image
unknown
problem
stringlengths
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525
answer
stringlengths
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id
int64
0
70k
choices
null
ground_truth
stringlengths
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fn19WVlZwcHB0dDSPx0tNTeVyuQCA9PR0ZeU3WgzYv1euXPnNN9+IEtva2kJCQsaPHw8AkFFqUNPY2LjU338Unb4lLg4RCNLS0kKCg387elRRUREAkJ+fn5iQoK2tLaMGDocTsHSpkpLSDz/8IK+gkJ+f//333+/Zs2fCxIkAgA0xMXfu3ImMilJTU8s7eDB42bLDR45oaGi0t7cHBgSoa2hsS05GEISRmroiLCxn3z7c+4jKQN5FSkpKfX29qqpql9by8vIlS5Z4eXnFxMTU1NTExMQgCLJmzZpemwYm3cSICxcuGBoahoWF3b17l0KhTJs2jcfjpaWltbe3Y6MJR0dHBQUFiVJGRkbil1u3bqXT6fPnzwcAyCg1qDlx4gQWOrGgoKOr6+3l9fetW5NdXQEAGenpiUlJFRUVWVlZ76rh77//bmpq2r17t5a2NgBgwoQJJTduXLx4ccLEiSwW6+zZsykpKVhtpqamnl99lZeXFxoaWlBQ0NTUtG///hEjRgAAtLS0Zs+aVVRU5ODwQfIWEADA/fv39+7d6+3tffny5S4zZGRkjB07Ni4uDgAwYcIEHo+3cePG5cuXKyoq9s70CRv3HnQz10AQpLm5GUHe6Gh5eXmdP3+eSqViT/uwYe8QFHtNXV3dnj171q5di8fjwesY0W2pQYeXl9fBvDxRN2toaAAAXjU3Y5dZe/c6OTnJrsHFxaX4xg2t12MNAoFAJBKxm1ZSUkIikexfP/YkEsnOzq64qAgA8FdJiZm5ORYgAAB0Ol1XVxczQT4EoVC4du3ab775RuKFJ05hYeHUqVNFl25ubnw+v6SkpNemgUk3McLd3b2xsTE4OLiiQlIZmcvlUigU7I9YBgwGw9ra2tHR8b1KDTqUlJRGjRolurx+/ToAwNLSErvU1OyBiN5ruFwui8VKSEjgcLmzvbwAAKyaGnV1dTL5zcmjurq6LBYLAFBTU6OroyNeXFdXt4bF6nVDIBi5ubmNjY0rVqx4VwYul9vY2KinpydK0dLSIpFIVVVVvTN9nHb0Ad08qxYWFtu3b799+3Z4ePi9e/fCw8OLi4sxE4fDIZFI69evt7GxMTc3nzdv3q1btySKP3v27OjRo8HBwaKUnpQa7NTX1cXHxc2cOVM8avQcJ0fHrz09i4uKMjIysBo4HI7E1ExeXp7L5QqFwi5NbDYbQD6AhoaGpKSk2NhYObl36nphN1ligiAvL9/a2to7Ux/637d0/z6fPn16YWFhfHw8lUotLi728fFJSEgAACAIgsfjyWQyg8FgMBgEAmHBggUPHjwQL3vw4EEtLS17e3tRSk9KDWqqq6u//fbbMWPGRPV2FSrzl1+2/vSToaFhUGBgaWlp37oH6QkxMTHOzs5Tpkzpb0cGBD3S8iMSiSYmJgYGBocOHUpOTt6+fbu3t3dwcLD4AMHW1tbJySk3Nzc2NlaUePz48RkzZoivsfek1ODl3r17y0NCLC0t4+LjKRRK7yqZMGECAGDq1KlLlixJSU7O2rtXSUlJYmjAZrMVFBTweHyXJiUlJQDpLZcuXbp+/fq5c+dkZ8Nusvj7H0VRDoejrKzcO1PftqIPkTWOQFGUyWTW19e/yY3Hh4SE4HC48vJyicxycnL6+vq1tW+Ui+rq6h4/fix7R4B0qcFLdXX1sqCgyZMnb/3pp14EiAcPHpw+fVo8xcTYGFt00B816vnz53z+m9MWalgsOp2OmVhvrz6wWCwDOr2XbYAAUFBQ0Nraam9vb2hoaGhouGnTpufPnxsaGkp8kxo2bJimpqb4OsKTJ08EAsHo0aN7Z/oETesd3cw1/P39d+/eLZ7S0tKCoqiqqurOnTuTkpJE6Ww2u7KyUnwxpqioCACAbYsQ0W2pQUpnZ+fKFStsbW2jf/yxdyuyt27eXLtmzbNnz0QpDx480NHRAQDY2toKhcKrV69i6W1tbdf//BNbBnawt2cymaJNaEwm89mzZ6IVYkgvWLVq1enTpwteExgYqKqqWlBQMHPmTImcLi4u58+fR9F/ZYFPnTo1bNgwGxubXpsGJrLmGjgcLjAwcNOmTSoqKhoaGm1tbVeuXElNTTUyMpowYUJNTU1SUlJHR8cXX3zR2tqalpaGIIivr6+o+JMnT2g0msTyDI1Gk11qkHLk8OEnT56EhYWJL8GqqqqOGjWqpaUF23P5tLYWEQhu3rwJAKDRaHQ6nclkJiYkRERGmpqaTvvyy+zs7LCwsICAAGVl5fPnz9+8eXPTpk0AAG1tbU9Pz8SEBBRFVWm0vdnZBAJh7rx5AIDPPDwyMzNXr1oVHBLC5/OTt22zsbGZaG3dT7dhKKCpqSn+HUpNTY1AIIwdOxa7PHDgwOHDh48cOUIgEAIDA7/88suIiAgfH5/KykoGgxEUFIQtc/bONDDpZj1i8eLFFAolJyenurqaz+dHRETY29tHRUWRyeR58+YBALKzs/fv36+oqGhlZXXs2DEDAwNR2cbGRultId2WGqSU/PUXgiArV64UT/T29l73ww9MJnN5SIgocam/PwDgK0/P2NhYDodTVlbG4/EAACoqKrv37NmxfXt8XByXy9XT09u4ceP0GTOwUmvWrmUwGPFxcTwez8zMLD0jQ0VFBQBAJpN37NyZmJi4csUKApE4ZcqU1atXf7pm//eoq6u7c+cOtsRmYGCQnZ29ZcsWHx8fFRWVoKCgkNcd3TvTwAR36OSZnpxneffu3djY2CNHjnwCnyQ4XHD2M0fbT/97Pw2rV60KCAgwev2a+u9w7vqNAX6Q6rtwdXV9187Locd7nGepoaExd+7cj+rNf5AXL148qa0dPWZMfzsC6SkXL16cNGlSf3vxSenRt08AY8THgUaj5eXl9bcXkPfAzc3Nzc2tv734pAy1PdEQCKRvgTECAoHIAsYICAQiCxgjIBCILGCMgEAgsoAxAgKByALGCAgEIgvcoZNn+tsHCAQycCECAAb4ltihvRf7P8vg3Yv9n+I99mJDIJD/JjBGQCAQWcAYAYFAZAFjBAQCkQWMERAIRBYwRkAgEFnAGAGBQGTRfYw4d+6cp6fnuHHj6HS6jY3NmjVrMM1OAIBAIEhOTra1tTUxMZk9ezZ2mivGw4cPlyxZYmlpaWVl5efnJ1LZKSsro0shOtZ5sFNRUTFr5kxpuYD79+8HLF1qZ2vr4uy8ISbmXTpar169Wrdu3WQXFztb26DAwOrqapGJx+PFxcVNdXOzs7Vd7OfHZDJFptra2tDQUEcHB2cnp6jIyBcvXnyElv23aG9vT0pKcnZ2NjY2dnNzS09PF5e8laCgoMDMzCwgIEAi/dq1a56ensbGxjY2NomJiQKBoCemAUg3MaKsrCwoKGjq1KmbNm0yNTXdsGHD+fPn161bh1nj4+Nzc3PXrVu3b98+LS0tPz8/7A+0oaFh/vz5bDY7NTV169atTU1Nvr6+2IPB5XIBAOnp6b+KMZAFSHpOfn6+3zffEAgEifTm5uaApUuFKLotOTkyMvLixYs/Rkd3WcPq1atv3by5dt26rT/91NLSEhQYiN0uAMCGmJjLly5FRkWlpadraGgEL1v2/PlzAEB7e3tgQACbzd6WnJyQmFhdXb0iLEx0Ljukd0RHRx8+fHjjxo3nzp1buXJlSkoKg8GQztbR0fHjjz9GRUVJix6Vl5cvWbJk/PjxBw4cWLNmTW5urkgyQoZpYNLNWXUXLlwwNDQMCwu7e/cuhUKZNm0aj8dLS0trb29vaWnJzs5mMBjTpk0DAJiamh46dAgLt0ePHuVyuZmZmdi52Hp6eh4eHjdu3HB3d8fGII6OjhIqlUOAjPT0xKSkiooKCbGWvIMHhUJhcnIydjdIZHJkRERlZaWE7Mqtmzf/vnUrPSPD1tYWADBmzJgZ06efOH583vz5LBbr7NmzKSkpk11dAQCmpqaeX32Vl5cXGhpaUFDQ1NS0b/9+TDpcS0tr9qxZRUVFDq9FxiHvi1AoPHHiREhIiKurKwBg5MiRV69ePX78uMSh5wCA+/fvFxcX//HHHz/++KOEKSMjY+zYsXFxcQCACRMm8Hi8jRs3Ll++XFFRUYbpUzTv/elmHIEgSHNzs/hAy8vL6/z581Qq9eLFi3Jycu7u7lg6lUr19fVVV1cHAPj4+BQUFIjarKWlBQB4+fIlAACLEcOGDfsIbelnsvbudXJykk6vrKwca2wsuhtTpkzB4XAlN25IZ8Pj8RMnTsQuNTQ0zMzNb9y4AQAoKSkhkUj2rx97EolkZ2dXXFQEAPirpMTM3BwLEAAAOp2uq6uLmSC9A4fDoSgqPh4kk8ldDs309fV///33LpWfCwsLp06dKrp0c3Pj8/klJSWyTQOTbmKEu7t7Y2NjcHBwRUWFhOnBgwcjR448ffr0559/bmZm5uXldfv2bcykrKwsLpmBHTRubW0NAOByuRQKpXdKVgMcceEWcToFAqLYHxyJRFJWVn4iJV/YKRDg8XjxO0MbMQLLxqqpUVdXJ5PJIpOuri4m4VdTU6OroyNej66ubs3b6n6Q9wKHw/n4+Bw4cABTTvrnn38KCgowXRgJlJWVu3zbcbncxsZGcfU5LS0tEolUVVUlw/QRmtI3dPOsWlhYbN++/fbt2+Hh4ffu3QsPDy8uLsZML1++fP78eXZ2dnR09J49e8hksq+vr/SC2dOnT6Ojo+fOnYtFDQ6HQyKR1q9fb2NjY25uPm/ePHFhqyGJ3siRlZWVHR0d2GVTU1NLSwvv9UKDeDaBQID9XWJUVVVh2TgcjsTUTF5ensvlCoXCLk3vWhOF9JB169ZZWlp6eHgYGhrOmDFj5syZQUFBPS+O3X+JuYO8vHxra6sMU184/lHo/n0+ffr0wsLC+Ph4KpVaXFzs4+OTkJAAAOjs7Hz58mVaWpqjo6OtrS2mynfgwAHxso8fP54zZ46xsbFIFhxBEDweTyaTGQwGg8EgEAgLFiwQffUYksyaPfvVq1dJSUlsNru+vn79Dz/IKyhIL23aOzhoaWtv2bz56dOnHA4nedu25w0N0tkgn4D4+Pji4uKff/75xIkTW7duzc/PT0tL62+n+o0ejfmJRKKJiYmBgcGVK1eWL1+enp7+6NEjBQUFdXV1NTU1LM/w4cPHjBlTWVkpKlVWVjZnzhwzM7OsrCyRjnZwcHBpaen69evt7OxcXV0zMzMVFBRyc3P7vGEDBzqdvnbdupMnTrg4O3t7eTk5O49QUVF5vYIggkQixcXFNTQ2zpg+fbKLS3Nzs6urK7bQoKSkJDE0YLPZCgoKeDy+S5P0Mjuk5zx9+jQzM/OHH36YMWOGiYmJl5dXWFhYamqq6JN/t2D3X3xogKIoh8NRVlaWYerTRvQlsmIEiqJMJrO+vv5Nbjw+JCQEh8OVl5fT6fTm5mbxtRwEQURz5sePHy9atMjd3T0tLU0UIKSRk5PT19evlZqcDzG8vb0vXrqUf+zYhYsXZ86c+ezZszFdaXNZWFicPHny2B9/XLp8eUNsbO2TJ1g2/VGjnj9/zufzRTlrWCw6nY6ZWG+vPrBYLAM6/SM3aChTU1ODoqj4V6dRo0bx+XzxB0E2w4YN09TUFF9iePLkiUAgGD16tAxTX/nf53QzjvD399+9e7d4SktLC4qiqqqqkydP5vP5ly5dwtJfvHhRWVlpbGwMAOjs7Fy6dKmjo2N8fLzE8uTOnTvFvwaz2ezKykrxJZyhR01NzZEjR6hUqr6+PpVKPXPmDA6Hk/42yWazf/vtt1evXunp6SkpKdXU1Ny5c8d1yhQAgK2trVAovHr1Kpazra3t+p9/Ojo6AgAc7O2ZTKZoExqTyXz27BlmgvQOHR0dAID4iBh7pLW1tXteiYuLy/nz50Vv0FOnTg0bNszGxka2aWAia38EDocLDAzctGmTioqKhoZGW1vblStXUlNTjYyMJkyYQCaTPTw8IiIiNmzYoKKikpKSIi8vjy3/5ubm1tTUREVF3RD7wqeurm5gYECj0ZKSkjo6Or744ovW1lZsFcPX1/ejN/Qj09LSgi03Pq2tRQQCbMspjUaj0+n89va4LVsePXo0ffr06qqqlOTkxYsXY2NOJpOZmJAQERlpampKoVB2ZWScOX06KCionc9P3rbN2toae9q1tbU9PT0TExJQFFWl0fZmZxMIhLnz5gEAPvPwyMzMXL1qVXBICJ/PT962zcbGZqK1db/ejMGNvr6+i4tLYmKioqLi6NGj79+/n5aW5u3tLS8vDwA4cODA4cOHjxw5QiAQWCxWXV0dAKC5uZlEImHL+YaGhmpqaoGBgV9++WVERISPj09lZSWDwQgKCpKTkwMAyDANTLrXDT9w4EBOTk51dTWfz1dXV7e3t4+KisK+83G53Li4uBMnTrS3t1tZWUVHR5uYmAAAAgICzp07J1HPggULNm/eDADIy8vLzs6uqqpSVFS0srIKDw+XPdAaFGfVXb9+fbmUQvxXnp7YYu25c+d2ZWSwWKwRNNqcOXMWL16MidMXFxcvCwrK2LULe41UPHiQlJT0zz//EInEqVOnfr9qlWgBnM/nMxiMUwUFPB7PzMwsMipKdNPq6+sTExNvFBcTiMQpU6asXr16UKxHDOSz6lpbW1NTU8+ePdvY2KilpTV9+vSQkBDsMd66deuOHTsePXqEx+MTEhLS09MlyiYlJXl7ewMAbty4sWXLlvv376uoqCxcuDAkJEQ0ppZhGmgcLjjbfYzAuHv3bmxs7JEjRz6BWxIMihjRa1avWhUQEGA0dmx/O/KpGcgxQjaurq7Ylp//Au9xniXUDf8YvHjx4klt7eiu1i8hA5OLFy9OmjSpv734pHTz/zVEwBjxMaDRaHl5ef3tBeQ9cHNzc3Nz628vPikDdBYEgUAGCDBGQCAQWcAYAYFAZAFjBAQCkQWMERAIRBYwRkAgEFnAGAGBQGSBO3TyTH/7AIFABi5EAMAA3xI7tPdi/2cZvHux/1O8x15sCATy3wTGCAgEIgsYIyAQiCxgjIBAILKAMQICgcgCxggIBCILGCMgEIgsuo8R586d8/T0HDduHJ1Ot7GxWbNmjUhoQCAQJCcn29rampiYzJ49GzvoFQCwbNkyuhSY2nhZWZm0SXSs82CnoqJi1syZzs7OEul37txZ6u/v7Ow8xdX1u+++kxZGxHB0cLCytBT/OX36NGbi8XhxcXFT3dzsbG0X+/kxmUxRqdra2tDQUEcHB2cnp6jISGmpNEgPuX///tSpU83NzSXSHz58uGTJEktLSysrKz8/v3dJRjU3N//www/29vbjx4/39PQUP9KVx+NFR0dbW1sbGxt7e3uXlpaKTCwWC5MRNzMz++6775qamj5G0z6Ebs6hKisrCwoKCg0N9fPzy8rKCg4Ojo6O5vF4qampAID4+Pj8/Pzo6Ghtbe2srCw/P78rV67QaLSVK1d+8803okra2tpCQkLGjx8PAOByuQCA9PR0cdGRgSxA0nPy8/MTExKkT1ivrq5eFhQ0Y8aMdT/80MHn79i5Mygw8PCRIzQaTTwbiqI8Hi8gMFD8KDT6a6WMDTExd+7ciYyKUlNTyzt4MHjZssNHjmhoaLS3twcGBKhraGxLTkYQhJGauiIsLGffPuxMXUjPOXToUExMjK6urkR6Q0PD/PnzDQ0NU1NTsZeir6/v+fPnJfT4hEJhQEBAbW1tZGSkhobGwYMHAwMDjx49amlpCQCIiIi4efPmhg0bNDQ0srOzfX19z5w5o6mp2d7evnDhQk1NzV27diEIkpCQ4O/v//vvvw+o7usmRly4cMHQ0DAsLOzu3bsUCmXatGk8Hi8tLa29vb2lpSU7O5vBYEybNg0AYGpqeujQIUxh3MjISLySrVu30un0+fPng9e64Y6OjhIqlUOAjPT0xKSkioqKrKws8fRLly6hKBoZFUUkEgEAUZGRX375ZUlJCXbfRGDRc5yJibXUyfcsFuvs2bMpKSmTXV0BAKampp5ffZWXlxcaGlpQUNDU1LRv/35M0UtLS2v2rFlFRUXS+h0Q2aSkpOzcubO8vFxCtu/o0aNcLjczMxMLCnp6eh4eHjdu3HB3dxfPdvfu3b/++is7O9vFxQUAMGnSpKKiohMnTlhaWlZXV588eXL37t1YEQsLi8mTJ+fk5EREROTn5zc0NOTn52MvDB0dHXd392vXrmGVDBC6mWsgCNLc3Iw9+RheXl7nz5+nUqkXL16Uk5MT3Skqlerr66uuri5RQ11d3Z49e9auXYudDo7FiC7Vlgc7WXv3Ojk5dWnC4/Ei5U4SmQwAkNaqx2LEMHl56eIlJSUkEsn+9WNPIpHs7OyKi4oAAH+VlJiZm494rQxIp9N1dXUxE+S9+O2331xdXaXTfXx8CgoKRKMGLS0tAMDLly8lshkbG589e9be3h67JBKJ6urqWLbCwkISiSR67EkkkrOz87Vr1zCTlZWVaERpaGiop6eHmQYO3cQId3f3xsbG4OBg6Sn0gwcPRo4cefr06c8//9zMzMzLy+v27dvSNTAYDJGWDACAy+VSKJQBqybwIWCaI9J8/vnnBAIhIyOjo6Ojra1tz549qqqq0msWPB4PAEClUqVrYNXUqKuri3QSAQC6urqYhF9NTY2ujo54Zl1d3Zq31f0gPQF7+KVRVlbGJO8xsFPzpcd6VCp1zJgxJBIJu6yrq6uoqMCyVVVVaWpqinefnp4epv1VVVUlIVInMg0cunlWLSwstm/ffvv27fDw8Hv37oWHh2NiRACAly9fPn/+PDs7Ozo6es+ePWQy2dfXV2LB7NmzZ0ePHg0ODhalcDgcEom0fv16Gxsbc3PzefPm3bp1q89bNaDQ1tZOTU399cABO1tbB3v7K5cv79ixQ2I2C16PI44fP+751Vf2dnZz5sw5duwYZuJwOBJTM3l5eS6XKxQKuzRJqARD+oqnT59GR0fPnTtXPGpI09HRERYWpq+vj4nxsNlsie5WUFDAuq9Lk7hi8ECg+/f59OnTCwsL4+PjqVRqcXGxj49PQkICAKCzs/Ply5dpaWmOjo62traYKt+BAwfEyx48eFBLS0s0AAMAIAiCx+PJZDKDwWAwGAQCYcGCBe9aKB4asFisiIiIKVOm5Ozbtzc729zcfMXKldLL1x18voKiYkNDQ3hExPbt2ydMmBDz44+//fZbv/gMkebx48dz5swxNjbGtNfeBZfLXbx4cW1tbWZmpvjYYfDSI30NIpFoYmJiYGBw6NCh5OTk7du3e3t7KygoqKurq6mpYXmGDx8+ZswYcSVVAMDx48dnzJghvkgbHBwsPqywtbV1cnLKzc2Vfd8HNVm//KKkpPRjTAx2H8aNGzftiy9+/fXX7777TjzbhIkTxSeiE62t654+/fXAAS8vLyUlJYmhAZvNVlBQwOPxXZoGhZbf4KKsrMzPz8/a2prBYFAolHdle/ny5eLFi7lc7pEjR3RezwGVlZUlhgatra1Y93VpGmif+WSNI1AUZTKZ4pLqeDw+JCQEh8OVl5fT6fTm5mbxtTcEQcQDZ11d3ePHj6Un3uLIycnp6+vX1tZ+QBMGOjUslv6oUaJASSKRtLS0nvRgyWCMkREmOas/atTz58/5fL54ndhnUf1Ro1hvV8VisQxefzGF9AmPHz9etGiRu7t7WlqajADR1ta2ePFiFEUPHz6sI7ZIZGBgUF9fL959VVVVmFyrgYGBxOqDyDRw6Gau4e/vv3v3bvGUlpYWFEVVVVUnT57M5/MvXbqEpb948aKystLY2FiUs6ioCACAbYsQsXPnzqSkJNElm82urKyUWLYZYmhpaVVXVYmCaWdn59OnT6W3UVy+dCkqMrKjo0OUUnb3ro6uLgDA1tZWKBRevXoVS29ra7v+55/YMrCDvT2TyRRtQmMymc+ePROtEEM+nM7OzqVLlzo6OsbHx8tea4+Ojmaz2Tk5OSoqKuLpTk5OQqHwwoUL2GVbW9vly5exbyguLi6lpaUNDQ2YqbS0tL6+vsvPK/2IrLkGDocLDAzctGmTioqKhoZGW1vblStXUlNTjYyMJkyYQCaTPTw8IiIiNmzYoKKikpKSIi8vP2/ePFHxJ0+e0Gg0iSUZGo2WlJTU0dHxxRdftLa2YqsYvr6+H6t9n4qWlpaHDx8CAJ7W1iICAbbllEaj0el0b2/vJQUFmJy0UCjM3b+fx+N9PXMmAIDJZCYmJERERpqamuro6l6+fHnV998v/N//iETiqYKCmzdvbt6yBQCgra3t6emZmJCAoqgqjbY3O5tAIMydNw8A8JmHR2Zm5upVq4JDQvh8fvK2bTY2NhOlVt0hsmlubr5//z4AgMViCQQCbGFeTU3N0NAwNze3pqYmKirqxo0bovzq6uoGBgalpaUxMTExMTEWFhbl5eW//fbbqlWrsHowqFSqpaWljo6Ot7d3TEwMiqJqamoZGRkEAmHRokUAgOnTp+/YsSMoKGjVqlV8Pn/z5s0ODg62tgPr1LVu1iMWL15MoVBycnKqq6v5fH5ERIS9vX1UVBQ2p9i2bVtcXNy6deva29utrKz2798vvsbe2NgovXqPBZHs7Oz9+/crKipaWVkdO3ZM9irxoIDJZC4PCRFdLvX3BwB85ekZGxtrZWW1fceO3bt3+33zDQ6HGzt2bHpGBjZT4HA4ZWVl2FfPMWPG7Ny5Mz09PSI8HABgYGDA+Pln0Uxtzdq1DAYjPi6Ox+OZmZmlZ2RgLysymbxj587ExMSVK1YQiMQpU6asXr360zd/sFNaWurn5ye69PHxAQB4eXlt3bq1sLAQQZCAgADx/AsWLNi8eTObzb5z5w72QaqoqAhF0a1bt4pnMzAwwIYPGzduTEhIiI6O5nK5VlZWubm52JYWMpmck5MTExOzdOlSIpHo4eGxfv36j9/c9wN36OSZnhwrePfu3djY2CNHjnwCnyQY2udZrl61KiAgwGjs2P525FMzNM6zXLZsWWhoqImJSX878rF4j/MsoW74x+DFixdPamtHjxnT345AekNTU1NNTc3YoR7fe/TtE8AY8XGg0Wh5eXn97QWkl6iqqhYUFPS3Fx+dIbgnGgKB9CEwRkAgEFnAGAGBQGQBYwQEApEFjBEQCEQWMEZAIBBZwBgBgUBkgTt08kx/+wCBQAYuRADAAN8SO7T3Yv9nGRp7sYc877EXGwKB/DeBMQICgcgCxggIBCILGCMgEIgsYIyAQCCygDECAoHIAsYICAQii+5jxLlz5zw9PceNG0en021sbNasWYNpdi5btowuxbp167BS75JjLysrky4lOtZ5sFNRUTFr5kwJuYDVq1ZZWVpK/GzetKnLGlpaWkJDQ60sLSV0iXg8Xlxc3FQ3Nztb28V+fkwmU2Sqra0NDQ11dHBwdnKKioyUkEqD9Jz79+9PnTrV3NxcIh2TC7e1tTUxMZk9ezZ2oLE0WEdMmjRp/PjxX3/99blz50QmHo8XHR1tbW1tbGzs7e1dWloqMrFYrCVLlowfP97MzOy7776TFmfqd7o5h6qsrCwoKCg0NNTPzy8rKys4ODg6OprH46Wmpq5cufKbb74R5WxrawsJCcFOypchx44dEJqeni4uNDLQREd6R35+fmJCgvSh+EHLls338RFdtrW1RUZEjBUTGRBRVlYWERHRpaL6hpiYO3fuREZFqamp5R08GLxs2eEjRzQ0NNrb2wMDAtQ1NLYlJyMIwkhNXREWlrNv34ASpx8UHDp0KCYmRldXV9oUHx+fn58fHR2tra2dlZXl5+d35coVkZAvBofDWbBggbKy8pYtWxQUFA4dOhQYGHjw4EEbGxsAQERExM2bNzds2KChoZGdne3r63vmzBlNTc329vaFCxdqamru2rULQZCEhAR/f//ff/99QHVfNzHiwoULhoaGYWFhd+/epVAo06ZN4/F4aWlp7e3tRkZG4jm3bt1Kp9Pnz58PZMqxY2MQR0fHLp+EQU1GenpiUlJFRUVWVpZ4uoSkyvbt2/X09GbPni1dQ2ZmpreXl/WkSX5iwRcAwGKxzp49m5KSMtnVFQBgamrq+dVXeXl5oaGhBQUFTU1N+/bvx85Z1tLSmj1rVlFRkcNrkXFID0lJSdm5c2d5eXlaWpp4OiZqy2Awpk2bBgAwNTU9dOgQgiASxUtKShoaGn799VdMfcfGxub69etnzpyxsbGprq4+efLk7t273d3dAQAWFhaTJ0/OycmJiIjIz89vaGjIz8/HIo6Ojo67u/u1a9dEIuMDgW7mGgiCNDc3i98RLy+v8+fPS8hb19XV7dmzZ+3atZhIiQw5dixGDBs2rE9bMSDI2rvXyclJdp76+vr9+/at/P77LtVcoqKilvj7S79DSkpKSCSS/evHnkQi2dnZFRcVAQD+KikxMzfHAgQAgE6n6+rqYibIe/Hbb791KX5z8eJFOTk57PEGAFCpVF9fX3V1dYlsbm5u9+/fF8lzEQgEIpGI9XJhYSGJRBI99iQSydnZGdNtLCwstLKyEg1JDA0N9fT0xCUdBwLdxAh3d/fGxsbg4OCKigoZ2RgMhrW1tUgeSoYcO5fLpVAosvWOBimamprd5tm9a5elpeW7RFbeVQOrpkZdXV1cJ1FXVxeT8KupqdEVk43DTDU9EAqESIC9yaR58ODByJEjT58+/fnnn5uZmXl5ed2+fVtGPVwut7q6OiYmhsPhYDodVVVVmpqa4t2np6eHSfhVVVVJiNSJTAOHbp5VCwuL7du33759Ozw8/N69e+Hh4ZiEkTjPnj07evSouNKvOBJy7BwOh0QirV+/3sbGxtzcfN68ebdu3eqTlgx8nj9/fuLEiW+XLHnfghwOR2JqJi8vj4nTd2mSUAmGfAgvX77EphvR0dF79uwhk8m+vr4yFoZNTU2nTJly7dq13Nxc7G+ezWZLiFEpKChg3delSUIluN/p/n0+ffr0wsLC+Ph4KpVaXFzs4+OTkJAgnuHgwYNaWlr29vbSZaXl2BEEwePxZDKZwWAwGAwCgbBgwQKJNfyhyu+//66hoTFp0qT+dgTyHnR2dr58+TItLc3R0dHW1hZTnzxw4MC78h86dCgtLc3IyOh///vf33///Sld/Uj0aMxPJBJNTEwMDAyuXLmyfPny9PT0R48eiazHjx+fMWOG9Cy6rKxszpw5ZmZmWVlZIrXl4ODg0tLS9evX29nZubq6ZmZmKigo5Obm9lV7BjJnTp/2+PzzXixZKykpSQwN2Gw2Jk7fpUlJSelDfYW8RkFBQV1dXU1NDbscPnz4mDFjKisr35V/0qRJX3zxRVpamrGx8ZYtWwAAysrKEkOD1tZWrPu6NA20z3yyYgSKokwms76+/k1uPD4kJASHw5WXl2MpdXV1jx8/ltgRAHosxy4nJ6evr19bW/sBTRgc1NfXV1dXdzna6hb9UaOeP38uLk5fw2JhiqH6o0ax3l59YLFYBnT6B3oLEUGn05ubm0Wy7wAABEHEFxcw7t27d/z4cfEUU1PT6upqAICBgUF9fb1491VVVWFfuwwMDCRWH0SmgUM34wh/f//du3eLp7S0tKAoqqqqil0WFRUBALBtESJkyLHv3LkzKSlJdMlmsysrKyWWbYYkN//6CwDQO903W1tboVB49epV7LKtre36n39iK8QO9vZMJlO0CY3JZD579ky0eAz5cCZPnszn8y9duoRdvnjxorKy0lhqe8uNGzfCwsLEX6j37t0bOXIkAMDJyUkoFGLiwACAtra2y5cvY99QXFxcSktLGxoaMFNpaWl9fX2Xn1f6EVn7I3A4XGBg4KZNm1RUVDQ0NNra2q5cuZKammpkZDRhwgQsz5MnT2g0msS6iww5dhqNlpSU1NHR8cUXX7S2tmKzO19f34/Rtk9JS0vLw4cPAQBPa2sRgQDbikej0eivX+lP6+pGjBghcaOYTGZiQkJEZKSpqalQKMSmr48fPQIA/PPPP2w2m0wmm5uba2tre3p6JiYkoCiqSqPtzc4mEAhz580DAHzm4ZGZmbl61argkBA+n5+8bZuNjc1Ea+tP3PzBTnNz8/379wEALBZLIBBgC/NqamqGhobjx4/38PCIiIjYsGGDiopKSkqKvLz8vHnzAAClpaUxMTExMTEWFhZff/11RkbGkiVLQkNDhw8ffurUqeLi4m3btgEAdHR0vL29Y2JiUBRVU1PLyMggEAiLFi0CAEyfPn3Hjh1BQUGrVq3i8/mbN292cHB412ev/qKbPVSLFy+mUCg5OTnV1dV8Pj8iIsLe3j4qKko01mpsbJT4uwcAyJBjx25udnb2/v37FRUVraysjh07Jv6hdJDCZDKXh4SILpf6+wMAvvL0FC3Wvmhqkt42xuFwysrKeDwewAZf/v4i08bYWACAlrY2pii5Zu1aBoMRHxfH4/HMzMzSMzJUVFQAAGQyecfOnYmJiStXrCAQiVOmTFm9evXHbepQpLS01M/PT3SJfbP08vLaunUrAGDbtm1xcXHr1q1rb2+3srLav38/1pVsNvvOnTvY1uERI0YcPHhw69at0dHRHA6HTqf/9NNPs2bNwircuHFjQkJCdHQ0l8u1srLKzc3FtrSQyeScnJyYmJilS5cSiUQPD4/169d/8tZ3A+7QyTM9OVbw7t27sbGxR44c+QQ+STC0z7NcvWpVQECA0VDXnpZmaJxnuWzZstDQUBMTk/525GPxHudZQt3wj8GLFy+e1NaOHjOmvx2B9IampqaamprerTENIrqZa4iAMeJjQKPR8vLy+tsLSC9RVVXFZoJDmyG4JxoCgfQhMEZAIBBZwBgBgUBkAWMEBAKRBYwREAhEFjBGQCAQWcAYAYFAZIE7dPJMf/sAgUAGLkQAwADfEju092L/Zxkae7GHPO+xFxsCgfw3gTECAoHIAsYICAQiCxgjIBCILGCMgEAgsoAxAgKByALGCAgEIovuY8S5c+c8PT3HjRtHp9NtbGzWrFmDaXYuW7aMLsW6detkm8rKyqRNomOdBzsVFRWzZs6UUBK4d++elaWlxI+0hPzBX3+VzjZr5kzMyuPx4uLiprq52dnaLvbzYzKZooKYpL2jg4Ozk1NUZKQMCSmIDB4+fLhkyRJLS0srKys/Pz9xXSgWi7VkyZLx48ebmZl999130n0nwf3790ePHr1ixQpRCo/Hi46Otra2NjY29vb2Li0t7XXln55uzqEqKysLCgoKDQ318/PLysoKDg6Ojo7m8XipqakrV678Rkzeuq2tLSQkBDtEX4YJOyA0PT1dXGhkoImO9I78/PzEhARtbW2JdOxI25+2bROXxpGWyZni5iZxaN3WpCTRsdobYmLu3LkTGRWlpqaWd/Bg8LJlh48c0dDQaG9vDwwIUNfQ2JacjCAIIzV1RVhYzr59A0qcfuDT0NAwf/58Q0PD1NRUgUCQnJzs6+t7/vx5RUXF9vb2hQsXampq7tq1C0GQhIQEf3//33///V13GEXRtWvXSiRGRETcvHlzw4YNGhoa2dnZvr6+Z86c0dTUfN/K+4VuYsSFCxcMDQ3DwsLu3r1LoVCmTZvG4/HS0tLa29uNjIzEc27dupVOp8+fPx8AIMOEjUEcHR2lD4ke7GSkpycmJVVUVGRlZYmnczkcAICNjY3sJmtoaGhoaIgui4uLa2pqUlJTAQAsFuvs2bMpKSmTXV0BAKampp5ffZWXlxcaGlpQUNDU1LRv/37snGUtLa3Zs2YVFRU5vBYZh/SEo0ePcrnczMxM7JB3PT09Dw+PGzduuLu75+fnNzQ05OfnY+reOjo67u7u165dE+mAS5Cbm9vY2CiuIF9dXX3y5Mndu3dj4uMWFhaTJ0/OycmJiIh438r7hW7mGgiCNDc3IwgiSvHy8jp//jyVShXPVldXt2fPnrVr10oLgkuYsBgxbNiwvnF/IJG1d6/4X4YIbOj0Xk0WCoU//fTT/xYtwpTES0pKSCSS/evHnkQi2dnZFRcVAQD+KikxMzfHAgQAgE6n6+rqYiZIz/Hx8SkoKBCpQGAa4i9fvgQAFBYWWllZYc8wAMDQ0FBPT+/atWtd1tPY2JiYmBgbGysu5FVYWEgikUSPPYlEcnZ2xmp4r8r7i25ihLu7e2NjY3BwcEVFhYxsDAbD2tq6S3koCROXy6VQKNKhZAiAPc/ScHm8923y6VOnGp4/F0kTsWpq1NXVxf/sdHV1MQm/mpoaXR0d8bK6uro1b6v7QbpFWVlZXOTl8uXLAABra2sAQFVVlYSOnJ6enoQAn4iYmBhnZ+cpU6aIJ1ZVVWlqaop3n6iG96q8v+jmD9fCwmL79u23b98ODw+/d+9eeHg4JmEkzrNnz44ePRocHCxdXNrE4XBIJNL69ettbGzMzc3nzZt369atD2/GQIbL5ZJIpC1btnzm7u7s7LxkyZI7d+7ILpKVlTVv/nzRa43D4UjMU+Tl5TFx+i5NEirBkPfi6dOn0dHRc+fOxaIGm82WUJlSUFCQEPLFuHTp0rVr13788UeJ9C5rwLqv55X3I92/3KZPn15YWBgfH0+lUouLi318fBISEsQzHDx4UEtLq0u1W2kTgiB4PJ5MJjMYDAaDQSAQFixYIL6GPPQQIggOhyOTSHHx8XFxcQQ8PjAgABP+65KbN29WVlaKvmhAPiWPHz+eM2eOsbGxSGCth7S1tUVHR4eHh6urq38k3/qLHg2AiUSiiYmJgYHBlStXli9fnp6e/ujRI5H1+PHjM2bM6HIlVtoUHBxcWlq6fv16Ozs7V1fXzMxMBQWF3NzcD2/JgOXbJUuuXru2Ojzc2trayckplcGQl5eXoXh25vRpCwsLLbHvI0pKShJDAzabjYnTd2mS/mgC6QllZWVz5swxMzPLysoSid0rKytLvNhbW1ulv8QlJyerq6svXLhQutoua8C6r4eV9y+yYgSKokwmU1wKGY/Hh4SE4HC48vJyLKWuru7x48cSOwK6NYmQk5PT19evra3tlfODEjk5uZEjR9bV1b0rQ2Fhod3bgzL9UaOeP38uLk5fw2Jhn0X1R41ivb36wGKxDF5/MYX0nMePHy9atMjd3T0tLU0UIAAABgYGEgsEVVVVo0ePlih+6tSp27dvjxkzxtDQ0NDQ8Ny5c8eOHTM0NCwvLzcwMKivrxfvPlENPay8f+lmHOHv7797927xlJaWFhRFVVVVscuioiIAALb3QYIuTTt37kxKShJdstnsyspKiWWbIcYvmZk///yz6JLNZj+uqtLV1e0yc31dXV1dncnb0vW2trZCofDq1avYZVtb2/U//8SWgR3s7ZlMpmgTGpPJfPbsWZeLxxAZdHZ2Ll261NHRMT4+XmJ12cXFpbS0tKGhAbssLS2tr693dXWVqCE7O/vUqVMFr7G3t3dzcysoKDAwMHBychIKhRcuXMBytrW1Xb58Gauhh5X3L7L2R+BwuMDAwE2bNqmoqGhoaLS1tV25ciU1NdXIyGjChAlYnidPntBoNGnp8HeZaDRaUlJSR0fHF1980drampaWhiCIaAF/8NLS0oItMTytrUUEgps3bwIAaDQanU5XGTHi559/7uzocJs6lc1mZ2VlCREE009nMpmJCQkRkZGmpqZYPU/r6gAAI98Omtra2p6enokJCSiKqtJoe7OzCQTC3HnzAACfeXhkZmauXrUqOCSEz+cnb9tmY2Mz0dr6Ezd/sJObm1tTUxMVFXXjxg1Rorq6uoGBwfTp03fs2BEUFLRq1So+n79582YHBwdbW1sAQGlpaUxMTExMjIWFhfhnEQCAgoLCsGHDMClQHR0db2/vmJgYFEXV1NQyMjIIBMKiRYsAADIqHzh0s4dq8eLFFAolJyenurqaz+dHRETY29tHRUWJPuQ0NjZ2GSDeZcKejezs7P379ysqKlpZWR07dkzi/g5GmEzm8pAQ0eVSf38AwFeenrGxsZjA/MGDBw8fPqygoGBmZrZv//5Ro0YBADgcTllZGbYREwPbiiu922rN2rUMBiM+Lo7H45mZmaVnZKioqAAAyGTyjp07ExMTV65YQSASp0yZsnr16o/e2iFHYWEhgiABAQHiiQsWLNi8eTOZTM7JyYmJiVm6dCmRSPTw8Fi/fj2Wgc1m37lzB9v/IpuNGzcmJCRER0dzuVwrK6vc3FxsS4uMygcOuEMnz/TkWMG7d+/GxsbKWGn7eAzt8yxXr1oVEBBgNNS1p6UZGudZLlu2LDQ01MTEpL8d+Vi8x3mWUDf8Y/DixYsntbUS/00DMlhoamqqqakZO9TjezdzDREwRnwMaDRaXl5ef3sB6SWqqqoFBQX97cVHZwjuiYZAIH0IjBEQCEQWMEZAIBBZwBgBgUBkAWMEBAKRBYwREAhEFjBGQCAQWeAOnTzT3z5AIJCBy/8B3FxjwFhRbCwAAAAASUVORK5CYII="
<image>Look at the table. Then answer the question. At a price of $725, is there a shortage or a surplus?
shortage
500
null
shortage
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"
<image>An archer recalled how many times he hit the bull's-eye in the past 6 days. What is the range of the numbers?
8
501
null
8
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"
<image>How much money does Cole need to buy a mystery novel, a map of Africa, and a book of crossword puzzles?
15
502
null
15
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"
<image>Mia bought 3.6 pounds of chamomile tea. How much did she spend?
14.40
503
null
14.40
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"
<image>The county released data about how many schools there are in each town. What is the median of the numbers?
4
504
null
4
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ajx+jPmXsqNEjFFPe5lot32E0esSjV6kAsGzONH4+aje9Ok4xY5LBq9RsfEfHxtQQLxQXEXK0Ngm69Xju+n1WE3SzPhYkpH/Q01CeYjTKfJyOxCDh8soaqxU7xmqrPkvMlJEQLSmvwroOo97nf57pvktYgA//pdF1lnn3p/bDr2XTUvuFWw6e++tRWWVNU3PL04R0USF+Z9vJRAKRTOJqozPW+J8REeSPTkhXHCqdW/jlj5NXNi6xx/tSeLinumwfPUIxIiYJv3CSHUJT/LXzVWr2ip1/OlhOGD5U+nlS5q3Hr6gU7qcJ6UNlxIvLvj6OS7sW+WLONOMfWsvOsjnTrj94kVv4ZarLNk0V+Sfxb1rb6BN01VnvmT+HtJgoAJwJe1jwpcLLdXb3jdc6zVy6/egfJ6++/VjY2NxyL/q1ED9vbOi+ds2U5GSW2k85E/Yw6Nbj0HvRfFQKHsIMlhzk7TYHb3M09G55Va28rKSKvOy25XNnr9mTkP5B02blsMGSdAYj/3MZk4kpycnYmBkCwO0n8befxDnZmJoZarebq/1qxmAw78ckwvdtDxbDBktqKA8DgDsdFit1JbnDW1xlJEQzPuR/LqsM9luDv/725I9QyCRS2OEt8yzGl36tvhT+jIuLuGPVfPwkSSSuawGbnGxMm5pbrj94IcDPy6rqpldHppvo4SvYYMlB+prKrPI9axZtWmpP5eG+ePdp4ZevzraTrwZsJBAI3GRSyJ616kpyXyqqEjNz/DwX4kFC8/8H8exscZktJiIU/Tp9kLCA58IZC2dM+qdGtsPcWCdkz1ptVYWoV6mJmTnTjHXCT/rKSAySEhc54uUmJyMRFZvyLq/4ov+69YtmCvBRo16msoJ2qwl6MyYZPIl7w2QyrSfp71u3uOP41ib6E3U1uLiIz16nNzW3bFxiP81Yp7G55XJEjPm40Zf2bdBVVyqvrHmRnNkTa9kRExGMPLVj1tRxZV9rbjyMpfJwr3acEeq/vtMAr+escLBUkR9c19j0MuUtxvzB43uGqcHZnR4q8rI3H716kZRlPm50RKBvx2cNAPh5Oh3e7DJ6hCI3mdTU3IL/wvH43O5OfwfT01C+f2rHPIvxMuKihSXlJWWVikOkVzlYRQT68lEp3ZtEuOCmh3KB/DSj7TyKSr9e2LPWYvyY/rYF3HcFXo187jrbHN9tRwwQUC4QBOJXgNwMgeA4KGhEIDgLChoRiF8BcjMEguMgN0MgOA5yMwSC4yA3QyA4DnIzBILjEJDwEgLBaUgAsND3dH+bgeA4Ib6uv++F/t2NR0EjAsFxkJshEBwHuRkCwXGQmyEQHAe5GQLBcZCbIRAcB7kZAsFxfgM3u3r7geksV1G18ZRheooGVs5rfLJz8vrbqH8/LS2tntv3E2VGEaS10zLfs8prauvdNvwhrWXGI6c7coJtSNg9vPx2ZDRBWrvjv6Q3WQCgPtGuXbm2WY/Sovwa4wGgsqrG3XuvvJ4FVV5/uOH0jX8cqm/4ll6l98Z3qQgzQHDdsPNM6F8AQCaTBAX48wqK8wqKr9+Nigg9NsGQs+k3hhtOV1cdfjvoEEdnGZhkvvvosGJLRnZOx6o5yzZGPYvj4eEeIiP19kOek8c2XirF3moyL5UiJ/t/meqKv5QxGAwuIhd813kYb6Aj8D35qYLcP9aj4ZzxAGDvsv7Zq6Qhg6VmTpv0KCZ+/58X8otKrp/e3yfGD2g3C7sXhfvYtjWum1ct5uWlfv5SvmzTrvBHz53X+L6PvU0iccr+pDdZuflF6qrDO61lMBhcXByXSupHdh0+U1D85cyB7S7rd7KXv07NjHoWx8XFFXcvZJSGqu+BwB0BgTsCTtlbTZ4y0TA/8T6r5cvXacY2i0dpqGqNVAaA2roGADh30Ge4/NABaHxh8Zdnr5IA4OGVP9WUFB7FxE2Zu/yv+0+bm1soFJ7eGz+gg8YTQdcBwFh/9M6NK3h5qQAwWFri+ql9thamHkvmsRLUXbwRrjN1HlVeX2D42AkzlzyMfoWXP3uVRJDWFlb5O9OggaUjQVo7MCQMAE4EXSNIa890XvM8PlnbbA6fgoG+xYLUjHcAsH7HQV3z+QBw50E0QVo7/NHz4+evEqS1bZ3Xnr54U0TVeNfhM1KapgRp7Ys3/pZrGjrGnCCtHXzt7i/6djjJeIPR6U+vL5rTPsN01vtcAFAdPmyUhioAuDnaAUDmu49fyv4vdTaDwVixxQ/DsIO+64lEIoZheAAmwN9JuvKBYHxt/bcEz7LSkgAgKyOJn0V9Y2OfGD9w3YzJZCakZgDAfDsL9nIqlXLzXMBql/n8fLwAsO9E8EL3relvcyxNjcfpjXoenzxt/so7D6J/OD6eCfxDboGTxzbtkSrig0Rfp2bOct1Ap9PHG4w2HKMFAApysqtd5ivIDcaTP+cVfl6/86CCnKyk+CCn2dMBIOzeI3y0lPTsos+lvFSKvZVZH38R/cGKRXPaRYA43GQyANCaW9g/AsDHT/+n0nQ69Gb62w/TJo2bOHYMANTVN+C5ca/cejBh5hK9afO37j3e1NQHmmN9ZfwIZQVlRTkAOH/ldlMT7fJfkQAwVldLfJBonxg/cIPGuvrG5uYWAJCT7VKQpaa2fkdAIACc3Ou1dL4tAKzy2nMi6Jr33uMzzDsRW2EHVyp4+yEv9k6wkZ52dk7eiPG2uflF73MLrKdOTM/OiUt6o6GmdHjnBgB4nZoFAG+y3t88F2BrYQoAOXkF+04ER8XE1dU3CArw33n4DABmWkzi75B7/d/EKA0VAMgrKL54I9zG3GTHwVN4eV3D35IDjU003wOBAOC9eum32u+pWtf47McPEtOyMt/n/uL33m6M5+Liuh96fKHHVs/t+z237wcAcxOj4CM7+8r4gbuasdLU4gp0nRKfkt5EawaAeTO/yV7Ntp4CAFnvc6t+pJiBIysjaaSnDQBqSgp4VFBS2qXswCBR4ZnTJuHHSgpyEwzHtLS03n0YAwC4mznNmt6TSX9fRigrzrUxB4CF7lsFlYyCr90VEhSA70JnOOcu3yr/WjVOfxT+xQIAg8k00tMepz/qaqB/Xc7Lo7s2AcCdB9HJb/pADKmvjA8MuZGQkqkgJztv5jRZGclHz+NPBF3rK+MH7momKMAvwM9X39D4qfBzu6q2tjYymQwAlVW1AEClUvi+S++IiQrjB9W1P5BxwRkkIsw65qVS6hsaGV0L/0hLiLEnqXaZbxsTl3Tz/mMTI903We8HS0uYGuv3ZNLfmuDDO8dojYhLSpeSGLRq8VzD6QuB7WsHgMCQGwAw3/bvUH/YEJnYO8Gsj+5L5h04GVL4+Ut6do6O1ohfZjl0bfzz+OQDJy8ICwmkProqKMBfVlE5RGfqH4dO21maao1U6b3xA3k1I0ww1AGA4Ov/t6nQ2ERTMLCa47axsPiLqIggANBozaxYuaLym/jdIBFhXNaI1vy3jMjXqpremNRud9HO0lREWDDqWVz44+cAMN/WgkMC5wMKHh5ujyXzbpw9cNxvC5XKU1NbTyKRVIYPw2uz3udm5+QRCATrKX/rfTU3t3wq/Pwh928RLzKZBAAtrT9WWehbujI+MS0LABTlhggK8AOApPggCTFRAEjLet8nxg/o28LTZT4ApKRnr/U5gO/2lJSW2y1ZV1xS9irpjfggEUMdLSqVAgDX7kbhXfCXVx3NEcJCAlISgwCgtbXtTdZ7AEhMy8zNb6+n3BX4qtXwXZOuUygUngV2lk205j1HzwPAwn97xAgA5V+rFA2sRFTHF30uBQD/48EAYGasz3ojjX6ZCAAjVRRlpCRYvSKevFDQt9S3XID3inoWh18IXa1eqTH1ofH4apxbUITfZqXlX8sqqgBAQky0T4wfuEEjAJga6/usW7YjIPDQ6dBj568KCwpUVtdgGCbAz3fphB+VSqFSKds8Xbz2HFu+effjF/EVldWPYuJJJNK+bZ4AoDhsiMrwYe8/5s9YtGbyBIOoZ3EjVRSz3uf2RBFqsJQEAMTEJTuu8naeZ9NVM5f5tsfOXSkoLtHRHDFSRbHPzry/2br3eFrWe9YX5bHVX1CAT2+U+va1bsPlh+QVFI+caCckyF9cUsbDw71r00pWx8x3HwFAdbg8+2gWk8bh37yKsY2stERufjEA2FqYcihi/AnjbcxNZKTES0orRk2eqzdK/eXrNDqdrqakYDpOn8Fg9N74Ab2aAYDv+mUPLv9paWYsLChQ19AwdLC08zybxMhL4w108AZbPJacP7RDTUn+ZsST+OQMs/EG0TfOTBqnBwBEIvFaoL/+aI3yyqq4pDen92/DPaEnilCzpk+ePMGAi4sYFRPX2PXurYaa0tDB0gCwcJZV35zwwCA+JSPi8Yv7T2Lxjy8SUiIev3idmgkAl477OdpbUXi4v1bVjNXVenQ1kP2Gw8NyEeH/0+akUilRV08ucZg5SEQov6hETlZ6q6fLlZN7B47xQoICcfdCFs+dQaczbkU+JZG4Vi6eE3PrLDc3uU+MJ1xw0/t9syz0O9EvEyfZu/BSKUXJD0V/pD3bv/zu6TR+a+MHdNA4kLkXFfNn8PXn8ckAsH650wD3MUT/gtzsJ6morI6JT+alUpYtnLVtjUt/m4MY0CA3+0mc59l0szWCQLAz0LdAEIh/AcjNEAiOg9wMgeA4yM0QCI6D3AyB4DjIzRAIjoOElxAIjkMCgIWBCf1tBoLjhCzT/30v9O9uPAoaEQiOg9wMgeA4yM0QCI6D3AyB4DjIzRAIjoPcDIHgOMjNEAiO04mb2djYEAiEsLAw9sLS0lICgfDs2TNOGGFvb29m9m/Iif1fIDMz09LSUkxMjEAgiIiITJs27f37b8pGjY2NmzdvlpeX5+XlVVFR8ff3Z3ad9PKXcffuXV1dXX5+fgKBIC0t7erqWl9fz6rNyMhQVVUVFhbuqvvJkycJBMLZs2d7Y0PnqxkXF9eGDRtoNE5lOUf8pjQ0NJibm1Op1Lt37/Ly8t6+fbu6unratGmtra0AsHjx4qCgoG3btj18+NDJycnLy2vPnj39a3BycrKtra2VldXJkyd1dHSOHz9+9+7dZcuW4bXnz583NDTsRleotLTU29u79+o/nbvZ9OnTa2pq9u/f38vREf8ykpKSPn/+HBgYOHbsWAKBYGRkdPXqVRqNlpaWVlVVFRUVtX//fmdnZ2NjYy8vL1tb25s3b/avwffu3VNVVfXx8VFTU6NQKHZ2dvv27UtJScGXEF9f37CwsAULFnTVffXq1ebm5vz8/L00o3M3ExIS2rZtm7+/f3FxcacNkpOTTU1N+fj4BAUFZ8yY8enTJ7z84MGDoqKijx8/VldX5+HhUVBQCA0NxasYDMa2bdsUFRUpFIqsrOzKlSsbGxs7HRwxYGEwGABQVlbGKhk2bNiXL1/09PRERUVramoWLlzIqqJQKP2ehpnBYFRWVuJm4yxcuDA7O5tKpQLAq1evpk2b1lXfyMjIhw8fBgQE9N6Mzr8FBoPh4eEhKyu7cePGjrUFBQUmJibc3NwvX758+vRpTU2NmZlZc3MzAJDJ5Pr6en9//3v37n39+tXOzs7JySk9PR0AAgICDhw44O/vn56eHhwcHB4e7u3t3fsTQPxKDAwMJCUl58yZExUV1VVWWRqNVlJScubMmbCwsLVr1/5iC9thbW1dVlZmb2+fmZnZsVZWtkvRzaamphUrVvj5+UlLdylI9A+44KaH/T8zZsyYP38+hmH37t0DgNjYWAzDvnz5AgDR0dEYhm3cuFFAQKC6uhpvX1hYSCQSL1++jGHYsWPHAODx48d4VWtrq4CAwJYtWzAMq6mpKSgoYM2ybt06NTU1/NjOzs7U1BRDcJKOF/rnyMjI0NbWxm8eKyurixcvtrW1sTeYMGECAAgLC4eGhvbJjFjvjL9+/bqUlBQA8PHxLVq0CL+H2dmzZ4+QkFC7wg0bNujr6zMYDAzDhISEzpw589MGXHDT625Nt7KyMjc39/DwaLdflJiYOHr0aNbmzJAhQxQUFOLi4lgN9PS+/ecaMpmsrKz87t07AMAwbOfOndLS0lxcXAQCISAgoKqqqg+eE4hfi7q6empqampqKg8PT2lpqaOjo6mpaUtLC6vBsWPHIiIiXFxcli5deuLEiX40FWfWrFlFRUVnz56lUqnPnj0zMTHZvHlz913S09OPHTt2+vTpvgp6fzDKwYMH09PTg4KC2Avr6upevHhBYSM3N5c9Xmd/ZeTl5W1qagKAlStXRkZGXrlypampCcMwFDH+1mhra5NIpLi4uPDw8Li4uODgYFaVhoaGhYXFvn37NmzYsH79+oaGhv4z8xskEklLS0tFRSU3N3fr1q379u3DH/2dwmQyXV1dPT09NTU1+8qAH7iZmpraihUrvL292bcrhISExo0bl8bG27dvDx48yGpQU1PDOq6vr+fn58cw7M6dO+7u7hMnTuTh4QGA0tLSvjoHxC8jPz//zZs37CWWlpY6OjppaWmfP38ODg5m/0lqzJgxzc3NRUU9VeHpczAMS0lJYd/GIxKJXl5eBAKh3VmwU1RUlJCQsH//ftJ3amtr3dzcxMTEftqSH6+Jvr6+dDqdfb9FT08vNzdXUVFR9TtEIpH9TZEVQNJotA8fPowcOZJOp9NoNAGBbwoGtbW1d+7cwXqgzIIYUHh5eS1evJj9JQLDsOrqaklJycrKysWLF4eH/615n5aWRiAQ5OTk+sPSb1hbWx84cIC9pLq6mslkSkpKdtVFRkYmIyODfRUREBDw8fF58eLFT5vx46zDIiIiO3fu9PT0ZJUsW7bsxIkTixYt2rRpE5VKvXbtmq+vb3x8/JgxYwCARCLt3buXn59fWlraz8+vpaVl3rx5ZDJZR0cnODjY3Ny8pqZmw4YNM2fODAoKevfu3fDhw3/aesQvxtPT09jY2NHR0dXVlclkxsbGXrhwoaioaMGCBcOHDzc3N3d3d6+vr1dTU0tKSvL393d2dubl7TcxbgKBsGHDhnXr1omJicnIyDQ2Nj548GDnzp3q6upjx46tqqrC98Dz8vLodDr+F05SUlKqqqrq6urs4xCJRBkZGTU1tZ83pZudRhZ0Ol1DQwO+7zRiGJaUlGRqasrLy8vHx2doaBgZGYmXHzt2jEQivXz5ctSoUdzc3AoKCtevX8er0tPTdXV1KRTKiBEj7ty5U1xcrKioKCYm9unTJ7TT+Avoq53G6OjoiRMn4htgIiIikyZNiouLw6tqa2vXr18vLy9PoVCUlJS2bduGv4f3nt4Yf+rUKQ0NDfyHMhkZmfnz5xcXF2MYFhkZ2dEdnJycOo7Q+53GTtysNxw7doyLi6sPB0T0FX17oTEM4+Pja7eVzzl6b3xiYqKRkVGfGPNP+cGGPgLRDV5eXv3+Rx49R0ZGxtnZub9mR4owiJ/Ey8urv034B/Svm/Xx02jVqlV0Or1vx0Qgfnd+m0Ufgfh9QW6GQHAc5GYIBMdBboZAcBzkZggEx0FuhkBwHCS8hEBwHCS89F/hd9cu+q2NR0EjAsFxkJshEBwHuRkCwXGQmyEQHAe5GQLBcZCbIRAcB7kZAsFxuhReYiEuLm5qatqTtD7Hjx/vVFyjq3LE70g3wksMBsPHx2fo0KE8PDxaWloRERH9a2pHujGeRqN5e3srKCjgqlH79u1jz7zfSzpfzRQVFaO/c/ToUQzDJk6cGB0d/XNzmJiY/Pnnn923ycrKGjZs2M+Nj/hldC+8tGPHDn9//zVr1jx8+FBdXd3GxiYpKam/Tf6b7o1ftWpVUFDQiRMnsrKyduzY4evru3Pnzj6bu9PMVlpaWuwlzc3NsrKyM2bM6D61SG/y7Vy4cEFOTu7n+iJ6Qp+k3MEftRUVFdj3lDufPn2SkpJKSEig0WhUKnXr1q14SyaTOXLkSHt7+95PinHeeAaDwcfHt3v3blbjRYsWKSsr935SrOcpd3h4eDQ0NAoLC/GPiYmJkydPFhUV5efn19PTe/z4cccuDAbD0tJy5MiRNTU17EFjUVHR7NmzJSUlqVTqiBEjTp8+DQC+vr5OTk4FBQUEAuHw4cMAcOnSpVGjRvHz84uJiVlbW+fm5uLdT548KSEhkZKSoq+vz8vLKy8v3y7xOIKjdCO8lJubS6PRJk2ahJcTCARbW9tO743+ohvjCQQChmHsrzY8PDxY36Xr7ekWyKdPn/C8ws3Nzebm5gICAk+ePHn9+rWxsbGNjc3nz5/btff09ExNTY2MjGwnN7p48eKSkpLw8PCMjAwPD4+VK1dGRUVt3LjRw8NjyJAhFRUVy5YtS0hIWLBgAR5yPHjwgEaj2dnZ4d3JZHJdXd3WrVtDQkJqa2sXLFjg5ubWcXYEh+hGeAkPvchkMqtEUlKypqZm4AiSdGM8gUBwcXE5derU27dvASA1NfXGjRtLly7ts7m7ChrbvlNcXLx+/XoACAsLwzCMTqcXFhbW19fjjfGc6deuXcPYgsYjR44ICAikpqbibdiDSTyHMWuu+Pj40tJSDMM2bdrEChppNFpubi6ueYN9138qKyvDMOzMmTMA8Pz5c7wKz88eERHRJ4v7vxtOCy/V1NQQicRDhw6xWq5YsQIA8vPzez/pL1CNotPpc+fOBQBcAtfDw6NPZsS6CRrfvHlD/o6srOy5c+dOnTplb2+PG5GcnGxiYsLLy0sgEPC0+OxPrIiIiPXr19+8eZN1PuzY2Nj4+fmtW7fuyZMnra2t+vr6HbOZ8/DwXL16VUVFhZubm0AgTJ8+vd0UrJHxpbK6urqHzxRE7+lKeElISGjOnDl79+6NjY1tbW29fPnyjRs3AGBAbTJ3oxq1adOmmJiYq1evpqSkBAcHX7p0ae/evX02caermbKycuJ38vLyWAsLhmGZmZlkMtnd3b2kpITJZLa1tQHAyZMnMQw7duwYgUAQFBQkEAgXL15kdWFfzeh0+tGjR/X19fGWW7duxR8n7KvZ6dOnubi4zp07V1tbi2HYo0ePACA7Oxv7vpqxnkD4Wso+F6IrOJR1ODw8nEwmBwYGYhhWVlZmZGSE31djx47ds2cPkUik0Wi9n4vTxhcUFLCkMHGOHj1KoVDq6up6P1eXqxmVSh3zHXl5efbkshERETw8PAcPHpSWliYQCO30kzAMCwwM9PDwWLVqVUFBQceRubi43N3d4+Pjy8vLfXx8/P39O+7137p1y8zMzNnZWVBQEJBE00CiG+ElAJCQkIiNjS0qKiouLn758mVDQ4OSkhKFQukfWzvQjfEfP35kMpnsYhTDhw/vQ9Wof/xXIPX19RQKhRUJXLhwAQCw7y+UXFxc8+bN27t37+DBgx0dHdvJfNbW1l66dAlfAMXExNauXWtsbJyamorXsgapr69nSTQBQEhICHstoh/pRngJAK5evZqUlCQrKzt48OC2trZLly7Z2Nj0m60d6MZ4XB0qOzubVfXhwwcCgTB06NA+mfofu5mhoeHXr1/PnTtXUlJy4sSJjIwMKSmpN2/e1NbWstpQKJTQ0ND4+Hh/f3/2vgQCYeXKla6urmlpabm5uWFhYfheJQCIiIiUlpY+f/7806dPhoaGjx49iouLy8vLW758Oa7MlJSUhKt+IvoRT0/PrKwsR0fHmJgYXHjJ2dkZF14CgJs3b9rZ2d29ezcuLm7evHk0Gq3fJd7Z6cZ4RUXFqVOnbtmy5f79+58+fbpz587evXudnJzYdWd7RU9+nm7H5s2bxcXFhYSEHB0d6+rqduzYwcfHt3r16nY/T/v5+ZHJ5KSkJPby169fT548WUREhEKhqKqqBgQE4OUFBQWqqqr8/Pw7duyorq6eOXMmPz+/jIzMrl27GAzG1KlTBQQErl27ht7NfppfILxUXV3t4OAgKirKy8s7efLkt2/f9smM2K8y3tPTk6UahSvU9smkfS+8hBiw/MeFl9rxi41Hf6GP+El+L+Gldvxi4wfQbxqI34vfS3ipHb/Y+N/1aYRA/EYgN0MgOA5yMwSC4yA3QyA4DnIzBILjIDdDIDgOcjMEguMg4SUEguMg4aX/Cr+7dtFvbTwKGhEIjoPcDIHgOMjNEAiOg9wMgeA4yM0QCI6D3AyB4DjIzRAIjtOdm82ZM4dAIOBp7llkZmYSCITY2Ni+ssDe3t7MzKyvRkNwgqqqKjc3tyFDhhCJRF5eXh0dnfv377M3uHHjhpCQULs8VlVVVdOnTycQCHh6uYHAwBJeAoCampq7d+9qaWnhKeI4h5ubm6enJ0enQPQSZ2fnV69enTlzxtjYOCAgQFNTc+bMmZmZmQDQ2trq7u6+dOnSdmIJCQkJo0aN6jRXZ38xsISXcP78809RUdGnT58CQE5ODqs8IyMDAF68eNH7VCRtbW1MJrP34yB6wk9nrWltbSWTybiCgqWl5aNHjxgMhpaW1vHjxzEMS0xMVFdXz8nJmTp1Krs0l7W19e7du1+9egUALDWFX288OwNReCk4OHj27NkTJ06Uk5O7ePFip23a2trc3d0HDRokKCjo7Ox8584dAoHw5csXvPbKlSuampo8PDySkpLu7u40Gg0vFxUVPXr0qJWVFZVKra2tZQ8aKyoqHB0dpaWlKRSKsrLy0aNH++xxgugFDAaDXa+ISCSmpaWtXLkSABQVFePj4/FcmuycOHHCy8uLQCD8UkO7ZcAJL7179+7169dOTk4EAsHR0RFPhNixmZ+f3+nTp/39/VNSUuTl5XHhGFx65+bNmw4ODhYWFunp6cHBwbdv32bJ2HBzc589e1ZbW/v58+ft0k06OTklJiZev349PT3d29t73bp1t2/f7qtTRfwcZDLZwsLC29s7KCiI9axkISIiwsfH17GXrKzsL7HuHzCwhJcwDNu4caOKigp+/PHjRwCIiYnBP7IHjYqKinPnzmX1Mjc3h++Lsp6e3rhx41hVoaGhBAKhuLgYw7DBgwfr6uqyquzs7ExNTfHj0tJSXGAJR0dHZ/ny5X2wbCN6F3dVV1fb2triS9Po0aP3799fVVXVrk27oBEnLi4OBkzQiA0o4SUGgxEaGrpgwQI6nU6n0+Xk5IyMjPBE9uy0trbm5eXp6OiwSiwsLFgjpKSkmJqasqomTpyIYVhCwrc/stbV1e3U579+/erk5CQsLIyryycnJw8cEbr/MsLCwjdv3iwsLBwzZgydTvfy8tLS0srJyelvu/4x/SW81ImbRUVFlZSUbNu2jSVx9vLly7CwsHYBA576mH1/SVxcHD+g0Wh0On337t2U7ygqKgJbWCwiItJx3ubmZmtr66ampvj4ePwZw1LxQQwEZGVlJSUlAwICcEmH7du397dFP4m2tjaJRIqLiwsPD4+LiwsODi4sLDx06FBAQMCcOXM0NTWdnJx8fHx27NiBZ4/vPZ2kQw0ODjYyMsI1oHFaWlpMTExu3749b948ViGVSgUAdjsqKyvxA15eXjKZvHr16iVLlrCP3FExkJ309PS8vLxLly6pqqriJaWlpQMwxP+vUV1dnZGRMX78eFaJoqLi/Pnzf7vX5vz8/NraWi0tLVYJS3hJSUmpK+GlESNG9H7q9m6G/1x26NChMWPGsJebmZmFhISwuxmFQpGVlU1PT2eVREZG4gdEIlFHRwdXn8BLWltbi4uLO13EWOAey5JcevnyZW5uLntQiugXwsLC3N3dCwsL2Z+SlZWV3T80ByBeXl7v3r1LSkpipfXGOggvsd7c+lZ4qb2bXblypa2tzdbWtl357Nmzly5dytqsx5k1a1ZgYODUqVMNDQ0vXbqUn5/PqtqwYcOsWbP8/f1tbW0bGxv37NkTGxv7/v37bpRstLS0eHl5jxw54uvrm5aWtmvXLktLy/fv35eVlf12V/TfxOzZs/fs2WNlZeXj41NXV5ednZ2SkhIUFIT/3UJeXl5hYSEAVFVVcXNzP3v2DACUlZU/fPgAAPjGXVJSUk1NDYVCMTAw6McT8fT0NDY2dnR0dHV1xYWXLly40E54SUhISE1NLT09nbPCS/r6+iYmJh13S6qrq8lk8v79+9l3GhsaGubPn8/HxycqKrp69Wp8m4SlI3r58mVNTU1ubm5RUdEZM2Z8+PABLx88eLC3tzdrZPadxuvXr8vLy1Op1AkTJmRnZz948EBYWFhHR6ev9nz+y/Rmsy43N3fu3LlSUlIEAoFKpWppaYWEhOBVmzZt6nhTtfsDPRyW6PEvNp6d31J4qbW1tby8nPXxjz/+EBMT6wvDEH1Pn9yp+F+B9H6cf8p/Wnhp7969CgoKYWFhubm5t27dOnLkyOLFi3szIGKA4+DgoKCg0N9W9AG/k/DSli1baDTa+vXry8rKZGVl3dzctm7d2leWIQYgDg4O/W1C3/CLhZd65WYkEsnPz8/Pz6+vrEEg/pWg/9aJQHAc5GYIBMdBboZAcBzkZggEx0FuhkBwHORmCATHQcJLCATH+R+5l5uObYco1AAAAABJRU5ErkJggg=="
<image>An economist tracked the amount of per-capita aid sent from the U.S. to various countries during the 1900s. How much aid did Algeria receive per capita in 1985?
8
505
null
8
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"
<image>Some friends played golf and compared their scores. What is the range of the numbers?
20
506
null
20
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"
<image>Vindale will decide whether to extend its public pool's hours by looking at the number of times its residents visited the pool last month. How many people went swimming more than 3 times?
17
507
null
17
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"
<image>At a swim meet, Rose noted the size of various swim teams. How many teams have at least 41 swimmers but fewer than 57 swimmers?
2
508
null
2
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6fG6nm3eYvKajqDBf2AFPNRXp9NdFeibeBa8vQa+8IXjmcdy9Frol+LSKzgZ5WdEzJ7a4+YRRPaJzcbHHnd+9Y2/M9VupmuqyV87tampuX+eyz2J1UGHW5SlPvbSU0J+8JP55NNVlUx9GHjhydaXdzoGBoVX2u1QUJdOSo6A/dTobGRi897xPYASht19bUz7tSRQ5bSrfNzAzjX88SMso6unpNTDzo/ScEHdg3Rrj9Cdndh+I9d0aiSf0iYnwHdnv6es5+19lIcZ6c/7iHaUdXELmAd42e3a40DqQX4Xv3/GMjFjoSWZoaJhT0Dz80CafjX/ZH+v9G2HmMe5ufYaa9J3zn4f2EcD8TeDxfWKKNkb6anuDNyAQiBNRCXR0iNVW+rSOi8bs2uY83TvMf5hfIgiYvwNWVqbUpMhv3/C6SzctMfVpbul4+ThqPg8nreOiMbuCfpXc+78ac8LA/Iv4JW4AMDD/QeDcg4GhDXDuwcDQBjj3YGBoA5x7MDC0Ac49GBjaAOceDAxtQAGMAK1jgIH5LwL3ezAwtAHOPRgY2gDnHgwMbYBzDwaGNsC5BwNDG+Dcg4GhDXDuwcDQBjj3YGBow78g9y5dSUBgBP+U/t67agRGMDtnCoGLf4zw4+dw8xS4Fyj/A9vi4lUKPTKF2NivcBxoReW7agsrFy5eJQRGEDdPwWy5c3V1HVTV19fvuzmEh1+VkU1SV39VQeHUOo0RJy8gMIKUi7SCAdlD8O4wEUkdRjZJKXn98OPnZp5SHuIXzb1372uEJRb9Vd74FvDERB8RF6PZXFpEInHPvhOrrc3Sn9+iVQz/ZXp7+0wtnRgY6B/dv8zIyJCUeLGrq8dsxfrh4WEAgKvHtqRHqdGnDr5IucHPx7vM3LG1tX2yE0Jvn6Ag36sXt8nLb1fGpw/c4L71avzdkF3+qU+ur3dcsyvkWFj42Vmj+kXnSioqrpjdaM7gcOxeGx3/Qoc/S08PgUgkmixdrCAvPbv1n2BkZASNRs9u9x+jsKi8tbX9fPQRLi4OBAKhs0j91vVo7cXWpWXvOXDsdxKTH92/stzSGACgqaEsJq0XHRMXFhpM5YRA6OXi5NBfQj1t7vfv3c9fZp0+ecDZcTUAQE9Xs6Ts3b0HKbt3+oEZmYP+Xnb+YsM17NzyLBwyuvqrMrPeQuU8/KpRZ654++1m45Lj4FHYuefot29d1ms9mNilBMUW/nb9HtnD5au3ZJWMsMziXLxKDs7+HR2dM1ftP3RyveuWpqYWBEbw1OnLkGVNTb2u/ioGVgkRSZ243+6CqWDllD12IsbDawdungITu5T1Wo9v37rApLFWwu2HiqrLsMziPPyqfgF7BwYmBBuuxt+RktenZ5GQVjC4Gn+HXD5DE0py3hQsNlzDyCbJjJM2XLYOGr28TMvi4lUCANjYe9OzUE+cHhN7bR6fSnZOgbyyMT2LhIqGWeW76us374tK6TLjpM1XrP/6dVw1rqCwbKmZPQePAjNOWnPR8pdp45NDl1dUITCCKc9eySkZaelYQYUkEmnLtgNcvEqUx4GKouJyIxM7JnYpVk5Zq9VuDQ1TCF/9fzA6OgoA6PgyIcMkLCzw+VOhpoZy2qscDAZjsmxcARuNRi8zXvziZdZkJ3h87+RJWQEAHBzs3Z2VUOJB0GOxdHSIWaOaVX+v33LlBlkZidzMB2+zHyopypotd+7q6gaQ/t7pS4v1tDpainYH+x09ds7CysV30/qvn8ts1lh6+ezs7u4BAFy7cc/Da4e9rVV5Ueqdm+cKi8stV24Y19+bpmr7Vi9/3w0CAgs620q9NjoAAFAolG/A3qBAr/w3jzXVlTZuCp5yVIBGo45HxmqoK7Y3F2Zn3MsvKPX02Ullc+/+U3snP3Mzg/Ki1LhLEUmPUt09xzUP7iQme3jtcF1vk/P6nqe7g9vGoHv3n87chJKamnpjU/v5PNxvMh9kpt9lYWEyMrFrbW1fsnhhdWUGAODKxROtjdRiXWg0Co/vPR195eWzm3Ufsgi9vWvtNqU8yyjKSy5++zS/oDQy6iIAYHBw0NTSiYWFOS01IT/nkZ6u5so1HtBBwKDRAIADoad2BHnHXY6A3F6Ouz0yQnyWfO3KxROvMnI3+e6i2m5TU4vB0nUYDDrn9f3057e6u/HGZvaDg7MrV/0bWailysPDbWvv/fxFJrX+3scGfv75GMzElMGiIoI1tQ2TnRAIvUxMU+QemYGBwba2jouXb9699yQwwGP2sMaGP82wlBWlAgAy0xOh1ZH++oyXd/q6q8eGP/HxzTczNYDKu75UAAA2eTpBqxUlLwAAedkPx4Y/KSvJLTXWIzt8/OAKACDn9f2Zq3YEbRIS4ofKL54PBwA8fRQPrTbWvqFcpVw4OXG6Ohrk1aOHg1EoVG/XByierFf3xoY/aWooU9pcj49CIBAtDflQ1drVFuSq7ds2nYrYP3MTyiXA342NjbW/pwZa/dZejsFgDh/cPjb8qbOtFABwNyFmcszQ3r3NeQStbvZzBQC0NxdBq6tXmZua6I8NfyIONHyqyyN8r4LKCd+rAAC3b54bG/5U+z4TABC01YvyOMjLSZFX94dsQaPRfd3VlMdh+7ZNLCzMXV8qIJtPdXl0dHQ3r52Z+Xr49y4VJS+UlcYnrre0MLoWd2qkv35s+JO7q52ykhyl5ZlTBwEAo4ONVB7MzQw11JUsLYzY2dnmz59nu3b5p7o8SoMlixcCANjZ2a7HR80lpNn09yRFZWQk7J39jh47V1xSgUQilyxeyPi7xKaszPgIip2d7YdVNlYAQHc3fmRkpLyiSneRBtmhpoYyAKC07P0MVVNGorNoXAGPg4MdAPC9q3tKM8gJhJysJJFIrKtvIpeMjo4Wl1QaGeqSS/QXa4+Njb3NLyGRSMUllRrqE3qA4Ud2bvZznaEJ1aaLiitUVeQZGOjJcYqJCZWWUcv0TQnlkeTkxPHwjCsBsbOxdnfjAQBIJLKouMJgqS0jmyQCI8jCIQMA+P594iBoqClSOoSuAwgVZfmRkRHK4wAAKCgsU1WRh04cAEBAYIGoqGBuXvFcov03Ii8nVVKQUlKQgsVi29s7nVwCjEzshoam1u6ejs/tX4wMdJOTrkQc25NfWGZkatffP6GseubUwScP4zzc7Nw9t5+NiZ/V26z6e9is9ERHe+vLcbfUtCyEJRYl3H5IriXLJk25OjY21tfXTyKRcLgJ2TfoNx7fO0PVlJGQE/53/b2pVYpYWJipmlAenYGBQSKReDjsDD2LBLSISesBADq+fO3vHyASieTMmUsTKks8vpdydwAAOHY2PGHq3aGC8tBNPowAgHfva2zsvbUXqtV9yCINNY3011N5oNo0J+eEDgQTEwMAoK/vB/EWPJ6QlZ1P3il6Fom6uibKR/H/S5SV5FAoZG5WUnLS1dy84rjfEnE4th78D8pt3d14VlaWyfPnPnkY11z/NsDfTWeRhv26lbdvnK2tbXiakk42UJCXNjczPBa2K2ir17Ydob29s0gvzkV/DxcWGhwWGlxTU388MtbB2V9WRkJJUXbWhgAAJiZGJBLZ1dVDLoFu1WxsLDNUzcXzdHRR9IcEQh8AgJl5QtGXkZEBjUZv9nN1c7GlbMXDw8XAQI9CoSa/k5ihCZUlGxsL5e4AAL53dfPzzf/jO0PBk6dpWCwm8ngIJCTQ3j5LkvT0TEjtQT0n5XEAALCxserqaMSeDaMspLxz/T/R2NjcgydQXrQW5kZqqgqlZe/U1RSbm9sGBwfp6cdvuzW19TLS4rP6VFSQBgA0NrW0tra/SMtabW1GPnrqqoqDg0PNzW0yMjNpEs6mv9fw6eGj59BvSUnR2HNhKBRqumHhZNBotJKi7Ju8InLJm9wiAICGutIMVdDqH9Tfoxg1lZa9w2KxYqITn/Xo6OjUVBWamlqkpcWhRVRUEINB43DsSCRSWUk2M3viXUjA1v0BW/fP0IRq0+pqisUlleTXFV++fP34sZFyEPtnIPT20dNjyQoe8dcSwYyHKO/txJC4tPw91XEAAGhqKNXVN4mJCZH3i46Ojpd33l8S7a/GrpBjG9y3TdLf6+Hh4V5qpEcikZKfpEHl/f0DKakZ5qYGVB6IRKKLWyDloA86wqIigt++d21w35r8NI1cVVr2DoFACAnxzxzVrPp7battPSNOXqiurquurjscdgYAoEXxTDUr2wI3vniZdTzifEPDp/RXOduCQ5csXqiupjhzFY6drb29MzPr7c+++G5ta993MPLjx8aUZ69On726ZpU51TAyKNDz3oOU8OPnamsbSsveObkE6BmugYYHAf5u6a9yQvafKCouP3P2avS5eO2FajM3ocTb03l4eNjdc0dVVW1p2bv1boHs7Kzrndb8VPzToa2l+vXr98tXb7W1dZyNia+o/DB//ryy8veU/RuZsbGxT82tB0NP1dU1PUvNiIm9Nvk4eHk44vG9Lm5byyuqamsbQo+cllUyKi6pnOzt/4AAf7d372ucXAJeZ+aRSKTsnAJXj23NzW2OdtaCgnwuzmv9tuy7m5iclZ1v6+CNRCK9vZyhhu6e2/237AMAoFCo0VHSxk3B587/lve2+NqNe86uW+RkJS0tjBQVZExN9P0C9l64dCMrO/9k1KXwEzGuLrbkp6TpmE1/b/HC+CuREScv7jsYiUQi5WQlH967JD2HHpmMna3VwMDg8cjY3XuPs7OzWi1fdvzorrlUxV1LtLByCQr0XLCAZ+6b83Cz7+rq1tJdMTg4ZG5mGB11kMpglbXZ9fioo8fO7T0QyczMqKermfHiDjQec7Cz7uvrP3HywrET54WF+c+fPWK7dvnMTSgRExN6+exm8O6jqlrmKBRKV0cj4+Udbu6/RnvE3MwweLv3zj3hW7eHrrA0vng+/GTUpWMR5+npsb6bXKiMR0aIu3b4Nja1aOosn+44CAnxv3pxa8euo9p6KxEIhKKCTHLSVfUfX9j836CpoZz65NqB0FMr13gMDAyustmooiyflpogLi4MADh7+lDw7qM+m0MIhF7thWppqQlcXBxQw8p31eQTffH8UT4+nhMnL3z+3LFgAc8Ky6UH9gZCHydu3zh76Mjpo8djPn/uEBBYsHXLxp3bfWaNCjE2/P/zRZWLVynAz23PLn9aBwLz68KMk+7urPwV9Pd+0b/nhIH5m9i1w/cX0QCjffbDwPyT7Ar2pXUI4/xfjTlhYP5F/BKdLwzMfxA492BgaAOcezAwtAHOPRgY2gDnHgwMbYBzDwaGNsC5BwNDG1BguJnWMcDA/BeB+z0YGNoA5x4MDG2Acw8GhjbAuQcDQxvg3IOBoQ1w7sHA0AY492BgaAOcezAwtAHOvZ8mOjYRxbaY1lHA/ByV7+stVm/jEjJHMOvg+E3NrLdW14xP1N3XN+AbGMkjYsnIbai7dFNBUdV0TpJTcrT0PZh5jAWkrDf6hX/7NjEda9S5O+KKNvScBjJq9tcSns0lJNrn3tkL91w8Q2kdBQAAvKuqF5ZdPbsdzL+N3t5+05WBDAzYR7fDGRnpkxLCuroJZqu2DQ+PAABcNx1JSs6Mjgh88egU/wLuZVZbWtummHr4eVq+lW2wsqJEcuKxQyEeSY8z1/9+3cZcfBC0+6zPxtUZKWccbJa5eB5+8uzNrFHRcr6WkREiGo0qKqn+yz0TiUQkEgnNHj93/o5IYH4FCks+tLZ1nj8VxMXFjkAgdLQVbsUd0Db0LC2v5cCx3rmf/uhO+HJzXQCAprqsmIJNdOy9sANeVE5ORt/W0pCNPb0dAAD0QH//oE9gBIHQx8LCFBZxzc9rzRZfWwDAQk35yvf1ocfiLExnEW+dvd9r+9xpvmorA5cBj4jl3tCLuw/ESqnYQVXMPMYnom6SLd19wtT13KDfBUVVS5cHcAiYMvMYay5xf/lqXPuuvPIjglkn5XmunLqjlr6Hvpnv1WtP4m+kIJh1SstrfQMjEcw6lMu2XdGTQxoZIQbtPrtA3IppnpGOsdebvHGhTA4B09Mxdy3XBDFwGe4IOce2YNnAwITYxemYuwxcBt3dhOaWDhunEB4RSwYuA1l1hwtXHgIA9h+5vH5jaNOndgSzzqmzt2fYBZh/HaOjJABAR+d3comwEO/nukea6rJpGYUYDNrEWAsqR6NRy4w0XqRPca4vnwu+HT8xzakA/zwAQOfX7uqapuaWjuXmOuQqSzOdtwXv8fhZ9Bhmzz1nj9DyyrrkxOOvnp7p/NodfyMFjULO3GRwcMjUOpCFhTEt+XR+xkW9RUor1+2E+vFxsbiwqzsCHeJidz+8dVRNRXrdGuPOxicKcqL7d7nWlt2GlpBgFwCAsYH6ZP+bt5+Ku/H0ZLh/ZupZCTF+U+vAxqbPkPNLcY+VFSUyU89tdF1BIPQ/eppNbpWY9Gql5WJ2dpYNXkfa2r8mJx6veHvN32uNT2DE87T87QEO/pvWCvDzdDY+8XJbOcMuwPzrWKghxzOPw9Z57/O0fGr9vboWfj5uDGZCrFdUmK/m4xQTiC3g5Rbgn5im+enzXL4F3MJCvLV1LQAAMRE+Cg8LxsbGPta3zBzVLGPO1rbOtIzCMxFbjPTVAQBnI7c+Tc2duQkAAI1Glb6Jw7GzQDqdB3a7RZ65lZNXbrPKCIVCAgAW6yg525uNR4BCYrFoLi52AAAXFzv0o6Gx7dTZOz4bV5suXUjlvKen93J88smj/rarjQAAF87s6O0bqK1rFhbiRaGQ9PSY0L0bIUtjA/VrCc8gs/aObzm5FSkPIgAAxWXVW3xsNdRkAADiYvwqSpLCQryMjPQMDFg6OgQUwOjo6HS7MOvuw/xqMDExvEyOcnI/aGK1BQBgbbfLdrXRujVGKBSqB9/LyvLDFOOsrIwEQj+JRJphGs/klJzYyw9/uxhCR0fXg+8FAFA6YWVlAgB098wiQTVLv1dV3QgAUFGUHLemo9NSl5u5CYDE4kqqDcz9GLkNEcw6LPOXAgC+f59QDtBQlZmhOYlEcvI4xLeA+/jhKSbWLq+sGx4egTIHAIDBoBOvH15qqDnZs7vL8tSXb790dgEAHjzKXMDLBfWiKy0XHznx29adZ9IyCoeHR7Q05HjmcfzsLsD8u5CXFS15E1fyJg6LxbR3fHNyP2hkuXloaPgPuEp6nLnGcU/wVkfHdSZ/JqRZco9A6AcAsLFNSEOxs88uE/Wuqt7GOURbU76u4g6JkD3S/ZrKAIebSegr7MS1/ML3Ny7vY2DATq6FbjNTVlF5hkaYtxJfAgASk14525tCd7KL0TuOhfrk5FUsXR7ALWwRcugikUj82V2A+TeirCiBQiFz02OTE4/nvq2Mu/4Ux87S8+ODWXd3Lysr03Sd3tVrT9Y67dm/y/XI/vGXMTh2VvD7Zfm7BwIAAMc+i5rdLLkHySb2UPSe375PfNOgepE4MDB+F3nyLBeLxUQe9eOdz4VAINo7voM5U1Ty4UDYlYN73FWVpaY0YGFmBABQflqZDgwG7bTO5Pa9tK9fuzNzSl0czKFyJBLp57Um79WFLw3J+3a6hkdeP3fxAVXbP7MLML8ajU2fyypqKUssTBepqUiVVtRKSQg2t3QMDk68k6v52CwjJTyln9v30jb6hV84syN4qxO5UEpCEGpF6QGJREqI/TkNMMhvSXkNtEokErPflJNr2dmY8YSJe0Zp+fjuEXr76ekxE2JxN1IAADPI6ZGrBgaGHN0PamvJb9/iMJ2xkoI4Go3KzCmFVkkk0hJTn+m+Znq4rMh9WxkVc1dLQ05CXAAA0NPTe+N26sgIEQDAxcUe6LdOb5FSSVnN75GM/bFdgPmV2bU/doPXkUn6ewSeeRxLDTVIpLHklPHPcf39gykv8syXaU92Uvuxef3G0JPh/hucLCjLxUT5xMX4kx5nkUvuPcxYrKMEvSmYgVnetQgJzl+0UCHsxDVxUX5uLvaT0bfp6THkWnVV6QePMv081zAxMUScTiD09kNDQW1N+dDwuMvxj82WLXzwOLPiXd18Hs6yyo89Uz194thZSspqSspqBPjmHQi7Ut/QFh0RWN/QBtUyMdHzzv9B4ZWdnWW9g9mxUzcFBXjkZUVjrzwsLq1ZdE5hyvhlpIW1teTDI6+fO7kNKkEgED6BkS9fFW72tmFhZiwurc4vqnKwXQZF0t7xPTO7VIB/3k/tAswvToCPjd4ybyf3Qxs3rCCRSNm55fE3UppbvjjamggKzHdxNPfbdnJsbGw+D+exUzeQdHTeHtZQQ3efMEYG+tMntgAAgvfFQJdcRtaEvqqstMg8btze4A2um46ICPPqais+fJL17MXb9CenZ40KMdabM7NFY9Nnd5+j2bnlrCyMXu4ru7oIrzKLKwuuAwDq6lvdfMIKiqpw7CzeHqv6+geePHtTmhsPANi57/zl+MfDI8QV5rpnIwNPRt85duqG+/rlvp6rJZRsXzw+ZWygAflPeZ7r5HEIAHDzyn7/oJPVNT+83rUwXZSceJwqpKGh4Z37zt+88wJP6FNWlDh2yFt3kRIAgF9ypYujOfk9J8SJqJv7j1xpq30IvX0CABQUVe0+EFtY8mFgYEhYiNfDZUWg3zoAwKfmdpOVgS2tnUGb7ffu3DDdLoiL8QVsP03syZz14ML8OmRkFR84crW0ora7m4DDsagoSh7et3GhpjwAYHBwKHjv+Zt3nhN6+7U15c9EbJGTEYVaLTTYyMzE8DI5CgDAzmcy+c6bEHdg3RpjAMD5Sw+OR91sae2UFBc4uMfdesWSWUOaPfeo8A2MzMgaz71fn7GxsUVGnory4uN/jgDzn4eZx7i79dmvoL9H+wj+JgYGhj7Wt5y9cL/iXf2tOGrVVZj/LLu2OcP6e38v7z806BhvEhTgSboVJiQ4n9bhwPwq7ApypnUI4/z0mBMGBuYv4ZfofGFg/oPAuQcDQxvg3IOBoQ1w7sHA0AY492BgaAOcezAwtAHOPRgY2oACGAFaxwAD818E7vdgYGgDnHswMLQBzj0YGNoA5x4MDG2Acw8GhjbAuQcDQxvg3IOBoQ1w7sHA0Ia/Jfe4eJVCj5wGAESfi0MxiPwdmyCzZp2Xsan9X+Xt/fsaBEYwN6/or3II84tQ+a7awsqFi1cJgRHEzVMwW+5cXV0HVfX19ftuDuHhV2Vkk9TVX1VQWDarN1t7bwRG8OPHRsgzAiM4eWlv/zKzk39lv3c2Jt7FLRD67enuEODn+ld5ZmZmIv8L839Db2+fqaUTAwP9o/uXGRkZkhIvdnX1mK1YPzw8DABw9diW9Cg1+tTBFyk3+Pl4l5k7tra2z+DtWWrG/aSJ+WBFhAVevbhNuWxYbyMsLMDBwT5zVP/K+VqKiivIv5ca6/1VbkdGRsZzj2mWWU1h/l0UFpW3trafjz7CxcWBQCB0Fqnfuh6tvdi6tOw9B479TmLyo/tXllsaAwA0NZTFpPWiY+LCQoOndNXfP+Dtv8fDzS4m9hpUwsTEqL9kYi7dzs5vSY9SL50/hsFgpvRAZpZ+b7HhmmXmP0wRvcpmo7beSgAAkUjceyBCSFwbyywuIbs4+lzczK6GhoaCgg8LiGphmMSExLV37z0GqSAsEFI/dDgKsmlv/4LACNrae5NbLRBSPx5xntKPvrHN1fg78dcSERjB0rJ3lGPO1tZ2y5UbGNkkoVZ79h2XkteHqr58+erkEsDFq0TPIqG5aHn6q/FZasorqhAYwZRnr+SUjLR0rFhZmd02rOPkxAEAsrLzFxuuYeeWZ+GQ0dVflZn1dsr9KiouNzKxY2KXYuWUtVrt1tDwCQCQ/ioHgRF8k1tINoM2lPr89XRNYP4+RkdHAQAdX76SS4SFBT5/KtTUUE57lYPBYEyWjYt4o9HoZcaLX7zMmtoRAPsPnZzHzenuum4GAzlZyVXWZrNGNUvuubvapaXntLV1QKt9ff3PUjNcnNcCAAKDDkWcvHBgb2BlyYutARu3bg+9ePnmDK68/fZcvJxw/Oju92Vphw8GnY6+umNXGADAyEA35/dr9HXWWwGBBVk5+dBqbW3D589fqHq2h/cuqakqrLNZ0dlWqiAvTVnl6LK5rPz9o/uX01Nv5b4tvn33MRqFAgCMjo6aWjrnvi26feNsSf5TLU0Vs+XrK99VA7IeYOipHUHecZcjUCjUpdhjrKwsfX39lis3yMpI5GY+eJv9UElR1my5c1dXN9VONTW1GCxdh8Ggc17fT39+q7sbb2xmPzg4aKC/SExM6NqN+2TLxPtP+fjmLzXWm67JzCcC5s+wUEuVh4fb1t77+YtMav29jw38/PMp+yhREcGa2oYp/ZRXVJ05e/VCzNHpZhlsbGy+eDlhuj6Tillyb+1qCxYW5pu3kqDVJynpY2Nj62yW9/TgYy/e2Lplo4vzWgkJEa+Njs6Oq0+cvDCdn2/fun67fm/7Vq91NivExYUd7Vd5ejjEXrwxPDxsbKSbm1cMzZX/OjPPwW4lHt9bV9cEAMjMfsvNzamkKEvpio2NFYVCYbEYLi4OJHJChbOl5XPG69w9O/2NjfSkpcWvx0V1dY3rpTx/kVlSWnnh3FEjQ10ZGYmoyP0iIgJnzl4FAEBzpC7W03J2XK2oMKEfVlffhMcTHOysZWQkZGUloyL3P30Uj8VSix+di70GAEi4dkZZSU5dTfF6XFRjY8uDh6kIBMJ1ve3tu4+hJwoAQOL9p86Oq+no6KZrMvOJgPkzMDExvnx2E41Gm1g49vcPWK/1uH7zPjTs6ukhsLL8IBjEyspMIPRSijdAkEgkT++dfj4bKK8TKk6cvLBQS0VXR2MuUc2SewwM9PbrrMj373v3n1pbmbKxsZaVVw0PDxvqTyhK6y9ZWFNT/+1b15R+ysrfE4lEypg0NZT7+vo/fmw0MtDB4wkVlR8AABmZeXo6mlqaKlDXl5Wdb2yoO0fZ9KoPHwEAaqrjwgyMjAxLFo/rZhYUlqFQqMV647q+dHR0ejqauXkTs+prqClSeZOSFJWRkbB39jt67FxxSQUSiVyyeCEjIwOVWUFhmaqKPDs7G7QqILBAVFQQ8rxh/Vo8vvfJ03QAQFVVbVVVrYvT2pmbwPx9yMtJlRSklBSkYLHY9vZOJ5cAIxO7oaGh2Vv+TkzstfaOzv0hW6Yz6O3ti7+W6OFmN0eHs7/n9HCzK6+oKq+oGhwcfPrs1Yb1NgAAPJ4AADCxcKJnkYCWDe7bAABfKIbUlODxvQAAHI6NXIJjZwMA4Am9/Py8UlJi2TkFnZ3famrqF2mr6epoZGXnAwAys/Pn/iqlt7cPAMDOxkou4eYaV7TEE3qJRCIzToYc7dX4O5Sjf8rAILBYbFZ6oqO99eW4W2paFsISixJuP5xqvwhZ2flkt/QsEnV1TR0dnQAAXl4eczODazfvAwAS7z9dpK0uKSk6cxOYvxtlJTkUCpmblZScdDU3rzjut0Qcjq0HT6C06e7Gs7KyUI0qP3/u2L33eMyZw5Pvv2SSn6YND49YW5nOMZjZ33OqKMurKMvfvvtYQ00Jh2MzMtQBALCxsQIArsedonriEhGZ+n/isrGxAADIg0AAwPeubgAAGysLAMDIQCfnTSHPPC4FeWl2djYdbXW/LXtbW9sbGj4ZG+rOcU8YGOgBAIReSqnA7vGts7LQ02NL8lMo7SnHq1PCyYkLCw0OCw2uqak/Hhnr4OwvKyMxeQCsq6MRezaMspCFZVwe1H2Dna2DN4HQe+9Bis8m57k0gfk7aGxs7sETKM+dhbmRmqpCadk7dTXF5ua2wcFBenp6qKqmtl5GWpzKw/OXWT09eMuVGygLpRUMrFYsu3c7dtzmRab2QtW5f6Ca0/c9Dze7u/ee3L77GHpiAQAoKcpgsdjOr9+lpcWhhZMTx83NOfmJCEJJURaFQr3Jnfhm/Sa3kI2NVUJCBABgbKibk1uYkZmnp6sJANBeqFpX15R4/6m0tLiAwIIpHY5N0sKTEBcBAJRXfIBWBwYGX2fmQb81NZQHB4dIJBI5WgYGen5+3hl2uaHh08NHz6HfkpKisefCUChUadl7KjNNDaW6+iYxMSGyZzo6Ol7eeVCthbkhBwf7iZMXamrrbdcun0sTmL+DXSHHNrhvm6S/18PDw73USI9EIiU/SYPK+/sHUlIzzE0NqDxYLV9aUfKitPAZtNy+cRYA8PjBlZPH95JtXr3OJT/yzIU55Z79OqvW1vZ7D1KgJxYAACsry0Z3+30HI+8kJjc2Nme8zl1q5uC6cdt0Hjg42F1dbI5FxDxIetbY2Bz3292LlxMC/N2gVx0G+tqtre2Pkl8s1tUEALCwMCsqyERFX1lqNPWAE4djKyl9V1Ja+fXrhBysmJiQqorCoSNROW8KamsbnF23kMecxka6Ksryji4BmVlvGxubE24/VNE0O39hJimlT81tq209I05eqK6uq66uOxx2BgCgpaFMZebl4YjH97q4bS2vqKqtbQg9clpWyai4pBKqRSKRLs5rw8LPrlppxsrKMpcmMH8HAf5u797XOLkEvM7MI5FI2TkFrh7bmpvbHO2sBQX5XJzX+m3ZdzcxOSs739bBG4lEenuND1LcPbf7b9kHAGBnZ5OXkyIvYmJCAAAJcRFBQT7IkkQiNTe3iYsJzz2qOeUeGxurgf4iLU1lcfEJ15HHQzZ5OgUFH5aU03d02ayro3Ejfia9vzOnDrq72vkGhEjILjl4OCpk1+Z9ewKgKnZ2NlUV+ebmNqjfAwDo6mjMMOD099nQ9rljqZkD1SWbcO0M7/x5hsvsllk4LjPWW6ynRU+PBQAgkchnyb/Jy0mustkorWB48HDU3t0BWza7zxDtksUL469E3khIUltooamzIiU14+G9S9KThiJCQvyvXtzq+PJVW2+liqbZ02evkpOuqlO8ubG2Mh0ZGdmwfu3cm8D85WhqKKc+udb2uWPlGo+BgcFVNhs/NbelpSZA1/PZ04ds11r6bA5ZZu7Q1zeQlprA9ftdu/Jd9fuq2plc/86XL19HR0ehZ6s5ghgbnv3DbmfnN1Ep3QsxR+1srebu+p+nv39geHiY/ArR2NQeh2O7mxBDw5CCd4clPXpeVZ4+x7e1MH83zDjp7s7Kf4H+3tev3+sbPgUGHRQVEbRZY/nPxPSHWW7t2t7+Jfbc0XncnE9S0tNf5SQnXaVVMFVVta9e50acvJhw7QyceL8Ou3b4/iL6e7P0e1FnrmzfeWShlkr85Uhh4V99NsEvX75uDtz/Mj27v39AXEw4aKuno/0qWgXDxauEQCB2bvcJDPCgVQwwvzJzGnPCwMD85fwSnS8MzH8QOPdgYGgDnHswMLQBzj0YGNoA5x4MDG2Acw8GhjbAuQcDQxtQYLiZ1jHAwPwXgfs9GBjaAOceDAxtgHMPBoY2wLkHA0Mb4NyDgaENcO7BwNAGOPdgYGgDnHswMLThT+Uel5B5aHjcXxTJHyE88jqO35Rb2OKnquZC5ft6BLNO9psyAMA8YYuwE7/9qUBnIzo2EcW2eMqqxAevEMw6X792/60B/N9T+b7eYvU2LiFzBLMOjt/UzHprdU0TVNXXN+AbGMkjYsnIbai7dFNBUdV0TuKuP1VauJ5pnpGg9Cqvzccnn5SBgSFR+bX8kivnEtKfyr2II77mJtqz2/09EInEPQcvrLZakv6Een60Gar+AMzMjMzMsCrYv5je3n7TlYEMDNhHt8MZGemTEsK6uglmq7YND48AAFw3HUlKzoyOCHzx6BT/Au5lVlta26aYJvxawjM37zBvD+uKt79duxiSkVW82nE3lc3+I5ebWzrmGNWfyr31DuaqylJ/xsOfoaenj0gcNTHSUpATm3vVH4CZiYGZadqZwGF+fQpLPrS2dZ4/FbRooQICgdDRVrgVd2BgYKi0vPZjXcud++kxp7atXWWoo6147dJeFmbG6Nh7k50k3H1hpK/m6bZSVIRviZ7Kzq1Omdmln9snlAUq3tWdOZ/o4mg+x6hmzz1W3qXHTt7w8D2K4zdlmmdkbbfz27fxqd0px5xFJR+MLPyZ5hmx8i61st3R0NhG9nD12hMpFTt6TgNpVbur155Q7oyiljOWQ59HxNJva+TAwNTCFC2tX2ydQzgETLEc+gqaTjdupwIAXr4q4BIyBwDYOIfQc/4wi/DkqqGh4aDdZwWkrDG4JUIyq3YfiIU0aKZzToXdWmN5WVEAQHNLh41TCI+IJQOXgay6w4UrUyg0AACy35SpLHKh5zSQU3d89iJPd+kmT/9jc98ckUj0DYzE8Zuy8i6137C/B9872QbmpxgdJQEAOjonZlIWFuL9XPdIU102LaMQg0GbGI/r5KDRqGVGGi/SC6b0g0JN6AhgsRhAMT86iUTa6Bfu67laTmauIuez5x4ajToedVNDVaa97lH2i5j8wveem49R2TR9ajcw98Ng0Dkvz6c/Od3d02u8fPPg4BAA4M79NA/fcFcni5yXMZ6uK928w+4lZQAA7iVl2G/Yb26iXZ4XHxe7Oyk5y93n6OStDw+PLF0R8P5D44ObYeV58dYrFju6HXz8NHuJrkp1SQIA4ErMrtaaJMomk6u8t0RcjHt0/LDP+8Ibh/d5no5J3BESM4Nzqhh2bnPWUJMBAGzwOtLW/jU58XjF22v+Xmt8AiOep+VTGXd3E5bb7MCxs+S9unAxekfIoYv1DW2QDOAcN3c04vqFqw9PHPYpyrqiq614iKZP1P8fLNSQ45nHYeu893laPrX+Xl0LPx83BoMml4gK89V8nGICMQ+XFWkZRU+evSGRSJ/bv0bH3jNbtnABLzdUe/5SUnvH9/273OYe1ey5h0AgpCUFN7paYbEYFSVJ/01rHyZn9fUNUNqcu3gfAJBwdb+yooS6qsz1S3sbm9ofPM4EAEScvrVqxZIdgY5qKtJbfG2DAuxb2r4AAI6duqG7SPHowU1SkkJmy7SPHvRKuPti8jg75Xneh+qm2NPbl+ipSEkKHdzjoaYifeZ8IhqN4sCxAgBYmBk5OX9QEaKq+vat57ebKdsDHNatMRYX43dcZ+LpahV75eHw8Mh0zqc7FMVl1SZGmhpqMuJi/F7u1tkvYpQUqGeqTn72prubEHNqm7KixKKFCtERgeRhyRw391vCsxUWum7rl0uIC3hvXLVEV2XWcwQzM0xMDC+To9BolInVlv7+QWu7XddvpY7r7+F7WVl+UC9hZWUkEPon6+9Zr1hy4oivlW0wlkN/gbgVEkl388p+qOpz+9ddB2LPRm5lZKSfe1Rzet7TVJsQcJGTESESR+saWikNCoqqVJWl2NnHJ8QW4OcRFVmQ+7aSRCIVl1ZrqE1oFYUf8t7sbTM6OlpcWm2kr04u19dTHRsbe1vwjmrTRaUfkEjkQk25iWDUZUrL5zRNN0RZ5UcicVRXe2LSdU11mb6+gY91LT/rfKXl4iMnftu680xaRuHw8IiWhhzPPA4qm6rqRiYmBilJIWhVS0OOfGuYy+aGh0c+1rWoKEqSSxZqyAGYP428rGjJm7iSN3FYLKa945uT+0Ejy81DQ8Nz95D0OHNHyLnwQ5sKsy4/vX8Cj++z27Af6kX9g04tM9T82feOc5oZm4Vl4i0flNn9/T9oFOMJ/SVlNZTPXcPDIx1fvvf3DxKJowwM1OJEAwNDROLo4WPxRyN+ECTp+EItnYnH97OxMVFOJIxjZ8ET+ucS9u8e+gAAONzERPk4dhYAAJ7Q97POL0bvUFGSvHH7+cno2ywsjP6b1u7buYFqdvHe3gF2th8Evbh+z725bK6vb2BsbIyNbeJOTPkb5k+irCiBQiFz02NTX+Zb2+2Mu/4Ux87Sg++jtOnu7mVlZZo8d/W23dFOdqZb/e0AAEoKEvx88xS1nF++KhgZGU3LKHxXMJO0zpTMKfe6uibEAQmEfgAA1Tt3NlYm3UWKsVHbKQtZWBgZGLAoFPLbNzyVQ0ZGejQatdnbxs35h3nmeebhqCzZ2Jh6evrGxsbI06p/78Kzsf7E5Qhdu5S78L2LAABgY2X+WedIJNLPa42f15qvX7t/S3gWvDeGm4vdf9NaShsGBiyh94d0+vYdP/d9gW5tPT19k5vD/GEamz734HuVFCTIJRami9RUpEoratVVpJtbOgYHhyDZHABAzcdmGSlhKg+jo6P1DW2+nkLkEnFRfgBA7ceWguKq7u5eAanxGdDHxsZIJBKKbXHkUT+qa4OKOY05c/Mn5H5Ky2uxWIyYCB+lgaa6bF19q5gon7SUELTQ0SF453MikUhlRYnMnFKyZcD2qIDtUXR0dGoqUk2f2sn2oiILMBgUDscKfkRdRXp0dJRyLPomrxJ68zFHlOQlUCjkm7cVFB4q2NiYJcT5f8p5T0/vjdupIyNEAAAXF3ug3zq9RUolZTVUZhJi/Hh8X2PTZ2i1sLiK/AV2LpvDYjHCQrwl5RNuM7JgOeg/y679sRu8jkzS3yPwzONYaqhBIo0lp7yByvv7B1Ne5Jkvox49IpFIvgXcVdVN5BLofYywEG/o3o3lb38rzY2DlqAAe555HKW5cQ42y2aOak6519rWue/wpY91LSnPc0+fv7tmpT7VMNLLbSWe0Ofiebi88mPtx+bQ8DhZdcfi0moAQICPTfrropBDF4tKPpw5nxgde09bSx4AELTZ/t7DjPDI67Ufm0vLa53cD+ot8+7tpR7vmS5dKCcjsingRF5+Ze3H5uC9MRXv6gL91s0lbAgODlZXZ8tjp248ePS6selz3PWnF+MeBfjYoFCon3KOQCB8AiM3+oWXltfW1bfevZ+eX1Slt0iJyszSTIeBAeu37eT7qob8wvdbgk/zzuf6qX2xW2v86El27OWkind14ZHXf+rhFmZKAnxs3lU1OLkfep1VQiKRsnPLXTcdaW754mhrIigw38XR3G/bybv307NyymzX70XS0Xl7WEMN3X3C/LedhH57e1jH30i5cOVhXX1r7tvKTQEnpKWEDJeo8i3glpcVJS/zeThQKKS8rCjVK8DJzGnM6bFhRVcXQcvAY3Bw2NxEOzoikMpASHD+q6dndoTEaBt6IhAIRXmx5MRj6qoyAAAHW5O+vsETpxOOnbwhLMR7PirIdrURAGCVlf71y3uPRlzfG3qJmZlBb5FSRkr05D8fQaNRqQ9PBgafNrXeOjAwJC8r+iAhzHCJ2lzCJnPmxBY2VibfrZFfOrsE+HlCdrgEb3X6WeesrEwvHp3afSDW0MJvYGBIWIj3wG43V2dqbSaeeRx3r4VuCT6torNBXlb0zIktbj5h9PSYuW9u307Xzq/d20POkUhjFibax0N9VjvsHvn9gyTMH0BTXTb1YeSBI1dX2u0cGBhaZb9LRVEyLTlKXIwfAHA2MjB473mfwAhCb7+2pnzakyguLnaoYeX7BvKfVWzf4sDMzHjmfOKW4NM4dhZ9PZWwA17kkeofADHWmzOzBZeQeYC3zZ4dLn94G/81vn/HMzJiobMyNDTMKWgefmiTz8bVtI4LBgAAmHmMu1uf/Qv092B+Fjy+T0zRxkhfbW/wBgQCcSIqgY4OsdpKn9ZxwYyza5vzL6K/90sE8f8EKytTalLkt2943aWblpj6NLd0vHwcNZ+Hk9ZxwYyzK+hXyb3Zx5wwMDB/B7/EDQAG5j8InHswMLQBzj0YGNoA5x4MDG2Acw8GhjbAuQcDQxvg3IOBoQ0ogBGgdQwwMP9F4H4PBoY2wLkHA0Mb4NyDgaENcO7BwNAGOPdgYGgDnHswMLQBzj0YGNoA5x4MDG34c/p7vEqhR/4Cka0/TPjxc7h5CtwLlGkYA8y/gsp31RZWLly8SgiMIG6egtly5+rqOqiqr6/fd3MID78qI5ukrv6qgsKy6ZxcupKgqLqMkU1SQFTL0zv42zfqqZwHBgZFpXT5RTTnEtKf0987FmJuZjC73d8DkUjcs+/Eamuz9Oe3aBXDP8DZmHgXN+qJ4WB+it7ePlNLJwYG+kf3LzMyMiQlXuzq6jFbsX54eBgA4OqxLelRavSpgy9SbvDz8S4zd2xtbZ/s5Nz53zy9d65dbZH65HrogaCkR8/XOfpQ2ew/dLK5uW1y2ylBjA1PIbnyr+Dbty4uXqU7N8+tXUM9UR8lIyMjaDR6BoNfFihyV49tJBIp7nIkrcP5F5PxOtdgqW1nWykXFwczTrq7s7Kl5bP2YuuH9y5x4NglZBc/un9luaUxAGBkZERMWs/BbmVYaDCVE139VdJS4pdix0W4zsbE+24O6e6sZGMbn9C5ovKDls4KBzvrlNRXLQ3UAlWTmYP+HqfssRMxHl47cPMUmNilrNd6kLtayjFnUXG5kYkdE7sUK6es1Wq3hoaJlL4af0dKXp+eRUJaweBq/B1yecLth4qqy7DM4jz8qn4BewcGftB4INPS8tnW3puDRwHLLK6gsvRGwgMAwMu0LC5eJQCAjb03PYsEVZPT0VfmC6glP3nJw68aFHx4OicQl64kyCsbM7JJcvEqrbb1bGkZn1L6y5evTi4BXLxK9CwSmouWp7+aemKbtrYO8xXrGVglePhV9x6I2L33mJS8PlTFjJM+ERlLtnT33K6+cFyDuqCwbKmZPQePAjNOWnPR8pdpWVB5eUUVAiOY8uyVnJKRlo6VvrHN1fg78dcSERjB0rJ3vptDEBhBymXbjtBpzhvMBKOjowCAji8TOpXCwgKfPxVqaiinvcrBYDAmy8YFt9Fo9DLjxS9eZk12kp1xn5x4AAB6eiwCgSBPu0QikTZuCvb1dpGTlZzcdkrmpr8XGauhrtjeXJidcS+/oNTTZyeVTVNTi8HSdRgMOuf1/fTnt7q78cZm9oODgwCAO4nJHl47XNfb5Ly+5+nu4LYx6N79pwCAe/ef2jv5mZsZlBelxl2KSHqU6u65ffLWh4eHl5o7vK+qfXD3YnlRqvVKU8f1mx8nv1yyeGF1ZQYA4MrFE62N1PcYDAbT19cfHRN/7eopf58N0zkBAGRl52/cFLzZz7Wi+MWTh3HfvnXZ2HsDAEZHR00tnXPfFt2+cbYk/6mWporZ8vWV76onR+jsuqW8oio56eqr57c6O7/FX0tEzzb34+DgoKmlEwsLc1pqQn7OIz1dzZVrPKBxDgaNBgAcCD21I8g77nLEw3uX1FQV1tms6GwrVZCX3h+ypfZ9JrSE7N4MADA21J31DMIs1FLl4eG2tfd+/iKTWn/vYwM//3wMBkMuERURrKltmM7V8PDw16/fU5+/Png4aqO7PQvLuO7N+QvX2zs694dsmXtUc9PfkxLb6O6AxWJVlOX9fTY8fPS8r++HydvPxV4DACRcO6OsJKeupng9LqqxseXBw1QAQMTJC6tWmu4I8lZTVdyy2T1oq1dLazsA4FjEeV0djaOHd0pJiZmZGhw9HJxw++HkcXbKs4wPHz7GngtbsnihlJTYwX1b1VQVzpy7ikajOTjYAQAszEycnNQKKigUsre3z99nw7Kli0VFhaZzAgAoKa3EYjHrndaIiQlpaarcvnH2VMQ+AMDzF5klpZUXzh01MtSVkZGIitwvIiJw5uxVqg21tranpWcHB3kbGerKykqePR2KRCLBbKDR6NKCZ79dOamiLC8rK3lgb2BfX39ObiEAAJqzdbGelrPjakUFGTY2VhQKhcViuLg4kEgkFxeHuLiwuLgwEkl36vRln03rTU30Z90cDBMT48tnN9FotImFY3//gPVaj+s374/r7/UQWFlYKI1ZWZkJhN7J+nsQR8LPci9QtrByWbvaIib6CFT4+XPHrpBjZ6MOMTL+hDb43PT3NJTJv+VkJYlEYl19E6VBQWGZqoo8O/v4BPQCAgtERQVz84pJJFJxSaWG+oRoQfiRnZv9XEdHR4tLKo0o7tn6i7XHxsbe5pdQbbqopAKJRC7UUqUMprTs/VzCJm93BidGhrpoNFrPYM2FSzcaG5t5eLihnS0oLEOhUIv1xqWA6ejo9HQ0c/OoZUmqPtQCAFSU5chmWhTHajqQSGRRcYXBUltGNkkERpCFQwYA8P1790TkaorTNgaARCI5bQjg45t//OjuWbcFAyEvJ1VSkFJSkILFYtvbO51cAoxM7IaGppYZnwHX9TYvUm4cP7r7+s0Hdo6+UKF/4P5lxnrmZoY/5WqO+nsTgnJQZvf3/6A7i8cTSkrfUT53DQ8Pd3R09vcPEIlEBgZqMc6BgUEikXg47MzRY+coyylH5GTPbGwsP2jW4djwc5Mgx+HIwnfTOpGTlczNSjoRGbsr5Jin904tTZWY6MMqyvJ4Qi+RSGTGTYgEEYnEyR0sgdAHACA/bQMAyDegGXj3vsbG3ttro+Oj+5fnz583OjqKZhSdMvIpCQs/m19QlpedNPnAwsyMspIcCoXMzUpKff7aeu3GuN8ScTi2HjyB0qa7G8/KyjLd/LmCgnyCgnzGRnpKijJGJnburuuGh0fS0rPflb782WDmqL/XTf4NXW3MzD+oxrGxserqaMSeDaMsZGFhZmCgR6FQkz+DMDIyoNHozX6ubi62lOU8PFxUlmxsrD09hB806753s7GxgJ9hZidyspJXL0WQSKTcvKIdu8LMlq9vrs9jY2Whp8eW5KdQ+pk8nmRiYgQA9PRMSOR9+z6xs+TNQZBfJj15mobFYiKPh0AjzPZ2aqXrGSgqLj8Qeurgvq2qKgpzb/Ufp7GxuQdPUFKckE+2MDdSU1UoLXunrqbY3Nw2ODhITz9+I6uprZeRppbyHhoaup/0TFVZXkpKDCpRV1MEANR+bMwvKO3uxguILoTKx/X3GEQij4f4+7rOENXc9PcoxlqlZe+wWKyYqBClgaaGUl19k5iYkLS0OLTQ0dHx8s5DIpHKSrKZ2RPvQgK27g/Yup+Ojk5NVaGpqYVsLyoqiMGgcTh2qk2rqyqOjo5SjkXf5BZRDmLnwgxO3uaX5OYVAQDo6Oh0FmmEhQZ3dHS2tXVoaigPDg6RSCRyhAwM9Pz8vFSepSRFAQAlpeOSekQiMTungFzLzs6KJ0x00aVl42aE3j56eixZjiP+WiIAgOodACXkqoGBQUeXAO2Fqtu3ef3UEfiPsyvk2Ab3bZP093p4eLiXGumRSKTkJ2lQeX//QEpqhrkp9VdrDAbjv2VfZNRFcgn0zCIiLBB6IKi8+Hlp4TNoCdrqycPDXVr4zMHOeuao5qi/177vYOTHj40pz16dPnt1zSpzqtGOl4cjHt/r4ra1vKKqtrYh9MhpWSWj4pJKAECAv1v6q5yQ/SeKisvPnL0afS5ee6EaACAo0PPeg5Tw4+dqaxtKy945uQToGa7p7e2j2rSpyRI5WclNvrvz3hbX1jYE7w6rqPwQuNl9LmHPxcmz1Ayr1e737j+tr28qLXsXFX1FSIhfUJDP2EhXRVne0SUgM+ttY2Nzwu2HKppm5y9Q6/oKCfEv0lYPO3b2WWpGUXG5i9tWSlEodTXFB0nPOju/9fcPHDocRfh977S1VL9+/X756q22to6zMfEVlR/mz59XVv6esv8kg8OxlZS+Kymt/Pr1+/adR+rrP+3dvbm+/tPHj40fPzZ+/tzxU4fiv0mAv9u79zVOLgGvM/NIJFJ2ToGrx7bm5jZHO2tBQT4X57V+W/bdTUzOys63dfBGIpHeXs5QQ3fP7f5b9gEAEAjE1oCNl67c2nsgIjPrbcLthxs8tsrKSBgaLOLjmy8vJ0Ve5vPMQ6GQ8nJSk59QqBkb/jTzwsmJ2xeyxd93AwcHOyMjw5rVFl1fKshVh/Zvg34X5iUbGeoyMjIwMTFqL1RLefwb2UPsuTAJCREMBiMpKXrxfDi5/Oa1M4oKMhgMhoOD3WrFspp3r6cMoKUh32aNJRsbKwaDUVVRSEq8BJV3tpUCAO4mxExucvF8OABgpL9+VifEgYY9u/xFRQWxWCw3N6fVimVV5elQVUdLsZPDKk5OHBaLlZYWP3li35ThNdTkGBnqQs1Ddm+GvvBAVR+rspYsXsjIyMDHN//wwe27gn2VFGWhquDt3tzcnGxsrE4Oq/Df3h/YG8jExLjZz7X2fSYA4EXKDbL/p4/iOTlxnJy41CfXyQMeMhbmRrOeQXgZG/706sVt/SXa0NM4DsdmaKCTm5UEVQ3gazb7uXJzc9LTYw30F1WWviS30tJUMTLUhX6ThprOnTmsIC/NyMjAz8/r5LCqpSF/8oZOntjHxzd/LiHN/nctXLxKAX5ue3b5//zt5r+I7+aQjNe5lT//5A3zzwD9XcuvoL8H/z8GmP8Wu3b4/iIaYLTPfhiYf5Jdwb60DmGcf/HfUsPA/Kv5JTpfGJj/IHDuwcDQBjj3YGBoA5x7MDC0Ac49GBjaQAem/StCGBiYv40xQAcGyuH0g4H5RxkDYKD8f/ecGH0ek6g7AAAAAElFTkSuQmCC"
<image>How much money does Audrey need to buy a piece of fool's gold and a quartz crystal?
1.04
509
null
1.04
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"
<image>Linda has $277. Does she have enough to buy a chest of drawers and a coffee table?
no
510
null
no
"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"
<image>Each town has 10 libraries. How many libraries are in 3 towns?
30
511
null
30
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"
<image>Tom has $0.10. Does he have enough to buy a colorful pinwheel and a green bouncy ball?
yes
512
null
yes
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s3Ic49u5pWlVVw5JmMplSX25NRobV18YCAE7FXUGRmLPX+HwBkynV3+5rPUzbg20vczQP6aql7j7EcdggTlVVDUEQivJyKel3w1bvTLuTY9fbYs4M7/MntwLAi1dvP22kU0fZQR6zJCQYNbX1b8veAYCxgc6BbcsBQF+vq6SkRFMTf8a8P5SV5C8n3TY20CkoerF41Y4Vv87Q0+mirqY8cqgjGs8mjx/RmTl/gcED7Jz72ySn/f+7CQz0tE0MdR8XPvf0XTB4QN8rybctTPXzHj1t7XocsvgEgN0HYzLvPXzxsvQu9xGdTp89dRwAjBzqZGVpnPOgwH74NHu7npeTbhcVv1wU7Pc168RrlgYNGRt4LCqhrPy9kqI8+hPXb/OmqqootirDtqGupuw/2XPPoRj3CcGe7gO5eU/SMnLs7Xq6D3Gsqa1ft/XwvmNnvDxcZWXYN2/fAwA31/6fNtKpo+zzktKi4peVVTxTI72w+dPTLx3u1lUDALpoqh3Yuqy7bpfzl1MfPnoad2zT0gX+8nIyCZdvfvj7L5Zuro4AoK6mPGwQpzNz/jKrfvvH32npdPrJfWv62liWVby/ncXds+k3cxN9aL175sfGRgBgMBinj24oefUmO+eRQXftiL2rLc0MAEBSUuJS9A4/b/fXb8oPRpyVYDA2rAz+Iyzwa1p24vS+dmbP4AF2aRk5ZxKSzIz0DmxdtiTEv1XptYdtaxesWDSTxWLuPxb37EXp7GnjEiK30mi0EYP7R+5fY6SvczL20o79Ue/eV4XNn35o+4pPW6DtDO7x7T/hJBAIho4LSrqZtSjYb82SoH8/oCPAz359g+xZPY0CLt6TZi3l5hXkPXqqoqwwf/YkcaeDETMU+M+HWfceFha/7NPL/GzEls6ZcmG+ZSgwyj7KaL7MgfmRocAoi8GIgiWLoRhYshiKgSWLoRhYshiKgSWLoRjYrBNDMSQA4Oc/ueJO41tk19ye+Mp8a+ya2xNPDDAUA0sWQzGwZDEUA0sWQzGwZDEUA0sWQzGwZDEUo7lkJ02aRPsMe/bsKSwspNFoV69e7ZzkgoKCLC0tO6ev7wOBQLBp0yYTExM2m21iYrJ+/XqBQICKRo4c2ewDnTVr1pdb+zZp/l+8Q0NDp0yZgrb9/PwsLS0XLlyIds3MzOrr6zszOUxrWb58+caNG1evXm1nZ5eamhoaGkqn0xcsWAAAPB5v1KhR8+bNIyt36dJFfJm2neaStbCwsLCwQNssFktLS2vw4MFkaWFhYTv7a2pqkpSUbGcjmBbh8/nbt2+fP38+0qiTk1NOTs7JkydJydrY2Dg7O4s5y3bTlrlsfX39xIkT5eTkNDQ05syZgzxzsrKyaDRaVtb/O0MZGhqii7Vt2zZNTc3z589raGigMTs1NdXJyUlRUVFOTs7BwSElJQUd8vr16xEjRrBYLE1NzRUrVoh2mpmZ6erqqqysLCsra2dnhyYnPB5PVlZ2zZo1ZDWBQKCurh4aGtqG86I6dDo9Ozub/FUEgG7dupWXl6Pt6upqWVlZMaXWkbRFssuWLeNwOOnp6fPmzdu+fXts7L88myUlJVVbW7tjx45jx47NmTOntrbW3d3d3Nw8PT09IyPDyspq+PDhHz58AABfX18ul3v+/Pnr16+Xl5efPn0atdDQ0DBs2DA5Oblr167duXPH0dHRw8Pj1atXcnJyXl5ex479v0fpjRs3ysvLybnNDwWdTjc0NFRS+p+NF5/Pv3LlioODA9rl8XgyMjLiy67j2Bncg/gMBgYGfn5+opEnT54AwK+//kpG9PT00G5mZiYAZGZmih4eEhJCEMS+ffsAICEhAcVzcnIAICUlBe02NTUlJyfX1ta+fPkSALZv347iAoFAT0/PwsKCIAg+n//ixQsej4eKeDweAERFRREEkZaWJtrv7NmzORzO586oVXzhylCCBQsWsNnsR48eoV02mz1u3DhbW1sZGRl9ff1FixbV1taKN8M2sDO4R1tG2f79/992RllZ+f37919zlK2tLdowMTExMzPz8fFZt27d3bt3GQzGgAED2Gx2fn4+AFhbW6NqdDrdzu5/jj0MBiM7O3vgwIFsNptGo8nJyQEA6tfe3t7c3BwNtEKh8MyZMz/mENuMxYsXb9u2LTIy0sTEBACEQqGUlFRhYeG8efMuX778888/79ixIyAgQNxptoW2SJbNZpPbNBqN+DrDKfIHi8lkpqamTpo06cCBAzY2Nnp6eidPngQANHYqKCiQh5DbeXl5Xl5eHA6nqKhIKBQ2NTWJtjx9+vSTJ0/y+fy0tLSqqqrx48e34aS+G4RCYUBAwK5duxISEkaOHImCdDr9w4cP9+7d8/b2tre3DwkJWb58+YkTJyoqKsSbbRvosD8lfGpo+oUVMRUVlbVr1z558uTx48dDhgyZOHFiTk4OmmlVVVWR1d69+5/FbkJCApPJ3Lx5s5aWFo1Ge/PmjWhrvr6+VVVVSUlJsbGxnp6eoqL/Afnll1/OnDmTnJwsutTzKT179gSAZ8+edVJaHUeHSVZRUREAqqv/56z75s2b0tLSFmsWFxfHx8ejbWNj471790pISNy/fx/9hN27dw8VoVETbfN4PGlpaQmJ/y3JHTlyBADI0V1VVdXDwyMqKio6Onrq1KkddUZU5OjRowcPHkxMTOzdu7dovKCgYNy4cXl5eWTk9u3bdDpdT0+vs1NsNx3mFqOjo6Ourn706FF7e/vq6uo5c+aoqam1WPPFixdjx44NDw93d3cHgFOnTgFA3759dXV1ORzO2rVrDQ0N1dTUtm7dKi39P49fDoezevXqAwcODB8+/MyZM7m5uZqamjk5OVVVVWhM9ff3d3Nz09TUHDRoUEedEeWor68PCwsbOXJkTU1NcnIyGbe3t9fT07t3797YsWNXr17dpUuXmzdvhoeHT58+XVVVVXz5tpU2rBhcuXKFjNjY2EyfPh1tX7x40czMjMVimZqanjt3zt7ePjg4mPh7xaCpqYk86vjx49bW1jIyMvLy8hwO58KFCyheXFzs4uLCZDLV1dWXLVsWFhZmbGyMihYvXqympqagoDB58uTq6uqVK1fKyMig9gmCEAgEcnJyS5Ysad/96D+g3IoB+QPVjNLSUoIgnj17NnHiRA0NDRaLZWlpuWXLFtFPhCrsDO7xJclSiIsXL0pISLx48aID2/w+rsx3xs7gHhSwkfsyJSUlXC43ICBg5syZ3bqJ8zU1mM6B8v/5cO7cuV5eXsOGDdu4caO4c8F0BpQfZf/1z8WY7wzKj7KYHw0sWQzFwJLFUAwsWQzFwJLFUAwsWQzFwGadGIqBzTo/Czbr/AbBZp0Y6oEli6EYWLIYioEli6EYWLIYioEli6EYWLIYitGCZD08PFo062zRQ05VVXX16tUtNm1paRkUFNTB+WL+DYFAsGTJEjqd/ueffzaLL1++XEdHh8lkWllZJSQkiCnB9tLyf/E2MDDYs2dPs2DXrl0/rblp06YePfDfz74VSktLvb29y8rKGAxGs6KVK1euX79+7dq11tbW+/bt8/DwSE9P79Onj1jybA8tS1ZWVvbLxg3wt+2mn5/ff5AVpo1ERESoqamdP3++2dPeDQ0NGzduXLhwIfKXHTBgQE5OTnh4eHR0tJgybTutm8tyuVwajXbx4kULC4u+ffvCPycGaWlpvXr1YjKZJiYmsbGxov4xERER1tbWsrKyqqqqo0aNKioqAoDr16/TaLRbt241a//SpUsdcGY/JBMmTIiOjv7UlLOoqKi+vp40eaDRaGPGjOk0N/aOpXWSlZKSAoCVK1cuWrTo8OHDokVVVVWjRo1SUlK6c+fOsWPHdu/eTbrFZGRkTJo0ycPDIysrKzExsb6+fuzYsQAwcOBAAwMDUavNmJiYrl27urq6tvOsfli0tbVbjDc2NgKAqBm1hoZGZWXlV1oAflO0PDEQCoU1NTWiERqNJiMjgyyGnJycfH19mx2SkJDw/v377du3o7cb7N2718jICBVZWVkVFRXp6enR6XQACA4OHjlyZFlZmbq6+rRp0zZu3Lh161b0ZYiJifH19UXVMB2Ivr4+nU7Pysoi7WYfPnwIADweT1lZWayptZqWxZGbmyv3TzQ0NMhS0nZTlIcPH0pKSpJv4zAwMCANjphMJnKNlJKSotFoyI4Pfb+nTp1aXV2N7l7z8/Pz8/Ox1eZ/gYKCwvjx49etW3fz5s3GxsYTJ07ExMQAAGlzRiFalqyhoWHqP7ly5QpZStpuisLj8eTl5UUjpAPh/v37ly1bFhoaWlFRQRCEaFNaWlojRoxAc4OYmBh7e3tjY+P2nxXmU/78809DQ0NHR0cmk7lz58558+bR6XQVFRVx59VqWv6SycjIkL8gX4mMjAxpe4ggrTbPnDkzePDgadOmod1mVpv+/v7jx4/n8XixsbGBgYGt6hTz9airq9+8efPly5c0Gq1r165LliwxMjIijfooRIfNGk1MTJqamh48eIB2Hzx4QE7teTwe8t1GHD16FESsNt3c3JSVlTdu3FhQUPCDuxn/p0RGRmZlZWlra3ft2rWpqSkiIsLDw0PcSbWFDpOsu7u7nJxcUFDQnTt3bty4MWPGDHL6y+Fwrly5kp6e/vTp09mzZxsaGgJAVlZWXV0dADAYjClTpqxdu3bMmDHNphaY1nL37t3k5OTk5GShUFhYWIi2GxoaACA2Nnbs2LFnz55NT0/39vaur6+fP3++uPNtE5/6+40ePdrKyqpF37lPzTpVVFRWrVqFtq9evWphYSEpKWlkZBQTE+Pg4DBjxgyCID58+ODp6SkrK9ulS5fVq1cLBIKhQ4fKycmh93MQf78a5OrVqx1sk9c+qOh8iBbLm1FcXEwQxIcPH3x8fJSVldlstqur68OHD8WdbFv4Vsw6Fy1aZGJiIhQKxZ3IP/gWrgymGeI368zPz09KStq0adPJkyc/fdsCBvMpYpaso6MjjUYLDw8fN26ceDPBUAUxS5aKL/HBiBf8p1EMxcCSxVAMLFkMxcCSxVAMLFkMxcCSxVAMbNaJoRjYrPOzYLPObxBs1omhHliyGIqBJYuhGFiyGIqBJYuhGFiyGIqBJYuhGC1L9saNG25ubtra2kwms0uXLp6enllZWZ2WU0xMDI1Gw/+Vtv3cunVr0KBBioqKampq7u7uubm54s6oA2hBsomJieg8Dx48mJ6evmPHjtLSUmdn50ePHv1rc+rq6s+ePev4NDGt5/Hjx66ursbGxhkZGdeuXaPT6S4uLmVlZeLOq7208FTCgQMHzM3NIyIi0G7v3r1dXV05HM6NGzdMTU2/0NaLFy/Ky8tb1T2fz2cwGPipr/+C+Ph4giB27NiBXIy2b9+up6d37do1b29vcafWLloYZZGMRCNycnIPHjyYOXMm2s3MzHR1dVVWVpaVlbWzs0Oej8nJybq6ugDQvXt35OkgKyu7ceNGshF/f3/SgFdZWXnbtm3u7u4sFquqqorP5wcFBSkpKcnLy/v4+FRVVZFHCQSCpUuXGhgYSEtLa2trBwYG1tbWAoCTk9OQIUNEkxwzZgyHw+mAS/IdQafTyY+SyWSCiOMJhfn00ef9+/cDgKen561bt/h8frPS+vp6ZWVlT0/Pu3fv5uXlzZ8/X0ZG5uXLl42NjVFRUQBw9+7d6upqgiBkZGQ2bNhAHjh9+nQbGxu0raGh0aNHj7CwsFu3bjU1Na1atUpSUnL//v0FBQU7d+5E0i8vLycIIjw8XFpaOjo6+vHjx1euXNHR0QkODiYI4siRI3Q6/dWrV6jBmpoaFou1Z8+ejn3+uANb63yeP38uLy+/fPnyhoaG2traoKAgTU3NqqoqcefVLj7rY7BixQoZGRkAkJeXHzFixN69e2tra1ERn89/8eIFj8dDuzweDwCQicbFixfhb6MH4ouS7dq1q62tLVlkZGQ0duxYchc5gSLJVlZWPn/+nCwKCQkxMzMjCKKurk5BQYFsPyoqSlpaurKysn0X5B9QXbIEQaSkpCgrK9PpdBqN1q1bt/v374s7o/ayM7hHyysGy5cvf/v2bVxcnJ+f39OnT2fOnGliYoIcSRkMRnZ29sCBA9lsNo1GQ2ZbbXDWJR0/GxsbCwsLra2tyaJ+/fqR2wRB/P7771paWmjKu2nTJtQXi8Xy8fEh7ZRjY2M9PT1Jr0UMABQWFv70008eHh63b99OS0vjcDijR49u5uFHRT67LisjIzN69Oht27bl5+dfv369trZ2wYIFAJCXl+fl5cXhcIqKioRCYVNTU9s6Jh0/0fgtqjbR7cDAwIsXL548ebKuro4giLCwMLIoICCAy+VyudyGhoYLFy5MnTq1bZl8r6xbt05JSWn//v22trYcDuf48eMNDQ3bt28Xd17tpQXJvn79Gv3ckwwcOHDMmDH3798HgISEBCaTuXnzZi0tLRqN9oVvbbN1gPr6+harsdlsABC95SJdPgmCiI+P/+WXX5ydndHdg2h31tbW1tbWUVFRiYmJSkpKLi4u/3KuPxgFBQUmJibkpyApKamrq4tc1ShNc8m+fftWV1d3zZo1zeJPnjzR1NQEAB6PJy0tTbo/HzlyBP55H0puKyoqijrOIsV/CpPJ1NPTu3fvHhlJTk5GG3w+v76+njT6rKqqQgs3ZM2AgIDo6OioqChsV/8purq6jx49Ii9XU1NTcXGxnp6eWJPqAJp/zBoaGvPmzVu3bt306dPPnTt369at06dPjx49OjU1NTQ0FAA4HE5FRcWBAwdev369c+fO3NxcTU3NnJycqqoq9FufkJCAXGb79Olz5syZ8vLyurq6VatWNRu5RfH29j579uzevXtzc3PDw8NJcUtKStrY2Bw+fLioqCg7O9vT09PT0/P9+/ePHj3i8/kA4OPj8+rVq9jYWGxX/ymzZs168uTJ3Llz8/Pz8/LyZs+ezePxSGNqCtPiffHRo0ednJzU1dWZTKaurq6np+fNmzfJ0sWLF6upqSkoKEyePLm6unrlypUyMjLBwcF8Pn/48OEsFmvYsGEEQRQWFg4YMIDNZnft2vWPP/747bffSA/Qrl27hoWFkQ02NDT4+/vLy8vLysqOHz8+NjYWAF6/fk0QBJfLtbW1lZaWNjc3j4+Pf/nypYGBgaqqKrku4ebm5uDg0NE3pgTxXawYJCYmOjg4KCoqKisrDxo0KC0tTdwZtZdvxayzzZSVlcnKyp44ceK/aJzSV+Z75bOLXN8+FRUVd+7c8fT01NfX9/LyEnc6mM6DqpKNiIhwdHRkMBjx8fGfvq8V8x1DVckGBwd//Pjxxo0b38EtMKZVUFWymB8WLFkMxcCSxVAMLFkMxcCSxVAMLFkMxcBmnRiKgc06Pws26/wGwWadGOqBJYuhGFiyGIqBJYuhGFiyGIqBJYuhGFiyGIohHrPOiooKGo0WExPTgW1iAEAgEGzatMnExITNZpuYmKxfv14gEJClW7duNTQ0lJaWNjMzI11LKEcHm3VixMvy5cvDwsICAgISExN9fX1DQ0O3bNmCinbv3r1w4cLAwMDk5OSJEydOmTIlISFBvNm2kU8fyhs3bpylpaVopLq62sLCogNN2pCnZ3R0dEc1+F9AuccVm5qa5OXlQ0NDychPP/3Uu3dvtN2tW7f58+eTRePHj+/Xr19np9huWn5c8ctmnVlZWTQaTXSeYGhoiLyPdu/era6ufvfu3b59+7LZ7O7dux86dIistnfvXh0dHRaL1b9//7y8PDL+OTvOZcuWKSgoiHrMbNu2jcViVVZWdtC39XuDTqdnZ2cvXLiQjHTr1g2NDo8fPy4pKRk5ciRZ5O7unpGRIeqNQhVakKy7u3tOTs6YMWPS09NFZ0L/iqSkZHV19ZIlS44ePVpVVTVp0qSZM2e+evUKAFJTU2fNmoVckn777beQkBDyqE2bNm3cuDE8PJzL5R4+fPj8+fPIeGvatGk8Hu/s2bNkzZiYGA8PD0VFxTaf7fcNnU43NDQkzc74fP6VK1ccHBwAAPkaGRgYkJX19fUJgigsLBRLqu2itWadmZmZAJCZmUlWNjAwCAkJIQhi3759AJCSkoLiJSUlAJCQkEAQREBAgLq6OulWe/DgQfh7YvA5O06CIFxdXd3c3NB2aWkpnU6/dOlSR/7MfBHKTQyasWDBAjabjTyOjh8/DgCiZqbovQnXrl0TX4JtoS1mnf9Kr1690AYaDj98+AAADx8+7NmzJznf+Bo7TgDw9/e/dOkSsvc/c+ZMly5dBg8e3Lpv5I/K4sWLt23bFhkZaWJiIu5cOphWm3X+KywWS3SXIAgA4PF4bbDjRNOAyMhIAIiJicFecV+DUCgMCAjYtWtXQkICOXlFswVRe0l0S0DOIihEq806P30Vx+dcOEWRkZFpgx2nlJTU5MmTo6KiKioqUlJSsFfc1/DLL7+cOXMmOTlZ9BcJjbUFBQVkpKCggMFgGBkZiSHF9tFqs070c0/eab5586a0tPRfuzExMeFyueTNXKvsONPT07du3dq3b18qXt9O5ujRowcPHkxMTOzdu7do3MDAwNDQMC4ujozExsY6OTnJysp2dortpvlLlEizzrKyMg8PDxUVlTdv3hw5ciQ1NRW9vUNHR0ddXf3o0aP29vbV1dVz5sxRU1P71268vb0PHz48d+7cgICAx48fHz58GMVJO85hw4ZVVlYuXLjQ09Pz0KFDjx49MjQ0lJCQMDMz43A44eHhu3bt6uhz/96or68PCwsbOXJkTU0NOSgAgL29vZSU1LJly6ZNm9a9e3cHB4f4+PjExMTr16+LL9l20AazzosXL5qZmbFYLFNT03Pnztnb26O3xKAVg6amJlQNzS6OHTuGdrds2dKlSxcmk8nhcNAcAzkW/qsd54YNG9C84r+5B/0slFsxELWVFqW0tBRV2L17t76+vpSUlKWl5enTp8WbbduggFmnUCjs16/fjBkzOr/rb/zK/JjsDO7RwtsVvxHq6+sLCwuRUThaNMBgoMUXgn4jPHz4sH///jo6OnFxcejldRgMfMuStbGxaWhoEHcWmG8OvDKPoRhYshiKgSWLoRhYshiKgSWLoRhYshiKgc06MRQDm3V+FmzW+Q2CzTox1ANLFkMxsGQxFANLFkMxsGQxFANLFkMxsGQxFKMFyXp4eNBotI0bNzaLV1RUSEpK0mg0Pp/fUd3HxMTQaLSKioqOahAjyr1791xcXNhstrKysr+/PxUduD6l5VGWzWafOHGiWTA6OlpSUvK/TwnTMbx7987FxUUgEMTFxW3btu3MmTN+fn7iTqoDaPmpBAcHh8uXLz969MjU1JQMRkZG9uvXLykpqbNyw7SLHTt28Pn8uLg4ZD3BZDK9vLzy8vIsLCzEnVq7aHmU1dTUtLKyEh1oX716lZqa6urqKlrtwIED5ubmTCZTVVV14sSJb9++RfHx48d7eXlFREQYGRmxWCwbG5s7d+6gIj6fHxQUpKSkJC8v7+PjI2ohU15ePnnyZC0tLWlpaWNj423btqG4k5PTkCFDRPsdM2YMh8Np97l/5zx48MDa2po0ivTw8KDT6VevXhVrUh1Ay5IVCAReXl4nT54kI1FRUZaWlqJ+LceOHQsICPDx8eFyuadOncrKynJ3dycIAgAkJSVv37599erV9PT0N2/eqKqqTp06FR21bt26v/76a+PGjdnZ2Q4ODqtWrSIb9PPzy8zMPHXqFJfLDQsLCwkJQe4m/v7+165de/36NapWW1ubmJiIzY7+lcbGRtGJnKSkpLKyclFRkRhT6hg+fVp/9OjREydOLC4uBoA7d+6goK2t7Zo1a6Kjo+Fvc41evXq5urqSR507dw4A0tLSCIKYOHGinJxcTU0NKkK2/Mju08jIaOzYseRRvr6+AFBeXk4QxJs3b96+fUsW2djYzJ49myCIuro6BQWFDRs2oHhUVJS0tLSo7+R/BNV9DEJCQtTV1T9+/Ih2kdvplClTxJtVO/msWScA6Onp2dvbo7lBUVFRVlbWhAkTyNKmpiYul4vsdhF2dnYAgGxgAMDIyAg51IKIa2djY2NhYaG1tTV5lKhrZ0VFhZ+fn6KiIo1Go9Fo2dnZyLWTxWL5+PiQr6OIjY319PQU9U7EtIi/v39FRcXcuXMrKytLSkp8fX3l5OQkJL7dZ6q/ki+ty/r4+ERFRQmFwsjIyL59+3bv3p0sqq2tFQqFolaPaJtcRmlm2QkABEGggbZF186GhoZRo0bV1dXdvn0bjeL9+/cnqwUEBHC5XC6X29DQcOHCBXKagfkCpqamu3fvPnr0qJKSkrm5+YgRI9TV1dXV1cWdV3v5kmS9vLzKy8tv3rwZGRnp7e0tWiQjI8NgMJDdMQKNiF8e/NhsNvzT5ZR07eRyuU+fPg0PDzc1NUUjgahrp7W1tbW1dVRUVGJiopKSkouLy9ef4Y/MjBkzysvLCwoKysrK/P39X7x40aMH5f9H/5ckq6am5urqunfv3ocPH3p5eYkWSUpKWllZ3bp1i4ygbVtb2y80yGQy9fT0RN3OSIM+5DlHunampaUVFRUR/3TtjI6OjoqKwsbIX8mTJ0/++usvFouF1m0iIyPpdPrQoUPFnVd7+ZfPHs0NBg4ciMxlRVmwYMGVK1c2bNhQXFx8/fr1BQsWDBgwoE+fPl9u0Nvb++zZs3v37s3NzQ0PDyfnvlZWVmw2e+vWra9fv75w4cLChQvd3NweP35MLpz5+Pi8evUqNjYWrxV8JfX19T///POcOXMyMzOPHTu2cOHCRYsWUdG2uzmfWzFA2zwej81m79u3D+2KrhgQBHHgwAFTU1NJSUk1NTV/f/8PHz6g+MSJE/v37082iBYTSkpKCIJoaGjw9/eXl5eXlZUdP358bGwsALx+/ZogiFOnTnXv3p3FYg0YMCA/Pz8xMVFRUdHGxoZsx83NzcHBoaPvQT8L1VcMCIKIjo62tLRkMpk6Ojpr164VCoXizqi9UMCsk6SsrExWVhZZ0nYOVLkyPxRfWuT6dqioqLhz546np6e+vn6zKTXmB4QCko2IiHB0dGQwGPHx8c1e+4j5AaGAZIODgz9+/Hjjxg09PT1x54IRPxSQLAYjCpYshmJgyWIoBpYshmJgyWIoBpYshmJgs04MxcBmnZ8Fm3V+g2CzTgz1wJLFUAwsWQzFwJLFUAwsWQzFwJLFUAwsWQzFaC7ZSZMm0T7Dnj17/tNUgoKCLC0t/9MufgQEAsGSJUvodPqff/5JBh88eNDiZyr65D1VaO4dEhoaSj7C6ufnZ2lpuXDhQrRrZmbWmZlh2kBpaam3t3dZWVmzxze6d+/ezLLy6NGjSUlJysrKnZtgB9BcshYWFqSZI4vF0tLSGjx4cKdnhWkjERERampq58+fV1VVFY3LyMg4OzuTu+Xl5XFxcfv375eSkursFNtN6+ay7u7u7u7u5O7x48dpNFpNTQ0A8Pn8ZcuW6erqMplMIyOjHTt2kNVSU1OdnJwUFRXl5OQcHBxSUlJQ/PXr1yNGjGCxWJqamitWrBDtqEXjTh6PJysru2bNGrKaQCBQV1cPDQ1t9Xl/p0yYMCE6OlpWVvbL1VasWGFhYTFmzJjOyapj6bDbr/nz52/atGnlypUPHjwICQkJCQnZt28fANTW1rq7u5ubm6enp2dkZFhZWQ0fPhw5I/n6+nK53PPnz1+/fr28vPz06dNkay0ad8rJyXl5eZF+cgBw48aN8vJybMZBoq2t/a91nj17tm/fvrVr13ZCPv8JX3ha38DAwM/PTzTi5ubm5uZG7iL18Hi8yspKKSmppUuXkkX+/v7GxsYEQeTk5ABASkoKijc1NSUnJ9fW1r58+RIAtm/fjuICgUBPT8/CwgLtfs64My0tDQAyMzNRfPbs2RwOp+1PxX8RSvsYMJnMLVu2tFgUGBjo6OjYuel0GB3mY5CTk9PY2Dho0CAy4uzsXFBQ8O7dOxMTEzMzMx8fn3Xr1t29e5fBYAwYMIDNZufn5wMAadxJp9OR3Sfic8ad9vb25ubm6KsiFArPnDmDh9hWUVNTc+TIkYCAAHEn0nY6RrLIo3Po0KHSf4P8NMvKyphMZmpq6qRJkw4cOGBjY6Onp4fMwZFvXBuMO6dPn37y5Ek+n5+WllZVVTV+/PgOOYUfhPPnzzc2Nnp6eoo7kbbTOsnSaDTR3fr6erSB1Hb8+PH7f8PlcvPz8/X19QFARUVl7dq1T548efz48ZAhQyZOnJiTk4MMk9tg3Onr61tVVZWUlIS9kdvA5cuXORzOv96ffcu0TrKKioqi744ibTetrKyYTGZ5ebnp36ioqKipqTGZzOLi4vj4eFTN2Nh47969EhIS9+/fNzExEW0BjZpo+8vGnaqqqh4eHlFRUdHR0dgbubUkJSXZ2NiIO4t20Tob8j59+sTGxt69e7dnz54XL168fv06isvLy8+YMWP58uWqqqp2dnbPnj2bO3eurq5ufHz8ixcvxo4dGx4ejlbHTp06BQB9+/bV1dXlcDhr1641NDRUU1PbunWrtLQ0ao007lyxYsX9+/dXr15NGndqaGgAgL+/v5ubm6ampujsGQMAd+/eRWOKUCgsLCxE9r39+vVD11YoFJaUlBgaGoo3yfbSqhWD2trayZMnKykpKSgoTJ48GVltIo/OpqampUuX6ujoSEpKdu3aNTAwkMfjoaOOHz9ubW0tIyMjLy/P4XAuXLiA4sXFxS4uLkwmU11dfdmyZWFhYWiRgfg3406BQCAnJ7dkyZIOvRltDhVXDPr27fvpR1xcXIxKS0tLASAiIkKsObYLKpl1inLx4kUJCYkXL178p71Q8cp89+wM7kGx95OUlJRwudyAgICZM2d269ZN3OlgxADF/vPh3Llzvby8hg0b9ulboTE/CBQbZdHsGfMjQ7FRFoPBksVQDCxZDMXAksVQDCxZDMXAksVQDGzWiaEY2Kzzs2Czzm8QbNaJoR5YshiKgSWLoRhYshiKgSWLoRhYshiKgSWLoRjNJWtnZyfqNwYAly9f/tSp08/PT1NTs1U9WVpaBgUFtSnJVlBRUUGj0WJiYv7rjr5NBALBpk2bTExM2Gy2iYnJ+vXrBQIBWbp161ZDQ0NpaWkzMzNRnyhq0Vyyrq6u6enpdXV1ZOT69es0Go18mBaRlJTk6uraGQliWsPy5cvDwsICAgISExN9fX1DQ0O3bNmCinbv3r1w4cLAwMDk5OSJEydOmTIlISFBvNm2kWYP5SEX0kuXLpGRPn36DB06VE1NTSgUokhBQQEAHDlypFUPmllYWAQGBrb/gbUvU15eDgDR0dHtb4pyjys2NTXJy8uHhoaSkZ9++ql3795ou1u3bvPnzyeLxo8f369fv85Osd204Mllb28vIyNz7do1tFtVVXXv3r3AwMDy8vLc3FwURLJGvrNlZWWTJ09WVVWVlpa2s7MTHYzT0tJ69erFZDJNTExiY2NJp5ndu3erq6vfvXu3b9++bDa7e/fuhw4dIo/Kzs52cXFBT5CPHj26uLgYxZuamhYsWKCjoyMtLY2ufmNjIyrau3evjo4Oi8Xq379/Xl4e2ZRAIFi6dKmBgYG0tLS2tnZgYGBtbS0ALFu2TEFBgbS6AYBt27axWKzKysr2ff3FDJ1Oz87OJi2sAaBbt27oO/z48eOSkpKRI0eSRe7u7hkZGaJGKpTh07Fk+PDhpGNAfHw8m83++PGjiYkJ6aQ3YcIEZFHI5/Otra0NDAyuXr368OHDoKAgKSmp3NxcgiAqKyuVlZWdnZ3v37+fkZHh4uKioqKCRtl9+/Yxmczhw4c/evSosbFxyZIlkpKSL1++JAji2bNncnJyw4YNu3fvXmZmppOTk76+fn19PUEQq1atUldXv3TpUlFRUUJCQteuXdFwgtxqg4ODHz16dP78eWSFgkbZ8PBwaWnp6Ojox48fX7lyRUdHJzg4mCCI4uJiGo0WGRlJnrKjo+OECRM+/UJ38BDRuTQ1NfXo0cPb25sgiHPnzgGA6GP0yJsnOztbfAm2hZZ9DDZv3kyn09+/f08QxNy5cwcPHkwQxIwZM0aOHIkqaGhozJ07lyCICxcuAMC1a9dQXCAQmJiYzJgxgyCIiIgIAEDyJQiisLCQRqORkgUR+86SkhIASEhIIAji119/lZOTQ14eBEG8ePGCTqefOHGCIAhPT89BgwaRSebn5z9+/JggiICAAHV1dT6fj+IHDx4kJVtZWfn8+XPykJCQEDMzM7Tt6upKuo6WlpbS6XTRuRB5dVp7Qb8pFixYwGazHz16RBDE8ePHAaCyspIsRb+Z5GdHFVo263R1dRUKhcgbJykpCS0gODs7p6SkCASC/Pz8t2/fonuvzMxMCQkJJycndCCdTnd0dExPTweAhw8fSkpKkq/rMDAwUFNTE+2lV69eaENRUREAkElyZmZm7969UQQAunXrpq+vjxocPXp0UlLS+PHjY2JiPnz4YGpqamxsjDrq2bMn+WqAfv36kV0QBPH7779raWkxGAwajbZp0ybk+AkA/v7+ly5dKisrA4AzZ8506dLlO/PXX7x48bZt2yIjI5H32fdEC5K1tLTU0tK6fv36+/fvuVzuwIEDAcDZ2RnNa5OSkiQlJQcMGAAA1dXVfD5fVlaW9Og8dOjQ27dvAYDH48nLy4s228yikMViie4SBIEaTE1NlRahqKgINejn53f+/HnksKSurj5hwgQ0S+PxeC06fgJAYGDgxYsXT548WVdXRxBEWFgYWeTh4aGoqBgZGQkAMTExvr6+dPp3skQtFAoDAgJ27dqVkJBATl6VlJTgnz6TaOKO4tSiZR+DwYMH37p1Ky0tjcVi2draAoCWlpaxsfHNmzfT09PRLRoAKCgoSEtLk+6FCDTgycjINJvak16cX0BBQcHBwWHv3r2iQdICccSIESNGjKivr79w4cKcOXNmzpx5+vRpGRmZFh0/CYKIj49fsmQJucws6vgpJSU1efLkqKgoHx+flJSU//r9UJ3JL7/8cubMmeTk5N69e5NBNNYWFBTo6OigSEFBAYPBMDIyEk+W7aDlocXV1ZXL5SYlJTk4OEhKSqKgs7PzrVu3MjIyyBVZOzu7hoYGoVBIenSyWCxk129iYtLU1PTgwQNU88GDB+SP8hews7MrKioyMDAgG6TT6VpaWgAQHx//7NkzAGCxWGPHjp01axb6qpiYmHC5XHLBHM1nAIDP59fX15Nyr6qqio+PJ/52/ASAgICA9PT0rVu39u3bl4qfXIscPXr04MGDiYmJonoFAAMDA0NDw7i4ODISGxvr5ORESaPZFm8ykEWekpLS2rVryeCJEyfQ70hGRgaKoBUDa2vrGzduFBcXowqbN28mCKKiokJOTm7AgAEZGRnJyckcDkdDQ0P09gvZcxMEgdxkjx07Rvy9YuDj45OTk1NQULBq1SoGg4HejODs7GxnZ3fjxo2nT58mJydbWFhMnjyZIIhLly4BQFBQUE5OzqlTp9BHhW6/bG1t+/TpU1hYmJWVNXDgwICAAAkJifz8fLJre3t7SUnJffv2fW6m3+67hU6lrq5OW1v7p59+SvonHz9+JAji6NGjEhISGzduvH37dmhoKJ1OT05OFnfKreZLzofozik9PZ2MvH79GgAUFRXJ23OCIN6+fTt58mQVFRUmk2lqair6SomrV69aWFhISkoaGRnFxMQ4ODigxYQvSJYgiKysLBcXFzabLSMjw+FwLl68SHY0adIkTU1NKSkpbW3tn3/+ubq6GhVt2bKlS5cuTCaTw+Hcv38fANAiA5fLtbW1lZaWNjc3j4+Pf/nypYGBgaqqKmleuWHDBjSv+NzVaeX1FDPNZmgkpaWlqMLu3bv19fWlpKQsLS1Pnz4t3mzbBlXNOjsEoVDYr18/9C1qkR/2ynzLUM+ss0Oor68vLCzcuXNnbm4uWjTAUIgfUbIPHz7s37+/jo5OXFycrq6uuNPBtI4fUbI2NjYNDQ3izgLTRr6T9XPMjwOWLIZiYMliKAaWLIZiYMliKAaWLIZiYLNODMX4P0BVjrrbfW0kAAAAAElFTkSuQmCC"
<image>Clare kept a written log of how many miles she biked during the past 7 days. What is the median of the numbers?
19
513
null
19
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"
<image>Ryan has $0.50. Does he have enough to buy a piece of licorice and a piece of gum?
yes
514
null
yes
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"
<image>Dylan buys 5 kilograms of sesame seeds. What is the total cost?
13
515
null
13
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"
<image>Eliana graphed the amount of snow that fell in the last 5 days. What is the median of the numbers?
6
516
null
6
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"
<image>A hardware store monitored how many hammers it sold in the past 6 days. What is the range of the numbers?
8
517
null
8
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"
<image>What is the total cost for 4 kilograms of sunflower seed butter, 5 kilograms of macadamia nut butter, and 4 kilograms of peanut butter?
41.44
518
null
41.44
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"
<image>Vicky has $40. Does she have enough to buy a history book and a crossword puzzle book?
yes
519
null
yes
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"
<image>Rodrigo has $902. Does he have enough to buy a ticket for a Mexican cruise and a ticket for an Australian cruise?
no
520
null
no
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"
<image>A game show program recorded the scores of its contestants. How many contestants scored 6?
10
521
null
10
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"
<image>Some friends met in New York City for vacation and compared how far they had traveled. How many miles in total did Roger and Mandy travel?
7,590
522
null
7,590
"iVBORw0KGgoAAAANSUhEUgAAALEAAACeCAIAAADysXxxAAAdxUlEQVR4nO2deVwTZ/7HnxBCIBghEO6AQEBOhYqoiAcarHhxyLkeK1sUXFCpUMUDquDJrtS2omhRhNaKggcoonjUC10FFREWBYqgAaGAEAiQcoT5/fFs55edAFVMdHSf94s/5jnm+X7nmQ/PPDN5DoBhGIZhnZ2du3fvHjdu3IgRI0aMGGFtbR0TE9Pc3AxTjx49CgCws7PDEB+aZcuWAQDCw8NlW6zkLVYEAAiFQhcXl0ePHgEAGAwGjUYrKysrKys7efLk9evX9fX1AeJ/CQUAwIYNGx49esRgMDIyMtrb2wUCQWFhobm5eUVFxcaNG9+zQ319fe/Z4vvhI7ouBZFIBNuNyMhIX19fKpUKABg/fvyJEycCAgLmzJkjfU5HR0dERISxsbGKisro0aMTEhIwDINJDQ0NK1asMDIyUlZWHjVq1Nq1azs7O2HSgwcP5s2bp62tzWAwbG1tExMTYXxpaSmFQtHQ0CgsLDQxMcEt/vTTTw4ODioqKkwmc/r06Xl5ebgD3d3dMTExZmZmSkpKbDbb19e3vLwcJu3fv59CoXh5eeXk5JiZmamqqnp6enZ0dKSkpBgaGmpoaKxZs0YsFg/tEgEdHR0KhXL27Fl/f/+RI0eqq6uHh4fjhbx+/XrFihW6urp0Ot3e3j43N3fo65Lk5MmTEyZMUFNTU1dXnzZt2pUrV/CkvLy8yZMnMxgMbW1tX1/fqqoqyRMVFRV//vlnExMTNTU1b2/v5uZmPGl49fZf3L17Fx48e/bsTR42GIYtXLgQADB+/Pj169erqakBAA4dOgSTJk+eDACYO3duRESEs7MzAMDHxwfDsMbGRnV1dRqNFhgYGB4ebmJiAgBITEzEMKyyshJepIODg7W19fLlyzEMi4+Ph5He3t5ubm4AAAqFkpWVBa3MnTsXAMBms5csWWJnZwcAYLFYNTU1GIYdOXIEAGBlZWVhYbFo0SIFBQUAgJeXF5fLDQgIoFAoAIBjx44N7RIBQ0NDAIC2tvaKFSs2b95Mp9MBAPA/oaen57PPPgMAODk5bd68mc1mKyoq3rt3b7DrkgTeLR0dnbCwsODgYCaTSaPRioqKMAzLzc1VUFCA4p4xYwYAgMPhNDY2Yn/0J2bOnMlisSZOnAgv8K9//Sssc9j1JnmLwdmzZ6Emurq63kQTv//+u5+fn7e3d3l5OYZhX3/9NQDg888/xzBMKBQCAJSUlLq7uzEM6+3t3bx584EDBzAMy8nJAQC4uLjAAisrK2NiYs6fP49hWHV1NXRg9erVMLW1tZXBYAAAkpOTYUxYWBgAwMbGBsOwy5cvAwAUFBSgiHt6euzt7QEAYWFhuKsAgOLiYgzDAgMDYeZff/0Vw7CAgAC8BodwicCoUaMAAP7+/jAYGxsLADAzM8Mw7PTp0wAANTW1jo4ODMNOnToFAPDw8Bjwugh89dVXAICtW7fC4KVLl3bs2AE1MX78eADAmjVrYNKMGTPodPrevXtxTYwYMQLey23btsHbLJN6+48msrKyoOtCofBNNIEjFotFItHBgwcBALa2tjBGV1cXAGBubr527drs7Gy8zNLSUmjF2dk5Njb21q1bfX19MAmvuydPnsCYixcvwhhY0RiG3bx5E8a8fv06KioKAODo6Ih7Am/S2LFjcVeNjIxg0t69ewEAFhYWMLhr1y5cwUO4RABqIjU1FQZv3LgB//+6u7sjIyMBAJMmTeLz+Xw+v7i4GADAZDIHvC4C+/fvh/9CHh4e3333XWlpKYzv6OiA7VleXp70WVATfn5+MFhQUACt9PT0vHu9wVuswOFw4Gn4NeD09vaCgfjhhx8sLCzodLqKisrKlSsBABiGQQ2eOXPGysqqsrJy7969Hh4eurq6qampUKrJyclsNvvOnTtbtmyZNm2asbFxUVGRZLH4C87r168BACoqKqqqqjCGzWbDg9bWVpiKx+DHLS0teAyLxYIHysrKAAB1dXXJIOwKvIlLkmhoaMCDkSNHwktuaWkRCAQAgHv37hkaGhoaGsIGWSgUtra2Sl8XgeDg4FWrVlEolOzs7PDwcFtb26lTp7a2tra2tsL6xK9CGvi/BwBgMpnwQCwWv3u9QRTs7OxglcGbh1NYWKirq7t27VpCh/nq1ashISEvXrw4dOjQ3bt3ofpwnJycysrKysvLjx496u3t3dnZGRQUVFtbCwBYvnx5Q0PD/fv3v/32W0dHx9raWtiS48DuLfij9kUiUVdXF4xpamqCB5qamjBVslcFUyWv9g35U5ckaWxshAfQtIKCgqamJrxt9vb25/8b2IYTrouAoqLivn37Xr9+feXKla1bt3I4nPz8/A0bNsAuGpC4Wx0dHQ0NDVB/ENiQEJBVvSkoKiquXr0aAJCYmJiWlgYV8PDhQz8/v5aWFj6fr6ioKHnCvXv3AABWVlZffPGFk5MT7A/Ds6qqqrZv337kyJHRo0cHBgaeOnXKxsamv7+/rq7u1q1bmzZtunPnzoQJE8LDw2Hn/OXLlwNWlpOTk4qKCgDg5MmTMOb48eMAAAcHB3V1dR6PBwB49OjRr7/+CgDo6emBD3UY/+a8lUsAgMzMTHgAn7YWFhY0Gs3JyQkAUF9f7+rqOn/+/HHjxgkEAhUVFdgPHZpjx47B9zJXV9ctW7bAx9zLly+ZTCZsb2CPBwDg4+Ojp6cH+49DILN6wzCsu7v7888/h0EVFRW8pbWysqqrqyM8bDIyMgAAVCo1IiLC3d192rRpFAqFSqVu2rSpoaFh5MiRVCp1yZIlUVFRPj4+AAAOhyMSiS5cuAAA0NTUDA0NXb9+PaxKb29vyecubDMhO3fuBADQ6fRFixbNmjULAKCoqHjt2jUMw/r7+2fPng0A0NPT+9vf/jZmzBh43NDQgEl1fZKSkgAAEydOlOxe8Hg8DMOGcGnA/oShoeGMGTPgOxcA4ODBgxiG9fT0wPtnZ2cXGhrK5XIBABs2bBjsuiRZv349rOSIiIgvv/zS2NgYALBv3z4Mw7KzsykUCoVCwV8fNDU1+Xw+JvUd8+nTp9CKSCSSVb0BWHRvb++BAwecnJyYTKaKioqVlVVMTExLSwtMlTyhv78/MjKSzWYzmcxFixa1tLSEhYXR6XRjY2MMwx4+fDh//nwtLS0lJSUOhxMYGPj8+XNYyMmTJydNmqSurg6/akRHR8Ou0GB1l5KSYm9vT6fTmUymq6vr7du38SSRSLRx40ZjY2MajaalpbVkyZIXL15Iuzq0JoZwaUBNpKWl+fv7q6qqstnsTZs29ff3w9TGxsbAwEAtLS06nW5hYbFnzx6Y9Kea6Ovri4uLs7S0ZDAYI0eOHD9+/JEjR/DU7OxsR0dHOp2upqbm4eHx9OlTGD+0JmRSbxTsj89NiMEwNjZ+8eLF2bNnPT09P7Qv7wOFD+0AgnQgTSCIoGcHgghqJxBEkCYQRJAmEESQJhBEKBmRqz+0DwhygdoJBBGkCQSRT/P7ROZXa+CB757vP6wnHyOonUAQQZpAEEGaQBCRryaqqqqWL1/O5XJVVFTYbPbUqVPhkJwPxePHj+HYdlkVKBaLfXx8VFVV4QCiTwPFP88yXBoaGiZMmGBmZvaPf/zD2Ni4tbU1NTXV39+/u7t76dKlAID9+/cXFhYSxoF+XOTn558+fTopKQkOYfo0kKMmTp8+3drampOTo6WlBWNcXV1FItHNmzehJh4+fCg/6+8HOOTV29sbv8ZPADk+O/r6+igUCpyohHP69OnDhw8DAFxcXI4ePZqWlkahUB4/fgwASE9PHzt2LJ1O19HRWb16tUgkgqf4+/v7+fklJSUZGBgwGAx3d3eBQBAVFcVmszU1NdesWSMrhwdzQCwWx8TEcLlcZWVlDocTFhYGJzxGR0fDR4a2tjYcNfmJMOBQQZlQVlampKRka2t77ty5zs5OQqpAIHBwcAgICGhqaurr64MzqKKiop49e5abm8vhcBYtWgRzLl68mMPhREZGCoXCO3fuUKlUGxubb775prOz88yZM2CguTEZkavhHyEeTt84e/astLdDOBAfH6+srJyZmVleXn7lyhUjIyM4HLKzszMlJQUAUF5e3tbW9q71RRrkqAkMw86cOQPnFNFotMmTJ2/btq22thZPnThx4rJly+DxhAkTpkyZgicdO3aMQqHAzIsXL1ZXV//9999hkp2dnZWVFZ5TU1Nz9+7dBLvD0MQQDggEAnwsK4ZhkZGRuANwgH9TU9MbVcdHgnzfO7y8vF68eHHr1q0NGzZQKJQtW7ZwuVx8ogSOWCx+9OiR5EQDOI3z/v37MMjlcvEZE+rq6tbW1nhOdXV1yckww2NoBzAMi4uL09PTo1KpFAolISFBeu7Up4Tcv08oKChMnTo1Li4uPz+/qqrK2to6ODi4p6dHMo9IJOrr69uxY4fyH8CJEr/99hvMAOf04RCC2Dt/nh/agbCwsIsXL6anp8Np1ps3b35HcyRHju8d7e3tnZ2denp6eIyxsXFERMTSpUtrampGjx6Nx8PFccLDw4OCgiRL0NHRkZ97kgzhAIZh2dnZ0dHRLi4uMLKhoeH9ePWhkKMmnJ2d1dXVb9y4ITlhsqKigkql4m9u2B+Tjx0cHF68eGFpaQnje3p6amtrh5hEK1uGcKC3t1ckEuFTddva2rKzswkvU58YctTEjh07vL29XV1dg4ODjYyMhELh5cuXv//++7///e/wZrNYrKKioqKiIkNDw3Xr1vn6+sbHxy9cuLCzs3PXrl35+fnl5eUjRoyQuWNFRUWSTx8VFZXp06cP4YCDg0Nqaqqbm5tAIFi3bp2Xl9fRo0efPXtmZmYmc99IgVx7sLdv3164cCGHw1FSUtLV1Z02bdqxY8fEYjFMzc3N1dTU1NTUhC+Tx48fHzt2rJKSkoaGhoeHR0VFBcy2ePFiZ2dnvMzp06cvXrwYD3K53KioKILdod87CIwaNQqmDubAkydPHB0dlZWVra2ts7Oza2truVwum82urq7+JN870PgJBJFP+bmIGB5IEwgiSBMIIkgTCCJIEwgiaM4PgghqJxBEkCYQRNA3KwQR1E4giCBNIIggTSCIkEUTCQkJlP8GH8ogQ3x8fChSwGXkEThyHD/xVgiFQiMjo7S0NDxGchlzWREbG7tq1So82NXV5efnN27cOJkb+qghkSbYbDY+vk1O2NjYSAajo6PNzc2XL18uV6MfHWTRRHt7uzyGVA0Bn89PSEjIycn5tAfSDQOyVIdQKMR3Ink/xMXFTZky5W13ePhfgESaaG5uXrBgAYvF0tPTCwgI4PP58jNXV1f3448/vv+dMj8KyKIJAEB9fT2Px8vJyUlISCgoKODxePh+NTInOTkZ7schp/I/asjSn4A7rECcnZ3Nzc0nTJiQm5srp3UdTpw44e/vP+AOSggStROSjB07FgBQU1Mjj8L5fH55eTncBgchDSk00dfXFxgYmJ6ejsfAXcdMTU3lYe6XX34BAKDPEoNBimeHoqKiWCwODg5ubW0dN25cZWVldHS0jY3N/Pnz5WGuurpaW1sbbgmJkIYUmgAAJCcnGxgY7Nmzp76+Xl9f393dPTY2VklJSR62Ghoa8P0aEdKg8RMIIqToTyBIBdIEggjSBIII0gSCCNIEggjSBIII0gSCCNIEggjSBIIIiTTR3Ny8ZMkSdXV1Fou1cOHCV69eycPK8+fPFyxYwGQy1dTUAgIC8CU4pWlpaVmwYAG+HPhgHD58eOzYsQwGw9DQMCQk5PXr1wNm6+vr27Jli4GBgaqq6uTJk+/cuTNgtubm5qVLl2pqajIYjFmzZpWXl7/NxckGsmhCLBbPnTu3oqIiIyPjxIkTVVVVCxculLkVkUjE4/EEAkFWVlZGRkZ5ebm7u/uAX/fv37//2WefvXjxYugCDxw4EBIS4uvrm5eXt3379qysrICAgAFzRkVFHTx4cM+ePZcvX+ZwOHPmzGlqapLO5u3tfePGjaSkpNOnT7e0tLi6unZ0dAzjSt+JD7vEGk5GRgaNRquvr4fBp0+fpqSk9PT0DLO0Qda9S05OptPpjY2NuBUAwKVLl6RLcHd337Fjx927dwEARUVFgxlydnYOCgrCg4mJiQAAgUBAyFZXV0ej0U6dOgWDXV1diYmJr169ImS7ceMGAODq1aswWFtbS6PREhMT//R6ZQtZfhfNyspydXXV1dWFQUtLS3nM+bl27dqkSZPwFVstLS25XO6VK1ekd2TZv38/h8OBwziGID8/XzKorKwsvT0FAODChQtwlwkYVFFRCQsLky6ttLSUSqVOnz4dBg0MDCZNmnT16tUBM8sPsjw7SkpKzMzMvv76ayMjIw0NDR8fn/r6eplbqayshAtp45iamlZUVEjnhNsJvCE9PT3Nzc15eXlxcXHBwcH4ors4JSUlJiYmp0+fHjNmjJqamrOz84Bq6+npUVBQkJSUjo5OVVXVm3siE8iiiaampszMzFevXmVmZh45cqSwsNDb21vmVtra2ghDaUaOHPnuy/rv3LlTS0tr3rx5vr6+SUlJ0hmamppevXqVmJj47bffnjt3jk6nz549W7o/YW5u3tvb++TJEzzm6dOnQqHwHd17W8jy7Ojt7dXV1U1OTobjZhkMhpubW35+/pQpUz60a3/OF198MWXKlJKSkvj4+Nra2hMnThAy9Pb2Njc3FxcXw4fjqVOnjIyMDh06FB0dLZlt9uzZo0aNCg0N/fnnn9lsdlxcXG1t7fvfVYos7QSTybS3t8cHUkMpwD6gDGGxWG1tbZIxAoHg3Vd6NzIycnV1Xbt27fHjx0+ePHn16lVCBiaTqaenh/eWNDQ0rK2tpa+ORqOlp6fX1dWZmpqyWKzm5mYPDw9tbe13dO9tIYsmRo8eLdmW9vf3AwDwfVxkhYWFBaH3UFFRYWVlNbzSuru709PTJT8hjB8/HgBQWVlJyDl69OjXr19jEi+9YrF4wKtzcnKqrq6urKxsamo6evRoVVXVmDFjhufesCGLJtzc3G7fvo3LAr6Vybw6Zs+eXVBQgPdeCwsL+Xz+3Llzh1eakpLSmjVrvvnmGzwGft0yMTEh5HRzc/v9999zc3NhsKmpqaysTPrqBAJBcnJyU1OTmZkZi8WqrKy8e/eup6fn8NwbPu/53Xcw2tvbDQ0N4atXZmamgYGBm5vbsEsb7PtEd3e3paWlk5PT1atXc3JyLCwseDye9Olisfj69evXr1/fv38/ACA5Ofn69ev/+te/pHPu2rVLQUEhJibm5s2bx48fNzU1tba27u7uls7p6empra2dkZFx7dq1qVOnamlptbe3S7tnYGAwc+bMW7du5eXl2drazpgxY7h1MHzIogkMwyorK+fMmcNgMNTU1JYsWdLc3DzsogbTBIZhL1++9PDwUFVVVVNTW7ZsWUtLi3QefBdJSfAtHSTp7+8/cODAmDFjGAwGh8NZunSp5CZ4kgiFwpUrV2poaCgrK7u4uDx+/HjAbMXFxS4uLqqqqiwWKygoSPrz13sAjdtGECFLfwJBHpAmEESQJhBEkCYQRJAmEESQJhBEkCYQRJAmEESQJhBEyKIJNpstvRK29EAEGZKUlEShUA4fPiw/Ex8pZBlTk52d3dvbiwefPHkSEREBVzqTBw0NDZs3b6ZSqXIq/6OGLJpwdnaWDMbExISGhlpbW8vJXHh4uJubG/7jNUISsmhCkszMzJKSkqysLDmVf/Hixby8vKdPnyJNDAhZ+hM4/f39MTEx69at09TUlEf5XV1doaGhO3fu1NPTk0f5nwCk08SZM2fq6uokd9mQLVu3btXR0UH7uAwB6Z4diYmJfn5+clqr8MmTJ/v27bt//z7an2EIyFU19fX1N2/eHGzK5TvS398fHBz85Zdfyu915tOAXJq4cuWKsrLy1KlT5VE4n8+/f//+P//5T8U/aGtrCwkJYbPZ8jD38UKuZ8f169etra2VlZXlUbi+vn5JSYlkzOTJk7/66itfX195mPt4IZcmqqurzczM5FQ4jUaztbWVjFFQUNDX1x/2/I5PFXI9O9BK2GSAXO3Es2fP3qe5d589/ElCrnYCQQaQJhBEkCYQRJAmEESQJhBEkCYQRJAmEESQJhBEkCYQREikidTUVDs7O1VVVSMjo5UrVzY3N8vJUElJiaWlpbq6+hB5WlpaQkNDDQ0NmUymo6PjuXPnBsyWkJBAGGs+4FKvPj4+0qPSSTuuhyzftn/66aegoKADBw7MmjWLz+eHhIR4e3vfvHlT5oZSUlLWrFljbGw8RJ7+/n5PT8+amprdu3fr6+sfPnzYy8vr7t27EydOJOQUCoVGRkZpaWl4DIPBkC4wNjZWcuRYV1eXn58feTdCfv9L4wzInDlzZs2ahQdTU1MBANIrUr8hQ6xdZGhomJubu2vXLjU1tcFOh4vc5uXlwWBvb6+enl5ERIR0zoiIiHHjxr2te5s3b7a3txeLxW974vuBLO0EAEBR8f+dgesEYnJYV+nu3bscDqe4uHiIPGPHjv33v/9tbm6OO6anpzfgMvrt7e0jRox4Kwf4fH5CQkJOTg5px/+Rxa0VK1Zcu3btwoUL/f399fX1iYmJc+bM0dfXl7mhN1lIW0VFxdramkajwSCfzy8tLR1wRV+hUKiqqvpWDsTFxU2ZMoXH473VWe8TsmjCy8trz549Hh4edDpdX1+fSqUeP378QzsFAADd3d2LFi0yMzNbtmyZdKpQKGxubl6wYAGLxdLT0wsICODz+UOUVldX9+OPP27cuFFu/soAsmgiKysrKioqPj7+wYMHubm57e3tf/nLX+Tx7HgrOjo65s2bV1NTc/78+cEW9a2vr+fxeDk5OQkJCQUFBTwer6ura7ACk5OTDQ0NZ8yYITeXZcGH7tD8By6XGxwcjAfh2vSXL18eXmlD9DEhQ/cxIU1NTY6OjpaWljU1NW9ot6CgAACQmZk5WAYLC4tNmza9YWkfClK0E2Kx+Pnz55LjIuGoTOmFq98bXV1dc+fOxTAsPz9/1KhRb3gWnCVQU1MzYCqfzy8vL581a5asnJQTpNAElUo1MDCQXKcerpQ+9FcEubJq1aq2tra8vLwhpij29fUFBgamp6fjMfAl1tTUdMD8v/zyCwCAvJ8l/oAs76KhoaGxsbEODg48Hq+xsTEyMtLS0nLmzJmytdLS0gKfSs+fP+/r64Mrvevq6hI+PhYXF6elpW3btk1yexUGgzFhwgTJbIqKimKxODg4uLW1ddy4cZWVldHR0TY2NvPnzx/QenV1tba2NmFTGTLyoR9e/6Gvr+/777+3tbVlMBgGBgaLFy9++fLlsEsbrD9x8eJF6RpYtmwZIdvevXuls1lYWEgbEolEUVFRJiYmysrKpqamq1atgnsyDEhISIi5ufmwL+q9gdbbRhAhRX8CQSqQJhBEkCYQRJAmEESQJhBEkCYQRJAmEESQJhBEkCYQREikiZMnT44ZM4ZOpxsZGcXHx8vJyvPnzxcsWMBkMtXU1AICAn777Tc5Gfp4IYsmrl27FhAQMHXq1MuXLwcHB2/atOm7776TuRWRSMTj8QQCQVZWVkZGRnl5ubu7+yf5df+d+NA/uPwHFxeXKVOm4MHQ0FBtbe1hj2we7Dew5ORkOp3e2NgIg/DX+UuXLg3PyqcKWdqJ0tJSyV/Gvb29GxsbCcvUvTvXrl2bNGmSlpYWDFpaWnK53CtXrsjWyscOWTTR09ODj5MGAOjo6AAAqqqqZGulsrKSy+VKxpiamsLxOwgcsmjC3Nz8wYMHeLCsrAwAIBQKZWulra2NMKRl5MiRaKUzAmTRRHBw8Pnz51NSUkQiUUFBwfbt28F/zwJCvDfIoomgoKCgoKAVK1YwGAwfH5/169cDALS1tWVrhcVitbW1ScYIBAIWiyVbKx87ZNEElUr94YcfmpqaqqqqqqurYX+CsOztu2NhYUHoPVRUVKB1dAmQRRO3bt3Kzs7W0NAwNTWlUqmpqakTJ06U+bYrs2fPLigoqK+vh8HCwkI+nz937lzZWvnYIYsmSkpK/Pz8kpKSHj58uHXr1hMnTuzcuVPmVvz8/Lhcrre3N5ybunTpUh6PN23aNJkb+qghSycuNDS0qalp586djY2NlpaWZ86ckflAfgCAkpLS5cuXV69e7eHhoaio6OnpOeAQ7f9x0LhtBBGyPDsQ5AFpAkEEaQJBBGkCQQRpAkHk/wBAoMDUnugLTQAAAABJRU5ErkJggg=="
<image>For a social studies project, Johnny counted the number of classrooms in each school in the city. What is the largest number of classrooms?
90
523
null
90
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"
<image>Justin went on a road trip and tracked his driving each day. On which day did Justin drive the fewest miles?
Thursday
524
null
Thursday
"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"
<image>Each package has 5 rolls of tape. How many rolls of tape are in 4 packages?
20
525
null
20
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bGotLilh/PtZUmxguc1y3RURI5EKwnwBNIOx81FrbP3h5edE3MJS9292Hi0nci78tLiq+fdOuVdZrAWCB3sJLZ8IU5MddiQo+7X+ypvbjTkdXv+Mc7OOAOsiH2j88B4OB/b+ukqbcm3elYecjFy8w7s+Q8L9xYgmuPpb8LA7ygaXgacmAxMGffSzB1ccSXH0swdXHElx9LMHVxxICnoMcQ3gBYO+lH/8vDftsngy129xng/+lAVNw9bEEVx9LcPWxBFcfS3D1sQRXH0s4q48gyMWLF3V0dISEhGg0mrKysqura01NDVrr4+PDy/tT/GOAwWC4uroSicTjx4+zlXt7eysqKlKpVEVFxUOHDjEYX5VelQ3OIq5cuTIoKMjS0nLjxo1kMjktLc3Hxyc8PPzhw4dSUlJcdPM9UlZWtmLFisrKyq5OtL179x45csTd3V1DQyMxMdHZ2ZlIJG7durXPfbhZJyP/5fz58wDg6+vLWpiXl0ej0ezs7BAEOXnyJA8PD/LVdHR0dHZ2fv31g0HX2+yVw4cPL1u2rLGxkUQiHTt2jFne0dExbNgwZ2dnZsny5cunTZvGxZA4zDzHjx/X1NRcu3Yta6GysnJiYiLbCxAAqqqqbGxspKWlyWTy+PHjT5w4wawSFRU9ceKEoaEhhUKpr68HgJCQkMmTJ5NIJElJSQcHh9bWzwlXzc3NzczMgoKCxo0bR6FQ1NTUUlJSmHEuXLigqKhIJpOVlJQuXLjALO8u2kBhYWERHh4uICDAVk4kEtPT07dt28YskZWVrar6qgyr7LA9FLW1tQDg4eHRwy+N9dk3MDBQVFRMSEgoLCwMCAjg5eWNjIxEqyQlJSdNmuTi4vL48eOOjo6IiAgA2LFjR0FBwc2bN2VkZCwtLdErraysZGVlf/vtt6qqqrq6uvnz56uoqKBVYWFhPDw8Bw8eTEtLO3r0KIFAiIiIQBCkh2jdPWh9fTaZsD37bHR0dEyaNGnFihV9Detmncyufn5+PgAEBQX10IxV/fLy8oqKCmaVmprahg0b0OORI0eqq6szqzQ0NGbOnMk8vXz5MoFAePfuHYIgVlZWgoKCTU1NaNWlS5cAoLm5GW21fPlyZqvt27cfP36852jd3WoPd9QzPau/detWKpVaUFDQ17AcZh4+Pj74YiH+Gqqrq21tbYWFhQkEAoFASE9PZy6NAEBdXR09YDAYGRkZenr//zaKOXPmIAjy9OnnTXfjxo2j0T4b0IWFhQGgtra2s7MzIyODGQQAvLy8HB0de432zdi5c+eJEydCQ0MVFRW5aM6uvrS0NJFIfPny5dc0bmtrW7JkSUtLy5MnTzo6OhAEmTFjBusFIiKfU4m3trbS6fS//vqL/AUFBQUAqKioQC+gUChswREEaWlpodPpXat6jfYN6OzstLOzO3Xq1I0bNxYvXsxdEPYVJ5VK1dLSioiIcHNzQ3doMImIiCCRSKw9ZWVlFRcXBwUFKSkpoSXl5eUyMv/56gNmWD4+PkdHx9WrV7OWS0pK9jA4CoXCy8v78ePHAYk2sDg4OERGRsbHx0+bxr2dncOax9HRMT8//8CBA6yF2dnZdnZ2//77L2thY2MjAAgKCqKnSUlJRUVFyH+3GHzuhkhUU1MrLS1V+sKYMWP4+fmZLw6O8PDwTJ06NSEhgVni5OTk5OTEXbQBJDAw0N/fPzY2tj/SA8dPW2ZmZnFxcW5ubqmpqebm5jQaLSUl5fTp0xMnTjx8+D9bBqdMmUKlUv/++283N7fMzEx3d/dFixYVFhZWVFR0fQy3bdu2fPlyLy8vU1PT5uZmT0/PR48eFRYWdl3SseLk5GRtbb17925jY+PHjx/7+PgEBQVxHa1PZGRkNDQ0AEBnZ+erV6/i4+MBQEtLC0EQFxeXxYsXNzU1oYUo06dP5+fv5Ytc2OluMRASEjJnzhwxMTEajTZ58uRDhw61traiVaxrnitXrsjLy1MolNmzZ+fn58fGxgoLC6upqSEIMnLkSBcXF9aYwcHBkydP5ufnFxUVNTIyevHiBVpuZWU1Y8YM5mXoK+zt27foqa+v77hx4/j5+cePH+/n59drtO4WGF+5FGGiqanZVa7Xr18/e8Z5G1BZWVmf4nNYcf6oDMHb5PxZF+ebgauPJbj6WIKrjyW4+liCq48luPpYgquPJbj6WII7yLEEd5BjBu4gxxhcfSzB1ccSXH0swdXHElx9LMHVxxIO6hsbGxM4sWzZsm8/Pmzh6CDPycnhqE95eXlf43N2kCsoKJw5c4at8Fu6ZYYC3TnI5eXl4+LiWEsCAwPj4uJERUX72gVn9QUEBObN+27S6A8SQUFBw4cPj4mJERcXZy2n0Whz5sxhnlZVVUVFRZ07d67PdpK+zvuNjY0UCuXgwYPMkvb2dmFh4V27dgFAamqqvr6+qKiogICAhobGvXv3+jqaIUV3DnI23NzcJkyYYGpqykUX3e4causCgiCCgoILFy6MjPx/Zth79+7V19evWLGira1twYIFgoKC9+/fT0lJ0dHRMTY2fv/+PRdjGiJwtESyUVJS4ufn5+npyV0XnNXPysqidCE9PR0AzM3NU1NTmbJGRERMnDhx0qRJfHx8mZmZgYGBqqqqKioq+/bta25uTkpK4m5Y3wtHjhzR0tKaOXMmd805z/vjxo0LDAxkK1RWVgYAQ0NDKpUaFRVlb29Pp9OvX7++ZcsWAODh4UlPT//rr79yc3OZ20hY3eQ/Hk1NTRcvXjx16hTXETirjzqZu6syNDS8du2avb19XFzcx48fV6xYAQC5ublmZmbr16+/fv26lJQUg8FAtwL8wMTExLS3t5uYmHAdgZtPW+bm5gkJCTU1NVevXtXW1paTkwOAGzdukEiko0ePSktLc7f4/e64c+eOtrZ2f3y73KhvYGBAoVBu3759/fp1S0tLtLCxsZFMJjP38V68eBG6JKz/wYiLi1NTU+tPBM4zT2NjY2xsLFshkUicP38+AJDJZCMjo0OHDlVWVpqZmaG12tra7u7u58+fNzAwiIyMzM7OlpKSev78eX19vZCQUH+GiBXdOcjJZDJa+Pbt27Fjx/arj67mXiMjI45Xsu7RRU3ev/76K2vDnTt3Dh8+XEhIyMbGpqGhYd++fTQazdHRcbDNwF/DADrI0dqysjLobXthr0PCHeSYgTvIMQZXH0tw9bEEVx9LcPWxBFcfS3D1sQRXH0tw9bEEd5BjCe4gxwzcQY4xuPpYgquPJbj6WIKrjyW4+liCq48lHNR3dXVF/3HMHcuWLePCgctshfqzHz161GuTb0NNTc3ixYsJBEJmZiZreXZ2tpKSEpo6lGvwZ78nnj59qqqqWlpaylbu7++vra3d/zT4uPo94eHhsW7dOl9fX7ZyNze38PBwa2vrfsbvRf2Ojo6tW7eOGjWKTCbLyspu3ry5vb0drQoKClJVVRUQEBAXF1+yZElRUdH/gxKJ/v7+8vLyZDJZXV09IyODWdWnxOEMBmP37t0KCgpkMllGRsbe3r65ubkfN9tn/vnnn127dhEIBLbyx48fGxgY9D9+L+p7eXldunTp3LlzeXl5vr6+V65ccXNzA4CnT59aW1sbGxunpaXFxsa2trYuXbqU2So/P//y5csBAQG3b9/+9OmTkZER+ju7evWqpaXlwoULs7KyAgICoqKi1qxZ00Pv3t7eR44c8fLyQq+PiYlxcXHp/z1/Pd2ZyL/GXP5VdDW6uLi4kEgk9NjExGTu3LnMqvz8/MLCQgRBWltbi4qKGAwGWo6aq9Bk5EuXLuXl5S0vL0erUAvYnTt3kB4Thy9dulRPTw9BkOzsbABITExEEKSurq60tJR5/ZYtW5SVlbk2z3DXEEGQ5ORkAHj27Blbuaenp5CQENdhe/fzGBkZxcXFmZubR0RE1NbWKikpjR8/HgBIJBKaeJufn59AIKDJmZl+cUVFReYmL1VVVQAoKCjgInE4giD79++Xlpbm4eEhEAje3t4/mCW9F/VtbW1jYmKam5ttbGwkJCQsLCzQL1k4d+7cnj17nJ2dq6urEQS5e/cuaysxMTHmMZrXvbm5mYvE4fb29rdu3QoJCWlpaUEQ5BtPO9+A3tdMCxcuXLhwYWtr682bNzdt2rRu3bpr165FRkbOmzdv1apV6DVsfnH0ez5Q6urqAEBAQKCvicMRBImOjnZ1dWVuUfvxXOm9qB8dHT1lyhQ5OTkKhbJ06dK8vDx/f38AaGxsZP3yIXSjC/LFL15YWFhXV4d+EkE/pEyYMIE1cTh6WXt7+7t377pLHE6n01tbW5kJzuvr66Ojo9mS0n/v9HIzx48fR/dKvH79+uHDh2FhYTo6OgCgra199+7d5OTk4uLiDRs2oEbqtLQ0dIoQFhZevXp1Tk5OZmbmzp075eTk0J1N27Ztu3r1qpeX18uXLzMzM21sbHR0dJqamjh2zcfHp6amFhAQUFRUlJ6ebmJiYmJiUlNTU1BQQKfTB1oHDnR2dsbHx8fHx6Mr5rS0tPj4+CdPntTU1KDlxcXFdDodPS4oKOCmj57XPBUVFdbW1lJSUvz8/DIyMn/88UdDQwOCILW1tSYmJgICAiNGjHB3d2cwGL/++qugoGBYWNjixYtNTU3PnDkzatQofn5+TU3NrKwsZvDuEodzXPNkZWWpq6uTyWQVFZXo6Oh3794pKCiIi4szbdx9WmD0tQnHzyKjR4++detW13JbW1suhoQ7yDEDd5BjDK4+luDqYwmuPpbg6mMJrj6W4OpjCa4+luDqYwnuIMcS3EGOGbiDHGNw9bEEVx9LcPWxBFcfS3D1sQRXH0vY1be2tuaYYJtAIJw5c4Y7d/j3C8cc5Gi5t7e3oqIilUpVVFQ8dOgQg8HgIj67o8TZ2fm3335Dj21tbSdOnLht2zb0VFlZWUFB4dOnT1x08z3SXQ5yANi7d++RI0fc3d01NDQSExOdnZ2JROLWrVv72gW7+hMmTJgwYQJ6TKFQpKWlWR/2kSNH9rWD75fucpDT6fSTJ09u3rwZlXvWrFnPnz8PCQnhQv2+zfusM093Gcfz8/MJBEJCQsKyZcsEBQUlJSU3bdrU2dnJvKXufOdDje5ykBOJxPT0dOaUAACysrKowbKvcPmu20PGcTQBsJOT0/r162tqai5evOjj43P16lXozXc+1OjOJk4kEseOHcu04NHp9Lt373KXCJvLvS9oxnERERH00di3b9/Ro0eTkpKYyVFNTEzQV8mCBQvGjBmTmpq6fPnyKVOmFBUVycnJoYZAR0fHxYsXV1ZWSkhIcDeMoYCzs3NRUVF4eDgXbbl89tGM47q6ulQqlUAgoG5LVnv31KlTmcfCwsK1tbXQm+/8e2Tnzp0nTpxAb4qL5lyqj2Yc19bWLioq6uzs7OjoYLuAQqGwniIIAr35zr8vOjs77ezsTp06dePGDfQx4gIuZx5mxnF0395Xert79p1/Xzg4OERGRsbHx0+bNo3rIFw++9xlHG9sbGQ6wqGL7/w7IjAw0N/fPzY2tj/SA9fPfg8Zx3tudfbs2eTkZElJycOHD48dO/bu3btpaWmjR4+mUqncjWTw6C4HOYIgLi4uixcvbmpqQgtRpk+f3uevHerB3KugoMBmjGb6vJHuM46/fPkSAO7evctspaamtnr1aqRH3/lAG4TZGcAc5M+ePeOoZFlZWV+HhDvIMQN3kGMMrj6W4OpjCa4+luDqYwmuPpbg6mMJrj6W4OpjCe4gxxLcQY4ZuIMcY3D1sQRXH0tw9bEEVx9LcPWxBFcfSziob2xszOqFAoArV64QiUQfH5+eY/n4+PQ/MfRQA+Mc5ImJiStXrtyxY8fGjRv709P3CMY5yPPz842MjCwsLDw9PfvZ0/cIljnIy8vLDQwMtLS0zp07x1peWVlpY2MjLi5OJpM1NDQePHjQte3bt2/NzMwkJSUpFIqKisrZs2eZVRzTkM+aNWv+/PmsEUxNTbW1tft1c/0GsxzkTU1NixYtkpSUDA8PZ32JMRiMBQsWJCcnh4WFPXv2TFNT08DAICcnh63577///uHDh5iYmOzs7E2bNtnb29+5cwe6T0O+Zs2a+/fvf/jwAW3e3NwcGxvL3EWDFRjkIDcyMpowYcKCBQsAwNvbm6325s2bAHD//n30lMFgKCoqrl27FkGQkydP8vDwoOUiIiL79+9ntnry5Amalby7NOQtLS1CQkKHDx9Gy8PCwshkcl1d3QCaZ7hu+61zkOfm5lZXV2/YsMHZ2ZktR3hqaiovL++sWbPQUyKRqKOjg46PFWNjYw8Pjy1btty/f7+9vV1TU1NSUrKHNOQUCsXS0vLSpUto+dWrV01MTISEhAbmERuqcFZfTk4uISHh5MmTWlpay5YtY90W09DQQKfTBQQEmKnEL1y40DWPuJ+f36FDh5KSkvT19YcPH7579240r3IPacjt7OyysrKysrLa2tpu3rz5+++/D9pdDxU4r5mEhIRQA35oaOjUqVMtLCzu3LmDbt0TEhIik8lsXsauu/p4eHgcHBwcHByqq6sDAwNR0+fGjRt7SEOuqqqqqqoaFhamrq4uIiLC+hL5UellxSktLR0cHBwfH+/s7IyWaGhotLW1dXZ2Kn2BQqGwvQvV19cHBQWhWyrExcU3b96so6Pz7Nkz1jTkKGPGjOHn52fugbKzswsPDw8LC1u5cuUPlm6cI73foZ6e3p49ew4fPozufJs3b56qqqq1tXVCQkJJSUlISIiqquqZM2dYmxAIBHt7+7Vr12ZmZqJ7mtCdddBbGnJLS8v3799fvXoV89UOYJWD3MjIaMqUKawlDAZDX19fUFAwPz8fQZCKigobGxsxMTESiaSkpHTs2DH0MtY1T0pKir6+voiICJlMVlJSYl07dZeGHGXRokWsi6KBAs9B3juVlZUCAgLBwcEDHnlI3SbKEHKQV1dXp6SkmJiYjBkzhrnt9IdnqKgfFBSko6PDw8MTHR3ddQX1ozJU1Hd0dPz06dPDhw/l5OSwHsu3Y6io/3OCq48luPpYgquPJbj6WIKrjyW4gxxLcAc5ZuAOcozB1ccSXH0swdXHElx9LMHVxxJcfSzhrP7Dhw8XLVokIyNDIpFGjBhhYmKSlpY2gL1WV1cTCISIiIgBjDkYDHYOcg7qx8bGzp07V1hY2N/fPzk52cfHp6ysbM6cOVz+2/67paysTE9P79q1axxzkLu4uNjZ2cXGxq5cudLZ2fnYsWNcdMHBTXX+/HkVFZWgoCD0dNq0afr6+tra2g8fPlRSUuKij68EQRAGgzF09l9gk4OcTqez/bYFBQVzcnLWrVuHnnaXffz06dMSEhIZGRmamppUKlVeXv7ChQvMIL6+vqNGjaJQKDNmzMjNzWWWm5qaWlhY7Nu3T0BAICYmpof43xhscpAbGho+f/7c1NQ0OTm563TWc/bxhoYGV1fXwMDA+vp6a2vrdevWoVWJiYnr1683NTXNzMzctWvXli1bmAH5+flzcnIyMzNjY2NnzpzZQ/xvzDfIQc7Zz+Pm5kaj0QBg2LBhCxcu9PX1bW5uRqvodPqbN28aGxvR08bGRgBAE2r6+fkBQEJCAlr19u1bALhx4waCIHZ2dhISEnQ6Ha3y9/cHgPDwcARBrKys+Pn5a2pqeo3fT/MM121JJBLTMdaVrVu3UqnUgoICLobEec2zd+/eioqKqKgoW1vb4uLidevWKSoq5uXlQV+yj6M7ytDs43l5eZMnT2ZOaFpa//lzI+uj1Gv8IcVg5SCn0WhGRkYnTpzIz89/8OBBc3Mz+q7CXfbxxsZGVjM+mzGfKf3XxB8iDFYO8g8fPggKCrKmq9bV1TU1NUV3rXCXfZxGo7GmaP748WN3V3IX/9szKDnIKyoqRo8e7eHhwVb+8uVLKSkp4Db7uKKiYlZWFvM9nDV5NBvcxf/GDFYOcklJyT///PPgwYOVlZXGxsZiYmLl5eUXL15MTEwMCwsDbrOPr1ixIiAgwMnJyc7OrrCwMCAgoLsre4j/jTcSYZaDPDAwcNasWRISEiQSafTo0SYmJo8ePWLWdpd9HF3zdHR0oJehy5VLly6hp8eOHRsxYgSJRNLW1kb3faNeZSsrqxkzZrD23l38vi4q2BYYfW2C5yAfMIbgbQ4hB/nPCa4+luDqYwmuPpbg6mMJrj6W4OpjCa4+luDqYwnuIMcS3EGOGbiDHGNw9bEEVx9LcPWxBFcfS3D1sQRXH0s45yAnEAhHjhxhK6+urubj4yMQCHQ6fTCGIi4u7u7uPhiRuYajgzwnJ4fACS7ML5wNw1QqNTg4mM2UGx4ezsfHN0jSA4C3t/ekSZMGKTgXlJWVrVixorKyks1TLC8vHxcXx1oSGBgYFxcnKira1y44qz9z5sw7d+4UFBSwWsZDQ0O1tLTYOh5AbG1tBykyd3TnIKfRaHPmzGGeVlVVRUVFnTt3rs92ku7mfSkpqSlTpgQHBzNL3r9/n5iYqK+vzyxhMBi7d+9WUFAgk8kyMjL29vbNzc1oVUdHh4ODg5iY2LBhw1atWhUdHU0gEMrKynquYp150tPT9fT0aDTasGHDjIyMXr9+3dcb6z/dOcjZcHNzmzBhgqmpKRddcFafwWCYmZmFhIQwS8LCwiZOnDhu3Dhmibe395EjR7y8vNBs4jExMS4uLmiVh4fH2bNnvby8MjIy5OXl0RmMj4+v5yompaWlurq6/Pz8SUlJDx48qKurmzdvXltbGxe31x++JtF4SUmJn58f919OwDEfp5WVFfq4paSkoIXq6uoeHh7h4eHwxS9VV1dXWlrKbLVlyxZlZWX0WEFBwcLCglmFpjOvqqrquUpMTOzAgQMIgmzfvl1QULC2tha95s2bN0QisZ9pIgfJQW5vb6+jo8P1kLpdccrJyU2fPh2dfIqKitLS0iwsLFgvQBBk//790tLSPDw8BALB29sb9Xm3t7cXFxerqakxr1y4cCF60EMVK6mpqdOmTWN+pYmsrOyYMWO6pjnHnKamposXL9rZ2XEdoaf1vqWlZVhYWGdnZ2hoqKampry8PGutvb39rVu3QkJCWlpaEARhTjvoPgvWr4MZPnx4r1WsNDQ0JCYmklkoKirqmuYcc2JiYtrb201MTLiO0NMWNTMzMycnp0ePHoWGhrL9hhEEiY6OdnV1Zb77M1e7qH8fNXGiMP3iPVSxIiQkNHPmTLZvO2F1tA8R7ty5o62t3evbcg/09OwPHz5cX1/f19c3Ly+PLT8smkyfqUh9fX10dDSCIACALoGysrKYFzMTF/dQxYqGhkZRUZGCggIzVTmRSJSWlub2HgeLuLg41lmUC3r5SwM6+ejq6qLmfSZ8fHxqamoBAQFFRUXp6ekmJiYmJiY1NTUFBQV0On358uVhYWGhoaGlpaUeHh4lJSXMhj1UMVm/fn1DQ8Nvv/2WlZX18uVLd3d3FRUVNBH4tyQjIwPNL850kMfHxzOXXp2dnW/fvh07dmy/+uhuzYMeNzY2UqlUPz8/9JR1zZOVlaWurk4mk1VUVKKjo9+9e6egoCAuLv769eumpiYrKysajSYqKuro6BgYGAgADQ0NCIL0UMVc8yAIkpaWpqenR6VSaTSatrb2rVu3uFtXsC4w+tqkOwc5Wot+RgkKCurPkAbFQd7e3l5ZWck8PXDggLi4eK9Vg8pP5CA/ePDgmDFjwsPDi4qKIiMj//77b+aXqPRQ9TMyGA9FR0eHs7PzqFGjSCSSgoKCi4tLa2trr1WDytB89vG9K5iB713BGFx9LMHVxxJcfSzB1ccSXH0swR3kWPI/ppclDo6H5dkAAAAASUVORK5CYII="
<image>The members of the swimming team compared how many laps they swam yesterday. What is the mode of the numbers?
12
526
null
12
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"
<image>Dillon has $0.66. Does he have enough to buy a ball of twine and a piece of plastic pipe?
yes
527
null
yes
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"
<image>A shipping company keeps track of the number of boxes in each shipment they send out. How many shipments had exactly 68 boxes?
2
528
null
2
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"
<image>Some companies compared how many phone calls they made. Which company made the most phone calls?
Henderson Co.
529
null
Henderson Co.
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"
<image>How much money does Sanjay need to buy a jar of fish food, a bag of dog food, and a bag of birdseed?
17.49
530
null
17.49
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"
<image>How much money does Anthony need to buy a fishing pole and a baseball helmet?
64
531
null
64
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"
<image>After a trip to the zoo, the students in Ms. Kramer's science class voted for their favorite animals. Which animal is most popular?
lions
532
null
lions
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"
<image>A vendor who sold bread at farmers' markets counted the number of leftover loaves at the end of each day. According to the table, what was the rate of change between Thursday and Friday?
9
533
null
9
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"
<image>Some students compared how many pets they have. What is the range of the numbers?
8
534
null
8
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"
<image>Irma has $23.41. How much money will Irma have left if she buys baked ziti and lasagna?
6.75
535
null
6.75
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"
<image>How much more does a bookcase cost than a kitchen table?
15.86
536
null
15.86
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"
<image>How much money does Jaden need to buy a dump truck and a bulldozer?
18,786
537
null
18,786
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"
<image>Shelby spent a week at the beach and recorded the number of shells she found each day. According to the table, what was the rate of change between Tuesday and Wednesday?
3
538
null
3
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"
<image>Tucker is planning a picnic for his family reunion. He asked his family members if they prefer hamburgers or veggie burgers. He also asked them if they prefer iced tea or lemonade. This table shows the results. What percentage of Tucker's family members prefer hamburgers? Round your answer to the nearest tenth of a percent.
62.5%
539
null
62.5%
"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"
<image>Ms. Pearson reported her students' scores on the most recent quiz. How many students scored fewer than 80 points?
5
540
null
5
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"
<image>How much money does Jordan need to buy a striped shirt, a pair of black socks, and a white T-shirt?
15
541
null
15
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"
<image>Kelly found a list of the number of roller coasters at each amusement park in the state. How many amusement parks have at least 34 roller coasters but fewer than 48 roller coasters?
8
542
null
8
"iVBORw0KGgoAAAANSUhEUgAAAFUAAAB9CAIAAABcaLhWAAAI4ElEQVR4nO2cfVBT2RmHz00gFDQLSIJRPgIkm0iHweIi8mnROogramekIjqraCgItCpDabuimKHsLhI6BOyQLI6jsnw4CFMzKAx2ii4dakZEBRYNwupiU3CBdPhIJBBz0z8yk03r1k3emyXduff575zh/s77cD8yyXsSDJ2PQ86jbXPpru7TTiyA5sS1/x+g/MkN5U9uKH9yQ/mTG8qf3AD9ee+sfZ33+T7+VvMwYKXvVOaNirg8xxX2Nj6JyZ44qrCe+Sg6azark/0jL3ujgP5fzo1fG719fH0qQohBc2nZUap8OfTbnhpYmr3cn1RxPHx83b3MQ47HqpM/2Vfae2VKP2NvFPz6L+urj1sTvoEtOP/TfHcXt/ROMY5M4DS76JscRgitZ71rHp6NOvry1b+q+68BolzARfRPj3aMKZu2i73cmFHNmVrDAjjKXr6af6nRz65n8f/yj953Pf0zf7xrf2fxIm4ARBF6/ilffiHwCvzjw6ax+a+J5ADomxxez+IjhD6Kybr78ovWLz+H5cD9E/0ifv/eB7de3DsSuhMDp0DpmxoO9eZG+q7by0vM/1s1OAf+/G/ZUfrhXfnRv37M8/T7echmcAUw+iZVAu/Aj2OyPxvu7JsaBudA/N9x9WjbVX7zq79X9V/7p2762mjXh5EfgCuAcX9SxXT1iOWEnbr7KZEcu/3pGO1qconOoM++LTHPVD5q3ugb+jP/94jUYS/TC7MG/PW5Bw3jumkiOXY//40m/P2231jP3J9UYX+KJ1IEgD9E//LF/NflfQ0Ec+Cvf07Bnc7ge/mn8rb8Knzvlj//GvaaZ80PzD/Rf8P1nZ88mx3ffeN3PRODxAN/YP4dY0q3mi0ODKTe/5Ebyp/cUP7khuz+qPlmp8l5OH11sp9/yp/cUP7khvInN5D3/8PDw8nJyW/O37t3j81mEy7pf6JSqfLy8qampgYGBiyTg4ODu3fvBlcC8Q8ICGhqarKeaW1tVSqVnp6egDQbaW5uFovF/v7+/zWv0+kQQnK53Hp12yuB+Ht4eERHR1uGGo3m1q1b586dYzAYgDQbkUqlNTU1T548kclk1vNarRYhFBcXt3LlSkCsA+5/qVQqEAi+9Y5wIK2trYmJiW/Om/09PDxgsUQ//1Or1VevXm1sbCSY852sWbPmW+d1Op2bmxuNBjyRRM9/bW1tRETExo0bCeaA0Wq1rq6uZ86ciYqKCg8PT0tL6+vrs/1wQv46na61tXX//v1EQghiNBppNBqDwaiurq6urqbT6QcOHBgetrUjSOj67+rqMhgM27dvJxJCkNzc3NzcXMtw06ZN8fHxDQ0NJSUlthxO6Px3d3dv2LBhxYoVREIci7u7O5fLVavVNv49sf0PSmVYWBiRBOLU1NRIJBLLcH5+fnR0NDAw0MbD4dc/juPj4+NBQUHgBNuZmZlRqVQIoRcvXrx+/VqpVCKE2Gw2j8fz8fGRSCRLS0vJyclzc3MymcxoNB46dMjGZLi/RqPBcZzJZIITbKe/vz8jI8MyTE9PRwjt3bu3oqIiLS0NIXTlypX6+nomkxkREaFQKEJCQmyNdvoncM5dnezv/yh/ckP5kxvKn9xQ/uQGa77Z6ewanIkLQugX7yc5a/lr7becuzrZr3/Kn9xQ/uSG8ic3QH+9Xi+RSBISEtatW7d161a5XG40Gh1b2VsQiUTB/0lRUREsCvj5Z3Fx8Z07d8rLy3k83qNHjwoLCxcWFvLz82Fp9qLT6bZt2yYSiSwzvr6+sCiIP47jN27cyMvLMzdkAwICuru729rals1fq9WGhYVZ9+DBQK5/DMNMJhOdTrfMMBgMk2mZvvyLENJqtY5qOgH909PTGxsbR0ZGEEJDQ0Pt7e3mz+GXB51O5+7u7pAo4P1fVFQ0PT2dlJREo9FwHM/IyDh27JhDCrIFrVY7MDCwZ8+ekZERFou1c+fO48ePw/4jQP+ysjKlUnn+/Hkej/f48ePS0lJfX9+cnBxYml3gOM5gMMbGxrKzs/38/B48eFBZWTk+Pl5VVQWJA3Rg1Gp1cHCwQqGwzFy6dEkoFM7PzwM6MPYe8iZyuTwoKEij0QBWh9z/Y2NjJpOJz+dbZoKCghYXFycmJiBngDChoaEIIdt73tZA/P38/BBCo6Ojlpnnz58jhNauXQtIs5dnz57l5OQ8ffrUMvPw4UMMw97cGmcLkPufy+Vu3ry5vLycyWTy+XyVSiWTyVJTU5dnI4S/v//Q0FBOTk5BQcHq1at7e3tlMllaWtqqVasgcbA7cHZ2tqSkJD4+XigUJiYmSiSSV69eAXJgq6vV6hMnTkRGRgqFwqSkpIsXLxoMBtjqVP+b3FD+5IbyJzeUP7mh/MkN1f+m+t9khvInN5Q/uaH8yQ3Q32g0VlZWxsbGCgSCHTt2dHV1ObYsG9Hr9QkJCUQaoUD/qqoquVwuEonq6uoEAkFWVpb1d9KXDalUSrDpAPFfXFysra3NysoSiUTR0dFSqTQkJEQulxOpA4BKpbp8+XJqaiqREGD/Z3FxMTY21jzEMCw5Obmnp4dIHfaC4/ipU6cOHz4sEAiI5ED8DQYDQsjF5ZveCYvFmpubm5mZIVKKXTQ0NExNTZ08eZJgDsQ/MDAQw7DBwW9+ftO8EcD8UwzLwOTkpEQiKSkpIb4LAOLPZDJTUlJkMllvb+/S0pJCoejo6EAIWe8I+V4Ri8UJCQlbtjjgh0CBz//i4mIul7tv3z6hUFhXVycSiTAM8/b2Jl7Qd3L79u2enp6zZ886JA24/4HFYrW0tExMTGAYxuFwKioqgoOD3dzcHFLT22lvb5+bm4uJiTEPzZ0sHo93+vTpI0eO2JsG9G9ra+NyueHh4Qghg8GgUChSUlJgUfZSUFCQmZlpGV6/fr2lpaW+vh62BQ7o39HR0d/fLxaLfXx8Lly4oNfrrXfjfa9wOBwOh2MZstlsOp0uFAphacD7v6ysLDIysrCw8ODBg1qttqmpicViwaKcjNM70M5dnXr/R24of3JD+ZMbyp/ckN2f7P3vfwN/EbUuSLEqjAAAAABJRU5ErkJggg=="
<image>The table shows a function. Is the function linear or nonlinear?
nonlinear
543
null
nonlinear
"iVBORw0KGgoAAAANSUhEUgAAAXEAAACiCAIAAAA4OGrGAABaeUlEQVR4nO2deTxV29vAH85gOo4xUso8F8kskjRIkaFSGSrRgJBSSulSSgNFCpUQ0qxBaVIqZMgslEwpopJ5PMP7x67dCUfue9269/729+OPvdde69nPWvtZz17Ddh4WOp3+ogMKu+AzBTAwMDD+fwjgYRoXqHMDS247vYUCE4iAuRQMDIz/N3iAhn7gwwNrYRfmUDAwMP4qFIAJRCjqAtbPFMyhYGBgjAEUgM8UYP3damBgYPynwHwKBgbGWIL5FAwMjLEE8ykYGBhjCeZTMDAwxhLMp2BgYIwlf8mnzJcVPeG/a6xUYcabslJVEktBZvrfIdxQTPD0wX1/h2SMMYRGo8UcPbR4mqwGH1GDl2A6VepcyBH0anV5mftS01mTBQzFBF0tTd6UlQ4rpKerK9DT1UhCWGcc55q5ei/zcv+shDHnQmSYOg9+5PR/nYn+d8YpVeUvTRTF/2wpz/1BevNN/gZ1MMaSxPDQqMMB67x9l693XWzvsGydS8ju7deiTwPAxw+Njgtmdba3BUQl+EXEtDQ3OS+e39nePlTIHxsdHidf9w4KC7/5QHiC6MbF85ob3v8pCb8MjZmGO46e/I0K/BWG8ZH/UsoK8v4fpUxtVo25JswYGBggEAi/7Hb/JR4nX1+43G7hctvPTR862lrtNnnWvq7IS39iucYp+fy57s6OY5ducfPwAICouKSVhlJe+hMDE1NGCW+r3ty/dunYpZtIupK6ptlUqQuRYW5+B0Yp4a8zegOQUlCSUlAa27v/KQX+CqMapwwMDBz18ZonPUFHiGv1nBlFWZnfy+NwpwL3zpEcrydCdluy6HNzE5Le39d31MfLWG6SBh/RREEszM+HQvn6vW5zY8M2u2X6E3gMJvF72S1F3hUA0PT+3XZ7a4NJ/Jr8bEs1p965mDBUEyqVenLvbtOpUloC7PNlRQ9sdunp6gKAiP1/+K5b1fi2TpXEknDiGACUFeStX2ikI8SlJ0L2sF78vrZm2KoxDiyLsp+vnjNDW5BjnszEoz5eA/39SPooRQ1br9elxaoklvT7KVbqSvaztJCcdy8nLtNS1uRnM5IQPrhlU29PD5L+5ePHXY52c6VEtATYF0+TTQwPRYUbSQifPxmyf7MzIj90z47Wz589V1joCHEtkJ986/y5kZ/gvx0alfr5YxNjyu7jpwKi4gHAas26i8+LEHcAAMKikwDgy6ePgyTkpKUSiETdOfORUwKBoG00L/vRg9FLAAA9EXLM0UP+rk4zRfl0hLg8V1i0fv6MXGr52LzL0c5QTFBLgN3WQDPnySMkfVgDGBYqlbrJaqGVulJHayuzOdEIfeRKVKSJgpi2IIfTAsOaVxWqJJa7lxMBIDE8dI7k+KcpyUYSwsd8vADgZV7uBtO5BpP4dYVJtgaa2Y8fIhKqK8pVSSzZjx9uMJ2rLchhoiB2/9ql8sJ8m5kaOuM4rbVVRvnaHpVPObzN/WZCzJaDR6PuPZ0sJeNiYdxQV4tcenDt0pePzcev3dl3Jv7Fs7RTB/yR9AObna/FnPYIOHz1RZnLnoDE8NCQ3dsBgEKhbLJY8L62Oigx6eiFGw11tZssTeh0+kB//0azudUVZcHnky5lFRuaWfistX1y59YgTeJCg86FHHH3P3gpq9g/MubZ3eQwPx8AWOWxbcVGt/Gikx7VflyydkPD27p1JoYEIjHmYUbk7Ucdba0bTOf09faOUMf3tTUbzeZOkpQ+deexd1DYzYSY4J1bAWCUopjVi0AgAsCpA36rPbf7RcYAwMPrV3esWak33+RSVrFfZMzj5Ov+Lo6IkN3rV73Mzz147tKlrGJHL5/gHVse37qOXMITCPFhR6fPmPmwusnRyyc6KNBtyULr9a6P6z7NtVy2331DR2vraB7lvxTDReYPk66E+fl8avow6BKZj09MRhY9Tb9/h4WFZZr2jEHZ3lZVCk8UJRCJaIqouGTdm9ejlwAAeAIhNuSw0nSNh1Ufoh+kl77I2ee+HgCoVKqLuXFxzvPA2IuJGQVT1bVcLRYgizJDDYAZR7Z5vCoqCEtK4eblHTbDCH3kxbO0APcNs80sL2QWWq9z2emwEgDweAIA4AnEnu6ui5Fh+87Erdjo1tfb62JhzMXNHZmcGp+Wo6qrv3m5OfL+wxMIABDm5+PmH/i47pOimsY+t/Whvt4HohPvVzZwkckHt24aQf/vrfTTHB1tbddjo7YGHp1vZQ0Au4+f6u7qfFtVOUFMHAC4uMnbg44DgMK06XMtlpYVvACA1s+fk8+f2+DjZ7xkOQBMlpJ+VVx4JSrCze9Adlrq69Liq7kvJRUUAcA37PSZwwEfGxvK8l/UvKqIeZihoq0LAM67/DPu3bkQcXzQ+NPKYf38JctFJk0GADEZ2TkWS9Pv3wEADk5Odg4OFlZWPkFBALh8+iQAHIhORB5PwJn4hYrij28lGS9dwayaV6IiSNzkP8LP4nA4AOju6izIfDZ6UVmPHgxbLxweDwDTZ8w0XWmP5Iw9dkhVV8/NPxAAxGXl3PwDdznaeew7JDRhol9ENAsLC/84IaR2FyKOP39039DUHCkoKa+ItKe5/drgnVvlp03XmmUEAGa2q+NCg2orX03VGOk1+K/GxnVzR1trXGhQb0+P8ETRgf5+y9VOk6VlBmVreFsXuMV1sb2DuKzcoEud7W1c3GTGFC4yuaujg0ajsbKyjkYCALCwsEjIyls5rAMAeRXVFRvdTvrv6unqyst4WlFUEHk7VdNgNgB4HQ7JevzgQsTxXaGRQw1gWBLDQ2+dj4269xSx7WHJuJ/CrI/cvhA/TmSC54EgVlZWcVm5+pqqiqICpBQej+/u7Fyx0U3HaB4AUKnUC5mFZF4+ThIJADb6+MUfDy7MyphnuQzJb7TYSlFVDQAWWtumXr9qsdpxspQ0AMyzskaGOT/l5+OUytLigf5+JTUN5JRAJB6Jv6I9ey5yyujOyXz8bV9aAOB1aRGFQpmmo4demqKu2dPVVV/1piz/BTsnJ9LxAEBOedrhuMtCEyaWFebhcLipmtpoESV1zVfFhYO1odNPBfrPlRJRI+NUSSxxoUHtLS1DdX6Zlys/bTrq78eLTpooIVmU/XyEapblv5BTUUUcCgAsWmG3+/ip0YtiVq+vdZn+tfWoVGpFYb7mLCO0oLr+LDqdXpKbDQCtnz/5rlulP5FXlcSiSmIpK8hjrJ2k/FfhiDLfT3l4AaCjrXWE2v3bYWVldd6992F1k+UaJyI7+7WY08u0ldFBHEJd5eu18/RllZS9g8L+f3cZjQQlNU30WEpBiUKh1NdUleXl4vH46TNmotqq6uoXMxgJagDD8uzu7eCdW48kXJVTnjZCthH6SM2rcnkVVdQ5Dt12QBXA4XDlBXlOJoY64zhVSSwzxnMDQNvozKyvt7e/r28EDRF+Pk7pbG8DADYOjmGvsnNyoscsLCxApwNAV3s7AJD5+NBLZF4+AOjsaO9sb2MfTlRXezuJh4fxjUHm5evqGLz2fsDT5cWztAMxicqaOkQ2thP+u5JizgwjraO9oqhAS4AdTRno729pbhqak7GaIgwK/1lRzOr1tS7fJPf19FAolKhDAdFBgYwZWpqb+np7PZaZCU0UPfcoa5KUNB6PXzNXjzEPGzv7D6dsP5zS6fQRavffgIubW0xaln+c0BpP7602Vgc2O6ODuLKCPFeLBaq6evvPnh/UUAhkXj7EklE6WltJZDJqcj+VgOqAHiPG39vd3dnRTqFQZgiT0EtUCoWHX+D73YczLQQajbbTYSWVQvk8on3CiH2kp7NzopgEms4nOG5QWe5vClSVv9xmv2zJ2g3HLt0UFB5PpVI1eH9YtR1Ud+KfN7Of+xQuEjcAtH1bixoNJB4eAGj/8gVNQcYvJDIPF4m7o7V10IATKdLZ1kan01lYWNAiJDIPYx46nZ52+4bjtl3q+rOQlKGz66/SyDzTdPV2hUT+UBEGaxgKJ4l72DqOUhSzeg2CnZMTTyCsdHY3t1/LmC4gJFxZWvyupjogKkFCTh5J/Nz0QXiC6AjS/kfo7+srzMpQ1dFDV0M4SSTbTZ4u5safm5sEhIRrX79yXjzP0NRi9/FTzNpfTEau6V19X28v2mfevnktIaeAHI9GAgKjVXd3dCDKkMg8bOzsiRkFjDnRMe/I0Ol0n5CIktzswC2uqrr6EyaLMcs5Qh9h4+Do6uxAc7a1MO2tz+7eJrKxbQkMxuPxAPCZSQ/6K/x87iM7VQVPIORlPEVOaTTaWmOD5MS4kYpMUcHj8UXZ37eHirIySTw8k6VlFKerU6nUwucZSHp1eZmNvnp1eZmiqjqVSkWmAAjFWZnohAuBQqH09fSg/bmjrS3t9o0fHOe3YyV1zXfVVaKSUhJy8sgfKyur4HiREXRWnK5eXpjX092NnCYnxq01NqDRaKMUxaxeg7KxsrIqqqo1vq1DpYlKSBKIRDIfH2ITaO0Kn2fUV1f9L4w+fkrj27r1C43S791hTGxr+YwnEMh8/AMDA5uXL9Y0MPINOz2CO9CePZdGoz1LSUZOe7q70x+k6M0zAYBRSkAozvk+o3lVXEhkYxOVkJqirtnX20un0dDHysbBITRxVO8DHA5nvHSFm3+gkMjE3U52NBqNWc4R+shkKZnK0mI0PeN+CjMh3Z0dRHZ2xKEAwK2EWIDvHWdM+LlP4eblNbVZFXvs0K2E2LKCvAD3DRWF+SpauiMU4eHnX2zvEHvs0KObSQ11tTfjY5JiTtu4eODxeG2jeRLyCvvc1j1PvV+Qmb7XbV1/X5+YrJzuXGMpBaX9HhuLc7LevqkM9fWufFliu8mTUSyBQFBQVbsZH1NfXVVWkLdlhcVsU4v2Ly01ryooFAo3L9+npg956U/f19YsWbuhq6N9z/rVr0uL376pPH1wn5W6Ynlh/gg6WzmspwwM+Ky1Kcp+npZ8I2TXNikFJVZW1lGKYlavoTeyd/dKvXE1Ovjg2zeVr4oLdznaOczT7+7slJ2iws7Jef5kSHNjQ/q9O0d3eekbL6ytfPXTIfF/HjEZWUNT8wD3DTfioj+8q//0ofHOxYSjPl5mtqsJBMKVqIh31VUm1jZ56U9ePEtD/uoqXwNAcU6WvaH269JiABCZNNnMdvXBrZseXLucn/HMe5U1jhW31MkZAEaQMJTmhvfhAXveVr1Jv5+SGBE6x3wJOweHluEceRVVH0fbvPSnDXW1dy8nrpiheiUqYvR1ZGNnD4iKL87Jigk+yCzPCH1kjsXShrrak/t839fWPLqZlHrjKjMhypo6rZ8+JcVGNTc2XDx14s3LEkHh8a9Lizra2pgV+bOM6ps376AwLhJ3yO7tXR3tssrTwq6lTJKUGrnI9iPHSWSewC2uXz42C4tOctq+e80WbwAgEAgnr987st3Dy3YJKw6naTD7QHQiDofD4XAnb9wL8vZ0sTDu6+mRVpwSnJiErKIzsudklJ/z2qWaUyaKS27yO6Coqpb75JHDfP2EJ7nGS1fcSohxW7JwlbvXuh2+p+48Dtm9fdVsHRYWFpkpyiFXkpWmq4+g8GQp6ZM37of4bl9nYsjDx7/A2sbFdx8ATJgsNhpRzOo19EZGiy0DouKjgwLD9/lykkiquvpnUtI4SSROEsk/IibEd/udC/FK6pp/nDzbWF/nvXq5m9XChGcvfvqM/tsEnIk/Feh/+uDepnf1AJCX/sTc3sFh604AyElLpVAom5ebM+Zfsna9T0hER1trSW5217cvYr2DT4T6eh/wdOnu7FDW1Im8nYrsEo4gYagmlmuc2r98sTfU6uvt1Ztvgqzm4nC4E9fvHt25dauNZXdn50RxiXXevjYuHn+qjvIqqht9/MID9mgbzRs2A4FAYNZHZi00c90TcP5kSFxokKbB7J3HwpfrqhKHWxXSm2+yZov38T07gndumWVitjvsdELY0Zhjh4hs7NbrXf+UwsxgCaynz2e6foSB8c/iXMiRjrZWxN3/egzFBFc6ezht/9v/x+3PQqfTPzc3CQqPR04LMtMd5ulfyS39Oz7GHZl7X/5D3+Zj/C+goqXb1zfSt4v/m+RnPHM0Nti4y994yfKWj81HvDdP1dBCt4F/MZhPwfg3gXzuhTEINb2Ze0+fiz166OyR/WQ+fnX9WR4Bh9HtoV8MNvfBwMAYM+59+Q/91gEGBsY/AcynYGBgjCWYT8HAwBhLMJ+CgYExlmA+BQMDYyzBfAoGBsZYgvkUDAyMsQQPAOOJP82GgYGBMSqwcQoGBsZYgvkUDAyMsQTzKRgYGGMJ5lMwMDDGEsynYGBgjCWYT8HAwBhLMJ+CgYExlmA+BQMDYyz51T6l4mWpCJElOyMdAByXL1lmPAdJVxIRPLb/T/zIKKMcjP88NBrtxJFDM5RkJ3MRJ3EStOWlwoOPMGYoLy3RnyovN453BCGfP31yXW2nOF5AkofTesHcN69eoZfqqqvtLUyl+bllBXk22Cz/2PSLYhWcPRkmyjHMby0ypv/ZrvHb+dU+ZfyEiQfDwiWkpP8hcjD+FZwJCw0JDNjs47vG2XX5aoc1G1z27dweH3UauZoYc3aRvg4O95MfQnW0tnr+NC0wLPzMxautLS3WC+Z0dXYCQE9Pz1Jjo/bW1ugr1yPPX6p6/WqVpdnvjaw0Y5bhgeMnf6MCf4Vf/Xu0vHx89us2/HPkjJKBgQECgfDzfBh/D3dvXl9iY7dkpe3HDx/a2lrXe3i+eVWR9fSJ7VonAAja+8fpxMsvi4vCDgcyk/D86ZOsZ08v3X2oP9sIABSmKmvJSlyKi12z0eVaYkJzY2NKRo7AuHEAIDpZbKayQtqD+4bz5o9tLUZvRXKKSnKKY/+T97/GjH8+TjEzmLFikTFjio2ZielMXQD4/PGj62o7lcki4tzsM5Rkz4SFonmmigpHnTge4OM9VVRYRoBsZ74IGU+OZs5yNTFhroaqFB9JSURwlaVZbVXV0DyD5FyIjdabIifOza4/Vf5CbDSaLeli4uzpymIktqmiwj4em3p6eoa944eGhnUrlskK8igI8zutWNr4/j0AlJUUixBZHt1NMVBRWjhDCwAoFMohP191aTExEpuuoszZk98jdTNrisrychEiy9PUh9YL5kqQOdSlxW5euVRckG+soyHJw2mkplKUnzdCU2Ag0KjUjz/GTjscfiosNh45vvkkc7bxgpElVLwsxeFwOjMNkFORiROna2k/e/QQANIfpU7X0kYcCgDIyMuLS0k9TX0wVIiMAPnEkUNbNzjJC/FJ8nI5LLVo+RYP91Nzs+tqOyURQXFu9gW6mumPHyHpQ62IGVQq1XbxQgMVpbbWVmZzooZ379avtFYQ5hcjsRmqTr2amIBeijsdqS4tJkHmsJprWFlRIUJkSbqYCABnwkKVJ41/cDt5qqjwXm8vACh8kWu9YK6CML8UH2mBrubT1IeIhLGy1Z/7lMXLlmc8ftT+LUxZe1tb+qNUc+sVAOC2dlVRXm7k+UupecXu3j5+27ak3LiOZCMQCBHHgsZPmJj9uuZhbmFJQX5wgP9oFMrPyXZdZWtsZn73+YvzyXd7e3ocra1GLnLzyqWtG5yWr3K48STDznG957q1t69dBYDb16462600WmCSmlcccibm7s3rW9c7Di1OoVBsTBfU1VSfvZwUffVGfW2trZkJnU4nEIgAELTPz9Vr+7GoGAD4w8sz4miQl6/f44LSDR5b/LZtQYffzJoCTyAAQKCvz86AwJeNn6apa2xzXr/fxzs8LrGgroGbTN7lsWk0zfI/jrGZefLVKwd8fZqHi+87QfTnUUQH+vtZWVkZQ5eOExZGXlfVbyrFf4yBJyYhWT1cHEICgXAy+LCKukZR/YcbaekFuTnbXNYDAJVKXbnIOC/7eUTCxQc5BdM1tWxMF1S8LAWAoVbEDN8tHqWFBQm3Unh4eYfN0N/fb20y93V52dnLSal5xQvMLVxX2d5PvgUAmU/StrlsMDG3fJBbuGaDi4v9SgAg4AkAQCQSu7u6zoaHHY+OW+vi1tvbu3KRMRc396V7qSkZOVp6+muWmCMv0bGy1Z/PfRZZLvHd4vEw5bbl8pUAcO/WDSqVarZkGQAcOx3NwsIiKCQEAFKyslEnjj95eH/BYnOkoLik1FqXTQAgJilpZGxS+CJ3NAopKqtkVVRNEhdHHr+jq7u9hemn5mbkLsMScTTIxNzS1Ws7AKhMV2tu+tDw/h0AnAg6pDVDzycgEACk5eR2BgRuWm2368AhkYkTGYs/ffigrKT4SeFLWUVFADgScTokMOBDQwMSU1Zbf+ZSW3sAaG9rizsd6eK13dp+NQBIysgU5+dFHD2CDL9HboqFFlYq09UAwGqF7e1rV1c6OEpISwOA2VJr5NWBMTLr3De3tbVGHg3q6emZICo60N9v4+AkKSMzegkS0jIDAwNlJcVTVKYhKZXl5d3dXQDQ0d5GIpMZM5PI5E/NzUOFsLCwyMjJ2zmuA4Cp01TXurgd3LOru6sr69nTksKCy/dS9QxnA8De4JCnqQ+iThw/fDJykBUx40xY6KW42KRHT0UnT2aW59HdlDcVFTefZGjo6ALAtj3+qSl3zp48Pm+R6dXz8eMnTPjjUBArK6u0nFxtdVVJ4deA8Dg8vquz09HFbdbceQBApVIf5Bby8vFxkUgA4OXrF3ksOPd5BtKjYSxs9efjFGEREW39mSk3kpDT20lX9WcbjRMWBoCWz5/c1q6SG8crQmQRIbIU5+e1trSgBZW+PTwAIPPytrV+GY1CbGxs1y9d0JsiN5mLKEJksbcwBYAvDGIHQaPRSgryp6l/j9a+a/9Bp03uVCq1pCBfb7YRmq47cxadTi/IyR4koSjvBQcnJ+JQAGCKyrTTiZdRvzPtWxz4suKi/v5+vVnfw63qGMyqev0aGf2O3BSyCl+FI68g9JTMy9vb29vX1zealvlfhpWVdfsfe4vfNdmudWJjZ0+IOm2kpowOikfDrHnzRcXEdmxyfltT09nR4e/t1fj+HRqKfPRM09BEj+UUlSgUSm11VeGLXDwer60/E9VWa4Z+Xtb3aO2oFQ3Lwzu3/bdvPXPx6hSGLjOU4oI8HA6npqWNpqhqaJYWFQJAZUX5lGmq6CjMaIHJYLW/dRAcDlecn2c111CSh1OEyCLNzw0AY2uro9r3WbzU+tHdlN7e3s6OjicP7lssXwkAvb29qyzNerq7k59l1XcPNPbTNXVnMJZi5+BgPB3lQnrC2TOH/Xw3bdvxsvFTYz/9Ysow01pGerq7KRTKoHsBQG9PD4VCCTkQIM7NjvzpyEsBwMchIc3b29s4hhRH4eH7Gv2oo70dAFYsnI8K3Oy4BgA+Nzf/tCnYfoxcy8b2w+nv3WL4F0Hi5paUkTVbap1XXa+tP3OHm/PoyxIIhPC4xMaG91pykvJCfC2fPs03XSw4TggAeHj5BkUgb29t5eUbPuoViZsbPebg5ASAnu7ujo52CoUizUdCbeNCbDSjpfEwkQYANBrN2X4lhUIZapmD6GxvJ/PwME7fePj4OtvbAaCrs5OHhxdNFxAcN6gsqsCrspfrVy5T19Z5XlHV0Eer7x4YlPOv2+qo/PRCC6ud7q5PHtzv6ekGgAWLLQCgvKS4rrr6RGyCjLw8kq256YPIxJ/PbEcm5UaSvtGcFasdUJkj52fn4MDj8V++LZWhcHByEggEx03uK1avZUxHRliMkEjcba2tNBqN8WkNhZuHBwDCYuLlp0xlTJ8sIVFWXPR3NAUGQl9fX25mhuYMPSLx66+HcZFI69w9Vy4y/tjUNPSBMkNdWyfndU1ddTWfgAAvH9/iWXrIo5SSlRu0elJd+Rp5cQ6l7cv34XZnRweiDJnMw87Ofj+ngDEnDocbjVZ0Ov3giYiCnGwfd1ftGfqiYmLMcnLz8LS3tdHpdDTAYGtLC2KW7BwcnZ0daM4vLYO7A8rDO7eJbGx/HA5GxmjNH37Sv/4fjGqcIjBunJ7h7NS7d+7euG5kspCbTIZvDYq67ZzMjNqqqr/+yu3q6GB8FVyJPwcAwFwsDodTUpmWlf4UTfHd4uG7xYOVlVV5utq7ujoZeXnkT0xSkkgkDn3/qKipU6nUnMwM5PR1Wdl8bfXXZWWDsikpq7CxsX3+9BEVyC8gIDBuHBsb29/UFBgI7+rqls43Sk25w5j4peUzgUDg5ecfpZC21tb4qNOfP36UkJbm5eOrrqzMfZ65wMwcAGbNm1+Qm9PU2IjkLHyR+76+3sh48PQB4QXDjOZlUSEbG5uYpNQ0Dc3e3l46jYbaBgcHh8goVo4BAIfDWViv2BkQOH7CRNc1djQajVlOlenqVCo1n2Hy/uJ5JjKpkZCWKSspRtMf3U1hJqSzs4ONnR2d9F2Oi4WxHimP9ps3s6XWaQ/upT24Z2n91X8rKqtwcHKeOR7yoaEhNeXOXm+vOSYLq16/+ovfIKpp6zx9+OBF1vO66urtrhvFpaQBoCj/RXd3N7MiTm4e6Y8fHfxjd1F+XtSJ42dPhqlp6wCAs6fX7aSrYYcPVldWlhYVblptZz5bH/nMiRGDufNkFBS8nNelPbifnZHu5byuv69PSk5uUDZuMtnWcd1h/z03r1yqr63NfJJmvWCu5zqHv68pMBCkZGUXLDbf7rrhQmx0w7v65sbGq4kJe729rO1XEwiELy0tmU/SMp+kva2pplAoyHFlRQUA5GVnLdTTRjobBydn8D4/Z/uVWenP0h7cX7vMUtdgluF8YwAwW7JMTErK0drq2aPUh3dub1pjpz/bCF0cGcSHhveH/ffUvHnz6G5K1InQRZZLODg4ZhrNmTpN1XW1bdazp/W1tUkXE+dqqsadihh9HdnZ2cNi4/Ozs8IOH2SWx3C+sZyikrfrxrzsrOrKygAf7/LSkvXungBgarW0vrb2kJ/v25qaO9eTbiddZSZEXUun5dOn89FRHxoaosNPlJeWCI0f/7K4qP3H2d9fYbQ+xcTc8sP793Q63chkIZIiICgYcibm6aOHugrSJ4IOBZ866+C86d3bOtvFC/+KQm7bd84wnL3cZJ75bP0JE0X3h4TNmjd/h5vLwzvJzIpYrbA5dDLy5uWLZjN1o8PDDp6IWLzUGgBMLCzDYuOTLpw3VJ2ybL5Rf3/f1QdpyHI3IwQCITH5nqyCotPyJassTAWFheNv3hl24PrH4eBV6zf6e3vNUJJ1XW2rOUPvRGzC39cUGChhMfHL7FYd3b83JuLk5fhzR/z3LF/t4B8cAgCFuTlWcw2t5hrGR53u7upCjpGP39pbW/NzspGFMCKRGH/zDo1GszFdsNF2+XRNrbOXv247EInEC7fvCwoJrbZa7LLKZrqm9qnEy8w0sVnr1N7aulBPy3H5khmGswNCwgAAh8OdT74rpzRl7TJL/anywQH+m31817lv/lN1nDpNdauv3xH/Pcw+AyEQCIm370nKyK5cZGyoOuXpwwdnLychO03zTc28/QPiTkfOUp1yIfZsYFg4DFkZQTBaYLJpm/f+XTsMVBTzc7KPRJxetW7j1fPxR/z3/CltR4AlsJ6+arQTUgyM30x48JG2tlZvv9/z/y9KIoJOmzw8du76LXcfATqd/rGpSWj8eOQ0OyPd3FA/rbD07/gYd2Rim375t/kYGH8FdR3dvt7e363FP47s9GcWRgbb9vgvXrb808fmPVs3T9fUQreBfzHYbx1g/JvQ0NFFRvsYjGjrzzwefe7mlUtGasrrVy6TkpGNunQN3R76xWBzHwwMjDEjtgkbp2BgYIwpmE/BwMAYSzCfgoGBMZZgPgUDA2MswXwKBgbGWIL5FAwMjLEE8ykYGBhjCR4APvT/bi0wMDD+K2DjFAwMjLEE8ykYGBhjCeZTMDAwxhLMp2BgYIwlmE/BwMAYSzCfgoGBMZZgPgUDA2MswXwKBgbGWPJXfYqhmODpg3/jj4O+rXqjSmLJfvxw6KU3ZaWqJJaCzJHCuQ/iQmSYOg/2c5n/Pmg0WszRQ4unyWrwETV4CaZTpc6FHGHMUPmyxGK6vP5E3hGE9HR1BXq6GkkI64zjXDNX72Xe92C7FUUF6xca6YzjNJjE7+fiiATi+gUwM0jG9L+7i405f7WDee4PklaaOnKe2eJC8U9yJoiJ/8V7DUJIZOLOY+GTpKRHX0RjpuGOoyfHVg2MX0BieGjU4QDv4BMVhfk93V1iMnLHfLxIZB7LNU4AcP3c2UNebhMmi48s5I+NDoVZGd5BYeNEJlyIOL5x8bwrOaVCEya2fv68fpGRzBTl4AvXWz42H97m3tbyOTgx6VdUjAn/akP9qz7F1GbVyBka699++fTxL95lWMh8fEsdN/ypIlIKSlIKv+6XxAcGBggEwi+73X+Yx8nXFy63W7jc9nPTh462VrtNnrWvK/LSnyA+JXL/H4fiLr8uKYoODmQm4W3Vm/vXLh27dNPAxBQAlNQ1zaZKXYgMc/M7cDEyjEqhHE28zs3LCwBEIts2+2VV5S/H3FRGbw9/k6H+GoMc1dxHT4Qcc/SQv6vTTFE+HSEuzxUWrd9iiaIDs4GBgeCdWxfIT9YSYDeWmxTk7TnQ3//iWZqJghgALFSS2LzcHAC+fPy4y9FurpSIlgD74mmyieGh6F2aGxu22S3Tn8BjMInfy25pc8N79FJvT89OB5sZ47mNJIQPbnVDYrUNmvskxUZZqitq8rMZignudLD5PFz02UFDzRtx0eaqcloC7BbT5W/ERaPpdy8nLtNS1uRnM5IQPrhlU29Pz7DNUpT9fPWcGdqCHPNkJh718Rro7weAxPDQOZLjn6YkG0kIH/PxAoCWj827HO0MxQS1BNhtDTRznjxCJbzMy91gOtdgEr+uMMnWQBOd4l0+HT5bXKggM32JxhQtAfbluqpvykpvX4hfNEVSV5jkamny5dOn0Ty4/ww0KvXzxx8e6O7jpwKi4pHjmNRMvXkLRpaQk5ZKIBJ158xHTgkEgrbRvOxHDwDgTXmpnIoq4lAAYJapOSsr67DT7RE6ArOn/Lq0WJXEkn4/xUpdyX6W1ggaUqnUTVYLrdSVOlpbmc2Jmt6/225vbTCJX5Ofbanm1DsXE9BLV6IiTRTEtAU5nBYY1ryqUCWx3L2cCMMZJDOrq64oR9YZNpjO1RbkMFEQu3/tUnlhvs1MDZ1xnNbaKmUFwwceGsSofAqeQIgNOaw0XeNh1YfoB+mlL3L2ua8flCcm+ODtxDjfE2euvijbFRp5/9qliP1/qGjPOHjuIgAkZuTvOx0HALvXr3qZn3vw3KVLWcWOXj7BO7Y8vnUdACgUyiaLBe9rq4MSk45euNFQV7vJ0gQNuRi+z1dZSyf20XMb180XIo6nXh8cZi05MW6vq9OCpSsvZRUfPHeprOCF25JFI0dsvH/t0l5Xp8V2DtEPM6wc1vs5r314/SoAPLx+dcealXrzTS5lFftFxjxOvu7v4ji0+Pvamo1mcydJSp+689g7KOxmQkzwzq0AgCcQe7q7LkaG7TsTt2KjG5VKdTE3Ls55Hhh7MTGjYKq6lqvFgjdlpQDQ19vrYmHMxc0dmZwan5ajqqu/ebk54knxBEJXR3tieGhE8sNbJVXdnR3b7JZm3E85/ywvMT3/ZV5OfFjwaB7cfwbDReYPk66E+fl8Gi5+tvAoQlO/raoUnihK+BZxGQBExSXr3rwGgIH+fjz++9ubQCCQ+fnrq6uGCmHWEUZ4ygQCEQBOHfBb7bndLzJmBA2PbPN4VVQQlpSCerdBDPT3bzSbW11RFnw+6VJWsaGZhc9a2yd3bgHAi2dpAe4bZptZXsgstF7nstNhJQAglRpkkCNbHQCE+fm4+Qc+rvukqKaxz219qK/3gejE+5UNXGTywa2bftrOMMq5DwsLi4SsvJXDOgCQV1FdsdHtpP+unq4uDi4uNE9FUb604hQdo3kAICohGXHrISsrK4FA4OImAwCZl4+LmxsA/CKiWVhY+McJAYCYjOyFiOPPH903NDXPevTgdWnx1dyXkgqKAOAbdvrM4YCPjQ2IcB2jecvXuwKAtOKUq2cjywpezLVcyqhh/PFgLcM5Ttt3AYC4rJzn/iD3pabF2c9VtHWZVSouNGi2meUaz+0AoKiq9rnpQ3PDOwCIPXZIVVfPzT8QEeXmH7jL0c5j3yGhCRMZi1+JiiBxk/8IP4tELOzu6izIfAYAeDy+u7NzxUY3pCnS76dUFBVE3k7VNJgNAF6HQ7IeP7gQcXxXaCSeQLiQWUjm5eMkkQBgo49f/PHgwqyMeZbLAKC/r8/efaug8HgA0DdedP5kyOmUNDIfH5mPT01/1quiAvhfwsZ1c0dba1xoUG9Pj/BE0YH+fsvVTpOlZUYvobO9DTFFFC4yuaujg0ajTZaSuZ0YN9Dfj3icT00f2ltauhlCmqMw6wh5GU+ZPWUcHg8A02fMNF1pP4J6ieGht87HRt17KjJpMrM8GfdTal5VxDzMQKzaeZd/xr07FyKOG5iY3r4QP05kgueBIFZWVnFZufqaqopvFjLIIKlU6ghWBwBGi60UVdUAYKG1ber1qxarHSdLSQPAPCtrZJjzU0a776OkpokeSykoUSiU+pofHPmshYtznz7ebm/9MOlK+5cvEnLyYjKyQ+W0fv7ku26V/kReVRKLKomlrCCvvaUFAMryX7Bzckp+i3IkpzztcNxltBuraM9AJfDw8bd9aWGUOTAwUFlarKqjh6ZMUdcEgFfFhcyqQ6PRKgrzldQ00BT3vQdXOrtTqdSKwnzNWUZourr+LDqdXpKbPUhCWf4LORVVNATqohV2u4+f+t5c079KLsvLxePx02d8Db7LysqqqqtfnP0cAHA4XHlBnpOJoc44TlUSy4zx3ADQ1vK9apLyX1uDm5eXV0BAQOhrzBRuHt6OtlZmVftPwsrK6rx778PqJss1TkR29msxp5dpKyMj3L+OxSrH1s+fDm/36Ght/fCufreTPSc3Nw4//Ot22I4wwlP+Wmq6xmBBDDy7ezt459YjCVfllKeNkK2sMA+Hw03V1P4uVl0TMfKaV+XyKqqsrF+7s978wQHkUQX+lNX9cMrD29fb29/XN4KGCKP1KcgoA4GdkxMAen8Mim5qsyr0SnJPd9cuJzsjCSHvVcu/fBy8NNvX2+uxzKynp/vco6zc1oGCTvo0na/OorO9jZ2Dg9ndOTg50WMWFpZBk5reri4ajcbNx4emcPPyAUBnB9Mdwd7ubgqFwjbkjn09PRQKJepQgJYAO/JnOlUKAFqGrM50trcNLf5dgW/KdHa0UyiUGcIkVODNuGhkraeq/OU2+2XKmjo3S6ryO2i5rQODhBAZ4t0S2X6IfTvytO6/Chc3t5i07Hwr67sV9dNnzDyw2Xn0Zcm8fJ3tP4QZ72htJZHJrKysEnLyO4+FJ58/N1OUz0pdUW++Cf84IWQoPawO6DHaEUZ4yl/vzmCcg6DRaDsdVlIplGFXABnpam8n8fCgjgOpVFdHOwD0dHZy8/Ci6XyC4waVRQ3yp1Y3KMry/8PwRrvv0/7lC3rc3dEBAJxDgpnrzTfRm2/S29OTfu/OIS+3fe7rg85fY8xQWVr8rqY6ICpBQk4eSfnc9EF4gigAcJG4O1pbaTQaY5ONEnYuLhwO18GgYfuXFgDgJvMwK8LGwYHH49u+LbB9F8XJiScQVjq7m9uvZUxHxwgonCTuocWHQiLzsLGzJ2b8MFVBRjfP7t4msrFtCQzG4/EA8Hm4lQIMAOjv6yvMylDV0UNXQzhJJNtNni7mxp+bm4Y+mmERk5Frelff19uL9pm3b15LyCkgx1YO6xausGt+/05ooiiNSg319Wb2hcSwHWGEp/xT6HS6T0hESW524BZXVV39CZPFmOUk8fB0trXR6XQ0wGDblxYSmQcA2Dg4uhgma20tTC3zF1jdaDtwcc73gdyr4kIiG5uohBRjhrTkGw11tQDAzsExx9xqydoNFQxzfsS9IdVGPX3h84z66irkkuJ0dSqVWvg8A7lUXV5mo69eXV42Gt0IBILsVJWi7Ew0pSgrEwAU1ZgOOHE4nKzytPyMp2jK4W0eh7d5sLKyKqqqNb6tk5CTR/5EJSQJROLQ94zidPXywryeb4O15MS4tcYGyIYUI1PUNft6e+k0GiqQjYNDaKIoAHR3dhDZ2fHfxti3EmKRlhpNlf+naHxbt36hUfq9O4yJbS2f8QQCmY9/lEK0Z8+l0WjPUpKR057u7vQHKXrzTADg7ZvKq2dPsXNwTJaWYefguHflAisrq67R/GHlDNsRRnjKPwWHwxkvXeHmHygkMnG3k91QE0JRVFWnUqmM0/DirExk/j5ZSqaytBhNz7ifwkzIL7C60fqU5ob34QF73la9Sb+fkhgROsd8yaCpSsKJY9tXWeelP31fW5P37Mn9qxen6+oDAJmXDwCe3bv9pqxUdooKOyfn+ZMhzY0N6ffuHN3lpW+8sLby1efmJm2jeRLyCvvc1j1PvV+Qmb7XbV1/X5+YrNwo1bN335r16EHsscPva2tynjw66rNVTd9Aabr6CEVsXDxynjw6uXd3WUFeYsTxi5Fhylo6AGDv7pV642p08MG3bypfFRfucrRzmKff3dk5qLiVw3rKwIDPWpui7OdpyTdCdm2TUlAaOsjSMpwjr6Lq42ibl/60oa727uXEFTNUr0RFAICypk7rp09JsVHNjQ0XT51487JEUHj869KijrY2wGBATEbW0NQ8wH3DjbjoD+/qP31ovHMx4aiPl5ntagKB0NbS8uJZ2otnae9rq6kUCnJc86oCAIpzsuwNtV+XFgOAyKTJZrarD27d9ODa5fyMZ96rrHGsuKVOzgDQ29tzYLPzwa1uL/NykxPjju7yWr15O7PZyrAdYYSnPErY2NkDouKLc7Jigg8yy6M711hKQWm/x8binKy3bypDfb0rX5bYbvIEgDkWSxvqak/u831fW/PoZlLqjcEboyi/wOpGO/exXOPU/uWLvaFWX2+v3nwT76CwQRkOnrsYvGOL9yrrti8t/OOEDEzMkK0TxenqM+YtCNm1TU3PICwpxT8iJsR3+50L8Urqmn+cPNtYX+e9ermb1cKEZy9OXr93ZLuHl+0SVhxO02D2gejEUY4eAcB46Yrenp5zIYfD/Hy4eXhnLVq8ed/hkYuYWNv0dHWdCz0Sc/TQBDFxn5CI+VbWAGC02DIgKj46KDB8ny8niaSqq38mJW3oRG+ylPTJG/dDfLevMzHk4eNfYG3j4jvMB9Q4HO7E9btHd27damPZ3dk5UVxinbevjYsHAOjNN1mzxfv4nh3BO7fMMjHbHXY6IexozLFDRDZ2acUpo6z4/wgBZ+JPBfqfPri36V09AOSlPzG3d3DYuhMASvNyXC2+f5zitMAQAExtVvlHxnS0tZbkZnd9+9DeO/hEqK/3AU+X7s4OZU2dyNupfIKCACA7RTkw5kLkAb9r0acEhIRXb96O7AYOy7AdYYSnPHrkVVQ3+viFB+zRNpo3bAYCgXDyxr0gb08XC+O+nh5pxSnBiUnITtOshWauewLOnwyJCw3SNJi981j4cl1V4o8rIwgjWJ31etc/pTAzWALr6fOZrh99xVBMcKWzB7JTi4HxGzkXcqSjrXVY9/0L+Md2BDqd/rm5CfnyAAAKMtMd5ulfyS39lV+NI9z78pe/zcfA+JWoaOn29fX+bi3+ceRnPHM0Nti4y994yfKWj81HvDdP1dBCt4F/MZhPwfg3McJHjP/LqOnN3Hv6XOzRQ2eP7Cfz8avrz/IIOIxuD/1iRjX3wcDAwBgN975gv8mEgYExpmA+BQMDYyzBfAoGBsZYgvkUDAyMsQTzKRgYGGMJ5lMwMDDGEsynYGBgjCV4ABhP/Gk2DAwMjFGBjVMwMDDGEsynYGBgjCWYT8HAwBhLMJ+CgYExlmA+BQMDYyzBfAoGBsZYgvkUDAyMsQTzKRgYGGPJL/IpjsuXLDOe82vuNUpmTZuy032YH/X9B6qKQaPRThw5NENJdjIXcRInQVteKjz4CGOG8tIS/anycuN4RxAizc8tQmRh/Lt+6QJyKfd55pJ5s+XG8SpNGGdnvqi8tOTvqwsjZ0+GiXIM81uLjOlKIoLH9v+e39/9/4H9duRg7BzXjyaAI8av5ExYaEhgwP7QEyUF+d1dXdKycv7eXtw8PLZrnQAgMebsrs1uk8TER5BAp9O7u7o8d/nOMDBEE2UVFAHgzatX1gvmLrGxCzwe3t/fd3DPrqXzjdIKSgWFhg9F+AuYMcvwwPGTv+vuf5E/51MoFAoOh/tdv3MJAAMDAwQC4W+9hcGcuX+rfEZ+e3v+W7h78/oSG7slK20/fvjQ1ta63sPzzauKrKdPEJ8StPeP04mXXxYXhR0OZCahq7OTTqerTFfXNZg16NK9WzeATt8fEoZE0go4elxDRvzZ41QL6xVjW4vRW6+copKc4tj/5P0v6D4wyrmPgjD/mbBQO/NFEmSO9rY2ADgfHTVTRVGMxKYkIuhib/Ox6Xuo1wux0XpT5MS52fWnyl+IjR4qrfnDB3VpMRd7m0N/+MoK8vT09KCXzoSFSpA52lpbGfOXlRSLEFke3U0xUFFaOEMLAPr6+vy9vdQkJ03mIqpLix3w9aFQKEjmzx8/uq62U5ksIs7NPkNJ9kxYKConJzNjjvo0MRKb3hS529euMuvJjHOfDw0N61YskxXkURDmd1qxtPH9eyT9U3Oz62o7JRFBcW72Bbqa6Y8fDStqYGDA39trmtgESV4uM4MZuc8zmbVn0sXE2dOVxUhsU0WFfTw2oW1CpVIP/rFbW15KnJt9uoToDjeX7q4u5NL6ldbrViyLjQxXFZ8oycO5ytKsrbV1387tSiKCiuMFdm12G1alfyk0KvXjj+GED4efCouNR45vPsmcbbxguHLf6WhvBwCuIXGaEFhYWdFgUkQ2NmASGFhGgHziyKGtG5zkhfgkebkcllq0fItvy8wkhlovM6hUqu3ihQYqSm2trczmRA3v3q1faa0gzC9GYjNUnXo1MQG9FHc6Ul1aTILMYTXXsLKiQoTIknQxEQDOhIUqTxr/4HbyVFHhvd5eAFD4Itd6wVwFYX4pPtICXc2nqQ8RCZXl5SJElqepD60XzJUgc6hLi928cqm4IN9YR0OSh9NITaUoP28E/VFG5VMIROL5s2eUVKYlPXrKRSJdSYjbusHJ0nplal5x5PlLRfkv7MwXIc/g5pVLWzc4LV/lcONJhp3jes91a29f+yEkWk9Pz2qrxeKSUkfPRK9Y7dDZ0XE/+SZ6NfnaFWMzcx5e3h/uTiACQNA+P1ev7ceiYgBgxybnhKjTuwMPPykq8/YPiAoL3bfza5Ant7WrivJyI89fSs0rdvf28du2JeXGdQBob2tbbWnGw8d3JzPneHRc7Knw5g+NI9eaQqHYmC6oq6k+ezkp+uqN+tpaWzMTOp1OpVJXLjLOy34ekXDxQU7BdE0tG9MFFS9Lh0rY7el+8VyM35GjSY+eSkjLrFxkXF9bO7Q9b1+76my30miBSWpecciZmLs3r29d74hIiDgaFBF8ZFfAwdS84mNnYh7cSQ709fnWLIS87Oe11VXppa8u3n2YmnJn8Sw9IeHxuVVvj0SciTpxPO3B/dE83H8FxmbmyVevHPD1aR4uvu8E0Z9HEe1EYhtzcQ29tHjZchwOF7TPr6+vr7u7OyQwQGj8+Lkmi4bmJBAIJ4MPq6hrFNV/uJGWXpCbs81lPQCMYBJDrZcZvls8SgsLEm6lDLJ/lP7+fmuTua/Ly85eTkrNK15gbuG6yvZ+8i0AyHySts1lg4m55YPcwjUbXFzsVwIAAU8AACKR2N3VdTY87Hh03FoXt97e3pWLjLm4uS/dS03JyNHS01+zxBx5WeIJBAAI9PXZGRD4svHTNHWNbc7r9/t4h8clFtQ1cJPJuzw2/bSdAQAC6+mN/T/5E5k4cZq6Bno6RWWawZy56Om5pFsAcPNJRmM/XVVD09RqKXrJZes2/6Bjjf30hZZW+rONGvpoCy2t5JWmvPrYimQwmDN3jslC5LjobSMrK2vi7XuD7p5ZVgkAzlu8kNOXjZ/weLy3fwCaYcPmLZxcXHWdfY399OL6DyXvmtBLytPVVq3f2NhPP3EuAQAeF5Qg6c/L37CwsKzZ6DK0soiqjf30hJt3AOBJ4Usk/UFuwSKrJfk175D0y/dSkfT3vVRpOTlbx3WD5Lz62EokEg+EnkBO6zr7FlpaXbhzf2h7qmpoas3QQ0/DYuNZWFjya94hQnLf1DHWVEZBATm2WmHDw8tb29GLnCopq6CXGvvp/AICPgGBP32y/5a/971Uj527ODg4AGCCqKjzFq+Ml68H5dm57wCZh4eZhJTMHABYvcFZQlqag5NTYcrUo6fPoleTHj3l4+dnZWVlYWGZOGnSwxeFwwrhFxBgfFI+AYF4PL7qS+cIJjHIegf9BRw7jsPhGvvpe4NDSNzcD3ILBqUjN93+x97Gfnr0letoR2v8Zt5IT1y5Zu34CRPe91JRxQDgdOLlxn76kYjTABB/4zZy6V0P5UXV2zctHcjpm5YOAIg8fxFVddf+g8ils5eT0EuISuzs7D99UoH19NHu+0xT/xrPfGBgoKykWFNXD72kqqEJAC+LCmk0WklBPpoT0c9pkzt6GuDjnZuZkXArhczDg6SsdHBMu3/vU3MzAKTcSBo/YcJMo+H3XKZ9C6heVlxEoVC0ZvygQHdXV+2bNwDQ8vmT29pVcuN4kYX94vy81pYWAHhdXkYgEOSVvsYMFZeSEhg3buQqF+W94ODklFX8Gnhpisq004mXRSZOLHyRi8fjtfVnIumsrKxaM/Tzsp4PKl5WUtzf34+2BpFIPHPhCrpYg6ZTqdSSgny92UZoQd2Zs+h0ekFONgDQ6fSjAf4qk0UmsuNEiCwRR4OQ6iCISUqxsbEhx2ReXmTFET1tb2sduYL/IlhZWbf/sbf4XZPtWic2dvaEqNNGasrICHSU9Pb2knl4Gt+/2xsUknDzjrb+zM1ODvFRpwGg5s2bdSuWGpuZ307PuvkkQ01LZ7XV4uYPwwyIAGCahiZ6LKeoRKFQaqurfmoSqPUOy8M7t/23bz1z8eoUlWkjZCsuyMPhcGpa2miKqoZmaVEhAFRWlE+ZpoqG6zZaYDJY7W/2hsPhivPzrOYaSvJwihBZpPm5AYDRqFArQoZL6CmZl7e3t7dvFNsXo12j5fkWkrq7q4tGo/EwRKhGjjva23u6uykUyqDY7CgFuTmZT9KIbGw93d1oorGZOZmX9/qlC46ubsnXriyxtR8axnyQAsjE+AcFePkAoKOjvbe3d5WlmchE0eRnWRLS0ng8fvGsr66nq6ODm0xmFIj6NWa0t7dxDFeXjo52CoUizfd9Zk6hUPgEBAZna2sDAGatgerf29NDoVBCDgSEHfphfRFZPtjp5pL5NC08LlFNW4eNjS1wz67zZ8+gedh/DIjLzvbD6bArAv9qSNzckjKyAkJCm7y8Ha2tdrg5L1hsPsqy2nr6rz62oqc6Mw3e1tacOR5iu9Yp7HAgDx9fUOQZZIlNRU1dTXJS1MnjO/wDhtUBPebg5ASAnu7un5oED5OI7gBAo9Gc7VdSKJRBC0ZD6WxvJ/PwMHYQHj6+zvZ2AOjq7JwsLoGmCwgOfl+iCrwqe7l+5TL7dRtir90UGj+eSqVO4vxh1ZbtR6Ni+/NG9af3kjm5uHA4XNuXL2gK4uTIPDzsHBx4PP7Lt1WrQbCxs1958Hi7ywaXVTa3nmYi689EInGJjd3Nyxctlq/Mevb0YFjETxVAfMEPCnxpAQAymae8pLiuuvpEbIKMvDxyqbnpg8hEUUTtjm+xuBGY6YlCInG3tbbSaLRBbo5M5mFnZ7+fU8CYODRcPGJ8P70LBycngUBw3OS+YvVaxvRxwsJ0Ov3urRseO3ahWxUfmbw8/9v09fXlZmZoztAjEr/+ehgXibTO3XPlIuOPTU3jhIX/f2IVpyo/f/oEAKoqX0vLyqFr9gQCQXSyWE1l5bClGA0PWaPhIpFGaRLDQqfTD56IKMjJ9nF31Z6hLyomxiwnNw9Pe1sbnU5HVW1taeHm4QEAdg6Ozs4ONOeXFqZW9/DObSIb2x+Hg5FNLmbDsb/Cn/7mjUAgKCmr5GZloinIdsY0dQ0cDqekMi0r/Sl6yXeLh+8WD+RYcaqyynS1sJj412Uvj+z9A81j6+D0Iuv5mbCQ6ZpakjIyP1VAUVkFj8ejeygA8OJ5JpmHR0JGBnnG6JskJzOjtqoK8axSsnIDAwPoSmrFy9IvDOO9YVFRU6dSqTmZGcjp67Ky+drqr8vKpmlo9vb20mk0GXl55I+Dg0NkyDKhorIKgUDIeva1NWg0moWRwZWEuEHZWFlZlaervaurQ6WJSUoSiURePj4KhdLb04NWp72t7e6tG/+90cdPeVdXt3S+UWrKHcbELy2fCQQCLz//KIXcvXljg83y/v5+NCU/J1tMQhIARCeLvXlVgTbswMDA29qaSeLiw8p5wTCjeVlUyMbGJiYpNUqTGBYcDmdhvWJnQOD4CRNd19jRaDRmOVWmq1Op1Pyc7O/KPM9EJjUS0jJlJcVo+qO7KcyEdHZ2sLGzIw4FAC7HxcJYD2n/P9/RbvDc+vThg5NBh9/W1KQ/fuTvvVVnpoGKmjoAOLl5pD9+dPCP3UX5eVEnjp89GaamrcNYVlpObteBQycOH8zOSEdSZBQU1LV1Thw+uMx+9WjuzsfPv3y1w8mgQ3euJ9XX1l48F5MQddrJzQOPxysqq3Bwcp45HvKhoSE15c5eb685JgurXr/62NQ0x2QRiZt7p7trQW7O86dPvDau++n7zWDuPBkFBS/ndWkP7mdnpHs5r+vv65OSk5tpNGfqNFXX1bZZz57W19YmXUycq6kad2rwCIuHl3eZ3aoTQYcuxcUW5edtd9lQUpCvPly4X2dPr9tJV8MOH6yurCwtKty02s58tn5XZyeBQFCernbxXExtVVVRfp7DUguTxRatLS2VFRXo3vn/AlKysgsWm2933XAhNrrhXX1zY+PVxIS93l7W9qsJBMKXlpbMJ2mZT9Le1lRTKBTkuLKiAgDysrMW6mkjnU1cSurerRsOSy2epj7MfJLmtXFdRtpj123eAGC/bkN1ZaXvFo/K8vJXZS+9XTd2dXQsX+UwrDIfGt4f9t9T8+bNo7spUSdCF1ku4eDgGKVJjAA7O3tYbHx+dlbY4YPM8hjON5ZTVPJ23ZiXnVVdWRng411eWrLe3RMATK2W1tfWHvLzfVtTc+d60u2kq8yEqGvptHz6dD466kNDQ3T4ifLSEqHx418WFyHfNIwNo9z3cd/hw5gSfCpKWl6eQCAIjBtn4+BY0fwFvXToZKSkjAyRSJSSlT0ScRpJRDdTGvvpDX20WfPmTxIXf/2pDUnxDTzMycWFng76Q5ajL6Y8QFPqOvuct3iNnzABj8dPlpDYsXd/Qx8NuXTq/KXJEhIcHBw6Mw2eFpefT77Lw8urPF2tsZ9+6e5DOUUlAoEgKSNz5sIVrRl6QzdrBqn6ouqtiYUliZubh5fXxMLyRdVbJL3kXdMSGzt+AQE2NjZpeXm/I0eH1by2o3ed++ZxwsIcHBzq2jrXHz9j1p4n484rTlUmEol8/PzGZovRTY1H+cXT1DXY2dllFRRjrt7Ir3knLiXFLyiY87rGaoWNpu4MVILOTAOrFTboqbiUlKvX9p8+2X/LX9WXTpet2yZLSODxeDweLy4l5bFzV3Vbd2M//fytYd7Jy+xWoZfQZk969FTPcDYPLy8PL6+Gji66FdLYTz+ffFdrhh4PLy8fP7+e4WzGvRXGP34BgS279zi6uvHx83Nwci6yWoJaPjOTGGq9jH+M+zuN/fQde/cTCIS7WS+G3fdp7Kfn17wzW7KMzMNDJBKVVadHX7mOlvX2DxAUEuLg5Jy7cNGD3AIAOJd0q/Hbvk999wCac9M2b4Fx48g8PEts7Co/t3v5+nFycTltch+k6tUHjwEgs6wSOT0eEwcANe09Iz+pwHo6S2A9fdX/c0I6NtDpdNOZugpTlQ+fjPydemD8GwgPPtLW1urt93v+/0VJRNBpk4fHzl2/5e4jQKfTPzY1CY0fj5xmZ6SbG+qnFZb+HR/jjkxs02/9f5+enp7aqjfIACwi/sJv1ATj34K6jm5fb+/v1uIfR3b6Mwsjg217/BcvW/7pY/OerZuna2oxflvwK/mdPuV1edligxkTJ0+OvnJ9hOVuDAwUDZ1hFqQwtPVnHo8+d+LIodCD+3n5+XVnztodePh3/R/Z75/7YGBg/GeIbcJ+kwkDA2NMwXwKBgbGWIL5FAwMjLEE8ykYGBhjCeZTMDAwxhLMp2BgYIwlmE/BwMAYS/AA8KH/p9kwMDAwRgU2TsHAwBhLMJ+CgYExlmA+BQMDYyzBfAoGBsZYgvkUDAyMsQTzKRgYGGMJ5lMwMDDGEsynYGBgjCWj8imGYoKnD/6eXwD9J3MhMkyd53f+UN7/DjQaLeboocXTZDX4iBq8BNOpUudCjqBXq8vL3JeazposYCgm6Gpp8qZsmNjVANDT1RXo6WokIawzjnPNXL2Xebnopbz0p44LZulP5DUUH7fJamHly5K/vUoAwNyEGNP/db3vbxyneNktvRkfgxxXlb80URT/++71W9CYabjj6MnfrcX/BInhoVGHA9Z5+y5f77rY3mHZOpeQ3duvRZ8GgI8fGh0XzOpsbwuISvCLiGlpbnJePL/zx/hwCH9sdHicfN07KCz85gPhCaIbF89rbngPAOWF+c6L540bPyHo/DW/8OiWj80bTee2/Sz809/Kv9q0/sbXbHlBnv78hchxWUHeny0+MDCAxCr8xyKloCSl8It+l5xOp1OpVDTU0/8aj5OvL1xut3C57eemDx1trXabPGtfV+SlP7Fc45R8/lx3Z8exS7eQiHyi4pJWGkp56U8MTEwZJbytenP/2qVjl24i6UrqmmZTpS5Ehrn5HXiQdHmiuERAVDwScHKiuMQSjSkFz9NnLTQb21qM3qT/JtP6NX1qtOMUOo12ZPtmQzFBHSEuzxUWrd9CduoKkxhHoX4ujjb66gCgSmJ5X1uzZ8Ma/Ym8Efv/8F23qvFtnSqJJeHEMQBo+di8y9HOUExQS4Dd1kAz58kjpHhieOgcyfFPU5KNJISP+XgN0sFjmdmWlZbxYUeN5SZp8rPZGmiWF+ajV+9eTlympazJz2YkIXxwy6benh700o24aHNVOS0Bdovp8jfiopFEKpV6cu9u06lSWgLs82VFD2x26enqQi4ZSQgnRhwP9fU2khDWEyG7LVn0ebhYtowD1IGBgaM+XvOkJ+gIca2eM6PoW5xGCoVycp+viYKYJj+bmYrMhcgwZi08rJJbVlp6r1oeud9PV5j0LCV5hKYDgDsXE5brquoKkwzFBD2WmdVXVyHpl0+HzxYXKshMX6IxRUuAfbmu6puy0tsX4hdNkdQVJrlamnz59ImZVv8QaFTq548/PILdx08FRMUDgNWadRefF3F/i34tLDoJAL58+jhIQk5aKoFI1J0zHzklEAjaRvOyHz0AADe/A9fyytEItkQ2dgAYNm63ngg55ughf1enmaJ8gzoCs+fyurRYlcSSfj/FSl3JfpbWCHWkUqmbrBZaqSt1tLYymxM1vX+33d7aYBK/Jj/bUs2pdy4moJeuREWaKIhpC3I4LTCseVWhSmK5ezkRhutTL/NyN5jONZjErytMsjXQzH78EJFQXVGuSmLJfvxwg+lcbUEOEwWx+9culRfm28zU0BnHaa2tMsqRwWh9yvVzUZSBgbCku3+En819+ni/x8aR8997/Q4AtgcdTy6pXuWxbcVGt/Gikx7VflyydgOVSnUxNy7OeR4YezExo2CquparxQJkDownEHu6uy5Ghu07E7dio9sgmXgCIT/jaVX5y8vZJXfK6zg4uTyWmfX39QHAw+tXd6xZqTff5FJWsV9kzOPk6/4ujkip+9cu7XV1WmznEP0ww8phvZ/z2ofXrwJAXGjQuZAj7v4HL2UV+0fGPLubHObng94oLjRo3ISJyS9rLmQWVhTmnzrgP3J9D29zv5kQs+Xg0ah7TydLybhYGDfU1QJAkLdnXGjQBh+/Kzmldpu2BO/YgozYB8FMSQKB+Kas9FVJ4Ymku9N09EZoupLcbJ+1toaLzBOevghLutvb07PVxgqtTldHe2J4aETyw1slVd2dHdvslmbcTzn/LC8xPf9lXk58WPDItfvtGC4yf5h0JczP51PT4Pi+ZD4+MRlZ9DT9/h0WFpZp2jMGZXtbVSk8UZTwLeIyAIiKS9a9eY2eUqnUjra28sL8va5OslOUdYzmDVUDTyDEhhxWmq7xsOpD9IP00hc5+9zXI2WZPRcCgQgApw74rfbc7hcZM0Idj2zzeFVUEJaUws3LO2yGgf7+jWZzqyvKgs8nXcoqNjSz8Flr++TOLQB48SwtwH3DbDPLC5mF1utcdjqsBAA8ngBD+lRfb6+LhTEXN3dkcmp8Wo6qrv7m5ebIHBBPIABAmJ+Pm3/g47pPimoa+9zWh/p6H4hOvF/ZwEUmH9y6aQT9v7fSaDIBABc32Ts4DACUpqvXvqo4czigp7sbiWs/LDz8AgDAyUXi4ecHAHYODhZWVj5BQQBIv59SUVQQeTtV02A2AHgdDsl6/OBCxPFdoZF4PL67s3PFRrdhnyiwsPR0dXkdPMZJInEDuPkH2htq56U/0TGaF3vskKqunpt/IACIy8q5+QfucrTz2HdIaMLEuNCg2WaWazy3A4Ciqtrnpg/NDe8AwMph/fwly0UmTQYAMRnZORZL0+9/j8g7SUJqxYZNACAqITljvsnL/Nxh9PlGR1vb9diorYFH51tZA8Du46e6uzrfVlVy8/JdPRu52nO7me1qAJgsLVNemHcu9IjlGqdBEpgpicPj31ZVnr3/jMzHN3LTyU5VuVVSNUFMHHnBrnR2d19q2vKxmX+cEAD09/XZu28VFB4PAPrGi86fDDmdkkbm4yPz8anpz3pVVAD/bGxcN3e0tcaFBvX29AhPFB3o77dc7TRZenB07Ya3dYFbXBfbO4jLyg261NnexsVNZkzhIpO7OjpoNBrSYgWZz5wWGALAjHkLIpJTGb0PCgsLi4SsvJXDOgCQV1FdsdHtpP+unq6uvIynzJ4LDo8HgOkzZpqutB+hgonhobfOx0bde4oY5LBk3E+peVUR8zBDRVsXAJx3+Wfcu3Mh4riBientC/HjRCZ4HghiZWUVl5Wrr6mq+PZMB/UpKpV6IbOQzMvHSSIBwEYfv/jjwYVZGfMslyH5jRZbKaqqAcBCa9vU61ctVjtOlpIGgHlW1kOnDsMy2nGKmp4BeiynokoZGHhXUzXKsoMoy8vF4/HTZ8z8qgErq6qufnH299DWStM1mJWVlFdE2gIAkAln7esKKpVaUZivOcsIzaauP4tOp5fkZtNotIrCfCW17wLd9x5c6ewOAECnnwr0nyslokbGqZJY4kKD2hmW5WSVp6HH3Dy87a1fRqhRZWnxQH8/ehcCkXgk/or27LmvS4oG+vsRO0MVq6t8jQ6YEUZSEmCSpDTiUGDEpiOysd27csFcVU6Dj6hKYnFfagoAjAuNkvJfI0hx8/LyCggICAmjtetoax2hdv8EWFlZnXfvfVjdZLnGicjOfi3m9DJt5ce3rjPmqat8vXaevqySsncQ0wnmCMgpq55JSfOPjPnc9MFpwaxBzwhFSU0TPZZSUKJQKPU1VX/FpAHg2d3bwTu3Hkm4KsdgdUMpK8zD4XBTNbW/i1XXfFVcCAA1r8rlVVTR+ZrefJPBan9TAIfDlRfkOZkY6ozjVCWxzBjPDczt5IdTHt6+3l5kWjAyox2n8AgIoMccXFwAgK4+/Fk6O9opFMoMYRKaQqVQkHENAve3LjQUTm5u9JidkxMAerq7+3p6KBRK1KGA6KBAxswtzU293d0UCoWNg2OoqAOeLi+epR2ISVTW1CGysZ3w35UUc+a78EFFRgx839neBgBD79LV0Q4Azovno9GbaDQaALR8bOZlaM8RlAQAMkNrjNB0STFnwvf57jp+ao75EhKZjMyKGeUQ2dm/H7OxM16ij1i7fw5c3Nxi0rL844TWeHpvtbE6sNnZ0NQcuVRWkOdqsUBVV2//2fNs7OxDy5J5+ZDHhNLR2koik9F+yM3Do6ZvoAYGsxYuNlEUSzhx1MV3mB1criEW2Nvd/VOTJjM3aRqNttNhJZVCGXbNjpGu9nYSDw/jQg+Zlw+xsZ7OzoliEmg6n+C4QWXRPlVV/nKb/bIlazccu3RTUHg8lUrV4P1h1XZQ6/0/TGW0PqWTIex7R2srACDjhUGxzvoYVkaZQSLzsLGzJ2b8MN7G4XCjUaPjy/fxQldHB6IGOycnnkBY6exubr+WMbOAkDAbBwcej28b8s6h0+lpt284btulrj8LSRk6UR89XCRuABh6FxKZBwACzsRLK01lTJ8oLsF4ykzJoYzQdI9uJWkZzjG3d0AS/0p1/mn09/UVZmWo6uih8xFOEsl2k6eLufHn5iYBIeHa16+cF88zNLXYffzUsGurACAmI9f0rr6vtxftM2/fvJaQUwCAjAd32djZUUvg5uUVlZB6+6ZyWDntDBbY/c0C/4pJ0+l0n5CIktzswC2uqrr6EyYzDchJ4uHpbGuj0+lop2v70oLYGBsHR1dnB5qzrYWpLT27e5vIxrYlMBjZQ/z8N9jJaOc+JblZ6PHrkkIiG5uohBQAcPPwdnZ8/xYAGYmh/ODVvh1PUdfs6+2l02gScvLIHxsHh9BE0dGoUVv5Cn2or4sLAUBKQYmVlVVRVa3xbR0qUFRCkkAkkvn4cDicrPK0/IynqITD2zwOb/OgUCh9PT3oO6ejrS3t9o3/9+tadqoKnkDI+3YXGo221tggOTFOdqoKkY3ty6ePqGK8/AJ8guOIbGyMxZkpOfRGIzRdd2cH4yAu+fw5+PcMQEam8W3d+oVG6ffuMCa2tXzGEwhkPv6BgYHNyxdrGhj5hp1m5lAAQHv2XBqNhuydAUBPd3f6gxS9eSYAcC361P7NzlQqFbnU1dHxrqZqkN9HKc75PqN5Vfy1I/wVk8bhcMZLV7j5BwqJTNztZIeMZIdFUVWdSqWW5GZ/VyYrE5kyT5aSqSwtRtMz7qcwE9Ld2UFkZ0c/SriVEAvwk2H4n2VUPoVOp3+of3vqgH99dVXGg7uXz4TPMV+CzA4Up6s/vpn05ePHnu7uU4F7u785SzZ2dnYOjrz0J+WF+QMDA9y8fJ+aPuSlP31fW6NlOEdeRdXH0TYv/WlDXe3dy4krZqheiYoYjSY8fPx/ODtUviypKCoI2uE5QUx8mo4eANi7e6XeuBodfPDtm8pXxYW7HO0c5ul3d3YCgI2LR86TRyf37i4ryEuMOH4xMkxZS4dAICioqt2Mj6mvrioryNuywmK2qUX7l5aaVxUUCuXPNiI3L6+pzarYY4duJcSWFeQFuG+oKMxX0dIlkcmWa9aF799z/9qlhrraF8/SNpjN/cPZYaiEYZUcmm2EplPW1Ml69KAo+/m7muoAj42TpKQBoKzgRU9395+tzj8NMRlZQ1PzAPcNN+KiP7yr//Sh8c7FhKM+Xma2qwkEwpWoiHfVVSbWNnnpT148S0P+6ipfA0BxTpa9ofbr0mIAEJk02cx29cGtmx5cu5yf8cx7lTWOFbfUyRkAbF09699Ueq9envXoQfr9FM8VFpSBgUFjXpTmhvfhAXveVr1Jv5+SGBGKdIS/YtIIbOzsAVHxxTlZMcEHmeXRnWsspaC032NjcU7W2zeVob7elS9LbDd5AsAci6UNdbUn9/m+r615dDMp9cZVZkKUNXVaP31Kio1qbmy4eOrEm5clgsLjX5cWdbS1MSvyZxnV3IcyMLB2686Gulq7WZp9vb16803QZbDNAUf8XNaaKImTefmWOTkvXGH37O5t5NIaT++YY4eyHz+8klNqvHTFrYQYtyULV7l7rdvhe+L63aM7t261sezu7JwoLrHO29fGxWM0mkgqKOnNM3FfavrpQ6O8iuqxSzeRb3iMFlsGRMVHBwWG7/PlJJFUdfXPpKQhszMTa5uerq5zoUdijh6aICbuExKB7M7sORnl57x2qeaUieKSm/wOKKqq5T555DBfP+HJSFs8zPAOCuMicYfs3t7V0S6rPC3sWsokSSkA2BIYzM3Le8zH6+OHRv5xQoaLzJHNqUEwU3IQOByOWdOt3bqzvvqN8+J5XNzkZU7ODlt3vK+pDvR0GTQm+pcScCb+VKD/6YN7m97VA0Be+hNzeweHrTsBICctlUKhbF5uzph/ydr1PiERHW2tJbnZXd++qfUOPhHq633A06W7s0NZUyfydiqyEamqqxd2/e6pQP9t9stwOJzs1Gmn7jweuqmEYLnGqf3LF3tDLcaOMMJzGT3yKqobffzCA/ZoD7vpCUAgEE7euBfk7eliYdzX0yOtOCU4MQnZAZi10Mx1T8D5kyFxoUGaBrN3HgtfrqtKHG5dSW++yZot3sf37AjeuWWWidnusNMJYUdjjh0isrFbr3f9UwozgyWwnj6f6frRP4uttks6Wlsjkx/+bkUwfhvnQo50tLUOu3r6CzAUE1zp7OG0fddvufsI0On0z81NyLcCAFCQme4wT/9Kbukv+84b5d6Xv/PbfAyMMUdFS7evr/d3a/GPIz/jmaOxwcZd/sZLlrd8bD7ivXmqhha6DfyLwXwKxr8J5HMvjEGo6c3ce/pc7NFDZ4/sJ/Pxq+vP8gg4PGhP9pfxb5r7YGBg/MO59wX7TSYMDIwxBfMpGBgYYwnmUzAwMMYSzKdgYGCMJZhPwcDAGEtYBfDYfjIGBsYYgAcQwANLbju9hQITiPCn/8sFAwMD4xt4gIZ+4MMDC51Oz+2Aoi74jDkVDAyM/y8CeFDhAg1u+D/ZVxv4TKcQsAAAAABJRU5ErkJggg=="
<image>How much would it cost to buy 1 kilogram of butter pecan ice cream and 4 kilograms of chocolate ice cream?
10.11
544
null
10.11
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FQ/AFVDwEX0DFQ/AFoaqq0/8lB4H0XcgnIgz9V/reycp1Zn29CZDuBM5qIPgCKh6CL6DiIfgCKh6CL6DiIfgCKh6CL6DiIfii02+EcI1Jq9ZbPLwvS7r2gs/jAG/GjLkmv/9aV5jfhx9pWVhRVq411y1qtUDYoMnJVNxJlqhV+pyuup9J07j2PFrkIYM8HTqF73DmxCncPTv1eeh1CMOI+PH/WV2Iqc/OeImvTg/SacWLhMjdZOnIAHb6o8aGuibXBAqFMG4SNztD0aflriP5b0lpsRIAQCYTrGyofqNYNv2pv0W9qedcsxf0y89VPPlXn6/J27RdA/EdxrS2pVy+IHy91XZlVnPvtkQsQiZM5urWjAxg0+mEG1eErx4QoRfMs2qq1cWFquJCVUGe8s4tSdJ1sT2PamFlqPFVZ5tgZdMJS63XSE9t10DeUHhdec8VQcC1v4QLl5o6udDyc5XGJqRh/qzkv8USsRYAYGlNGT+JY9OfiqKgSKC8kSASCZs8gwZ4M/xGskxMyRoNWlaiupEgEjYgAIA5If0QBK2r0fiNYsWda8jN6l3nwcpyFQCAwyVVV6oJRDBqLNvbx4jJIolFyIN70kf3m7w9NmyyTkkSOzrRHJ3oB/ZWKBWtZ0EDfY2GjWAZm5DUarSkUHU9QSgRazdttwEATJtlPGEKd/+uis++sE5Jkty/0+R5OHWmsYUVJepoDQCAxSZOnWliz6Mpldp/H7xgKNJeVKZm5FXrLU6frB3ix3J0omnUaOYz+fUEEUBBq+22ChVFgU1/StA0YzMLilSCJP8tfvZYDgAYPpI1ehz7+2+b8rM5xA8/tfrjt/r8HAUAYNAQI/8AtpERqapCdfNG86SXSASBk7me3gwiiZCdIc/NUsxd1O/H7yplUi0AwMOL4T+G3c+UrFRoM5/Jk66JNBqwZIWZnQMVAODlY3TiSE11ZSfcRPTTxTe7BXnK3CzFhClcQUH1hClcYYPmn7tSAACHS1qywqy0WPXr8VoiEQQGcRe9Y3bsUBWiAda2lBlzTVKSJJnP5FQqYewEzpyQficO1wAAEAQ1t6CQSYSzv9bV1XbCX6p7MDYhAwCkEgQAMGEyd+Bgo2vxotJipQOfNnGKMaJB0x81AgAQBPXxZeZmy+/ckqraTPr721OnzjBOiBMWCZQMI+L4SdxZC/r9Gln70/eV6z+zuvaXKONJB7OL6XNM+plR/jhdJ5UivsOYrh4MhbzJdae9qBAtCgCYMIX79zXxn3/UO/BpC5ealhQpszMU+reLomDSVOPbtyQSMTJ8JCt4tklVpbq2Wt+u6W9PnTzd+ME9Wdo/MpN+pMAWUwD/MexBQ5hX44XFhcoBXkbjg7jguQmhqwd95jyT1NvSC2cbjU1IU2YYMxjEuHMNsb/VLXrXrKFOc+0vka6Zr4WuzyGuJ4hYbNKchf2cXelXLwuxBvgOYwIA/oytr65UV5ar4841cI1Jru4MAEB1lfrwgarbtyT1tZrKcvWDezILS4oRkwgA0GqBST/y5YsNpcUqeePrbF7XIBAAgQgIREChEOwcqAGBnJpqTWWFmkYjDBrCvH9X+uTfxoZ65N8HjU/TG4ePbPKL02qBRoMmJ0rKS1Vom0ZYWlM0GvAkvVHYgFSUqS/E1N9IEAEA5HItAECtQhVyfVfGLDbRwZGWmiIpEijrajTX/hJh30cAAOiPCgCQk6koKlBqtUCQpxQ2INa21A63SyKBuymS3CxFZbk6/kKDRoMO8DJqm60lXj5GjTJt4hVRfZ0mP1epO/VhSTmZ8sePGoX1yJ1bkob65iNnxCh2abHq5nVxfZ2mIE+ZdF08wJvBYhOVSlSrBQiCyhu16Gu9ZdB19w6xCLmbLAkI5GQ8kRcXNpnEWttSqyrUuhO6RIwIGxBbO2rmUzmiAQO8GN6DmFxjks6IkM4gNsq0AICGek3baUBPMWdhv5aLBXnKK5eEAAUWVhQSCRQLmq/OiwuVPr5GdAYRG4cqyprNcmn0JidHFAUqJVpUoNRq0WUrzdPTZIX5SpEQwRpuIKbmFABAVcXzkzsKKspUZhYUAPRFhS22nBIoFFp6GwfCl1JS1NQWjQbU12lMzTqQiqk5ubpKrVNneWlTcSIJGJuQ0h40x1CQq+A70wAABAKwtKbcTW72uCwuVAIAbPpTczLf1Mz2lfxqsjMVAYGcnKxmL2YqjWBpRdm4xUa3hkQCTCYRAODjazRmPOevOGF2hlylRB34tEXLmz+fpmhji9eDJF4VlxQpAQBaBBUKEZWyaTdSaUQAwMJlzd+jw3xLmcwmxetaQSKDTzY1eSyKRUjE/qraGk30sZrhI1ljJ3CmTCeWl6mvXBIaPj2lUgkAAKWyuZeUBkSFzWrUmheGkvbssFshbzGXUKtQCrWDYlQqsaV5ui5UCoUAXty/jc9P42QKgUgE/mPYI0a/8AknJrMDJ+5X4TU7NCkV2tJiVcIlYcuVmOW+qwejsED5JK1p1shi9YKbMu0gbNBUlr9Ei5i/Ydy5+poXZ7SihtYTXEQDTp1oupupeS642hpN/EUhIADb/tRxkzgLl5ke+r6NQ+WL5zny868eqNUoAIBGa+40xvMhXE9UbG7XpUOjEXRnXRq9yai1vfAAAGq1lkZrXtSFhzWfSn1JklqNarXgQao0Pe2FawmZVJ/l+ivymhVfUab29DES1mt0HsImpmSpVAsAoFIJ2LU5hpePEdDnVt0bqa5SIwgwYpLqa5vOuQwjIooC5GU7qLT4hQ9pWNtSCARCeakKoKCsRHXzunjpSjMWmyR70VBfqdBSW+jGwoqCKaa+VgMAsLSmlJWoAAAEIrC1p2LXPJ2KynBs+lMFeUoAAIVKMOlHysmUY+GRyQQCEWAXKpbWzf709bUaJxc6gdB0VNjzmj41hWiARIxYWDbfauS7PP8KFQoqy1UcY1L989sVRBJgc0hvdH77mgfatAcyGo0QPNvE3JJs0o80MoC9er2FlTUFAFBWquI50Wz6U7kmpKBgLnb5YmVD0TmX935USvTfh7Ix49jungyuMcmeR130jum0WcaGlOU70+ct7ufqQeeakCysKENHsMQiRCxCEA3QaFB7HtXSmkIkgspytas7g2FEJFMIIwPYOvWLRUhZqcp/NNvRmWZpTZk2y0R35dq1qFpttyUEALRa4D+G3d+eatyPNHEKl0QiZDyVAwAqy1UEAvAZbAQIwMyCPGhI8+VsxlO5EZM4YQrX3JLsNoDuPag5KStD7uHF8PBicLgk/zEsrnHzOHvvjtTNg+E3imXSj2RhRZkxx2TZSnNsBqWQay2tqRZWFIbR61Tpax7jxSLk9Mna8ZM4y983BwBUV6ljTtdhM4S7yRKTfuSQ5aYqJfroH+ndFKmxCTko2BhBhK83hjfKjSsihUI7fhKHxSbJZNrcLHnS9Xa/qtmSO7ckRCIYP4nL5pCUSm1Zier3X5s+iJuaIvUbxXLg0yMPVSVeFU2bZbLuE0uFAk37R/osXe7k2jQixsU2TJ1pPG+RqVKhTXsgeyrSuA9gvEpULbfbclglkggqpfbmdXHQNK6pOUUiRi7+UY8Nw9VVmqTr4pFjOYGTuZXl6qvxwvfXWWAHTGG+8sYVkd9I9qAhzMoKVfzFhpUfWBCJBABAcqLEiEmaOtMY0aBPH8tTUyTT5zQdsTmZirhzDSNGs8eM56hV2pJi1emTNdg/dDy8J50+12TRO6Z/xja8xmf5hF072v3yZZ8Avufa+yESAY1O1N13HhnAHurHPLD3tdkFdwroLQx544wYzfYbxYq/2FBVoTa3pAz1Yz7uuX/mgYqHvHHupkjIFEJgEJfJIknESNpD2Z1bnf7O1OsCKh7yxkG14NYN8a0bBl3wvGl6701xCORNABUPwRdQ8RB8ARUPwRdQ8RB8ARUPwRdQ8RB8QeYPe7pgWlBPh9F1YuKvbtreh+OHdCcx8VfhGA/BF1DxEHwBFQ/BF1DxEHwBFQ/BF1DxEHwBFQ/BF51WvFAo3LJli7+/v6en58yZM69du6ZLKi4ufv/99z09Pb29vT/66KPa2hdexsvKypowYcLAgQNbVajRaPbt2+fn5+fh4TF37twHDx50rSX4QSgUfvHFF/7+/o6Oju7u7tOnT//77791qQiChIeHOzo6Hj9+vGUphUKxd+/eMWPGuLu7BwYGHj58GHlFt4O+SecUr9Vq16xZk5iYuGnTpmPHjjk6Oq5du/bff/8FACgUiqVLl4rF4qNHj/70008FBQWrVq1Cn/ubnD17du7cuSTSS+xTdu3aderUqc2bN0dHR1tbW69YsaKuru6V2/U2ExYW9vDhw127dg0fPnzLli0eHh5r167Nzs4GAFRXVy9dujQhIaFtV2/bti0mJuarr766du3ap59+un///gMHDvRE+D3N2ctXUINJS0vj8Xg3b97EFtVq9bBhw7766isURX/77TdXV9fa2losKS8vr2VOf3//v//++9ChQ97e3i0rrKysdHZ2jo+PxxblcnlUVFRVVZXhIXUq/rcAlUrl7Ox8+fJlFEVXrlyZnJyMIMjUqVOjoqJQFD1y5Mi6deukUqmrq2tkZKSuFIIgHh4eP/74o27Nxo0bx48f3/3x9yxnL1/p3Ft/7u7uV69e5fF42CKZTLawsKivrwcA3LlzZ/DgwaamTcZ6Tk5O9vb2ycnJAQEBAIDY2Fhra+vMzMxWFSYmJjIYjIkTJ2KLdDr9nXfeeYXjFxcgCNJyxkgkEuPj47HfM2bMWLNmTdsiBAIBRdGWAz+VSkVfr4VpH6Fzsxo6ne7i4kKhNPlLlZeX5+TkDB06FAAgEAjs7e1bZra3txcIBNhva2vrl1aYnZ1tZ2eXkJAwefJkb2/vefPmpaWldboReIJCoYwfPz48PDwmJkahaG1H2l4/EwiExYsXnz59Ojc3FwDw7Nmz+Pj4kJCQNx5u76Prb3arVKoNGzY4ODjMnz8fACCRSNjsF/wyWSxWhzPy+vr6qqqqqKiobdu2kcnk/fv3v/POO0lJSbpzBaQt+/btCwsLCwsLAwCIxeKZM2eGhIRwuVz9pTZv3lxbWxsUFEQkErVa7YoVKz744INuibd30cW7kzKZbOXKlaWlpZGRkVQqteMC7aBWq+vr6yMiIkaNGuXn5xcREYEgyOnTp7tcIR7gcDiHDx++c+eOt7c3giB79+6dOnWq7nTaHrt27UpNTT148OClS5fCw8MvXLgQERHRPQH3Krqi+Pr6+iVLllRVVf3xxx+6mQyXyxWLX7BnEIvFHQ48LBbLwsLC3Lzp83rGxsYuLi55eXldiApvWFtbm5mZbd68+fr16wCAffv26clcVlYWGRm5ZcuW6dOne3h4zJs3b8OGDT/88INUKu2ueHsLnVa8XC5fuXIliqIxMTG2tra69Xw+v9UwIxAInJ2d9dfm6OgoFApbXkIhCPIqJ423HpFIdO/evZZrHBwcZs+enZGRoadUUVERiqItdwePx1MqlRUVrb8A9dbTacVv27ZNIpH88ssvJiYmLdcHBASkp6dXVzd9XjQ9Pb2iomLcuHH6axs7dqxSqdQ9QKmrq8vLy3N3d+9sVPjh8uXLy5cvb/V0r6GhwczMrL0iAABsbGp58sSGJxsbm3bLvKV07so1MzMzNjY2NDQ0KytLt5JOpw8aNCg4OPinn3764IMPQkNDlUrlN998M3LkSD8/PwCAUCjE8hcXF2s0mtTUVACAubm5k5OTp6dnUFBQWFjYl19+aWJisn//fiaTic97CAYyffr0iIiI9957b8OGDVKpNC8v7+nTpzExMd999x0A4OnTp9hERavVFhYWYl09ePBgBweHgICAPXv2sNlsZ2fnrKysiIiI+fPnM5nMHm5P99OpJziRkZG8NgQGBmKpZWVlq1ev9vDw8Pb2Dg0NxaYrKIomJSW1LRUaGoqlSqXSzZs3+/j4uLm5LVq0KCMjo7PPFDqV/y2gqKjoo48+GjZsGI/Hc3Nzmzp1amxsLJY0e/bstl1dUlKCoqhIJNq5c+fo0aPd3NzGjRu3d+/exsbGHm1HD3D28pXOKb4X0tfjfxWwZ649HUVf4uzlK/B/J/sws2bNavXUD9Ih0Fu4DzNr1qyeDqHvAcd4CL6AiofgC6h4CL6AiofgC6h4CL6AiofgC6h4CL4gnL18padjgEC6DzIAoK+7affp+CHdCXTThuAOqHgIvoCKh+ALqHgIvoCKh+ALqHgIvoCKh+CLHnbTXrdunWMbNm/e3OX24IEuuGlnZ2e37WdHR8eampqeaEFP0rl3oDA37dLS0k2bNllaWp45c2bt2rXnzp0bNGgQ5qZtZWV19OhRBEF27969atWq8+fPEwgEAMDZs2d37NjRv3//VhV++umn7777rm5RLpevX7/e09Pz1Rv2FhMWFlZUVLRr165Dhw7NmDEjPT197dq1cXFxbm5u1dXVH3/8cW1tbSs3bTs7u99++63lmtjY2NTU1A4ttN5CetZNuxV79+6dNm0agiCdelfX8MxvAV1z025FbW3twIED//rrr+6Lu3fQ827aLSkvLz927FhkZCSRCK8u9NEFN+1W7N+/39XVdcqUKW8qxF5M5xSPuWnrFjE37SVLlgAABAKBh4dHy8yGuGm35MCBA0OHDh01alSnQsIbOjdtBoNhuJt2S0pLS8+cOYNbO9sedtPWUVlZee7cuZMnT3Y5HvzQNTdtHUePHh08ePCwYcPeZIy9lx5209Zx5swZa2trf3//V6/qradrbtoYMpksNjZ20aJFbzrIXksPu2nriIuLmz59OnZjB2IInXLT1pGYmKhWqydPnvyGo+u99LCbNkZ5eXlBQcGYMWM6GwwO6Zqbto5bt275+vri0WD1OT3spo1x9+5dAAC8DW8IXXPT1pGamurl5fVmQusb9LCbNlZDSUmJqalpqwtfyEvpmps2jUbDVpaXl+tuLuOTzin+7t27KIqGh4e3XMnn82/cuEGlUn/55ZcdO3asXr2aTCYHBQVt3boVy5Cenr5ixQpd/sWLFwMA5s2bp6unpqYGyt1AOBzOqVOnwsPDP//885qamsePH/P5/D179mAelFu3bsU+KA0AiI6Ojo6OBgAkJydjT7vr6uq0Wi3eu7qvP7Ps6/G/CtBNu7NAN+2+DXTT7gLQTbsPA920uwAc4yH4Aioegi+g4iH4Aioegi+g4iH4Aioegi+g4iH4ArppQ/AFdNOG4Ajopg3BHVDxEHwBFQ/BF1DxEHwBFQ/BF1DxEHwBFQ/BFz3spg0AePjw4eLFiwcOHOjr6/vee++1fGcc8lL0uGkjCPLzzz8HBga6u7sHBgYePnwYQRBdwZcabeONzikec9NOTEzctGnTsWPHHB0d165di71KjLlpi8Xio0eP/vTTTwUFBatWrUJRFCt49uzZuXPntrJ4BgAUFBQsW7aMz+dfuHDh1KlTRCJx6dKlrQ4VSCvCwsIePny4a9eu4cOHb9myxcPDY+3atdnZ2QCAffv2hYeHL1q0KCoqau7cuXv27ImMjMRKVVdXL126NCEhoe1ewBc966YdERHh5uamVquxxdLSUh6Pd/HixU69q2t45rcAPW7aarXay8tr9+7duswffvhhcHAw9ttAo+23m17hpk0kEnWjDmZhiT4/M0BeSntu2lqtNi4urqVzlrW1dVpaGvbbQKPtt57OzWowN20KhYItYm7aQ4cOBQAIBIJW79Ub4qY9Y8YMEon0ww8/qFQquVz+448/mpubBwYGdroduEHnph0TE9PKTZtIJPJ4PJ3Xp0ajSUlJwfYOMMxoGw/0sJu2ra1tZGTkmjVrDhw4gKKotbV1VFQU3i2EOsJAN+09e/YUFRUdOnSoJ2LsvfSwm3ZhYeH69euDgoLOnz8fGxvr6+u7evVqHH6Oq1MY4qa9e/fukydPHjx4kM/n91ScvZMedtOOiIjgcrm7d+/28fHx9fXdt2+fUqmE300whPbctLVa7X//+9/o6Ojjx49PnDixR2PsjfSwm7ZAIODz+TrbeAqFYmtrW1hY2Nmo8EOHbtrbt2+/cuXKmTNnRo8e3RMB9nZ62E3b1tY2Pz9fd3NGrVaXlJS0/QgmRId+N+3Y2NiYmJioqCicW2broYfdtJcuXXrx4sWdO3cuXbpUq9VGRkbKZLKFCxe+1ja+Vehx01YoFOHh4RMmTGhsbMQ6GcPX15dKpeo32sYPhLOXrxj+1tzx48e/+uqrVisxN20AQHl5+Y4dO1JSUnRu2tg8/ubNmy3dtDF0btq3bt06ePBgTk4OgUAYMGBAaGjokCFDDG8ADt/6Ky4uDg8PT01NrampodFofD5/1apVc+fOzcjICA4Obpv//v375ubmc+bM0Rlt69AZbeOEmPir0E27DwPdtDsLdNPu20A37S4A3bT7MNBNuwvAMR6CL6DiIfgCKh6CL6DiIfgCKh6CL6DiIfgCKh6CL6CbNgRfQDdtCI6AbtoQ3AEVD8EXUPEQfAEVD8EXUPEQfAEVD8EXUPEQfNHzbtrPnj1bsmSJu7u7j4/Ppk2bJBJJ11qCH/S4aQO9ltkZGRkhISHu7u7Dhw//+uuvNRpN9wbeK+hhN+2GhoYlS5ZotdqjR4/u2LHjypUrGzdufB3tepvR46atxzK7rKxs8eLFtra2p06d+uKLL2JiYr7//vueCL+n6Vk37f3793t6eopEImzx0qVLPB4vOzu7U+/qGp75LUCPmzaq1zJ7y5YtU6ZM0Wq12GJycnJiYmL3x9+z9LybdnZ2tqenJ4fDwRaDgoIIBMLt27ddXV1f4Sh+y2nPTRvotcy+evXqypUrdfZvuHUs62E3bbVaTSY3H3UUCsXY2LioqKhTUeEKPW7aoP1+FgqF1dXV/fr127Bhw+DBg/38/L799lu1Wv3m4+11dP1ejSFu2q28V9uCzWFUKhW2WFNTIxQKZTJZl6PCA/v27Rs5cmRYWNjdu3d37dp19OhRkUikvwh2HsbmkFFRUevWrfvll1905qy4oofdtBctWlRfX79z506xWFxeXv7ZZ5+xWCy8f6ioIwxx024FNpxPmDBhzZo1AwcOXLFixXvvvXf8+HEcDvM97Kbt5OT09ddfnzt3zsfHZ9KkSePHjzc1NdVdDED00J6b9kthsVgAAE9PT92aYcOGKZXK0tLSNx1nb6OH3bQBAEuWLHn06FFiYuLDhw9DQkLKy8vd3d07GxV+6NBN+6VYWVnRaDRsboOBffXyVc7PfZQedtMWCASnT5+m0+mOjo50Oj0uLo5AIGC3dyAvRb+bdnuQSKQxY8YkJCTo1qSmpnI4HBx+HKqH3bQVCsXWrVtzcnLmzJmTn5//v//9b926dR3OhfCMHjdtAIAey+z//Oc/8+fPDwsLW7hw4ePHj6Ojoz/99FMiEX//ZtKpJziRkZG8NgQGBmKpZWVlq1ev9vDw8Pb2Dg0NFQqF2PqkpKS2pUJDQ7HUy5cvBwUFubq6jhw58tChQ7pHJIY/U+hU/reAoqKijz76aNiwYTwez83NberUqbGxsVjS7Nmz23Z1SUkJlnrz5s1p06a5uLj4+fnt27cPQZCea0TPcPbyFeim3YeBbtqdBbpp922gm3YXgG7afRjopt0F4BgPwRdQ8RB8ARUPwRdQ8RB8ARUPwRdQ8RB8ARUPwRfQTRuCL6CbNgRHQDdtCO6AiofgC6h4CL6AiofgC6h4CL6AiofgC6h4CL7oJjft3Nzc999/f9CgQYMHD16xYgVmhNthKchL0eOmjSDIzz//HBgY6O7uHhgYePjwYcylQ38SvujUe6IIgixYsMDf3//8+fN37tz5+OOPHR0d09LSUBSVy+WjR4+eP39+SkoK9gbxrFmzsNe0q6qqfH19FyxYkJSUdP369eDg4OHDh4vFYv2lDH9zsXOvOvZ9Vq9eHRQUlJSUtHDhwujo6I0bN7q4uGRlZaEounfvXldX1yNHjqSmph48eNDR0fHIkSNYKT1J+KHTb3Z3zU07IiLCzc0NkziKojk5OTwe79q1a/pLGd4GwzO/Behx01ar1V5eXrt379Zl/vDDD4ODg1EU1ZOEK7rJTXvx4sVBQUE6H1bMFcgQD27IS2nPTVur1cbFxbV0zrK2tk5LS8PytJeENzqneMxNW7eIuWkvWbIEACAQCDw8PFpm1rlpc7nclqZLSUlJAACdB3d7pSAvReemzWAwWrlpE4lE3WAEANBoNCkpKVg/60nCG133MjDETbuurq5VqbKysm3bti1cuJDP5xteCtKSffv2hYWFhYWFAQDEYvHMmTNDQkLaGrnt2bOnqKjo0KFDbWvQk/TW061u2gUFBQsWLHB3d9+5c2fXtgsBhrlp7969++TJkwcPHsRGFgOT8ED3uWk/efJkwYIF3t7eJ06coNFoBpaCtEd7btparfa///1vdHT08ePHJ06c2LKIniT80E1u2gUFBcuXL584cWJERIRO7h2WgrSlQzft7du3X7ly5cyZM22/9KQnCT90h5u2Wq1evXr1qFGjdu3a1crMtmse3HhGv5t2bGxsTExMVFSUl5dXq4J6knAF4ezlK4a/Q5SZmRkcHBwaGjpkyBDdSsxNW6VSTZs2jcPh6Ny0raysTp06BQA4efLk119/HRER0fIi1cLCgs/n6yllIHh7B0osFgcHB5uYmGzYsOHIkSPTpk1TKBTh4eHffffd5MmTx48f7+vru3z58pZFfH19tVpte0m4+mhCTPzVzin++PHjX331VauVfD7/xo0bAIDy8vIdO3akpKSQyeSgoKCtW7diM/I1a9a0/GcEjCVLlnzzzTd6ShneBlwpHgBQXFwcHh6emppaU1NDo9H4fP6qVavmzp2bkZERHBzcNv/9+/dramraSzI3N3/zIfcWYuKvQjftPgx00+4s0E27bwPdtLsAdNPuw0A37S4Ax3gIvoCKh+ALqHgIvoCKh+ALqHgIvoCKh+ALqHgIvoBu2hB88f/36UXDPjUd6gAAAABJRU5ErkJggg=="
<image>In hopes of raising more funds for arts education, some parents in the Booneville School District publicized the current per-student arts education budget. According to the table, what was the rate of change between 2017 and 2018?
4
545
null
4
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bVwDgh+XuQxQUAWDsRNNFK9dKSEq1fgnsxsaVLg4EApFIJD5NfuK+6PumpiYA+OdRPBYUtEbrT5vhWJD3aseva329Os46WlFe5uowNSHqrvl3ts6uPzaw6rdvcA8+EggAHA7H1X7q+VPHFJVV3dZuKH73duVc+7R/Hrd/VAurF8w6f+qYhvboBW4/DRmmePIv/99Wunb4VrSwfYP79QshBCLRfJrNg1vXrp4/2+Hr6jFdENQuFbE7u7LJVbE5YeWTj18brY+Zet82dNw7eF9aAgBDFYeL8lxqmto/rFgDAFQazdvP39Jm5pxFywAg/sEd7Jf+3s0rADDVzlFCUrJTr6IP6vnPAjNUQWnWwiWs+vrA3b936tkJRCIA5GZnHTh1/n/HzjrM+wEA7t24cuLS7f3HQ2xnOQNA/IM7godMd5wTFBJx/t4jHQNDPp8fcvwQAJwM3F9bXT3Jwmr/3+e27AlwWbay5N3bi8HHAYBMJgNATtazG48yLkUn6RgYCtZWXVkZ4LsNALbtD/rzzMW/w28t+PEnPp//v+1eAPDbjj0qaiMBYIrNTG8/fykGo/VLeJH5zMvX/+KDxGPhtwDgzavc1znZALBny28cNnvmnPnnbsXsPx6y5/BpADh96GCHcf9p8pPqysoxEyb5BZ3w9vM/cfnOT79tHqo0HAAe3LqW+TRVisE4eeXuus07tvsfampqOrxvV/tHCaqrrU15/JAiJhZ47vLGnfuCb0av2uBlPHlKh2+FoIryshvhoQDgG3h89+FTFx88JhD6UBqg3ll8K00hYN+cwo9fG238iyTKkIdAAABuk6j9iBaUR6iPMzFjNzbev3UVAO7fuAIAWPftG/Sln8VHP/26WZxKPX/qWGF+XmfbMFRRSVNHFwC0RusBgPIIdSXVEQCgqaMHAGWl/4kCM2bPAwASiWQ2zQYAXj7PBICUJw8BYKT26OK3hcVvC9W1dADgUcwD/ChTy++GKiq1fuq0pERWfT0A2M2eh5VMd5wDADlZ/4p4inDgIDlr+1kAYGRsQqPTAaCk6B2rvj4tKREAZsxxwXabNtOJTCY3NTVh44x2KCgpA8DjuOi500z+9N1eWlLk7rl1irUdAKQ+fggAI0ZqVVd+KH5bqDxCHQAexT5o/yhBNDp9kPxgDpttO15n58afY+7c/HGdp8uylZ16K17lZGO9UewjoNHp5tP60K1ieu2KAimy8NBeKELvYPBQBQAozH/dopzDEXV1lfMiNwC4fSW8+N3brIyn8kOHTTT/dtPUf8lngRs8dJjL0pUcNvvgzq3i1M7NEjKYMtgP2FBRisFsfkilAgDvv+fUBgySEzyqsuI9AFRXVQLAicD9plqKplqKWzxWAMC7gnz8KLkhQ4U+NXY4lUajS0g01z9QFvuhuvKDKI3HZ9gBABuf8rjcqsoP2IyEzIDm2ohEojRTBgCqPnQQK9W1Rv0RcFRmoGxyYsKBnVtdrCeb6yhjp+qwl5mWlIi9zBkT9QCgrqam6sOHdo4SRCQSA89eGqGhlZebcyJw/4q59hPVB2Nnk0V/KyrKywCAIiaGBXEAYA4YKMp71TP6XOIV6Ta+YILGm5pHRV6PuXvrfVnpwI+/4gDwk4tjTXXVui1/jJs0uf0avrOftf1X9/gHd6IirwPAzDnziUR0GWxLonwWglb8svH8qaNXwoJnzpmPF2LzNg2sTwvfPlSUf0mrKiveS0pJwccvIfYLgAU4h7kLpzvNwfeUkPh0PoFIFJ77mSEzAGseq74e+4pi31gQ+YsqdOQlzWASiUQej4e/2KamJiw0yAyUBQBsa2ND89vy4f1/3pM5i5bNWrD4WWpyWtKjq+fPpicneSyeeyclG3uZWrr6Ht7/GeZjLW/rqBZtMxhnHJmU+frli5THD6Mir9++Er7pp6WTzK3afyuweIrBXgKHzcb3fF9WKsp71TN67ZuMncHBvzb4mSD8hE47nOa7MmRkGlisdUvmvX2TDwANLNbuLb9F3b6R8vihlHTLEx/Yr11jQwM+jyZOpdrPWcCqrz/8v10A4Djvh655VV+nL/ksBA2QHbRo5Voej4edcMFgHRkOm52V8RQA0pOT3rzK/ZLWYqtzeDxezN1bAKCurQMABmONAaCmumqKtd0Uazs5+SGsujrpjx3AdhiMM8YmK25eCsNKrl04BwA6BoZfsoCDLiGhZzQeAG6GN1d76/KFpqYmMXHxMRMmwce3JT35CQDU1dZG376BH/skIXbftk3JiQl6RuMWrVx79OJNAHhX+AYA9McZA0BZcdEkc6sp1naj9MbUVFVSqTQxcfF2jhL05lVu4O4dF07/raI2ctZ81z/PXFTXGsXj8YqL3or+VqiojSSRSACANbtF+3tdF/TUFKjEJ508BJ9oG49PtFU2nyATpXcgM2DgvqNnVy+c9SjmgcVoFeaAgTVVldgg/7cde7DzMoLkBg8FAHZjo9v3tlNtHeYtXQEAc1zdTh8OePsmX8fAUF1rVCdfQR/V859FC0vd1wcfDRRcdK6kMkJVXeNVTvbKefaTLKbGP7ijrjUqJ+vfzi4CwNeXnT36V3pK0rs3+f+mpRCJxPnLVgHAolUe4WdP3L951W22rdyQobciLtTV1Bw5f731L0ML0kzmT79u3rdt05Z1KxOi71WUlyU8uEsmk3/dvrtzr7yV9dt8XWdaXQ45XV5WwpAZcOfqJQBYtd4LG9OZTbM5f+rYvm2bsv/NSH3yaIiCYllJMfae1NfVHtq3K+zEEZtZznQJyX8exgGA+Xe2ADBl+gyt0XpZGU+/t5wwZsKkuPu337zKXf6z50Rzy3aOEkSXlDx2cA+rru5xXLT80GFvXufmZP07eJiClo6eOJUq4lshKydvaTPzzrXLm9yXRd++kZ6SRKXTAaCPLOzogp6a3yh6sKEk/g9fENCOgFcNACBF/rRO6nFF8xfJahBFlCc1mzY9Ii7Fab7r4GEKtTXVzAEDzafZnLxyd8nqn1vvrKisstT9FwlJyZTHD0uK32GFGqNGY2eOHfpRN61XPgtB0kzmsjUbBEuIRKL/yTA9o/Hvy0pTnzzaceAI9ieksbGhUzWz2Y0AQCKRgkIiigrePEtLVlId8b+/z43U1gEAJRXVc7diTSynJT2MvREeqqahfSjsqtm06aLUvOKXjb5/HR+hoXX7SnhaUuIkC6szN6KMzaZ0qnmtjZs0+cyNqEkWVimJCXeuXhqhoeX71/GfftuMbV2/zdfaYTaJTI69e2vWgsWz5i8GgMaGBgAwn2Zz4GTY8BHq1y6cO3M4oLLi/apfvXcfOgUAFArl5JW7TvNdS4reXTj9N5lE9vxj7y9bd7Z/lCBZOfng61GTp06Pu3/7ROD+tKREp/mu527FYqcvRX8rtu0PsrC247DZcfdv2zo5z3X9Ef57kqEXEWy8bnT5Te53ZLNar0d3V6WuUaUCwOMPTQuSawVLqjl8i4fV1Rz+MCox2kS6axvTlsTYqIV2U2h0emxmAXPAgJ550i7XYY6Cr+KzQJCustbvZrdMFHhr0LSkSG2t/BwvQ8Y6Bdi3CADulnGw8zhOQ3siA/mDW9fOHvsrKSEWAJauWf/1RjRR9PHPAkG6XHfNfs4aKqYlRVqQXFMjbDGZ3yg6/nM1h78zhwUAUuRPC0G7VUV52ZP4GBqNPm/Jip9+3dwDz9i7+vJngSBdrhtnP7WlSFfHS3c4g/ZbZj3WNXBVokpTemJd8uyFSzJK6p/klW/cuQ9bbt7v9dnPAkG6XPcu6VCgEYPHSFoNokiRhZ91LmTx7pVxAEBLioSPgJDugD4L5BvR7f0UaQohSE+ira0KNOI4GfJbFu8v3Tb3QboK+iyQb0HvD77OGn71l5H3G+izQPoBdG0QgiD9CgpqCIL0KyioIQjSrxBsvPrQlagIgiBfiAwAN3b0oRu8IZ1i630TfXwIgrP1vomGnwiC9CsoqCEI0q+goIYgSL+CghqCIP1KVwa1Sg5f5Xa1wYOayk5maUMQBOkqnQ5qEUWcbc8bhIat6PKmvHpeWhV3cXIHOXQRBEG6SeeCmkc6yzGxzier4WQ+u/VWc1myHoMEABFFnIgiUbPVIQiCdCFRg1olh++YWHcgtxF/2HofJoVw0rD5joPr0kW9W7mDg4O+vr7QTbKysjt27ACAP//8sxdvfJafn798+XJlZWVxcfEhQ4ZMnz799u3brRuJfAucnZ0JBMLLly8B4NmzZwRhiouLAYDL5W7dulVJSUlcXFxPT+/GDbTKvYeIFNTy6nkWcbVCO1959TyDBzV4CNNnkLZqUrFyob25Ttm3b5+NTVeuLJWTk8vLy+vUIUlJSQYGBrdv316zZs2lS5d27drFZrOtra337dvXupGfUT/yFYmMjLx06RL+UEVFJeq/Fi9erKysPGDAAADYtm2bn5/funXrbt++raOj4+Dg8M8///Re278lNl43+O1KrWxiXquESx8E/23NZGFbt2aysJL9OQ1Yyes6Llaif7+6/Zox9vb2enp67e8TEBBAIpFEqU0oHo/H4XDy8/MB4PXr16IfyGazVVVVtbW1KyoqBGtbunQphUJpUdVn1P/lOvz4kK5SV1enoqKycuVKAMjJyWm9Q2lpqYyMTHh4OJ/PZ7FYNBrN29sb28Tj8UaNGjV79uwebfE3ycbrRgc9tZP57PZnM12HN6fnwEemynTiIiUxAEir4ubV874k4AqO7IhEYmJioqGhIZVKVVVVDQ4OxncLCQnR1dUVFxeXl5d3d3dnfczT5eTkNHfu3G3btklKSvr6+g4fPhwAVFRUHBwcJk+ePG3aNMHncnJyMjY2btGAa9euvXr1at++fTIyn9LiEgiEffv2paSkKCsr442Mjo7+jPqRr4iPj4+cnNyyZcva2WHUqFFOTk4AkJuby2KxpkxpTi5HIBCcnJzu3bvXQ239trUMaifz2TLXqwiXK7F/i1M6mMdUphNbjzfNZZvPf0WXCUv18VkIBIK7u/vmzZvj4+PHjRu3aNGiZ8+eAUB4eLiLi4uNjU16evrJkycjIiLwXzsxMbFnz56lpaVFRkYuXbo0LCwMAFJSUs6cObNs2bL79++/e9ecA7Suri4yMtLV1bXFk8bGxtJotKlTp7YoZzAYOjo6giWTJk36jPqRr0V6enpAQMCRI0eIROH9gLy8vKNHj+7atQt7yGazAYBC+XTbdHl5+crKyoqKih5o7TeuVVB7w+7sKjMPtea0Q9HlzSFMn9mc4OMLe2qC2Gy2p6eng4ODkZHRiRMnqFRqSEgIAOzevdvExMTX11dDQ2P69Om+vr4hISFv374FADKZnJOTc/z4cVNT0yFDhkhLSwOAjIyMlJTU999/LyUlde7cOazyGzdu8Pn8uXPntnjS4uJiBQUFEqmDfCUAQKFQPqN+5KvA4/GWL1/u7u6uq6vb1j579+6dMGGCiYkJ9lBVVZVIJAqeRMvMzASAmpqa7m4t0gWLb5kUAraSAw9h+oyuD2oAYGZmhv1Ao9E0NDSeP3/O5XJTUlIsLS3xfczNzfl8/uPHj7GHampqgiNHHI1Gc3FxOXPmDPYwPDzc0dGRwWC02I1CoXC53M9oqoj1I1+FoKCg4uJiHx+ftnaora09deqUm5sbXsJgMJydnX19fePj49ls9rlz5y5evAgA30j2st7VNVcUMNtIp9a1QW2AQNZhCQmJuro6FovV1NT0xx9/UD8aMWIEAJSUlGC7CY1oGDc3t/T09PT09IaGhps3by5evLj1PsOGDSsoKGhoaPiM1opSP9L3FRUVeXl5BQUF0en0tva5fv06m812dHQULPT391dTUzM1NRUXFw8MDFy3bh2RSBw4cGD3N/lb173XfrYV7D5PdXU1/nNlZaWkpCSdTqdQKB4eHmkCsrKyRBnoGRgYGBgYhIWFRUZGysjICHb3cJaWlhwOJyIiokU5i8Xy9vYuLy//wvqRvu/OnTtVVVV2dnZkMplMJhsZGQGApqbmrFmzBPcxNjaWlPxP2ho5Obn4+PiCgoLCwsKEhITa2lp1dXUqFeUe7HZd0xmOKW8CgRCGn5XDx6FdIjEx0draGgBqa2tzc3OdnJyIRKKhoWF+fr6mpia2D5vNLiwsbKeDxud/OmPo5ua2f//+V69e/fDDD0JPAFtYWIwePXrDhg0mJiYKCgp4DWvXrg0ODl68eLGsrOyX1I/0ffb29hkZGfjD7Ozs2bNnX7t2bdSoUXhhVFQUNukpKDQ0VE1NDQuCHA7n7Nmzzs7OPdPmb1zLoKZMJ8Z0sgohk54fZwxE7KnV1NRERkYKlowePXrYsGH4Qz6fTyaTd+7cKSEhMWTIEGwF7Lx58wBgw4YN33//vZ+fn5OTU11d3a5du+Lj47Ozs1v82YSPQ9EbN26Ym5tjc5cuLi7r16/Py8vDTuK2RiaTg4ODp06dOmbMGOw8cVlZ2enTpxMTE0+cOIENdb+kfqTvYzKZTCYTf9jU1AQA6urqSkpKWAmPxysoKFBTU2txYHh4+JMnTwICAgYNGrRv3z4Wi/Xzzz/3VKu/aS2D2klDOr70DAB8shpiyjtYluGT1QAADPKnNWv4Sg6HoUIygbf26tWr6dOnC5acOHFCcAEEh8ORlpbetWvX6tWrMzMzFRQUQkJCsN6Zk5NTcHCwr6/vli1bJCUlTU1No6OjW0c0ADAyMpo+ffqvv/5qZmZ269YtAGAwGBYWFlVVVa1/I3G6urrJycl79uw5derU27dvBwwYMHHixIcPH2J/gb+8fuRrV1payuVyW88CHT169Kefflq8eHFDQ8OkSZOioqLk5OR6pYXfGoKN1432b3Lvkc7CF9bitmpSfbSoABBd3mQRVytYgt2AqJLDH04j5llLd1vLu0BZWZmqquqRI0ewTt9XVz+gHAUI8l8i5Sjw16WdGNPmvI+5LHmRktgiJTEsogFAxDsOdk5NsMfX15SXlz958sTR0VFVVXXOnDlfXf0IgrRFpLPXrsPFUqdIMdqYVDhpSMdvzlHJ4a/LYAEAg/xpUW4fdPbsWVNTUxKJdOXKFVHW1va1+hEEaYuoU3L6DFKapbReR7OZrsn1WDfNQ43ates5utbatWsbGxtjYmKw6ze/uvoRBGlLJ9YZKNOJ0aaS9kMoDLLwGYC8et6VIg4A6DFI+GgUQRCkJ3VunRqTQoiYINHWVmU60UyWnFfHa2cfBEGQbtXFV6JFmwpZS4EgCNJj0DJ3BEH6FRTUEATpV1BQQxCkXyHYeKEkNwiC9B9kAEDX2Xy90GVSCCJIpMukEARBviIoqCEI0q+goIYgSL+CghqCIP1KVwY17E5q7Sc/RhAE6VadDmoRRZxtzxuEhq3o8qa8el5aFXdxcgcpkBEEQbpJ54KaRzrLMbHOJ6sBz0sgyFyWjN2bKKKIE1HE6ZoGIgiCdIaoQa2Sw3dMrMPv6y20p8akEPC7Ra5LZ4lYs4ODA0HAoEGDLC0t4+LiRDwcQXqSs7MzgUB4+fIlADx79owgTHFxMbZzWlqamZkZnU4fOnToL7/8giVtQbqbSHfpyKvnOSbWpVUJyVWObTKXJe/XpQGAPoO0VZO67XlDXj3vZD5bxDt6jxgx4tixY9jPRUVFR48eNTc3v3fvnoWFhcgv5Ev9+++/tra2eXl5PfaMyFcnMjLy0qVL+EMVFZWoqCjBHU6fPh0VFYVl3X7z5s2UKVPs7Ox27dr1+vXr1atXi4mJ7dq1q6cb/e3pOKilVXEt4mrbOvd/Mp+dVsVNq+IOpxOx+3e7Dhfb9rwBAA7kNooY1CQlJc3NzfGHTk5OampqBw4c6Mmglpyc3GPPhXyN6uvrV61a5ebmFhQUhJVISEgI/t6WlZVFREQcO3ZMTEwMAPz8/BQVFU+dOkUgECZOnCgvL89mCzlpg3S5DoafJ/PZ7c9m4mELH5kq04mLlMQAIK2Km1fP+4w2iYuLjx49+s2bN9jD0tLShQsXysrKUqnUcePGPXjwACsPCgqSk5NLSUkZP348nU5XUVE5ceJE+5u2bNnCYDBYrE9D44MHD9JoNE9Pz0WLFuXn5xMIBH9/fwAoLCx0dnYeMGAA1pizZ88CQHZ2NoFAwIfGoaGhBAIB/xXHtiYlJTk7O8+ZM+fs2bPq6uo0Gs3Q0PDJkyef8T4gfYqPj4+cnNyyZcva2WHUqFF4VuOIiIj58+cTCM03tbeysrKxQRe09YSWQe1kPlvmehXhciX2b3FKB/OYynTiVk0qAGDjTazwU1bjss88ifD69eshQ4YAAJfLtba2fvToUVhYWGpq6vjx46dPn/7s2TMAoFAo1dXV3t7ep0+frqqqWrBgwfLly9++fdvOpiVLltTU1Fy9ehV/oosXLzo4OGzZsmXNmjWKioplZWUrVqxgs9lTp07NzMy8fPlyenq6o6PjggULrl27pqGhoaiomJCQgB0bExOjqKiIx7jY2FgZGRlDQ0MKhZKYmHjv3r1Hjx4VFxfLysouXrz4894HpI9IT08PCAg4cuQIkSi8H5CXl3f06FF8dFlRUfHu3TtZWdn58+fLysoOGzZsw4YNHA6aPesJrYLaG3ZnV5nhWaPwxOz6zOb8LKL31Jo+evv27YYNG54/f44Fgjt37qSmph45csTS0lJLS+vAgQMqKioBAQHYUY2NjRs3btTQ0KBQKMuXL+dwOE+fPm1nk7KyspWV1ZkzZ7B9iouLExISFi9eTKfTaTQakUjE+oO3bt16/vz54cOHzczMNDQ0tm/fbmhoiD2ppaVlfHw8dnhMTMzy5csFg5qlpSX2S19ZWfnnn3/KysoyGIyFCxdmZmbW16NlLl8rHo+3fPlyd3d3XV3dtvbZu3fvhAkTTExMsIdlZWUA4OPjY2BgEBkZ6enp+eeff27ZsqWHWvxt64LFt0wKAVvJgYcwfUbngtrTp08pHykoKPz999+HDx+ePXs2ACQlJZHJ5MmTJzc3l0g0NTV99OgRfqy+vn5zM5hMAPjw4UP7m5YtW3b79u3S0lIAuHz58tChQ62srFq0Jzk5mUQiTZgwAS8ZN25cWloaAFhaWj58+JDP55eWlubk5KxYseL9+/fY9EJcXNzUqVOx/dXV1SUkJNpqGPJ1CQoKKi4u9vHxaWuH2traU6dOubm54SVYp2zGjBnr1683MjJyd3f38PDw9/dHnbUe0DU5CtrKhidiUBs5ciR20goABg4cOHz4cLyTX11d3dTUJCn5KfVBU1PTwIED8Yc0Gk2wKj6f3/4mBwcHJpMZGhq6Zs2aixcv/vDDD60HFNXV1QwGQ7BcRkamuroaAKysrD58+JCZmZmZmamrqztw4MCxY8fGxcWRSKT8/Hw8qLV46hYNQ74iRUVFXl5eoaGhdHqbKb2vX7/OZrMdHR3xEikpKQAwMDDAS0xNTX19ffPy8tTV1bu1wUgXJ15pQcTUnzQazcjISOgmBoNBpVJTU1MFC78kPbCYmNjChQvDwsJcXFxiY2MPHTok9Emrqqr4fD5+lreiooLBYADA4MGDtbW1ExIS0tPTsf7jpEmT4uPjCQTCiBEjVFRUPrthSN90586dqqoqOzs7wUJNTU17e/vw8HB8H2NjY8E/vQoKCjQaDRuEYrhcLgCIi/fdDN/9Rtdc+xlT3gQCIQw/K6ffUfLjDo0bN66hoYHH42l+RKPRFBQUvqRONze3R48eHThwYPz48YJ/NvHOlJGREZfLffz4Mb7p4cOHY8eOxX62srJKSEiIjo42NTUFABMTk/j4eMGxJ9Kf2NvbZ2RkpH0UFhYGANeuXdu/fz++T1RUlKGhoeBRJBJp6tSpgovaoqOjmUzmF/7qIqJoGdSU6Z0Oc0ImPT/OGHx5knYrKysDA4MFCxbExsbm5eWFhIQYGBgI7V6JTktLy9jY2M/Pz9XVFS+UkZEpLi6OjY19/fq1tbX1qFGjVq5cmZiYmJOT4+npmZGR8fPPP2N7WlpaPnjwICsrCwtqEydOzM7Ovn37Ngpq/RKTydQRMGLECABQV1dXUlLCduDxeAUFBWpqai0O9Pb2fvr06dKlSxMSEvz9/QMDAz09PduaPEW6UKvZT0N6lKkk/s9MtuPxqU9WAwAwyJ/WrOErOYQmcu8UEokUGRmpo6Pj5OSkqam5ffv2LVu2rFu37gurdXR0FBMTmzNnDl4yb948VVVVW1vbM2fOUCiU27dvjxw50traWkdH5+7du5cvX54yZQq2p7m5eXFxsYaGxqBBgwCAyWRqa2sXFBT05FJhpO8oLS3lcrnY2QlBY8eOvXbtWmpq6pQpU/bu3evp6blhw4ZeaeG3hmDjdaP9m9x7pLPwhbW4rZpUHy0qAESXN1nE1QqWYDcgquTwh9OIedbS3dbyz8fn8ydOnKirq3v48OHebsuXQjkKEESQrffNjjti/ro0fQaprVW45rJk7PoBLKIBQMQ7DnZOTcRrpHoSi8V6+fJlYGBgRkZGaGhobzcHQZCuJ9Lsp+twMX0myTy2pkrYBQL4nTkAoJLDX5fBAgAG+dOi3L4jMzNz0qRJSkpKERERw4cP7+3mIAjS9URd0qHPIKVZSjsk1j0Vdq8OnGtyPdZN81CjfvksQZczNDRsaGjo7VYgCNKNOjEXo0wnRptK2g+hMMjCZwDy6nlXijgAoMcg4aNRBEGQntS5xbdMCiFigkRbW5XpRDNZcl4dr519EARBulUXX1EQbSrZ8U4IgiDdBi0FRBCkX0FBDUGQfgUFNQRB+hWCjdeN3m4DgiBIlyEDALrO5uuFLpNCEEG23jfR8BNBkH4FBTUEQfoVFNQQBOlXUFBDEKRf6cqght1Jrf3kxwiCIN2q00Etooiz7XmD0LAVXd6UV89Lq+IuTkY5LhEE6R2dC2oe6SzHxDqfrAY8L4Egc1kylgA0oogTUYTyGyII0gtEDWqVHL5jYh1+X2+hPTUmhYDfMHJdOkvEmh0cHAgEwt69e1uUl5eXUygUAoHQ1CTs1pQCZs+e3TohsaBnz54RCAQss7rgzrKysjt27BCxnQgCAM7OzgQC4eXLl3hJWlqamZkZnU4fOnToL7/8IvjryuVyvb29iUSiv79/L7T1WyVSUMur51nE1QrtfOXV8wwe1OAhTJ9B2qpJxcqF9uaEotPp586da1F44cIFCuVL87Zghg0bFhQU1DrfD4J0SmRkpGDWOwB48+bNlClThg8ffu/evT179hw/fnzz5s3YpqKiIktLy0uXLn1JmlrkM3Qc1NKquAYPatLauOHtyXx2WhXXP7fR/2VzJw5PTdA6XUtbTExMUlNTnz9/LlgYGho6YcIEEWton4yMzIoVKwYPHtwltSHfpvr6+lWrVrm5uQkW+vn5KSoqnjp1auLEifPnz79w4QKWOBEAzp49O2jQoCdPnqCg1sM6CGon89ntz2a2DmHKdCKWiiWtiptXzxOlEYMHD9bT0xPsrL19+7Z1euCQkBBdXV1xcXF5eXl3d3cW6z8j3JqaGhqN5uvri5ew2Wwmk7lp0ybB4WdbkpOTLS0tJSQkpKWl7e3tX79+LUrLkW+Hj4+PnJzcsmXLBAsjIiLmz59PIDTfud7KysrGpvmqtblz5164cEEwbTvSM1rl/cxny1yvIlyuxP61lUQKp0wnth5vfspqXNbB6TAMl8udM2dOSEgIXhIWFqajoyOYPj08PNzFxcXGxiY9Pf3kyZMREREtfr2kpKRsbGwuX76Ml9y7d6+qqmrevHkdNiA/P9/CwkJMTCwhIeHBgweVlZVWVlYomwGCS09PDwgIOHLkiGA24oqKinfv3snKys6fP19WVnbYsGEbNmzgcJrP0qBk7L2lVVB7w+7sKjM8axSemF2f2dzfFrGnBgAuLi4vX75MSkrCHoaGhrYIRrt37zYxMfH19dXQ0Jg+fbqvr29ISMjbt28F93F2dk5KSsILL168qKOjM3r06A6f/a+//gKAkJAQfX19IyOj4ODgvLw8wfiIfMt4PN7y5cvd3d11dXUFy8vKygDAx8fHwMAgMjLS09Pzzz//3LJlSy81E2nWBYtvmRQCtpIDD2H6jE4HNWVl5YkTJ2Ij0Nzc3H/++Wfu3Ln4Vi6Xm5KSYmlpiZeYm5vz+fzHjx8LVmJnZ0en0yMiIgCgqanp6tWrLi4uojx7UlLSmDFjmEwm9lBRUVFVVfXRo0ciNh7p34KCgoqLi318fFqUY52yGTNmrF+/3sjIyN3d3cPDw9/fH++sIb2ia64oaCsbnuhBDQBcXFzCwsJ4PF5oaOj48eNVVFTwTSwWq6mp6Y8//qB+NGLECAAoKSkRrIFOp9vZ2WHzU1FRUe/fvxdl7AkA1dXVcXFxVAG5ubktKke+TUVFRV5eXkFBQXQ6vcUmKSkpADAwMMBLTE1NGxoa8vLyerKFSAtdnHilhU6l/pwzZ46Hh0d8fHxoaGiLOSY6nU6hUNauXbt06VLBcnl5+RaVODs7z5kzp6KiIjw83NjYWFlZWZSnZjAYJiYmhw8fFizEfmWRb9ydO3eqqqrs7OwECzU1Ne3t7c+fP0+j0bBBKIbL5QKAuHifS+P9TemaoBZT3gQCIQw/K4ePQ0UxaNCgqVOnHj58ODMzc86cOYKbiESioaFhfn6+pqYmVsJmswsLC2VkZFpUMn36dBqNdvv27atXr27atEnEpx43btyZM2dGjBiBr4x78eLFkCFDRG880l/Z29tnZGTgD7Ozs2fPnn3t2rVRo0aRSKSpU6deunRp48aN2Nbo6Ggmk4mmCHpXy+GnMr3TA1Ihk54fZww6m6QdG4FaWFi0XlO2YcOG8PBwPz+/nJyctLS0hQsXmpqa1tbWttiNSqXa29vv3r27tLS0RWRsx4oVK6qrq11dXdPT03Nycnbs2KGtrZ2SktKpxiP9EpPJ1BGAnfdQV1dXUlICAG9v76dPny5dujQhIcHf3z8wMNDT0xObIU1JSYmOjo6OjubxeC9fvsR+RlPqPaDV7KchPcpUEv9nJttxV84nqwEAGORPa9bwlRxCE7m3w8HBQVxcXHCKAOfk5BQcHHzu3DkdHR1LS8vGxsbo6Gihi4CcnZ3T0tKsrKzk5OREfN7hw4dHRUWVlJQYGxsbGBjcvHnz+vXrRkZGnWo88g0aO3bstWvXUlNTp0yZsnfvXk9Pzw0bNmCbVq1aZWFhYWFhweFwAgMDsZ+Li4t7t8HfAoKN1432b3Lvkc5qfW3AVk2qjxYVAKLLmyziagVLsBsQVXL4w2nEPGvpbms5AoByFCDIf9l63+y4I+avS9NnkNpahWsuS8auH8AiGgBEvONg59TwjhuCIEiPEWmiwHW4mD6TZB5bUyXsAgH8zhwAUMnhr8tgAQCD/GlRLoIgSI8RdVpAn0FKs5TW62g20zW5HuumeahROztLgCAI8uU6MdepTCdGm0raD6EwyMJnAPLqeVeKOACgxyDho1EEQZCe1Ll1akwKIWKCRFtblelEM1lyXh2vnX0QBEG6VRdfURBtim60giBIb0Ip8hAE6VdQUEMQpF9BQQ1BkH6FYON1o7fbgCAI0mXIAICus/l6ocukEESQrfdNNPxEEKRfQUENQZB+BQU1BEH6FRTUEATpV7oyqGF3Ums/+TGCIEi36nRQiyjibHveIDRsRZc35dXz0qq4i5M7SIGMIAjSTToX1DzSWY6JdT5ZDXheAkHmsmTs3kQRRZyIIpT6EEGQXiBqUKvk8B0T6/D7egvtqTEpBPyGkevSWSLW7ODgQCAQLly4IFhYXFxMIBCio6NFrEREaWlpBAIBy3YsyMrKytzcvKueZfbs2VZWVl1VG9KnODs7EwiEly9ftihnsViqqqqCeaS4XO6+ffs0NDTodLqGhsbu3buxBHpIdxMpqOXV8yziaoV2vvLqeQYPavAQps8gbdWkYuVCe3NCkUikDRs2sFiixkEE6RWRkZFYquzWfHx8CgoKBEu2bt3q5eXl5uYWGRn5ww8/bNy4cf/+/T3SzG9dx0EtrYpr8KAmrUr4H5mT+ey0Kq5/bqP/y+ZOHJ6aoHW6lrbMmDGjsrJyz549Iu7fvzU1NfH5aKalz6mvr1+1alWLNNuYjIyMgIAAV1dXvKSpqSkgIODnn39ev3795MmTvby8Zs2aFRIS0nPN/YZ1ENRO5rPbn81sHcKU6UQsFUtaFTevnidKIxgMxubNm/38/AoLC4XukJycbGlpKSEhIS0tbW9v//r1awA4fPgwjUZjs5v7gytWrCAQCFlZWdjDw4cPMxiMpiZhWRXaVVZWtnDhwiFDhlCp1JEjRx48eBDfJC8vf+DAgVWrVjEYjAEDBmzcuPH9+/eOjo4SEhJKSkqnT5/G9yQSicePH1dRUaFSqWPHjsVTiNrZ2Qnm+g4ODiYQCFj20gEDBhw8eNDOzo5Go1VVVXE4HHd394EDB0pLSy9ZsuTKlSsEAqGoqKizLwfpKj4+PnJycsuWLWtRzuPxfvzxx9WrV48aNQovJBKJycnJeLo8AFBUVBTM5Y50n1Z5P/PZMterCJcrsX9tJZHCKdOJrcebn7Ial4kUU7hc7po1axQUFH799dfWW/Pz8y0sLMTExBISEh48eFBZWWllZdXQ0ID9j8eLmJgYRUXFuLg47GFsbKyFhQWZLOQumHV1dZX/JRj7Fi1alJSUdP78+fT0dC8vr19++QU/B0ehUPbv3z958uSSkhIvLy9fX19bW9vVq1eXl5fPmTNnxYoVlZWV2J5ZWVnBwcEnT568fft2Y2Ojvb09HnzbIiYmduzYMX19/djYWElJyZ07dx45csTPzy8lJUVFRWX9+vVYA0R5P5Eul56eHhAQcOTIESxRsaBDhw4VFxf7+PgIFhKJRDU1NRkZGexhU1PT3bt3TUxMeqa137hWQe0Nu7OrzPCsUXhidn1mc34WEXtqfD6fQqHs27cvJCQkISGhxda//voLAEJCQvT19Y2MjIKDg/Py8i5fvjxixAhlZeX4+HgAKC0tzc3NXbJkCR7U4uLipk6dKvTpFixYIPNfMTEx+NYTJ07ExsaampqOHDly0aJFenp6d+7cwbdqa2vPnTuXSqUuXboUAMaMGWNpaUmj0VxdXVksVnZ2NrZbcXFxSEiImZmZmZlZQEBAYWGh4FMIRSaTqVTqjh07jI2NyWTymTNnnJycli1bpqamtnnzZjU1NVHeSaQ78Hi85cuXu7u76+rqtthUVFS0adOmwMBAOp0u9FjMxo0bc3Nzt27d2p3NRJp1weJbJoWAreTAQ5g+o3NBDWNnZ2dtbb1mzRoe7z9HJSUljRkzhslkYg8VFRVVVVUfPXoEAJaWllgQjI6O1tfXt7S0xIJaXl5eQUFBW0Ht999/j/qvMWPG4FvLy8sXLVrEZDIJBAKBQEhOTq6oqMC3amtrN79qJrP1Q7ynpqGhIS8vj/1sYGAAAM+fP+/wHRg7diz2A5vNfvXqlaGhIb7JxgbdiqPXBAUFte6LYdasWTNt2rT2Px1PT8+DBw+GhoZqaGh0VxMRAV2To6CtbHidCmoA8L///U9XV/fEiRO2trZ4YXV1dWpqKpX6KT0Vm80uKSkBACsrqzVr1gBATEyMqanpuHHjioqKCgoKYmNjlZSURo4cKfRZdHR0WizgkJGRwUagDQ0NM2fOVFBQSExMVFNTI5PJLYYMgs1o/RA/wT9w4EC8UEJCAgDq6uo6fPn4aKWuro7P5+NxHAAGDRrU4eFIdygqKvLy8goNDW3dF7t58+b9+/f//fffto7FunhhYWE3btxAq3x6TBcnXmmhs6k/tbS0Vq1a5eXlJRh0GAyGiYnJ4cOHBfeUkpICgClTppSXl7948SImJuaPP/4QFxc3NDSMj4+PjY1tq5vWvvT09FevXp09e1ZTUxMrKS4uFlx8JKKqqir8Z6z7JikpCQAEAkFwZrOtVSw0Gg0Aampq8JL37993tg1Il7hz505VVZXg9A4AaGpq2tvbS0tLV1ZWKioqYoV8Pp/H45HJ5P/973/Y31p3d/fLly9HR0cLDgWQ7tY1QS2mvAkEQhh+Vk6/o+THrfn4+Jw9e3bfvn14ybhx486cOTNixAj8NPmLFy+GDBkCAHJycqNHj46IiMjKysK6VCYmJvHx8XFxcdu3b/+MF4LFESxiAkBCQkJubq7gMFBE2dnZlZWVWFcrLS0NALCpMSaTmZ+fj++Wmpoq9HAqlaqgoJCeno6X3Lp1q7NtQLqEvb19RkYG/jA7O3v27NnXrl0bNWoUiUT65Zdf8E3Y1NC9e/ewX87Tp08fP348Li4ORbQe1jKoKdOJHZzQbkXIpOfHGYPPSNIuIyOzfft2Dw8PvGTFihWBgYGurq6//fYbjUYLCwvz8fFJTEw0MjICAEtLy8DAQC0tLWzEZ2Jisnbt2jdv3lhaWnb2qQFAT0+PTqcfOHDAx8cnLS1tx44dtra22dnZJSUl+DmyDmEjx6VLl27btq2pqcnT01NZWRmLuUZGRuHh4SkpKbq6urdu3Xrw4EFblXz//feHDh367rvvjI2Nz549m5eX9xkvB/lyTCZT8DwAdppCXV1dSUkJAIYNG4ZvGjx4MJlM1tHRAQAWi+Xl5TVjxoza2lrBC2MmTpwoJibWU23/RrWa/TSkR5lK4v/MZDvuyvlkNQAAg/xpzRq+kkNoIvcOLV++HB/9AcDw4cOjoqJKSkqMjY0NDAxu3rx5/fp1LKIBgJWV1Zs3byZPnow9nDRpUn5+vp6enqys7Gc8taysLPbHVk1Nbffu3cePH3d3d8/Pzxc8x9chDoczceLEadOm2drajh8/nkQiXb16Fetmurm5YRdRycrKXrhwYefOnfDxe9LC77//js1+jhkzprS09LfffgMAcXHxz3hRSM/Lzs4uLCy8cOGCxX8JTjoh3YRg43Wj/Zvce6SzWl8bsFWT6qNFBYDo8iaLuFrBEuwGRJUc/nAaMc9autta3s9xOJzKykp8fmDHjh0HDhxovXoT5ShAEEEi5Sjw16WdGNPmGhxzWfIiJbFFSmJYRAOAiHcc7Jwa3nFDPoOvr6+qquqFCxdyc3MvX7584MCBxYsX93ajEOQrINJEgetwMX0myTy2pkrYBQL4nTkAoJLDX5fBAgAG+dOiXOQzbNy4kcVirV+/vqSkREFBYfny5d7e3r3dKAT5Cog6+6nPIKVZSjsk1j1t48p2jGtyPdZN81CjfsYsAYIjk8k7d+7ETrohCCK6TlxRoEwnRptK2g+hMMjCZwDy6nlXijgAoMcg4aNRBEGQntS5dWpMCiFigkRbW5XpRDNZcl4dr519EARBulUXX1EQbSrZtRUiCIJ0CkqRhyBIv4KCGoIg/QoKagiC9CsEG68bvd0GBEGQLvN/bh245EXWUacAAAAASUVORK5CYII="
<image>A real estate agent looked into how many houses were sold in different cities. Where were the fewest houses sold?
New Hamburg
546
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New Hamburg
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"
<image>Look at the following schedule. How long does it take to get from the football stadium to the civic center?
2 hours and 30 minutes
547
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2 hours and 30 minutes
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"
<image>Ernest has $87.50. Does he have enough to buy a basketball ticket and a football ticket?
yes
548
null
yes
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"
<image>Sue kept a log of how many minutes she spent practicing ice hockey over the past 5 days. How many more minutes did Sue practice on Sunday than on Friday?
136
549
null
136
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"
<image>Wanda has $11.50. Does she have enough to buy steamed broccoli and pasta with meat sauce?
no
550
null
no
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"
<image>The art club examined how many cookies each student baked for the bake sale. What is the median of the numbers?
93
551
null
93
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"
<image>Each shopping bag has 5 pairs of jeans. How many pairs of jeans are in 5 shopping bags?
25
552
null
25
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"
<image>How much more does a piece of elegant stationery cost than a white note card?
0.27
553
null
0.27
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QuJCds9TceLJzARlnbv5VPMUbHgQAcCE7B44jIBAIGtBHQCAQNKCPgEAgaEAfAYFA0IA+AgKBoAF9BAQCQQP6CAgEgsbIPuLmzZv29vZz584lEolGRka7d+/u7f33sPDKykpra2sdHW4RnRcvXri7u+vp6enr67u5uVVV/asHTyaT3d3d582bp62tvXXr1vb29vEqzOTy6tUrX19fK0vLRVZWW3x8Xrz49+Ty+vp6X19fczMzi4ULA3ft6ujoGDaFvr6+/fv3Wy9ZYmJsvMHNrby8fDSmUSYOGT0MBuPIkSNmZmZqamrLly+/ffv2u2JmZGQsX75cU1PTzMxs7969b968YZvy8/Pt7e01NDSMjIwOHDhAp9NHY5qCjOAjysrKvLy8rK2tw8LCtLS0QkJCcnNz9+7di1jT09NXrVqFw3Efstza2rpu3ToKhRITExMVFdXe3u7q6kqhUAAAAwMD69ev7+npOX78+LFjx2pqajw8PFis4c+D5SHa2to2enj09vb+sn9/aGhoR0eHj7c3u8ibPD0pFMrhI0ciDxyoq6vb5uc3bJFDgoPv3rmzKzAwITFRWlrae/PmlpYWdNPoE4eMnpiYmMTERHd395SUFDU1NU9Pz9LS0qHRLl68GBAQ4OLicuPGjSNHjhQVFW3evBkxVVRUIC/Cs2fP7t69OzU19eDBgyOapiYjnFV369YtFRUVPz+/0tJSfn7+5cuX9/X1JSQkDAwMCAgIREdHx8fHV1RUJCT8R87s4sWLVCo1OTl52rRpAAAFBQVbW9vi4mIbG5usrKzW1tasrKyZM2cCAOTk5GxsbPLz8y0tLSeukB+BK1eu9PX1xcTEIEWWk5d3dHB48vix1aJF2dnZ7e3tv585M2PGDACArKzsqm++KSwsNDMz40yBTCbn5ORER0dbLVoEANDS0rJfsSItLc3X1xfFNMrEIaOHRqMdP37c09PT3d0dAGBsbFxRUZGYmBgfH88V89KlS+bm5s7OzgAABQUFb2/vnTt3tra2SklJJSUlqaur79+/HwBgYGDQ19f3888/b9myZdq0aSimj17WUTHCOILBYHR1dTEY/2qQOTg45ObmCggIAAAyMzMXLVo09C4nJ6fs7Gx2mWVlZQEAyDCsoKBAX18fcRAAABUVFQUFhfz8/HEoyqTi4OBwPi2NXWRpaWkAQGdXFwDg4YMH2jo6SB8GABCJRHl5+aLCQq4UHjx4QCAQTP/p2wQCwcTEBImGYhpl4pDRQyKRaDQa28liMJgvvvjir7/+GjYy5yCaj48PAIAM4goKCqytrdmmJUuW0Gi0Bw8eoJumJiP4CBsbm7a2Nm9v7+rqYVSPkc4/FDExMWVlZfbl3bt3AQCGhoYAgNraWgUFBc7ICgoKtbW175ntKYeoqKiSkhL7EmlSenp6AAASiSQv9x/pSnl5eRKZzJUCmUSSkpJC2hk7GplMRjeNMnHI6BkcHAQA4PH/DrElJCR6enq6urq4Yjo5ORUUFNy+fZvJZLa2tp4+fdrKykpaWppKpba1tXG2c1lZWQKBUFtbi2Ka2FJ9ACP4CF1d3bi4uKdPn/r7+z9//tzf37+oqOi9fqChoSEoKGjNmjWI16BQKFxjKhERkZ6eYVSFeZemxsaI/ftXrlyJeI3e3l4RERHOCMLCwshSBSfDRqNSqUwm831NQxOHjB4FBQUMBlNWVsYOQZafqVQqV8xly5bt2bNn48aNampqxsbGOBwuNjYWAIA8f652Liws3NPTg2KamNKMAyN/17CzsysoKIiIiBAQECgqKnJycoqMjBxl6jU1NatXr9bQ0AgNDf2wfPIMdXV133//vaqqauDu3ZOdF8hYmDZt2ldffZWQkPDw4cO3b9/++eef165dA/+dViDk5OREREQEBgZevnz55MmTvb29vr6+n96C8aj2R+DxeE1NTWVl5by8vC1btiQmJr569WrEu8rKylavXq2trX3y5El+fn4kUExMjMtl9vT0iIl9kMb01OH58+ffb9igqal5NC6OXWRRUVGuFzuFQhEVFeW6d9hoIiIiWCz2fU1DE4e8F0FBQYqKimvWrFFXV09JSXF3d8dgMOLi4lzRwsPDV61atXHjRk1NzUWLFh06dCgvL+/+/fvI8+ds5ywWq7e3V0xMDMX0UUo2FtB8BIvFKi8vb2pq+jc2Fuvj44PBYCoqKtDTrampcXFxsbGxSUhIYPcWAICysjLX1Ku2tnbOnDljyvzUoq6ubrOXl5WVVdShQ5xFVlRSIv93gYBMJisTiVy3KyoptbS00Gj/Cr2SyGQikTiiaTSJQ94LCQmJjIyMgoKCwsLCzMxMKpVKJBI56xQAwGAwyGQyZ9NFppZ1dXVCQkIyMjKc7fz169d0On3OnDkopgkv1VgZYRzh4eFx4sQJzpDu7m4WiyUhIYFy1+Dg4MaNG83NzSMiIrDY//yEpaVlSUlJa2srcllSUtLU1DTsxxHeYnBwcPu2bcbGxkE//cRVZDNT0/Ly8ra2NuSyvLy8ubnZ3NycKwVjY2Mmk3nv3j3ksr+//6/795FoKKZRJg55Ly5fvlxaWiorKysjIzM4OPjnn3/a2nIfh4PD4WRkZF6+fMkOQXq+vLw8AMDS0jI3N5c977h27ZqQkJCRkRG6aWqCtj8Cg8Fs2rQpLCxMXFxcWlq6v78/Ly8vJiZGTU3NwMCgq6ursrISAEAmk+l0OrKWKSkpqaKikpqaSiKRAgMDi4uL2alJSUkpKyvb2dkdO3bMy8trx44dNBotPDzczMzM2Jjnj5nKuHDh9evXfn5+jx8/ZgdKSEgoKSkttbVNTk7euWOHt48PjUY7cviwkZHRfENDAEB5efmByMiAXbu0tLRmzZplb29/IDKSxWJJzJx56vRpHA63Zu1aAACKCSVxyJi5du1aSUlJcHDwzJkzT5w4MTAwgOyVAACcPXv2woULGRkZOBzOxcUlJiZGS0vL3Ny8o6MjLCxMRUUF+Wi6adOmL7/8MiAgwMnJ6eXLl7GxsV5eXoKCguimqcnIZ9WdPXs2JSWlrq6ORqNJSUmZmpoGBgbKyMjk5eW5ublxRXZwcIiKivL09Lx58yaXydnZOTw8HADQ2NgYHBx8//59PB5va2u7b98+9MkYT5xVt3379rt37nAFOjo67v3xRwBAU1PTgQMHiouKcHj84sWLd+7cicxLi4qKNnt5JR0/jrxGaDRabGzstezsvr4+bW3tXYGB7CEoiuldiU9xpvJZdT09Pfv27cvLy6PRaIaGhj/99BP7aUdFRR07duzVq1dYLJbBYPz+++/nzp0jk8liYmImJiYBAQGzZv1fsri4uPiXX36prKwUFxdfv369j48Pe4CJYppqXMjOGe15lqWlpaGhoRkZGR8hW1zwhI8YMzt37PD09FRTV5/sjHxsprKPQGfRokXIlp/Pgfc4z1JaWnrNmjUTmpvPkI6Ojtf19XNUVSc7I5DRcvv27QULFkx2Lj4qI/x/DTbQR0wEM2fOTEtLm+xcQN6DJUuWLFmyZLJz8VGZorMgCAQyRYA+AgKBoAF9BAQCQQP6CAgEggb0ERAIBA3oIyAQCBrQR0AgEDQw6VdvTHYeIBDI1AUPAJjiW2I/7b3Yny28uxf7s+I99mJDIJDPE+gjIBAIGtBHQCAQNKCPgEAgaEAfAYFA0IA+AgKBoAF9BAQCQWNkH3Hz5k17e/u5c+cSiUQjI6Pdu3f39vYiphcvXri7u+vp6enr67u5uVVVVbHvQjGRyWREN1lbW3vr1q3t7e3jXqrJorq6+puVKy0sLLjC6XR6QkKC7dKlpiYm37m6Pn36dNjbu7u7w8PDv1i2zNzMbL2zM+cBmX19ffv377dessTE2HiDm1t5eTnbVF9f7+vra25mZrFwYeCuXR0dHRNRtM8BBoMRFRVFJBJ/++03zvCuri53d3cikfj8+fN33XvixAnif+EU9Tx58qSVlZW6urqNjc3Fixc5b0QxTRFG8BFlZWVeXl7W1tZhYWFaWlohISG5ubl79+4FALS2tq5bt45CocTExERFRbW3t7u6uiJ6MCimgYGB9evX9/T0HD9+/NixYzU1NR4eHp+GtFFWVpbbd98NVXMCAMRER2dcuLD9hx/iExKkpaW3btmCKCRzwmQyt2/ffj8/39fXNzomRkFR8YcffmAryoUEB9+9c2dXYGBCYqK0tLT35s0tLS0AgIGBgU2enhQK5fCRI5EHDtTV1W3z8/s0nudHprW1df369devX+eqwWfPntnZ2TU0NKDfTqVSZ82adY6DQ4cOIaYzZ8788ssvrq6u58+f//rrr3fu3Hn79u0RTVOHEc6qu3XrloqKip+fX2lpKT8///Lly/v6+hISEgYGBi5evEilUpOTkxHxQgUFBVtb2+LiYsQdvsuUlZXV2tqalZWFSIfLycnZ2Njk5+dbWlp+hNJOKEmJiQcOHqyurj558iRneGtr6/nz5/dHRNjY2AAANDU1/8zK4pRiR/j777+fPnlyLD4eOXxdX1//0cOHOTduaGtrk8nknJyc6Ohoq0WLAABaWlr2K1akpaX5+vpmZ2e3t7f/fuYMIh0uKyu76ptvCgsL2bLXkFGSlZU1Y8aM5ORkAwMDzvBjx445Ozubmpo6ODig3N7b2ysuLm5iYjLUFB8f/9133yGn7+vr61dXV8fFxSEH3qGYpg4jjCMYDEZXVxdng3ZwcMjNzRUQEHBycsrOzmarmyIa4sjrEcVUUFCgr6+POAgAgIqKioKCQn5+/jgXazI4eerUwoULh4bn5+cLCApaWVkhlwICAmvXrZOUlOSKpqqqmpGZyT5PFY/HS0hIdHZ1AQAePHhAIBBM/+n2BALBxMSkqLAQAPDwwQNtHR3EQQAAiESivLw8YoK8FytWrIiPjxcWFuYKDw0NRbTp0G/v7e0dei8AoKampqmpCXk9ICxZsuTp06cUCgXF9AHlGH9G8BE2NjZtbW3e3t7V1dVcJjExMUQKHAE5TdzQ0BDdVFtbyymsDgBQUFCYysLqo0dGRmbY8JcvX8rNmnXr1q3Vjo4WCxe6ffddaWnp0GgCAgIqKioEAgG5bGpqevXqlZ6eHgCATCJJSUnx8fGxI8vLyyMSfiQSSV5OjjMdeXl50n/V/SCjAXmTjT6cCyqVOqyODtK2Ods88jeJREIxvUe+J54RfISurm5cXNzTp0/9/f2fP3/u7++P6HFx0dDQEBQUtGbNGk7XMKyJQqFwCauLiIhMZWH1D6ers7OtrS3t/Pmd/v7R0dEEAsHH23voegQnb9++3bNnz+zZs+3t7QEAvb29IiIinBGEhYWpVCqTyRzWNNVeRJ8Dvb29nZ2d7u7uurq6RkZGW7dubWxsBAAgdcHZ5pH66unpQTF95MyjM/J3DTs7u4KCgoiICAEBgaKiIicnp8jISM4INTU1q1ev1tDQCA0N5boXxfT5MDg42NnZeTAqytjYeL6hYdShQwwGI/PdakZUKnXrli1NjY0xsbGcYwfIFKe1tdXc3Dw5OXnv3r3Pnj1bv359f3//ZGdqHBiVvgYej9fU1FRWVk5PTz9y5EhcXJyjo6OKigoAoKyszM3NzdDQMDY2lktYeViTmJgYl5vs6emZysLqH46wsLCkpCRbRRmZiNW8Y3rV2dm5dcuWvr6+kydPyv6jCicqKso1NKBQKCIiIlgsdlgTT2j5fWJwLlQbGhoqKSmtXLnyzp07SNvu6elhjxeQ9i8mJoYIwQ9r+siZRwdtHMFiscrLy5uamv6NjcUi6zcVFRUAgJqaGhcXFxsbm4SEBC4H8S6TsrIy1+pDbW3tVBZW/3AUFRURsXV2CIPB4Ptn3YGT/v7+rVu2sFis3zgcBABAUUmppaUFaVIIJDKZSCQiJvJ/Vx/IZLIykTj+xYC8D5qamgCA+vp6ZIrN2eZra2uxWKySkhKK6WNnF5UR5hoeHh4nTpzgDEGau4SExODg4MaNG83NzSMiIrgUTVFMlpaWJSUlra2tyGVJSUlTU9OiRYvGoShTFTNzcxqNxv528+bNm9raWlU1taExI/bv7+3tjU9ImD59Ome4sbExk8m8d+8ectnf3//X/fvm5uYAADNT0/Ly8ra2NsRUXl7e3NyMmCAfDTqdvnPnzkuXLrFDkG1yCgoKioqKioqKOTk5bNO1a9eMjIyEhYVRTB8z8yOCNtfAYDCbNm0KCwsTFxeXlpbu7+/Py8uLiYlRU1MzMDBITU0lkUiBgYHFxcXsW6SkpJSVlVFMdnZ2x44d8/Ly2rFjB41GCw8PNzMzMzbm+WOmuru7X7x4AQBoqK9n0OmPHj0CAMycOZNIJGpoaCxevDgkOHhXYOD06dMTExOFhIRWrlwJACgvLz8QGRmwa5eWllZ1VdXly5d9fHyQdBD4+fm1tbVnzZplb29/IDKSxWJJzJx56vRpHA63Zu1aAMBSW9vk5OSdO3Z4+/jQaLQjhw8bGRnNNzScnKfAy5SXlyMbiJlMZl1dHbI2r6urW1JSAgBAKqW0tLSnp4efn19fXx8AsGfPHgDAL7/8gsfjGQzG7t27u7u7tbS0amtrDx06pKqqiux08PX1DQgImD179oIFC3JycvLy8s6dO4f8KIpp6jCybvjZs2dTUlLq6upoNJqUlJSpqWlgYKCMjIynp+fNmze5Ijs7O4eHh6OYAACNjY3BwcH379/H4/G2trb79u1Dn4DxxFl1f/311xYfH67AFfb2yGItlUqNiY6+ceMGjUbT1tb29/dHhMKLioo2e3klHT9uZGSUmpoadfAgVwpKSkp/ZGUBAGg0Wmxs7LXs7L6+Pm1t7V2BgewJWlNT04EDB4qLinB4/OLFi3fu3MkT6xFT7ay6b7755tmzZ1yBubm5nPsXEOTk5O7fvw8AcHR0xGKx6enpAAAajRYdHX3lypW2tjYpKanFixdv376dPR5MTU1NSkpqbm4mEok//PDDsmXL2KmhmKYCF7JzRvYRCKWlpaGhoRnvXo2fOHjCR4yZnTt2eHp6Ii7js2Kq+YgxUFVVdfjw4aSkpMnOyATyHudZQt3wiaCjo+N1ff0cVdXJzghkLGRmZtra8rabGw2j+vYJoI+YGGbOnJmWljbZuYCMEWQ94pMHnh8BgUDQgD4CAoGgAX0EBAJBA/oICASCBvQREAgEDegjIBAIGtBHQCAQNDDpV29Mdh4gEMjUBQ8AmOJbYj/tvdifLZ/AXuzPgffYiw2BQD5PoI+AQCBoQB8BgUDQgD4CAoGgAX0EBAJBA/oICASCBvQREAgEjZF9xM2bN+3t7efOnUskEo2MjHbv3o0cDQoAKC4uXrdunY6OjoGBwYYNGyorK9l3vXjxwt3dXU9PT19f383Nraqqim0ik8nu7u7z5s3T1tbeunVre3v7uJdqsqiurv5m5UoLCwuu8FevXvn6+lpZWi6ystry31Nt35WO4fz5nEeY9PX17d+/33rJEhNj4w1ubuXl5WxTfX29r6+vuZmZxcKFgbt2dXR0jGOJPisqKyutra11dHS4wlHaOSddXV0//vijqanpvHnz7O3tOY907evrCwoKMjQ01NDQcHR0RM7RRZj63WEEH1FWVubl5WVtbR0WFqalpRUSEpKbm7t3714AQHl5uaurq5SUVGJi4sGDBzs6OlxcXLq6ugAAra2t69ato1AoMTExUVFR7e3trq6uiFTMwMDA+vXre3p6jh8/fuzYsZqaGg8PD07tCd4lKyvL7bvvuJTpAQBtbW0bPTx6e3t/2b8/NDS0o6PDx9sbRW6PxWKFh4VxBYYEB9+9c2dXYGBCYqK0tLT35s0tLS0AgIGBgU2enhQK5fCRI5EHDtTV1W3z8/s0nudHJj09fdWqVUOrD6Wdc8JkMj09PW/fvr1r165ff/2VSCRu2rSJfYhuQEBATk5OSEjImTNnZGVlXV1dm5ubAY90hxHOqrt165aKioqfn19paSk/P//y5cv7+voSEhIGBgays7Nnz54dHR2NKGjMnj172bJlDx8+XLp06cWLF6lUanJyMiJApKCgYGtrW1xcbGNjk5WV1drampWVhUiHy8nJ2djY5OfnW1pafoTSTihJiYkHDh6srq7mlGwCAFy5cqWvry8mJgZ5GnLy8o4ODk8eP7Z6h6rIhQsX2tvbOVXqyWRyTk5OdHQ0couWlpb9ihVpaWm+vr7Z2dnt7e2/nzmDSIfLysqu+uabwsJCs39ExiGjJDo6Oj4+vqKiIiEhgTMcpZ1zRistLX348OHp06eRlrxgwYLCwsIrV67o6enV1dVdvXr1xIkTyBHburq6VlZWKSkpAQEBPNEdRhhHMBiMrq4uBoPBDnFwcMjNzRUQEAgICMjNzWVL7CBiXMilk5NTdnY2W6EMUV5GVHALCgr09fWRJwIAUFFRUVBQYOvT8DQnT51auHDh0HAHB4fzaWnspyEtLQ0A6BzyIkJob28/evRo4O7dBA6lzwcPHhAIBNN/uj2BQDAxMSkqLAQAPHzwQFtHB3EQAAAikSgvL4+YIO9FZmbmsFpQKO2cEw0NjZycHFNTU+QSj8dLSUmx2zyBQGB3ewKBYGFhgbR5nugOI/gIGxubtrY2b2/v6urqYSMwGAwKhVJeXh4YGKihoYFMxRFJS3acu3fvAgAMDQ0BALW1tZxi6gAABQWF2neIX/IWMjIyw4aLiopyqrP99ddfAAA9Pb1hIx+IjDQ1MeFa0SCTSFJSUpz6wPLy8oiEH4lEkpeT44wsLy9P+q+6H2Q0IG+ydzFsO+dEQEBAVVWV8I9EY2NjY3V1NbvNy8jIcFYfu83zRHcYwUfo6urGxcU9ffrU39//+fPn/v7+iH4Rm4cPH+ro6KxYsYKfnz81NXWoznVDQ0NQUNCaNWsQr0GhUDjF1AEAIiIiU01MfeJoamyM2L9/5cqVw2o65ufnFxYV+QcEcIX39vYiqvNshIWFqVQqk8kc1oSy2AEZGyO2c07evn3r5+enqKjo6OgI3tHmkerjie4w8ncNOzu7goKCiIgIAQGBoqIiJyenyMhItnXevHnnz5+Piopqa2tbt25dZ2cn5701NTWrV6/W0NBA5Ko+c+rq6r7//ntVVdXA3buHWvv7+yP279+6ZYukpOTHzxsEHfR2zgmVSt2wYUN9fX1ycjK6K+EVRrU/Ao/Ha2pqKisr5+XlbdmyJTEx8dWrV4hp2rRpxsbGDg4O586da2pqSk5OZt9VVla2evVqbW3tkydPsqXDxcTEuNxkT0/PVBNTnwieP3/+/YYNmpqaR+PiuDTWERITEiQlJR1Xrx5qEhUV5RoaUCgUERERLBY7rIkntPx4C5R2zsmbN2+cnZ1bWloyMjLYk4hh2zxSfTzRHdB8BIvFKi8vb2pq+jc2Fuvj44PBYCoqKvLy8jjnHaKiogoKCnV1dchlTU2Ni4uLjY1NQkICZ5dQVlbmmm7V1taypSs/Verq6jZ7eVlZWUUdOjSsgwAA5ObmlpaWLjA0nG9gMN/A4O6dO9eys+cbGFRXVSkqKbW0tNBoNHZkEplMJBIBAIpKSuT/rj6QyWRlInFCi/NZgd7OOenv79+wYQOLxbpw4YIcxyKRsrJyU1MTZ/Wx2zxPdIcRxhEeHh4nTpzgDOnu7maxWBISEmfPnv3xxx/Znzx6e3vJZPLs2bMBAIODgxs3bjQ3N4+IiOBaAba0tCwpKWltbUUuS0pKmpqahl1P/mQYHBzcvm2bsbFx0E8/DV0PZ3MsPj4tPf18Whryb8GCBRaWlufT0hSVlIyNjZlM5r1795CY/f39f92/b25uDgAwMzUtLy9va2tDTOXl5c3NzYgJMi6gtHMugoKCKBRKSkqKuLg4Z/jChQuZTOatW7eQy/7+/rt37yJtnie6A9r+CAwGs2nTprCwMHFxcWlp6f7+/ry8vJiYGDU1NQMDAxwO5+TktHXrVicnJwaDceLEicHBQUTvLzU1lUQiBQYGFhcXs1OTkpJSVla2s7M7duyYl5fXjh07aDRaeHi4mZmZsTHPHzPV3d2N7J5sqK9n0OmPHj0CAMycOZNIJGZcuPD69Ws/P7/Hjx+z40tISCgpKZWXlx+IjAzYtUtLS4trFVNYRERQUFBVVRUAMGvWLHt7+wORkSwWS2LmzFOnT+NwuDVr1wIAltraJicn79yxw9vHh0ajHTl82MjIaL6h4ccs+ydAV1cXsnuSTCbT6XRk4CApKamiouLh4fGudl5SUhIcHBwcHKyrq1tRUZGZmbljxw7OXZgCAgJ6enpycnKOjo7BwcEsFktSUjIpKQmHw7m4uAAAeKI7jLCHasOGDfz8/CkpKXV1dTQaLSAgwNTUNDAwkI+Pb8GCBadPn46Njd2yZQsWi507d+758+eRAXBBQQGDwfD09ORMytnZOTw8nI+PLyUlJTg4eOPGjXg83tbWdt++fRNYvo9FeXn5Fh8f9uVGDw8AwAp7+9DQ0AcPHzIYjO3bt3PGd3R03Pvjj729vWVlZX19fSOmv3vPntjY2Ij9+/v6+rS1tROTkpCXFR8f37H4+AMHDmzftg2Hxy9evHjnzp3jXbhPn5KSEjc3N/alk5MTAMDBwSEqKgqlnVMolGfPnlGpVABAYWEhi8WKioriTFZZWRkZPvz888+RkZFBQUFUKlVfXz81NRXZ0sIT3QGTfvXGaI4VLC0tDQ0NzcjI+Ah54uLTPs9y544dnp6eaurqk52Rj82ncZ7l5s2bfX19NTU1JzsjE8V7nGcJdcMngo6Ojtf19XNUVSc7I5Cx0N7eTiKR1D91/z7CXIMN9BETwcyZM9PS0iY7F5AxIiEhkZ2dPdm5mHDg+REQCAQN6CMgEAga0EdAIBA0oI+AQCBoQB8BgUDQgD4CAoGgAX0EBAJBA5N+9cZk5wECgUxd8ACAKb4l9tPei/3Z8mnsxf7keY+92BAI5PME+ggIBIIG9BEQCAQN6CMgEAga0EdAIBA0oI+AQCBoQB8BgUDQGNlH3Lx5097efu7cuUQi0cjIaPfu3b29vVxxzpw5QyQSz58/zw558eKFu7u7np6evr6+m5tbVVUV2zT1xdQ/nIGBgaNHj9p9+aWJsfHKr78+efIkp2YqJ52dnXv27LGwsLC0sPhh+3b2EckAgMLCwvXOzibGxkttbGJjY+l0+mhMkDFTWVlpbW2to6PzrghD2zknb9682b59u56enoaGxrfffltTU8M29fX1BQUFGRoaamhoODo6lpSUsE1TvzuM4CPKysq8vLysra3DwsK0tLRCQkJyc3P37t3LGaetre3gwYOcp8K3trauW7eOQqHExMRERUW1t7e7uroiUjE8Iab+4UTs33/pzz9379mTefGi1+bNSYmJx48fHxqNwWBs3bKFTCJFRkZGREbWNzTs3LEDMVVXVfn5+mpoaCQdP75t27aMCxfijh4d0QQZM+np6atWrcLhcO+KMLSdc7F58+aioqKwsLDExMSurq7169cjx+ECAAICAnJyckJCQs6cOSMrK+vq6trc3Ax4pDuMcFbdrVu3VFRU/Pz8SktL+fn5ly9f3tfXl5CQMDAwICAggMQJCQmxsrJChH8RLl68SKVSk5OTES1DBQUFW1vb4uJiGxsbnhBT/0CYTGZOTo67uzsiIy4nJ1dYUHDj+vXNmzdzxbx161ZVVdW169clJCQAALKysqWlpYODgwQC4dTp03PmzNkXFAQA0NXV7evvPxQV5e7hMW3aNBTTRy/rp0N0dHR8fHxFRUVCQsKwEYa2c06Ki4sfPHhw5swZRNwE0Q3OzMx0dXWtq6u7evXqiRMnbGxsAAC6urpWVlYpKSkBAQE80R1GGEcwGIyuri7OcbKDg0Nubi7bQdy9e/fevXs//vgj511OTk7Z2dnsJosoMrN11qe+mPoHgsFgWCwWluONxMfHN+zL4c6dO8bGxoiDAAAQicSvv/4a0Z5++OCBpZUVO6aFhQWNRnv65Am6CTJmMjMzUcRvhm3nnFRVVWGxWLY0hoyMjL6+PqIRX1BQQCAQ2N2eQCBYWFggbZ4nusMIPsLGxqatrc3b27u6unqotb+/f9++ff7+/lJSUpzhYmJiiEo4AuJ62TrrU19M/QPBYDCrHBwyMzIQVdTKysqbN2+u/OaboTFfvnw5W0EhPj5++RdfWFpY7NyxA1HcolKp7e3t8hx6cDIyMgQCgUQmo5gmvmSfMsibbFje1c45GRwcxGKxnDMRCQkJEokEAKitrZWRkeHUB2a3eZ7oDiP4CF1d3bi4uKdPn/r7+z9//tzf359T+zA6OlpCQmL9+vUoKTQ0NAQFBa1ZswbxGjwhpv7h/PDDD9ra2o4ODvMNDJzWrfvSzm7Dhg1Do3V1dubevNnW2nrg4MHgkJC/nz9H1iOQVWERERHOyEJCQhQKBcU0geX5vBlNO1dSUqLT6ZwiXS9fvkTWI4Zt81Qqlclk8kR3GPnsfDs7u2XLlmVmZkZGRhYVFWVkZHh5ee3atauiouL06dN//PEHyipOTU3Nt99+q6GhERoaOq7ZnurEREc/evQoIjKSqKRUVVV16NAhCQmJ77//niva4OCghIRE0E8/YTAYAICAgICPt/eTJ084FWUhk8to2jkAwNLSUk5O7scff4yJiREXF4+NjW1ubkbEuHidUe2PwOPxmpqaysrKeXl5W7ZsSUxMfPHixZ49e77//nsUhaKysrLVq1dra2ufPHmSLZbNE2LqH0hjY+OZM2d+2LFj2bJlaurqK+ztN23adDwpaeg3Y2FhYTV1dcRBAAD09PQAALW1tci7hXNowGKxqFSqqKgoimmCi/U5wmQyR2znCAQCITY2tqWlxdLSUldXt7Ozc+nSpchCw7BtXkREBIvF8kR3QPMRLBarvLy8qanp39hYrI+PDwaDKSwsfPbsWVJSkso/UCiUPXv26OvrIzFrampcXFxsbGwSEhLYDgLwiJj6B1JfX89isThXZGYrKNBotJaWFq6YioqKXZ2d7EsmkwkA4CMQhISEpKWlOZcYGhoa6HQ6kUhEMU1UeT5jmpqa0Ns5JwYGBvn5+Xfu3Hny5MnBgwdJJJKGhgYAQFlZuampiUajsWOy2zxPdIcRxhEeHh4nTpzgDOnu7kY6wPXr17M5EBYW9vPzu3DhAgBgcHBw48aN5ubmERERXCM0nhBT/0CQ1S/OLTRkEgkAICMjwxXTzNz8yZMnyBcfAMDjR48AAKpqagAAU1PTvLw89teQ3NxcISEhAwMDdBNkfJGSkkJp55z09PScO3fuzZs3SkpKYmJitbW1jx8/trW1BQAsXLiQyWQi4sAAgP7+/rt37yJtnie6A9p6BAaD2bRpU1hYmLi4uLS0dH9/f15eXkxMjJqampGREec6LQAAi8VKS0sjLjA1NZVEIgUGBhYXF7MjSElJKSsr84SY+gcye/ZsMzOzo0ePioiIKCsrv6iuPnnypL29vbCwMAAgIyPj0p9/njx1CofDrVy5MvXMme3btnn7+PT09EQdPGhubo68fL5zc1u3dm3wTz+tcnCora09cfy4m5uboKAgugkyNrq6upDlRjKZTKfTkYV5SUlJFRUVLjlPznZeUlISHBwcHBysq6srICAQExNz+fLlbdu2DQwMhIeHm5iYWFlZAQDk5OQcHR2Dg4NZLJakpGRSUhIOh3NxcQEA8ER3GGHNcsOGDfz8/CkpKXV1dTQaLSAgwNTUNDAwkMtBcFFQUMBgMDw9PTkDnZ2dw8PDeUJM/cOJiIxMSkyM2L+/o6NDWlr665Ur3d3dEVNzc3NZWRmyBiEiIpJ0/PiByMhtfn54AsHS0tLf3x+JpqSkdOzYsSNHjnhu3Dh9+nQ3Nzd3D48RTZCxUVJS4ubmxr50cnICADg4OERFRaHcRaFQnj17hny84OPjO3nyZGhoqJubG4FA+OKLLzg3U/z888+RkZFBQUFUKlVfXz81NRVZzuSJ7oBJv3pjNMcKlpaWhoaGZmRkfIQ8cfHpnWdpv2LFpcuXJzsXk8yncZ7l5s2bfX19R1zR5F3e4zxLqBs+Xty7d2/YFS8Iz9He3k4ikbgmI58eI++PQIA+YrywtLScUrvxIWNGQkIiOzt7snMx4cDzIyAQCBrQR0AgEDSgj4BAIGhAHwGBQNCAPgICgaABfQQEAkED+ggIBIIGJv3qjcnOAwQCmbrgAQBTfEvsp7cXGwI+lb3YnzzvsRcbAoF8nkAfAYFA0IA+AgKBoAF9BAQCQQP6CAgEggb0ERAIBA3oIyAQCBoj+4ibN2/a29vPnTuXSCQaGRnt3r0b0YkoKysjDgGRogMAvHjxwt3dXU9PT19f383Nraqqip3g1BdTH0cGBgbsvvxyme07NwJcunRpzZo1piYmy7/4IjwsrJPjKP3CwsL1zs4mxsZLbWxiY2PpdPpoTJAxU1lZaW1traOjwxVOp9OPHDlibGysqam5atWqR48evSuFy5cvL126VENDY8mSJWlpaezwvr6+oKAgQ0NDDQ0NR0fHkpIStmnqd4cRfERZWZmXl5e1tXVYWJiWllZISEhubu7evXsBAMhRn4mJiec4QORDWltb161bR6FQYmJioqKi2tvbXV1dEdkYnhBTH0eSEhOHymqwuXL5cvBPP61Zs+ZCRkZYWNijR4927tyJmKqrqvx8fTU0NJKOH9+2bVvGhQtxR4+OaIKMmfT09FWrVuE4lJzZREREpKam7t279/fff5eVlXVzc+vo6BgaLTc3d/v27atWrTp37tzKlSsDAwPz8vIQU0BAQE5OTkhIyJkzZ2RlZV1dXZubmwGPdIcRzqq7deuWioqKn59faWkpPz//8uXL+/r6EhISBgYGkNGEubk5l/YkAODixYtUKjU5ORkRlVJQULC1tS0uLraxseEJMfXxorq6+ty5c/b29oh+9FCuX79ubGzs6OgIAJCXl//++++DgoLa2tokJSVPnT49Z86cfUFBAABdXd2+/v5DUVHuHh7Tpk1DMX3M0n1iREdHx8fHV1RUJCQkcIa3tLScPn06NjZ2+fLlAAAtLa309HQGgzE0hcjIyPXr12/evBkAoK+vLycnJykpCQCoq6u7evXqiRMnbGxsAAC6urpWVlYpKSkBAQE80R1GGEcwGIyuri7OJ+Lg4JCbmysgIID4CCEhoaF3OTk5ZWdns5ssokmDKM3whJj6uMBkMsPDwtatW6eCKrvE+eIi8PEBAJDXyMMHDyytrNgmCwsLGo329MkTdBNkzGRmZg4rfnP79m1BQUGkewMABAQEXF1dhwqI19bWvnz58hsOdXgHB4e5c+cCAAoKCggEArvbEwgECwsLpM3zRHcYwUfY2Ni0tbV5e3tXV1dzmahUKj8//7BCqWJiYpxKdnfv3gUAGBoaAh4RUx8XMi5caG9v3+TlhRJnlYPDgwcP7t27x2Qy29ra0s6fNzc3l5KSolKp7e3t8hzKwDIyMgQCgUQmo5gmsDCfAcibbChVVVWzZ8++fv36smXLtLW1HRwcnj59Omw0AACNRlu3bp2Ojo61tTVby6u2tlZGRoZTkobd5nmiO4zgI3R1dePi4p4+ferv7//8+XN/f39EwggA0NvbSyAQ9u3bZ2RkpKOjs3bt2sePHw9NoaGhISgoaM2aNYjX4Akx9Q+nra3taFxc4O7d6PJZS5Ys2b59+/Zt24wWLLBduhSLw+2PiAAAIGM0rkmckJAQhUJBMY1/MSAAvHnzBpluBAUF/frrr3x8fK6urkPXI5Bhcmho6LfffpuSkrJw4cKAgIB79+6Bd7R5KpXKZDJ5ojuM/F3Dzs6uoKAgIiJCQECgqKjIyckpMjISAMBgMLBYLB8fX2xsbGxsLA6Hc3Z25vx+AQCoqalZvXq1hoZGaGjoRJVgSnIgMtLUxMTCwgI92p07d2JiYvy2bTt79uzRuDhqb+/uwMCptmT1mTM4OPjmzZuEhARzc3NjY+OEhAQGg3H27Nmh0QAA3t7eX331lZ6eXkhIiL6+flJS0mRkeZwZlb4GHo/X1NRUVlZOT08/cuRIXFyco6Ojt7e3t7c3O46xsfHChQtTU1PZ7qCsrMzNzc3Q0DA2NpYtHc4TYuofSH5+fnFxcebFiyPGPHzo0FdffeXq6goAUFNXl5KSWrtmTVFRka6uLgCAc2jAYrGoVKqoqCjy2hnWNP4lgQAgIiIiJSWFrD4CAKZPn66qqvry5cuh0QAA8+bNY4csWLAgKysLvKPNi4iIYLFYnugOaOMIFotVXl7e1NT0b2ws1sfHB4PBVFRUcEUWFBRUVFSsr69HLmtqalxcXGxsbBISEtgOAvCImPoHknvzJoVC+WLZsvkGBvMNDA5FRbW2ts43MDibmsoZjcFg1NfXEzkWbpCp6WsyWUhISFpamnOJoaGhgU6nE4lEFNPEl+xzhEgkdnV1cQ7uGAzGUL1b5PmzJeA5oykrKzc1NdFoNLaJ3eZ5ojuMMNfw8PA4ceIEZ0h3dzeLxZKQkIiPjz948CA7nEKhvHz5Emnlg4ODGzduNDc3j4iI4FrU5Akx9Q/E28cn/cKF82lpyD83N7eZM2eeT0v70s6OMxoOh5OWlq6tqWGHkEkkAIDsrFkAAFNT07y8PHbTzM3NFRISMjAwQDdBxh0rKysajXbnzh3ksqOj4+XLl4i2Oyc6OjpiYmLXr19nhxQXFyPRFi5cyGQyb926hYT39/ffvXsXafM80R3Q5hoYDGbTpk1hYWHi4uLS0tL9/f15eXkxMTFqamoGBgYkEungwYNv37794osvenp6kHkaMmxOTU0lkUiBgYHFxcXs1KSkpJSVlXlCTP0DkZaWlpaWZl8+kJDA4XCqqqrIZUZGxqU//zx56hQOh1uzZk1SUpKGpqaxsfGbN28OHzqEbGYFAHzn5rZu7drgn35a5eBQW1t74vhxNzc3ZAUUxQQZG11dXZWVlQAAMplMp9ORhXlJSUkVFZV58+bZ2toGBASEhISIi4tHR0cLCwuvXbsWAFBSUhIcHBwcHKyrq4vH4/38/MLDwyUkJAwMDLKyssrLy0NCQgAAcnJyjo6OwcHBLBZLUlIyKSkJh8O5uLgAAHiiO4ywHrFhwwZ+fv6UlJS6ujoajRYQEGBqahoYGMjHx4c8ptOnT585c2batGn6+vp//vkn8vGioKCAwWB4enpyJuXs7BweHs4TYuoTSnNzc1lZGQaDAQB85+YmKCiYdv78oagoUVHR+YaGW7duRaZmSkpKx44dO3LkiOfGjdOnT3dzc3P38EBSQDFBxkZJSYmbmxv70snJCQDg4OAQFRUFADh8+PD+/fv37t07MDCgr69/5swZZPWBQqE8e/YM2XAMANiwYQODwTh16tTBgweVlJTi4uLYg7uff/45MjIyKCiISqXq6+unpqbOmDEDAMAT3QGTfvXGaI4VLC0tDQ0NzcjI+Ah54uLTO8/SfsWKS5cvT3YuJplP4zzLzZs3+/r6ampqTnZGJor3OM8S6oaPF/fu3dPX15/sXEDGgfb2dhKJpK6uPtkZmVhG9e0TQB8xflhaWk6p3fiQMSMhIZGdnT3ZuZhw4PkREAgEDegjIBAIGtBHQCAQNKCPgEAgaEAfAYFA0IA+AgKBoAF9BAQCQQOTfvXGZOcBAoFMXf4H1d/PodrTHqIAAAAASUVORK5CYII="
<image>Look at the table. Then answer the question. At a price of $520, is there a shortage or a surplus?
surplus
554
null
surplus
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"
<image>A pair of Greene High School hockey fans counted the number of games won by the school each year. According to the table, what was the rate of change between 2017 and 2018?
-11
555
null
-11
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"
<image>A furniture store kept a record of how many couches it sold each day. What is the mode of the numbers?
9
556
null
9
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"
<image>Isabella found a list of the number of roller coasters at each amusement park in the state. How many amusement parks have exactly 37 roller coasters?
4
557
null
4
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"
<image>Avery has $6,714.00. Does she have enough to buy an antique mahogany armoire and an antique cast-iron bench?
no
558
null
no
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"
<image>Each pile has 10 notebooks. How many notebooks are in 4 piles?
40
559
null
40
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"
<image>Gordon has $1,108. Does he have enough to buy a train ticket to Chicago and a train ticket to Seattle?
no
560
null
no
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"
<image>The members of the track team compared how many miles they ran last week. What is the median of the numbers?
5
561
null
5
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L1xjL+vsh0xWd7Ho+uX6vIvXxxFHj3uUH/giwcliUkJRIRIqKirJDj2YGhswBEcOyg0Xrlq0OR51YtXVjQWEhEWX9/ZD+mYoTCoX30tOYR9rJLcvSq4c9sxAvQ7aUxIpNazbvDme2mWnCazeTiMhAT79H126XbyTsO3bocNTx7lbWjt3thjj3d3Hszcanhn8jNTOdufH1o8c5wz3dmcb8ggJm49qtROZrgzGwj0uDLzKwd117vQVVmW2mXzELqjY4kdzH3lFdpF5aVjonJDhkTZi9tW1v+54jBw7l6nzWe42VcCksLiIiTbGGbNW7eo7/FTXpqymvmSQrKStlNnS0tWWNutov3C6xuFT6JXP20oV6T3+aL12P7sDm7d5BM0/GxVRWVp6/eun81Uthm9ZatOtwMmKfsVGrJn0oYFVxiXTFrye5T2XjVpmnebnyPxrqNbxWgKF+XXvjF1SV18zA8MSO333mzrpzP6WwqOhU/OlT8acXhoaMGTpi99otOF3dJKwcFmmIxURUWFwkqbe4LhER1dbWegV9lV/wTKwujok8VJn2RJL1bEBvZ/nHyKbumHENo96KlppiTWbj0tGYestl5iRIO1OrFi1PROzLunQz/OcNfp99yaxTdfve3bFTPN/RZ4V3Q1NDOlc6rN+gl9c/9fvsS/kHC4UNL84o3974BVXrcbLrefuvi4lRZ1cvXjbBdSyTQQeOH3l5xVh4PVbCpatFZyKqqam5mnidaXlWUGAzpI/14N5f/7DwwcPsvx/nEJFDN9t+vfooKSnV1tbevpci/wpMCpDcKplEFH/xnPxjulh0Yjbkl9rLe5Yvfyr6efnzO/dTWrVo+fnY8RuWhKXEX2HORl2+kSD/MOBc2zam6iJ1IrqVclv2nfS8/HlRcdFrn/dKTVpQlVnmmfGsoCAj64FVR8sZX/juWrs580Ji2zamRHTu6sW3q+SjxUq4eI6bwGwEhXyXX/CssrJy/rLF128l3Ui+aW1ppacjPbq5l55aUVEhkUgWrfwp5+ljpvHvJ4+JaIhzf+bHVVt/vXT9amVl5Zbd2+tdCOM+Ygxz+uCndb88eJhFROeuXGSuaAgOW0pE+44dUm/f0sLF/o8TR5mnVFZWFpUUEZGejq7s1APwgVAodB8xmogys7OWb1glkUgqKiomfTVFq1MbPSuzeoPWxmjMgqpqqqrMRvzF80QkkUi++m6urpWp3Yj+KWn3mV3FJSUVlZVE1Ezf8B18zo8JK+HiPnKM+8gxRBR7/qxBV3MNC+ONEb8R0eghwyeOGqsh1hjctz8RZWZnmTh2NbbrHLZp3dofljPPdRw9eP32/+tm1ZVZAPhJ7lP7EQPU2rXwnTtr9JDh8u9i2rrNkrkLieheeqpJz67NbNr3Gj2kqqrKsr3FLK+pRDRiwJDuVtZENMbnMz0rszYOVtqWJszx/KKAeWx8cPg3ls77zrR1GyKat/R7rU5tdK3MDhw/IhAIfpof/BbzqY1ZUNXGsguzMeKL8ertW966e9vf00dfV+9pXm5HZzsjWwtju86t7Cyz/34oUhPNnTbzHX7YjwFbV+juWrN5XciK7l2smQUou3exXheyYt/GcOYSle2/bJg05lNDfYOS0tJO7TucPXB8yqQvJo+bIFITVVdXa6iLmcfM+MLXQE9fTVXNpnOXPzZH9OvVh3lxJUXpiplBfl8d3LLTuaeThlijuKSkvZn5NzMCzuz/k5kGVlFROb3n0OKvv7G2tCKix7lPmxsajh4yPPb3ow2u/gncMtQ3uHg4eqaXn4lx64rKCrG6+uC+/U9G7PeZOPntXvCNC6pO/fxLj9HjNDU0RWqidqZmWpqa7c3MLxyKmva5l7mJWXFJSUFRobmJ2bTPvW6cOtND7sQlNEYTlnPlhEQikZ1ymhMSHPrraiK6eCTazro7p3V9jBq/nCt85Jq8nOt/6VlBQddBTnpWZvYjBhQWFRLR/Yy07fsjiaiZgaFsNAsAvMXTSU0dbW17G9vE2+H5Bc9adLcw0NPL/vtRbW2tUChc92OokpIS1wUCwBvwNFyIaONPP9t2sQ7fF5mSdv/R4xwDPf1etvZBfjMcuvXgujQAeDP+hotAIPD18PT18OS6EAB4GzydcwGA9x3CBQBYgXABAFYgXACAFdKL6AAA3i2MXACAFdJT0QMP4raP8AZRowIJXQUagekqGLkAACsQLgDACoQLALAC4QIArEC4AAArEC4AwAqECwCwAuECAKxAuNRXVVU1f/58oVBoa2vLdS3AX7m5uYGBgRYWFiKRyMTExM3NLSkpieui+IW/N4vixO3btydNmnTv3j2uCwFey8vLs7e3T09PHz58+Lhx4zIyMiIjI48ePXr69OlevXpxXR1fYORSp6ioqHv37goKCgkJCbhNL7zGokWL0tLS1q5de/jw4cWLF2/fvn3v3r2VlZUhISFcl8YjCJc61dXV06ZNO3funLm5Ode1AK8pKSkNHjzY19dX1uLq6ioSiZKTk1/zrI8NDovq6Orqrlixgusq4D2wcuXKei2VlZVVVVX6+vqc1MNPGLkAvAMbN26sqqry8PDguhAeQbgA/FtxcXFBQUE9e/acPn0617XwCMIF4F/ZvXv34MGDraysjhw5oqyszHU5PIJwAXhLEokkODh44sSJAwYMiI2N1dPT47oifkG4ALwNiUTi7e29ePHi2bNnHz58WCwWc10R7yBcAN7G7Nmzt27dGhoaunLlSgUF/D1qAH4pAE124MCBVatWBQQEfP3111zXwl+4zqVOXFzc8ePHme3q6uqHDx/OmzeP+TEoKAhH1CAzZ84cIqqurpb1EJm5c+fq6OhwURTvIFzqnD9/ftmyZbIfc3JyZD96e3sjXEAmNTWViFavXv3yLj8/P4QLA4dFdebNmyd5BfyDAJD3qn4ikUhMTEy4ro4vEC4AwAqECwCwAuECAKxAuAAAKxAuAMAKhAsAsALhAgCsQLgAACsEp1wDuK4BAD5AGLkAACuk/7Zo4MEwbusA/osaFUjoKtAITFfByAUAWIFwAQBWIFwAgBUIFwBgBcIFAFiBcAEAViBcAIAVCBcAYAXC5QW5ubmBgYEWFhYikcjExMTNzS0pKYnrooDvAgICBAKBt7c314XwC+7+XycvL8/e3j49PX348OHjxo3LyMiIjIw8evTo6dOne/XqxXV1wFNXrlxpcBkAQLjUWbRoUVpa2rp166ZNm8a0jBkzZvTo0SEhIX/++Se3tQE/VVdX+/j4WFpaJiYmcl0L7+CwqI6SktLgwYN9fX1lLa6uriKRKDk5mcOqgM/CwsISExNDQ0O5LoSPMHKps3LlynotlZWVVVVV+vr6nNQDPJeamvr999/7+/vb2dlxXQsfYeTyOhs3bqyqqvLw8OC6EOCjKVOm6Ovrh4SEcF0IT2Hk8kpxcXFBQUE9e/acPn0617UA72zbti0mJubIkSNisbigoIDrcvgII5eG7d69e/DgwVZWVkeOHFFWVua6HOCXJ0+eBAYGuru7Dx8+nOta+AvhUp9EIgkODp44ceKAAQNiY2Ox/jy8bObMmRKJZNWqVVwXwms4LHqBRCLx9vbeunXr7NmzV6xYoaCA8IX6jh8/HhkZuXz58qqqquzsbCIqKioiorKysuzsbE1NTU1NTa5r5AX85XnB7Nmzt27dGhoaunLlSiQLNCgmJoaI5syZY/wPS0tLItq9e7exsfGSJUu4LpAvMHKpc+DAgVWrVgUEBHz99ddc1wL85eXl5ezsLN9SWlo6fvz4QYMGzZgxw9zcnKO6eAfhUmfOnDlEVF1dPW/evHq75s6dq6Ojw0VRwDsWFhYWFhbyLczZImNjY8zvykO41ElNTSWiBv+diJ+fH8IFoEkQLnUkEgnXJcB7SVtbG53nZZizBABWIFwAgBUIFwBgBcIFAFiBcAEAViBcAIAVCBcAYAXCBQBYITjlGsB1DQDwAcLIBQBYIb38f+DBMG7rAP6LGhVI6CrQCExXwcgFAFiBcAEAViBcAIAVCBcAYAXCBQBYgXABAFYgXACAFQgXAGAFwuUFaWlpXl5e5ubmampqZmZm48ePv3nzJtdFAU+dOHGiT58+Ghoaurq6AwcOjI+P57oifkG41Ll69WrXrl0jIiJ69uw5d+5cR0fHAwcO2Nranj9/nuvSgHd27NgxdOjQnJycWbNmeXt737x5c9CgQefOneO6Lh7B3f/rzJkzp7S0NDY2tk+fPkyLm5vbmDFjli5devjwYW5rA17Jzc2dPn26jY3N2bNnRSIREfn5+VlbW0dERDg6OnJdHV8gXOr07NnT3t5elixENHLkSCUlpfT0dA6rAh7avn17cXHx0qVLmWQhIjMzs8LCQoFAwG1hvIJwqfPjjz/Wa8nKyqqqqmrbti0n9QBvRUdHq6mp9e/fn4gqKioqKio0NTWRLPVgzqVhRUVFf/3115gxY8Ri8YIFC7guB/glOTnZzMwsKSnJyclJTU1NS0vLxMRk69atXNfFLwiXBmhra2tpafXr169jx47Xrl3r0aMH1xUBv+Tl5ZWUlAwdOtTBwWHv3r2rV6+WSCReXl4bNmzgujQewWFRA6ZOnfr06dO7d+9GRkZmZWWFh4ebmZlxXRTwSFVVVWZmZkREhIeHB9Pi5ubWoUOHhQsX+vj4KCrirxURRi4NWrp06ZYtW86cORMbG3v16tXRo0fX1NRwXRTwiLq6ulAoHDt2rKzFyMhoyJAheXl5t2/f5rAwXkG4vE6fPn2GDRuWmJiYkpLCdS3AI6ampkSkoPDCXx9DQ0MiKi4u5qYm/kG4SOXk5FhbW0+ePLleu0QiIaLS0lIuigKecnR0rKmpSUhIkG9MTU0lIiMjI46K4h2Ei1Tz5s1LSkoiIyMvXboka0xJSTl16pRYLLa0tOSwNuAbT09PgUCwYMGCiooKpuXKlStRUVGdOnUyMTHhtDQewcxTnc2bNw8aNKh3795ubm5mZmYPHz78/fffS0tL16xZo6amxnV1wCPdunULCAgICwuzs7MbPnx4Xl7ejh07hELhmjVruC6NRxAudVxcXC5durR8+fILFy7s379fJBI5ODjMnDlzxIgRXJcGvBMaGtq+ffv169eHhYWpqqr27ds3ODjY3t6e67p4BOHyAhsbm927d3NdBbwHBAKBr6+vr68v14XwF+ZcAIAVCBcAYAXCBQBYgXABAFYgXACAFQgXAGAFwgUAWIFwAQBWCE65BnBdAwB8gDByAQBWSC//H3gwjNs6gP+iRgUSugo0AtNVMHIBAFYgXACAFQgXAGAFwgUAWIFwAQBWIFwAgBUIFwBgBcIFAFiBcHmlgIAAgUDg7e3NdSHARxkZGV5eXu3atVNTUzM1Nf30009v3LjBdVH8ght0N+zKlSurV6/mugrgqaSkpF69eikrK/v7+5ubmz948GD9+vU9evQ4ceJEv379uK6OLxAuDaiurvbx8bG0tExMTOS6FuCjkJCQ4uLi06dPu7i4MC0jRozo0qXL4sWLES4yOCxqQFhYWGJiYmhoKNeFAE9lZGQQkaOjo6zFyspKQ0MjMzOTs5r4B+FSX2pq6vfff+/v729nZ8d1LcBTFhYWRJSSkiJryc3NLS4uZtqBgXCpb8qUKfr6+iEhIVwXAvw1Z84cbW3tSZMmRUdHZ2dnX7hwwd3dXSQSBQcHc10aj2DO5QXbtm2LiYk5cuSIWCwuKCjguhzgKQsLi7Nnz44dO3bgwIFMi7GxcVRUFJZzlYeRS50nT54EBga6u7sPHz6c61qA127fvv3JJ5+UlZX9/PPPhw8f/vXXX7W1tYcMGRIdHc11aTyCkUudmTNnSiSSVatWcV0I8J2Xl1dubm5ycnLr1q2ZlokTJ1paWnp6eqalpSkrK3NbHk9g5CJ1/PjxyMjI+fPnV1VVZWdnZ2dnP3r0iIjKysqys7OLioq4LhD4oqSk5Pz587a2trJkISINDY2+ffs+fPjw7t27HNbGKwgXqZiYGCKaM2eO8T8sLS2JaPfu3cbGxkuWLOG6QOCL58+fE1F5eXm99rKyMiKqrKzkoCZewmGRlJeXl7Ozs3xLaWnp+PHjBw0aNGPGDHNzc47qAt4xMDAwMzO7du3anTt3OnbsyDTm5+fHxcVpaGgw30lACBcZCwuLehcpMGeLjI2NMb8L9YSFhbm5uTk5Ofn5+Zmbm+fk5GzZsiUvL2/Dhg2qqqpcV8cXCBeAJhs1alR8fHxoaOimTZvy8/M1NTVtbW1Xr149bNgwrkvjEYTLK2lra0skEq6rAJ7q1atXr169uK6C1zChCwCsQLgAACsQLgDACoQLALAC4QIArEC4AAArEC4AwAqECwCwQnDKNYDrGgDgA4SRCwCwQnr5/8CDYdzWAfwXNSqQ0FWgEZiugpELALAC4QIArEC4AAArEC4AwAqECwCwAuECAKxAuAAAKxAuAMAKhEudbdu2CRry448/cl0a8EJCQoKFhYVAIDh69OjLe0+ePOni4qKlpSUWi+3s7Hbt2vXfV8gruEF3HWYtkQkTJsivpEdEuA8z1NbWLlu2LDg4WCQSNfiAPXv2TJgwoVWrVlOnTlVRUdm3b5+Hh0dOTk5AwMf7b/cQLnWYcAkICLC1teW6FuCXhQsXhoaGhoSEVFdXf/PNN/X2lpeXz5w5s2XLlteuXdPT0yOi+fPnOzg4fPvttx4eHs2aNeOiZO7hsKgOEy7a2toc1wH8Y2BgcO7cuaCgIIFA8PLe6Ojox48fT506lUkWIlJVVQ0MDHz+/Pn+/fv/20p5BOFSRz5cnjx58vTpU27rAf6YNWvWa8azFy5cICInJyf5xt69e8t2fZwQLnUKCwuJ6JdfftHT02vWrJmhoWHbtm0jIiK4rgv4Li0tjYjatGkj32hsbKygoMDs+jhhzqUOM3LZtWvXjBkzTE1NU1JS1q5d+9lnn5WWlk6ZMoXr6oC/iouLiUgsFss3CoVCNTW1oqIijoriHsKlzsKFC/39/QcPHizrJR4eHt27d58/f76np6eKigq35cF7RyKRNDhH85HAYVGdfv36ubm5yX//dOrUadiwYc+ePUtMTOSwMOA5LS0tIqo3SKmurn7+/Dmz6+OEcHkDQ0NDIiopKeG6EOCvtm3bElF6erp8Y3p6ukQiMTc356go7iFcpEpKSjZs2LBz58567cnJyfTSXB2APOYyy7i4OPnGmJgY+uec0ccJ4SIlEomWLFni6+t769YtWeOxY8fi4+Otra3NzMw4rA14zsXFpXXr1r/++mtOTg7TUlRUtGLFCh0dnTFjxnBbG4cwoSuloKCwevXqcePGOTg4uLu7t2zZMjk5+cCBA2KxeNOmTVxXBxxbuHBhVVUV/XPdSnh4+NmzZ4nIxsbG3d1dSUlp/fr1I0eO7Natm4eHh5KS0p49e9LS0rZv3/4xz7nQKdeAU64BEpBIJBLJmTNnRo4c2bJlSyUlpRYtWkyaNOnu3btcF8UXH3NXedW5Qg8PD9lj/vrrLxcXF7FYrK6u7uTkdOzYMQ4L5hbTVTByeYGTk1O96ywBiKi8vPyNj3F2dnZ2dma/lvcG5lwAgBUIFwBgBcIFAFiBcAEAViBcAIAVCBcAYAXCBQBYgXABAFYITrl+vHcnBwD2YOQCAKyQXv4/8GAYt3UA/0WNCiR0FWgEpqtg5AIArEC4AAArEC4AwAqECwCwAuECAKxAuAAAKxAuAMAKhAsAsALhUt+JEyf69OmjoaGhq6s7cODA+Ph4risCPsrKyvL19W3Tpo2ysrKWllafPn127drFdVH8gnB5wY4dO4YOHZqTkzNr1ixvb++bN28OGjTo3LlzXNcF/HL37l0bG5vNmzfr6uqOHz++b9++V69e9fDwCAoK4ro0HsHd/+vk5uZOnz7dxsbm7NmzIpGIiPz8/KytrSMiIhwdHbmuDnhk5syZeXl5mzZt8vHxYVoePXrUs2fPsLCwadOmmZqaclseT2DkUmf79u3FxcVLly5lkoWIzMzMCgsL169fz21hwCuFhYWnTp2ys7OTJQsRGRkZ+fj4SCSSy5cvc1gbr2DkUic6OlpNTa1///5EVFFRUVFRoampKRAIuK4L+EUsFj958kRVVbXBvTo6Ov9xPbyFkUud5ORkMzOzpKQkJycnNTU1LS0tExOTrVu3cl0X8ItQKNTX1xeLxfKNZWVl4eHh+vr69vb2XBXGNwiXOnl5eSUlJUOHDnVwcNi7d+/q1aslEomXl9eGDRu4Lg14LSsrq3///pmZmZs2bdLU1OS6HL7AYVGdqqqqzMzMiIgIDw8PpsXNza1Dhw4LFy708fFRVMTvChoQFRXl7u6urq4eGxuLiX95GLnUUVdXFwqFY8eOlbUYGRkNGTIkLy/v9u3bHBYGvJWenu7q6tqqVaurV68iWepBuNRhziAqKLzwOzE0NCSi4uJibmoCfgsPD3/+/PnatWuZfgLyEC51HB0da2pqEhIS5BtTU1OJyMjIiKOigNfGjh17/PhxBwcHrgvhI4RLHU9PT4FAsGDBgoqKCqblypUrUVFRnTp1MjEx4bQ04KnOnTsPGTJEWVmZ60L4COFSp1u3bgEBATExMXZ2dgsWLPDz8+vbt69QKFyzZg3XpQFPDRkyRCAQXL9+netC+Ajh8oLQ0NCNGzcKBIKwsLDIyMi+ffueOXOmX79+XNcF8P7B6dUXCAQCX19fX19frguB98OJEye4LoG/MHIBAFYgXACAFQgXAGAFwgUAWIFwAQBWIFwAgBUIFwBgBcIFAFghOOUawHUNAPABwsgFAFjx//YzoJRQHLv7AAAAAElFTkSuQmCC"
<image>Each cage has 2 ferrets. How many ferrets are in 6 cages?
12
562
null
12
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"
<image>A race car driver kept track of how many laps he drove in the past 6 days. What is the mode of the numbers?
8
563
null
8
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"
<image>A math textbook explains probability by showing a set of cards numbered 4 through 9 and showing the number of people who might draw each card. How many people drew a number less than 7?
30
564
null
30
"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"
<image>Tyler counted the boxes of cereal in a grocery store with different sizes and numbers of prizes. What is the probability that a randomly selected box of cereal contains one prize and is regular size? Simplify any fractions.
2/5
565
null
2/5
"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"
<image>The table shows a function. Is the function linear or nonlinear?
linear
566
null
linear
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"
<image>Elena's class recorded how many cans of food each student collected for their canned food drive. What is the range of the numbers?
5
567
null
5
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"
<image>For an assignment, Naomi looked at which countries got the most Nobel Prizes in various decades. How many more Nobel Prize winners did France have in the 1980s than in the 1970s?
2
568
null
2
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"
<image>During Fitness Day at school, Layla and her classmates took part in a pull-up competition, keeping track of the results. What is the largest number of pull-ups done?
59
569
null
59
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"
<image>Marvin purchased 1/2 of a kilogram of mussels. What was the total cost?
1
570
null
1
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"
<image>Ariel counted the total number of shells collected by her friends during a walk on the beach. How many people are there in all?
97
571
null
97
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"
<image>An environmental agency examined how many trees were planted by different organizations. What is the range of the numbers?
11
572
null
11
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"
<image>For a social studies project, Martina counted the number of classrooms in each school in the city. How many schools have exactly 28 classrooms?
1
573
null
1
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"
<image>For an assignment, Deb looked at which countries got the most Nobel Prizes in various decades. Which country had more Nobel Prize winners in the 1970s, France or Japan?
France
574
null
France
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"
<image>How much money does Troy need to buy a night's stay at Quiet Harbor Motel and a night's stay at Crescent Motel?
410
575
null
410
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"
<image>For a psychology assignment, Dominic kept a sleep log for 7 days. What is the range of the numbers?
4
576
null
4
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"
<image>Each year, the campers at Martin's summer camp try to set that summer's record for finishing the obstacle course as quickly as possible. According to the table, what was the rate of change between 2018 and 2019?
0
577
null
0
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"
<image>A restaurant's average food preparation time was tracked from day to day as part of an efficiency improvement program. According to the table, what was the rate of change between Monday and Tuesday?
-1
578
null
-1
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"
<image>Look at the following schedule. When does Social Studies class begin?
10:10 A.M.
579
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10:10 A.M.
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"
<image>The Springfield Symphony categorizes its donors as gold, silver, or bronze depending on the amount donated. What fraction of donors are at the gold level? Simplify your answer.
4/37
580
null
4/37
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"
<image>Martin wrote down how many pages he read over the past 4 days. On which day did Martin read the fewest pages?
Sunday
581
null
Sunday
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"
<image>Kira has $820. How much money will Kira have left if she buys a train ticket to Baltimore and a train ticket to Boise?
387
582
null
387
"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"
<image>Each table has 2 candles. How many candles are on 4 tables?
8
583
null
8
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"
<image>How much money does Tom need to buy a padlock and a watering can?
16
584
null
16
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"
<image>Trent went to the store and bought 0.4 pounds of green salad. How much did he spend?
2
585
null
2
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"
<image>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
586
null
0.22
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"
<image>The train conductor made sure to count the number of passengers on each train. How many trains had exactly 35 passengers?
1
587
null
1
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"
<image>How much money does Johnny need to buy 8 boat show tickets and 5 soccer tickets?
238.28
588
null
238.28
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"
<image>A real estate agent looked into how many houses were sold in different cities. What is the range of the numbers?
17
589
null
17
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"
<image>Some friends met in New York City for vacation and compared how far they had traveled. How many more miles did Emilio travel than Javier?
3,452
590
null
3,452
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"
<image>Mrs. Shah, the science teacher, informed her students of their scores on Monday's test. How many students scored exactly 74 points?
0
591
null
0
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"
<image>Cooper has $1.00. Does he have enough to buy a package of pencil lead and an orange marker?
no
592
null
no
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"
<image>How much money does Jessica need to buy 3 gold rings?
5,481
593
null
5,481
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"
<image>Look at the table. Then answer the question. At a price of $425, is there a shortage or a surplus?
shortage
594
null
shortage
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"
<image>Look at the following schedule. At which stop does the train arrive at 12.20 P.M.?
zoo
595
null
zoo
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"
<image>How much money does Scarlett need to buy 4 sapphire rings and a gold ring?
29,934
596
null
29,934
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"
<image>Nina has $9,117.00. Does she have enough to buy a diamond ring and an emerald ring?
yes
597
null
yes
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"
<image>The parks department compared how many basketball hoops there are at each park. What is the mean of the numbers?
5
598
null
5
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"
<image>How much more does an iron bench cost than a fountain?
221
599
null
221