnhS+r3jq6+1CX9CKTBPn5eM9du9PZ2VVT1+C2M4jOap8Hx11Q8ryg5Dn1WygqMw115aQkXLwCHj7Oynha4OIV0NXVLUMQMzWarCBDWL19T3Y+8WXVW6/Aw8XPX25yXoLkYmNjtZhpFHw8uqauwdp8JhJooq+jpijrsME7LSfvzftPsbfuqZkuPnH+6mA93FguFzvLnaEnrsQ/fPP+U2pW7gy71cs9/QDA3MQQy8W5zmff08KSx9m5Ll4B1C03LRgMRkNJLvrK7ddv3ucRyxY4b1pgOq2hqfn5q6oRPQQPhk4X0MlFR+r91EyLFe7XEpIq334oLH1x+MxFUaGJIpMm/Kiw/xzW5jMnCow3X+p2JymtuaWt/FVV8PHoqCu3XewXAoBX4BGRiYKKMpKpWbnUq6auISkjx3iK1kD/8Eej0nLyXla9XeO9t6u7x9bCFADWOFp3d/es3LKr/GVlYekLp40+eG6sk9VcANBUls8lluUXl5PJ5PjExylPno6oVlRoop6GSmD46fupmXnEsuWefmysA1f+wzHaH97guLHTJmuRWlolxb7NHmH+Xjgs17odgTX1jcITBXw2OHutXY5ExYbvW7HZz3ix80SB8dvXreDjxSNHxBgM5uzBgE3+obxKU0WFJoR4b/xYXUPu7R3yoW7LbZds2DHDzvViWODMqXq0URgM5kHMMXe/ECtXTyYmRuPJ2rHh+5iYmJiYmB7EHN/kv990ydqOzk5FGckbkQdoj9ls5s6KuX531tTJyFoLEH/154957j6w0Nmjtb1dXHiSr/sq95X2Q0o64OuB58Zu3nPwc00t/zje+bOm7du2AQDG8eBvRB7Y4Besv3CpmNDEQC+3Q6cvDPYVDwCn9/ut8PRTNLGSEJ0UuNVNQ1k+JfOZgeXyZ3cujLIvaKHTBcNBR+oON2cyuXfL3kMfq2u4uTgna6jeP390LLjxxeOwybER3sHhzlv9v9TW5xLLpCVEz+z3s5tvBgDJmU9JzS3TrL87bYkN35eYnr1tUGvv2+a2zmdfacVroQkCseGBspLiAEAQE06KPeEVeER9ti0zM5O+llrqlVPjx/ECgLPdwrzichPbVX0UyrwZU/duXW/p4kEmD20RVC6GBa7csmv+yo04LJerwyKRiYJxdxNHU1MGyoNgkJ85Yrra+gaJKeYRQT7IQdeItHd0dHeTqed2JrareHDccSdCRpMXBeU3Yr50vfsKexMD3R/NGB59yd0vhPwm71eo+v9Q9nDkGb6uobHy3cdN/vslRISoy+ARmbtsQ3Vt3clAH34+3rvJ6SmZT+9EH/lnYlFQ/g3s5s+WEBH63Sp+FSPv4S/cSDCwXMbEyHTr9KHBP4AZjtjwfcqy0gucN6mZ2kTH3T53aLeZscE/k4qC8m9gN99MQvSvNfjRLulRUFD+85Q9/KP/PBYFBeX/C2rwKChjCNTgUVDGEKjBo6CMIVCDR0EZQ6AGj4IyhkANHgVlDMEMAMAtOFIyFBSUvwF0hkdBGUOgBo+CMoZADR4FZQyBGjwKyhgCNXgUlDEEavAoKGMI1OBRUMYQqMGjoIwhfsDgdaebMeAEGXCCqvrT/+FTr96MZ8AJ1tX//L9kHyVWjitNLBb96qcMZp3nNkXdqf/+c1F+mobGxlUbNgvLqzPiJ3AIimtMnZnwMIkaW1df7+C8Fi8izSMqs9Bh+afP1dQoCoUiIKl4Iz7hd6juZ/Tj7QcMPixkT+LNKwaTf/if+6Gg/PksX7vxydNnkUf2G0zWDd2zU1lBboH98pKy5wDQ29trZmVf8er1leiIS2dOvK56s9Dh2z+rJZaU1Tc0TjOY8vu0/wA/4B9eS10NAE5EnWtuaRl9LjKZzMTENBb+1THKf5eenp6Eh8kXTx0zNTEOjzgjJSGxapljAbHkcWaWorzs9dt3C4tL35XmCQrwA4CosFDW07yenh7EIU/io8caqsp4PO53V2JU/KM9fFdX12Yff2F5dRY+YVFFTW//QKo3BV5R2SMnTplbO7ALiJFIzWQyeZ3nNh5RGW4hSbsVq0nN314Zvb29PruDCCo6bPyiQnJqaz282tr6fVQJSCqGnTzttXO3gKQit5CkubXDl5ohvKDQKYFK+YsKBpxg0qO0GRbW7AJiooqaV27czi8kahmZcgiKq0wxziv45r/l9LmL8tqGrONF+MTl7VeuoT6Ujp5Pn6vNrOzZBcQEpZT8AvfTPvrU2QuKulM5BMX5xOUtl6z48PHTP2lzlF9Eb2/vl9pvTpAYGRkLM5LXOi8DgJt375sYGSLWDgCy0lLLHBZT3W8lPkozMTIEgAPhJ3hFZZMepSnqTmUdLyKhoh1z+Zs7k8zsp4az53MIinNNlDCea/ksvwAJN7d2MLd2oCaLuXyVASfY2toGADZLXaydnC9cuSalpscuIKYxdebTvP5cdMYbff6Rwa/x8Io8GxMS4Fv2NG2Pj9eRk6e27tyNRLGwYE6du6CqpJh27yYXF+e+g2ER0TH7A3bmPX6or6cdEHKQWkho2In9YceDdu0gPkmJPnb4zoMk74BAJAqDwYSGn5g0cUIV8WlhenJ+UbF/UOhgGXRKoIJ0j3dA4D4/77rKMi111VXum7389sSeOf7peSE3Frt+izeS8vylOGc3D7tFC4hPUq5ER+QWFJlbL0G8QdHR4+i6nlhadufy+ZT4q7V1dde/7ujSn2S7bPDc4OpcnPXoblxMfUOj9VKXf9LmKL8CDAZjNnO6d0BgVMylwd7disvKJSXEfPcEiyho8IrKWjmu/Fz9BYnq6urKyM5BDB6DwbS0tgYdCo+/dL6ussxynrmTqxuxpAwAKl69NrGwFuQf/+RhfFrCTSwX1/R5iz5++jyiquzc/KTUtKykO9UVRD5e3mVrNiBRw423EfmBJf0A6hsazsXG7dq+ebHlfACQlBAvLC49ceZs4M7tLCwszMzMbKysu328kMTnYuPmmc1a4WgHAFIEiZzcgnPv3iNRq5YtWWxpISIsBADSkoRF8+cmPEymPoUgLrp+1QoAkBAXNZs5/Vl+4WAl9EugxXKeuYaaCgA4WFteu3VnpZO9pIQ4ANgstNjs44+kOXD0pImR4Y7NGwFARkoydI/fXJslWU9zJ+toDafn46fPyanpYSF7pxsZAEBYyN6ExH4BBcQSVlZWJztrFhYWgrjY5aiTb99/+Ok2R/l1nD8ZvmL9phXrNlIolCZSs23x/BVL7Hh48ABQW1cfdzN+ziyTuLORnz5Xu2/ztVyy4kniHQDIzH5GocBkHU2g+offuF5cTAQA9vpuOxl17tK1m8qK8sdPn2VlZTl74gg7OzsARB07NEFa5Wzsle0eG+iraiKRwkMCOTk5AGDJYqslLuva29sbm0jDjbcR+fkZvqi4jEwm6+t+8+KkraHW1tb+qrIKudVSV0U+dHd3v6qsUlP+5sJaV0ud+plCofgHH5ggrczEM5EBJxgadryh8ZsnOVWlb7nwOFzjUB4a6ZdAi7ysNLUoAJCXod5yd3Z2dnV19fT0EEvK9PW+qxQAFBaX0NFT/uIlAFAryMjIqK3e77N9+lQDDIbZwNQiIur8m7fvBfjHIwWi/Gng8bhr50+/K83TVFMlk8nb/QNV9Ke/fF0JAD095HG8PJFHQnU01RfMNYs4HJL1NDcjKwcAEh89NtDTYaVx7UbtXwwGI00gPH/5CgDyConqKkqItQMALw8PQVyskFgyoiopggTnV//TyKBtbCLRGW8j8vMGjxzd8eDx1BAePA4Amr96saVGtbW1UygUHPc3/9i0n9d6bruXmBJ7+kR7dRWFVO3t6U77lAFO4Id0tEq/BFoG+NxjG+Q+va2tva+vj06lhtTT0to6oFK4r87AFeRkshLvystKb/cPFFfW0p1uVlBUDCh/KkKTJgrw84Xu9it/lg4AvnuCAQCL5VRVUqQePOvr6sDXt3xSarqJ0XceVri+ugYGAA4O9vb2DgBobmmhHVQAwIPHNbd857R7SAaMN0D8ww8/3kZkZIN//+FjTm4+9ba7u5uDnZ36vMamJmpUQ2MTAOC4sQNK4OBgBwBS8zf/2PVfvcFSKJRbCffXr1phZDAZeU1W19SMUvr/qwRaODk5mJiYRlOpAblgmAoCgIKcTNSxwzWvSzIe3GZmZp5tZdfT0/PTClF+BY2NTWmZWbQhBHEx+0ULC4tLAUCaQKit+/abkb6+PgBgZWVpaGzMLyIiG3gqTTSL0JbWVsT+cdzctIMKABoam5BBNeALrI6OUfiHpzve6DOywQcfPjrb0g4596ZQKGXPK5B9r4qSPDMz85OnudSUT3Ke4XDcUgSJASWwsrKKiQoX0CxgUjOeIB/IZHJHRyeWiwu5JZGab9198EP+0v95CbRgMBgVJYUnOd9VCmi2J0MiI0kAAGoFyWRyZna/09+c3Pysp7mAeFzX1Q7cuf1LTS3tzzZQ/gTibsbPmG8z4Dug+sZGAf7xAGBqMi09K6e2rv8MHxm9SvJyyanpvDw8qjR7VQDIetY/eDo6OipevVaQlQEATTWV/KLizq/HgTW1da8qq5BBhcd9N9UXjGKdT2e8jcjIBu/s5NDW3m691PlGfILLBs/XVW9clzsCAC8Pz3IH2+BDR2/EJ7x5+z76wuXIsxfcV7sM6Zzc1nLB7YQHJ6POFZeWBx0Mp+5eMBiMhqpy9IXLr6ve5BUULXBYtmDu7IbGpucVL0fpL/2flzAAz/WrEx89Djl8tOrNu5THGZ47dk3Vn6yppkoni6iIsJ62ZuCBI/eTUvIKipav3cj2dSV2PynFwtbp2q07lVVvC4klh0+cEhURRs4XUf4crBfMmzhBwNx6yZ37ic0treUVL4MPHY2KueSy1AEAVjra843jnbfYKTk1/erN+NWbtpqaGKupKCWlphsbThnoH/5geFpm1svXlWs8vLq6um2t5gPAmpVLu7t7Vq73KH9RUUgscXJ1w+NwTnbWAKCpppJbUJRfSCSTyfH3HqakZYyols54G5GRDV5ZUf56zJmPn6sdXNZmPc29Eh2BnFcDQFjInpVOdus2b5dS1/MPDvXZsnGnl8eQhez08nCys97iGzB5pnkBsTgkwBcAenrIAHA6/CADAyjqGjm6rndf7bJzq4eosJCB6fwPH0f40oLKPy+BFlurBZFHQs/EXJLRnLJ4+Srjqfo3L0SNmOviqeNyMlLz7ZaZLbIXFxVxsLZEardj88ZVyxy3+AbI6xjOXGBDJpPvX7uI/gzpTwOPxyXfuiopIebs5pGRlbN15+6LV6+fOXrQbtFCAMBiuVLir/Lg8fNsHVe6eUwzmBITGQ4AiamPB6znAWCfn7f7Nl9FXaO0zOzY08dlpaUAgCAulnTryrsPH9UNZxrMtgCA1LvXx/PxAYCzk72VhbmJhTWfhHzczfi9vtsAYMS5arjxNiIMlAfBoOv4wy2EgvKXYm7t4L7axWTaQEsekfCIM+5ePuSGj79C1f+H7HPoX8uhoHyH3aKFEmKiv1vFr+Lnf3iDgvJXgizj/1bQGR4F5f/DOpflf/R6HgBQg0dBGVOgBo+CMoZADR4FZQyBGjwKyhgCNXgUlDEEI3CO+90aUFBQ/hU4xzFQ3uRCdzsISP9uLSgoKL+SLxXAws5AoVDgbS58IELbL/+n0SgoKL8HznEgpAyimv8DgbAV5+Q5NG4AAAAASUVORK5CYII="
|
466
|
A machine at the candy factory dispensed different numbers of lemon-flavored candies into various bags. What is the smallest number of lemon-flavored candies?
|
31
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"
|
467
|
How much money does Ellie need to buy a parachuting adventure package and a camping adventure package?
|
1,262
|
[] |
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"
|
468
|
Each pond has 2 ducks. How many ducks are in 4 ponds?
|
8
|
[] |
"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"
|
469
|
Reid has $0.50. Does he have enough to buy a piece of fool's gold and a piece of green slate?
|
no
|
[
"yes",
"no"
] |
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"
|
470
|
How much money does Devin need to buy a microscope and a centrifuge?
|
9,940
|
[] |
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"
|
471
|
Victor has $0.08. Does he have enough to buy a colorful pinwheel and a green bouncy ball?
|
yes
|
[
"yes",
"no"
] |
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"
|
472
|
At a candy factory, butterscotch candies were packaged into bags of different sizes. How many bags had at least 20 butterscotch candies but fewer than 30 butterscotch candies?
|
2
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"
|
473
|
Each table has 5 candles. How many candles are on 3 tables?
|
15
|
[] |
"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"
|
474
|
Look at the table. Then answer the question. At a price of $1,010, is there a shortage or a surplus?
|
surplus
|
[
"shortage",
"surplus"
] |
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"
|
475
|
Jayla went bird-watching over the weekend. She recorded the birds she saw in a frequency chart. Of the woodpeckers Jayla saw, 1/4 were spotted. How many spotted woodpeckers did Jayla see?
|
2
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"
|
478
|
A publisher invited authors to write stories for a special anthology. How many authors wrote exactly 6 stories?
|
9
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"
|
481
|
How much more does a fountain cost than a rosebush?
|
57.18
|
[] |
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"
|
483
|
The owner of a bed and breakfast inn recalled how many guests the inn had hosted each day. What is the mode of the numbers?
|
19
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[] |
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"
|
491
|
Principal Castro reported the state test scores from some students at his school. What is the lowest score?
|
15
|
[] |
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"
|
492
|
How much money does Caleb need to buy a book signed by a famous author, a skate signed by a famous figure skater, and a jersey signed by a famous hockey player?
|
226
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"
|
494
|
Each cup has 2 ice cubes. How many ice cubes are in 4 cups?
|
8
|
[] |
"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"
|
495
|
The table shows a function. Is the function linear or nonlinear?
|
nonlinear
|
[
"linear",
"nonlinear"
] |
"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"
|
496
|
Look at the following schedule. Irma is at Franklin Boulevard at 12.30 P.M. How soon can she get to Broadway Avenue?
|
2:00 P.M.
|
[
"11:45 A.M.",
"2:00 P.M.",
"12:30 P.M.",
"10:45 A.M."
] |
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"
|
502
|
How much would it cost to buy 2 pounds of chicken noodle soup?
|
2.56
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"
|
503
|
Santiago purchased 3.6 pounds of boysenberries. What was the total cost?
|
18
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[] |
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"
|
504
|
The table shows a function. Is the function linear or nonlinear?
|
nonlinear
|
[
"linear",
"nonlinear"
] |
"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"
|
507
|
Ted and his friends recorded their scores while playing a board game. Which score did the greatest number of people receive?
|
7
|
[] |
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"
|
508
|
A farm equipment company kept a record of the number of tractors made each month. What is the range of the numbers?
|
9
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"
|
509
|
Look at the following schedule. Abdul is at the industrial district. If he wants to arrive at downtown at 1.15 P.M., what time should he get on the train?
|
10:30 A.M.
|
[
"12:15 P.M.",
"1:15 P.M.",
"10:30 A.M.",
"10:45 A.M."
] |
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"
|
510
|
Use the data to answer the question below. Is the following statement about our solar system true or false? Earth is the largest planet that is made mainly of rock.
|
true
|
[
"true",
"false"
] |
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"
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