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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"
<image>Bella went on a bird watching trip and jotted down the number of birds she saw each day. On which day did Bella see the most birds?
Sunday
300
null
Sunday
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"
<image>After growing tired of squinting while driving, Brian went shopping for a pair of sunglasses. He tried on glasses with different frames and lenses. What is the probability that a randomly selected pair of sunglasses has browline frames and regular lenses? Simplify any fractions.
1/5
301
null
1/5
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"
<image>Some teachers compared how many years they have been teaching. What is the mode of the numbers?
25
302
null
25
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"
<image>A technical support line tracked how many calls it received each day. How many calls total did the support line receive on Monday and Tuesday?
732
303
null
732
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"
<image>How much more does a barbecue grill cost than a fountain?
710
304
null
710
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"
<image>How much money does Ian need to buy 9 baseball bats?
101.61
305
null
101.61
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"
<image>Professor Meyer compiled the scores from the last quiz. Which score did the fewest students receive?
7
306
null
7
"iVBORw0KGgoAAAANSUhEUgAAAFUAAAB9CAIAAABcaLhWAAAIsklEQVR4nO2ca1BT6R3G31wg4SJBU+ymoW64VI9mApIybZGiXDQfqK4jSJYEQUYnbBG+qIB0HCVNRQ0yo4Al1JERZxvXRUApwizaIr0IpI4flHIJLBEEEjSUcE8gt36Ik6VrZc85OZDunPP79r4cnuf/cM685+T9n0DaVWQA7uPzXO/064tuLIDsRu//B4j8+IbIj2+I/PiGyI9viPz4BmV+9kby3877x3M9HMPNfqTmAkauwAu7wlbj13vpf8pjrJzJSqA/+o2/vzcJqRTK/OMG25Nec8rP6QAAKgUUf+rbM2b5/WMjOjWk9I9bmb6kjT7v0m7yJX36C3rNX43Ti3akUuiv/8//bgrbQtnKopxK9KZRQVHdgh2xO0r6dVYAQOgPKY7hsVivf8/b7qmWUEihz//1G2vnoOW3h312Qx75dxaMy6iVEDMxbZtZtId+RAEABG4if8L3rHxkNFvRSLm0/vWMWbYwyV90mN7M2FzRQYFaZ/3JRxQAwGcJXv8atbT3mdHpoM8fwaGm/5L+zyHLryJoqEVQ06+1fPwDCvQjSuwOj7Kv0K876Nf/YqGP4s/G4gcL7I3k3ZAH6grQodZatzApnyV4ffViWa1DdekDANDl96aBErFvx6D5nmppcs7e1rucEUNHXQE6+rRWbxrg/Zj6h7+4dNNBnJ9MArLDviazvaTp3b7dl51L29mUnwZRXakDKTOLNosV/PEfpsk5l+46iIu22UGecn7lTL/WGi2ddqUIFEjivd7M2JRPTS7qrOtJcx1PKgjcRI7jeh7+GS23Zg7dPW8l37P8fA71sshXa7AVfDHfPepy+u9d/q6vLbG/m8ZQkPj8h2+I/PiGyI9v8J4f1Da32t2H293xfv6J/PiGyI9viPz4Bln+/v7+hISEsLCwlZPZ2dlB73H27FlM6/wvFhcX5XJ5TEwMBEHx8fFVVVU2G8oGBIL9j9raWqlUGhgY+K35kydPHj161Dk0Go05OTlcLhddQXDIz89XqVQFBQUcDufZs2clJSUWiyU3NxeNFvwnsKioqCdPnlRWVvJ4vFUOu3LlSmJiotVqhfkEBtPdicFg4PF4dXV1zpns7OzExESkOg53BOe/vr6exWL19fWtcoxWq71582Z1dTWZvFYri7+//8uXL1fO0Gg01HYI8rNYrO88pry8PDIyMjo6Gl01iDCZTDMzM21tbS0tLSUlJehEsNz/nJiYaGhoqKmpwVBzFTIzM1UqlZ+fn1wuP3jwIDoRLPPfvXuXxWJFRUVhqLkKUqlUp9N1dXUVFhbOzs5mZGSgEMEyf1NT0/79+0kkxC+hoAOCIAiC4uLiaDTaxYsXk5OTfXx8kIpgtkpptVqNRhMTE4OV4IeYmJioq6ubn/+mB8fj8ZaWlnQ6HQo1zPJ3dnYCANb0tu/AYDDk5+e3tbU5Z3p7ewEAbDYbhRrc6396erq/vx8A8Pr1a4vF0tXVBQAICAgICQlxHDA6OspkMjds2ICiCERs3759z549RUVF8/PzoaGh3d3dVVVVQqHQywvN22dw87948SIzM9M5FIlEAIDk5OTS0lLHjF6vX4fwDioqKioqKhQKhV6vZ7FYEonkxIkTKLXcvgPnXnfi8x++IfLjGyI/viHy4xu85yfVNre6uwZ3QgUApCQK3GV/r+WRe93xfv0T+fENkR/fEPnxDQb9bwDA8+fPRSJRWFgYn88/duyYY6cUcz7kPjg4ePz48Z07d0ZERGRmZqrVaviaCPLX1tYmJSVRKJRvzWs0miNHjgQHBz948ECpVJLJ5LS0tMnJSfjKrri/ffs2NTV1bm6urKystLR0cnIyIyNjbm4Otq7L/W+FQrFt2zaz2ewYjo2NcTicxsZGmDuQmLjPzs46hgMDAxwO5/HjxzDdEZz/+vr62NjY//kjMpnsPDOenp4AADvWXwb+kLtIJGppaXFuvTua1FNTUzBlEeT/UP/7wIEDFAqlrKxseXnZaDRev349ICAgPj4evrIr7gwGIzg42Dlsb28HAERGRsKUxaD/yWazq6urs7KyysvL7XY7i8W6ffv2uvVCVjI+Pn7+/HmhULjyL7I6GNz/hoeHc3JyBALB/fv36+vr+Xy+RCLR6/WuKyNCo9GkpKRAECSTyeD/Fgb5FQoFg8GQy+Xh4eF8Pv/q1atLS0vr9haEg+7u7pSUFB6Pd+vWLRoNwfexMcj/6tWr4OBgZ9vfw8ODzWYPDw+7rgwTjUaTnp6+d+9ehUKBKDzAJD+bzR4aGnIu+GazeXR09P3X5NYIs9kskUiio6MvX76M4i0oDPrfaWlpjY2NMpksLS3NZrNVV1cvLCwIhUKkpaBzVyqVIyMjhYWFKpXKefzmzZthLoEY9L8jIyNramoqKiqSk5NJJNKOHTuUSqXzvQBMWMW9o6PDarVmZWWtPF4sFhcXF8OSdnsH2r3uxOc/fEPkxzdEfnxD5Mc3eM9P9L+J/jeeIfLjGyI/viHy4xts+t89PT1isRiCoPDw8DNnziBov7rbHYP+t8FgEIvFNpvtxo0bUqm0tbU1Ly8Pvqyb3V3vQF+7do3L5c7MzDiGDx8+5HA4arUa5g6ke90x6H+r1Woul+vn5+cYCgQCEon09OlTBCfBfe4Y9L/NZjOV+k0fwcPDw9/ff2RkBL6yG90xWP8d19vy8rt/AK7X66enpxcWFlxXXgd3DPKnpqZOTU3JZLLZ2VmtVnvq1ClfX9/3F6o1wkV3DPKHhIRcuHChoaEhPDx83759cXFxTCaTyWS6rrwO7th8/10sFiclJel0OhaLZbVa5XI5BEGYKK+1Ozb9/zt37tDp9KCgIDqd3tTURCKRdu/e7bryOrhj0P82mUznzp0bGBg4dOjQ0NDQpUuXsrOzGQzGd0kiYA3dYT6BtLe3c97j9OnTjp82NzcLBIKtW7fu2rWrsrLSZrPBfKpxuzvR/8Y3RH58Q+THN0R+fEPkxzd473//B/nj1p8DfXefAAAAAElFTkSuQmCC"
<image>The table shows a function. Is the function linear or nonlinear?
nonlinear
307
null
nonlinear
"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"
<image>Malia went on a vacation to an amusement park and counted how many rides she went on each day. What is the median of the numbers?
59
308
null
59
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"
<image>Julie tracked the attendance at the school play. How many more people attended the play on Tuesday than on Thursday?
116
309
null
116
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j7KcAgOEa6m/fV799X62joQYAiH+ciR44cYwp9FhW0nLy4aBuzrRJMMV5sg0A4FlRSV39/8NqL509nelAu/EWAADlwXIwjvaksaMBABqqylBQq6rmY8bTZwwGg0gkDpaVefu+msHoUhks//FTfd6LYrSS+TOm8KjHAgByn79Mzy1Izy2orK4hEAgNTZ8fpmUBAJo+N+e/eAUAGKqiCK+IvrYmACD+cSaCIM9flQIA7G0sYSWz7GzYtzJ4kIzZKF0AwDB1FSFBOgCgsrqm/4z6Bj7U1pW8fov919rWjub22H/0PEy2NIPFnGyt+ql7v/hN+/rde7ghKiw0xkjfz2c1XAipb2wCABw+deHwqQushQEActK9ymF9/NQAAKBSKPT/dC4kxUXhxqeGRj6+f8Wd5GSYaxAT+VfegiIg0ND0WVQY3SW3d3R0dXXBXnV3dytb2H1pRZW+zrA+O8b9lCXfguf/c3NLTEKK6/ptc9ZslpOWUlWUhwWcV30hw/v63fv6xqbOTgYAQEJMBCaiZ7s3JERF0G0ahdL0ubmru/vHGfEDCD2wg81CVI/9R8+DmMi/wevRE/LD+cVOi94lTEDLXR2mOE/5/2NbkE5Ft2GQ+x4RFxUGALS2tbW0ttKoVABATd0nmCUhJgodDwCAei/nQK/m5+e/9s9BbLq+jiYnHeMhBOk05yk2h06cz3haEJv0ePOKRTB9/ybPYWr/l+1QkpcVERLk5+dnMBjoukvNx/qf3+FfDut5+FD7qZ/a4tI7zFRvBACgoemznZWFnZXFIGnJ5tZW9BnWx7H6I+DCUsTtOJhy8UYsAMBg+DDRb5KKQjEcoQ0vjLyslJ2VxaSxpvWNTQiCiAoLfk+13En528qXpeUAACE6XZBOG66pDgDg5+ODV4RIJHR0doqJCBOJxKEqigCAG3GJ8MBLt+/+ul7/MohEooaqEgAg+uEjmHI5Oq6f2uKWhSgm1i6aE3rl5s37iVMWecpJS0bG3G9qbrl96u+Rw4b2eayosNC21Us2HwhavnXf/ZT0mo/1cY/S+Pn59/t6fmevpCXFl86eHnz+yuSFnjMmjXtaWJySlTvaYKSdlcV31swloAtRrW3tL0rLOzo6xUVFXB0mAwC2rloya5Wv7/7AvBfFzS2tV+48EBUWenbvMgBguYvT6h37Q8Kvvq360NTcXFHZs3gPD8G6EAUAyLtzif1R7nMcPHcePBYWWV1bV9/YVFZRCQBAwPd+UsYKlzqtquLgpIgTvv6BSRnZAIDhGupbVi6y/W+K3yebViyUlZI4cuZS1J14MplkbW78x5ql5oZ639+xwB3eslKSZ67cOnHpmrSE+ArXmfu8Vv02Sha5z1/CDTKZNFhWxmq04aYVCwcPkgEAwHmKX/CZizdjBWm0adZj93mvGiQtBQBYPs+ptOJdaOTN5MycqVYWK12dZ6/eRCJx6a3FCR9q6z6wqJx1d/fhfitdncsqKkMjb8Y9Sp9qZeHj4TZh/krsCtaPghC+yHyg/fb/d+VXhXF4/fZ9acVbUWEhPW1NAID/P2d8/QMtTUY9DD/e300PzMgVPPw4xOESrt17uG73IRqVMnvqRAKBcP5aDABg7aI5v7pfvy240+J8L2sXzSUQCCcjrl+6dZdGpZjoDd+ycpGNBf7Ljf4Cd1qcH4DnwjmeC/FX60+CS//kg4OD0xu40+Lg8Bi40+Lg8Bi40+Lg8Bi4LAgODo/BDwCYfSr5V3cD5wdwabHFQLuUA9NkfHiMg8Nj4E6Lg8Nj4E6Lg8Nj4E6Lg8Nj4E6Lg8Nj9Oq0J0+eJBAIPzC2pZOTk7W1NfsyP7zRX05BQQGBQHj06BEAICgo6BdGML906ZK2tjaVStXQ0Dh16lRvxW7fvm1sbCwoKKigoODu7v7x40eYPnXqVMKXLFu2jPXwv//+G1tGSEhIX1//9OnTTPIiubm5BAJBXFy8o6ODqQZPT08CgbB169bvtphTk1FmzZpFIBBevfo38jbXmvzFPXT06NHMzMwzZ85weHCfzJw5c8qUKQsWLAAAeHh4tLd/1w+CpaWlMzIylJWVf0jfBhS3bt1ydXXdvXu3paVlXFzc0qVL5eXlJ02axFTs3r179vb2S5Ys8ff3Ly8v9/b2rqysvH37NgCgqalp2rRp69atQwvLyfUQ3AttTlBQEABQX18fGxu7ePHiioqKP/74g6lYe3t7bGzstGnT0JTu7u7IyEgqlQq+Gw5NRomNjb169So2hWtN/sJpnzx5wvmRnPDkyZMpU6bAbRubPiJrsufNmzc1NT0E2mQwGHx8fL9N7IjeQBCkq6vrm1/Uvr6+y5Yt8/X1BQCYmJgoKSnJysqyFjt8+LCxsfHx4//+eL2lpWXlypVNTU1CQkJNTU0GBgaWlpacNGdubi4qKgq3p0+fXldXFxAQsH37dqbLZG5ufvHiRewdnJiY2NzcPGzYsG8x8ks4NBnS0tKyYsWKpUuXBgcHo4lca/L/h8eWlpahoaFnz54lEAi5ubkwsaioyNzcnEqlqqioYN/A4eHhI0aMEBAQkJGRWb16dWtrK2vVBAKhrKxs4cKF0Bjs8PjRo0d6enoUCkVbWzs2Ntbc3NzDwwM9kLXRhIQEJSUlAICKisr06dMBAOLi4keOHLGzs6NSqQ0NDQCAU6dOaWlpCQgISEpKuri4VFf/G6lo2rRpM2bMOHz4sIKCgoCAgJGRUXZ2NsxiMBjbt29XUlISEBAYMmRIUFAQqxXHjx+nUqnokGbZsmUEAqGwsBDNFRERYTAYNTU1rq6ugwYNolAoQ4cOPXLkCPvz3tXVNWXKFG1t7fr6egDAkydPrKys6HS6sLCwvb19WVkZLDZjxozZs2fv3LlTUFAQvvFOnjypo6NDo9EkJSUdHR3fvu05LDiW4uLi58+fu7q6oinz58/X1dWF2yYmJuh1OXXqVEREBFpMQUEBAACflY2NjfBN8g2MGjXq06dPTU1NTOmTJk26devW58+f0ZTw8HBbW9uurq5vawiFc5MhO3bskJaWXrLkC9UirjX5/05748YNAwOD2bNn19TUDB8+HADAz8+/atUqLy+vjIwMIyMjd3f3d+/eAQCioqLmzp07efLkvLy8M2fOXL9+nclaCLyfAgMDS0tLsen19fVTp04VExNLS0s7ceLEtm3bSktLSf+pSPTYqJmZGbyZsrOzw8LCAABkMvnkyZO6urpJSUmCgoJhYWFLly6dO3duXl7e5cuXs7Ky7Ozs4KSCRCIlJSU9e/YsPz//9evXdDp92rRpcKC+fv36Q4cO7dy5s6CgYMOGDRs2bDhx4gSTFdbW1m1tbaifJyYmKigoJCf/+xVOUlLSuHHj+Pn53dzcMjMzL1++nJeXt2XLlg0bNly/fp3NeV+7dm1OTs6dO3dERUVfv349btw4MpmckpISHx9fX18PG4VmFhQU5ObmwkdbcnKyu7u7p6dnfn5+dHT0x48fnZ2d+7zG+fn5AIDW1lZLS0tRUVFNTc3Q0FA019zc3MTk3x+sy8nJQUeFxMTEyMvLw/lIU1MTnU7vs60eKS0tFRQUZHUAGxsbfn5+9ER1dnZevXrV2dn5+xc1ODcZAJCXlxcYGBgSEgIFBFC41+TwRebIfxgbG7u5ucFtePvGxMTA3fLycnTXyMjI3Pz/R50/f55AILx9+xb5Evj6DQ0NhbuOjo5WVlYIgkCve/HiBUxPS0sDAKxcuZJ9o3fu3AEAlJWVwSx5eXlDQ0O0LV1dXRsbG3T31q1bAICUlBTYLoVCaWpqwjZ39+7d+vp6Mpm8bds29KglS5YMHToUYUFZWfnAgQMIglRXV5NIpD/++GPevHkwS0FBISgoCEGQqqqq6upq9BADA4Ply5cjCALvnuTkZARBAgMD+fj4EAQJCAgQEhLKycmBhb29vYWEhD59+gR337x5QyQSL168iCCIi4sLmUyuq6uDWQEBARQKpb29He5WVVWlp6ejjWIvJZZ//vmHQCDo6eldunQpPT191apVAIDY2NgeC2PPIYFACAsLg7s0Gs3JycnQ0JBOp6uqqvr4+DQ3N7MedfjwYQBAbW1tZ2dnZ2fnx48fz507JyAgAK8vSk5ODgCguLjYzc1t8uTJMDE6OlpYWLi1tVVbW3vLli3su/ejTO7q6jIxMfHy8sL2istN7uNPPmZm/wZAFBcXBwDU1dV1dXVlZ2dbWf1f8sDS0hJBkPT0dA4fE4WFhXQ6XUNDA+4aGxtLSEiwb7THegwNDeFGZ2dnXl6eufn/f/lgZGQEAEAH+VpaWugzT1tbGwDw4sWLp0+fdnR0jB8/HmtIUVERul6KYmVllZKSAgBISEjQ1dW1srKCb9ry8vKKigo4V6+trXVzcxMVFYVLiE+ePOmt29HR0Rs3boyKikJHa5mZmfr6+uiMSEFBQVVVNTX1X5k/dXV1MTExtCckEsnCwiIkJKS8vFxGRgZayp7Ozk4EQTZt2jRr1iwjI6PAwEATE5MDBw6wOeT69etOTk6+vr7z5s0DAHR3d5PJ5FevXq1bt+7evXsrVqwICgpaunRpb4dLSkqSSCQSiSQhIbFo0SIPD4+DBw/2WNLFxeXevXu1tbUAgPDwcAcHBwqF0qdFfcK5ycHBwVVVVTt27GBK52aT+1jYoNH+ldaF82kEQVpbWxkMxp49e/z8/LAl0Tlkn3z+/Bm9QSGSkl8oDrM22mM96K3c3Nzc3d2N7qJZjY3/xnoXEvp/jHJYeUtLC8ydOHEiulQAdfE+fPjA9BCxtrZes2YNACAxMdHCwsLIyOj9+/cVFRVJSUmKiopDhw5ta2ubNm3a4MGD09LS1NXV+fn5sU8QLN3d3XPnzmUwGNjT1djYmJOTg71yHR0daAGsXdra2qmpqQcPHty8ebOHh4exsXFwcLCeXh+hYaH52GIWFhYXLlzorXxoaKi7u/vu3bvhKg4AgEgkfvr0/3j5o0eP7u7u9vb2DggIYLp2kIcPH8KnJI1GU1NTExAQ6K2t8ePHS0pKRkZGLly48MaNG5GRkext4RAOTX7//v2WLVsuXbqE3nIo3GzyV69G0mg0Eonk6em5ePFibLqMjAyHNVCpVKYJOuvL7aug0+l8fHzYUwzfciIi/4qpYLNg04KCgjD3/PnzcAKPoqKiAr5k/PjxtbW1RUVFiYmJe/bsERAQMDAwePToUVJSEnzN5uXllZaWXrhwQVPzX32QqqqqwYMHs3YVjtzggM3CwgKuromIiJibm6NrthDsgwaLtrZ2aGhod3d3amqqj4+Pra1tRUUFqSddSZShQ4cCAGpqatTV/xXg7Orq6u2uioiIcHd3DwkJWbhwIZs6R4wYAQAoLy/v8Q7W1dVlei73Bh8fn7Ozc2RkpLS0NIVCwY7gvgcOTb53715DQ4Od3RfKTJqamvb29lFRUUyFucdk5uFxb6+1/x9AJBoYGLx+/VrzP1RVVclkMvaFwL7CIUOGNDY2wvkqACArKwsOFTihx+6RSKSRI0c+fvwYTYHb6Pj55cuXqN/CMbO2tvbIkSMFBARqampQQyQkJKSkpFgvrbS09PDhw69fv15YWAhfoebm5o8ePUpOToZOCx8EqJulpKSUlJT02FU+Pr45c+b4+fnJy8u7urrCd7uRkVFJSYmamhraEyKROGhQD5qA6enpcNhMJBLNzMz27dtXXV1dWVnJ/qQZGhqKi4tj/wiZmJjI9KiCwBnX4cOHmTy2qKjIycnp2bNnaEpaWhqRSPwhfzN3cXF59OjRpUuXZs6c+aM+PuHQZHt7+/z8/Nz/gIudt27dOnz4MFebjJ3KT5o0afjw4dnZ2TU1NXBNCM4NEASB9yVcloiKiiISiX5+fkVFRTk5Oc7OznJycuhKDxYqlerm5vbkyZOOjg50IaqqqopKpdrZ2T179iw9Pd3c3HzQoEHYhageG4ULSIGBgfn5+QiCyMvLYyfuFy9eJBKJ+/fvLy0tffDggaqq6tixY2GWo6PjoEGDpk+fnpeXl52dra+vr6ys3NHRgSDI6tWrJSUlIyIiysrKHj58OHLkyGnTpvU4+1+3bp2ioqK2tjbcvXHjhrKyMpFIrKmpQRCkpqaGRqMtXbr03bt30dHRpqamU6ZMGTlyZFVVVY8LUQiCZGdnk0ikvXv3IghSXl4uJCQ0d+7cp0+fFhUV7d69m4+PLzMzE0EQFxcXMzMztBs7duyQkpK6cuVKSUlJTk6Oo6OjkpJSd3c3ukTR2+rF33//zc/Pf+DAgUePHsG/Wj1+/BhmeXt7b9++HW7PmDFjyJAhD7+kurq6vb1dVVVVQ0MjMjIyJSXF39+fSqUuXbqUtSG4KoMuqmE5evQoagvTko+6ujofHx88SwiCYFdlFi9evHr16t7s+n6TsWB7xc0mf+G0MTExEhISEhISd+/eZeM/CIJcvHhxxIgRZDJZXFzc3t6+qKioxwZ27txJp9Pl5eU/ffqEOi2CILdv3x4yZAiZTNbX109JSdHU1NywYQPC1mkZDIatrS2VSp00aRLC4rQIgpw6dUpTU5NEIklJSS1ZsgQ9iY6OjtbW1iEhIUpKSmQy2djYOC8vD2Z1dnZu27ZNUVGRRCLJy8vDDwl6NCQ6OhoAABeEEQSpra2Fi5NogcuXL6uoqFCp1LFjxxYWFsbGxoqKihoYGPTmtAiC7N27l0QiZWVlIQiSlZVlZWVFo9HodLqpqemdO3dgGSanZTAYW7duVVVVFRAQkJKSsre3LywsxF7OHjsPOXTokJKSEolE0tLSunz5MppubGyMXhd0QvHFYz08HEGQ8vJyFxcXGRkZKpWqo6Nz+PBh9DJhYXMH+/j4oOYz3cHbt29XUFBAnz7YOxjbPVa+32QsTL3iWpMBe7P7iY8fP7a2tsLttrY2Op0O/3DSH2AfFr83v+RS/loGpsm/4Fc+jY2Nampq8+bNy8vLy8/Pd3d3JxKJjo6OP78nODi8yC9wWmFh4bt37378+NHc3Hzs2LEVFRX3799n810oDg4Oll/zSzEjI6OHDx/+nLauXLnycxrCwfk54D+Cx8HhMXCnxcHhMXCnxcHhMXCnxcHhMXBZEBwcHgOXBfl9GJgaGQPQZHx4jIPDY+BOi4PDY+BOi4PDY+BOi4PDY+BOi4PDY/w8WRCcX0VQUBCBBTQyDhNxcXGGhoZUKlVOTm7z5s3YGyAgIEBdXZ1CoQwbNgyG1GSFS2RBfojJA1QWpDewciHfxk/r6m+Ag4ODjo4ONmX9+vU93sFPnz61s7Nzc3M7cuRISUnJmjVrGAzG/v37AQDBwcFeXl7+/v6mpqb3799fsGCBuLg4Kh/BxC+XBfkhJnOtLMgXP4JfuHAhU9zjHn+q//2oqKig8ZC/DWxXcSAc/iI8Li6ORqNVVFSwZrm4uBgYGKC7wcHBFAqlvr4eQRAFBYX169ejWbNmzTIxMWGtoccwDjNnzhQTE0OjNCD/hXGYMGHCrFmzsCXj4+OFhYX19fW/M+4xE99msr6+Ptbk3vj5JvejLAjoRcOCSS7Ezs4OGw4Phj6HugkyMjKBgYG+vr4yMjLCwsJ2dnYwsChTV4ODg6WlpR89eqSjo0OhUPT09AoKCs6fP6+qqiooKDh58mQ0cFxmZqaNjY24uLigoKCRkdH9+/dhOqwhOzvb2NiYRqPBZ8pXPPl4h+7u7vXr169fvx4NFonVyHjw4AH2WtjZ2bW1tSUnJ798+bKiomLq1KnYrPT0dDRILXt+viwIlm8zGQxMWZDeNCx6kwthhUQiHTp0SF5evqysLDc3Nzs7e9euXaxdJZFIjY2NR44cuX//fklJSVNT08yZM+/cufPkyZPs7OyMjIy//voLANDW1jZp0iQhIaEHDx5kZGRYWFhMnz4dWgRr2Lp167lz5xoaGubNm+fh4QGzfjPCw8PfvXvn5eWFpqAaGZ8/f66qqlJTU0OzBg8eTCaTi4qKiouLAQDYLFVVVQRBUFVI9vx8WRAs32Yy4GJZkP87rYiICD8/PxSw4uPjAwAwGAwvLy97e/vhw4fv378fBvIHAOzfv9/c3NzPz09DQ8PW1tbPzw+eF6aqc3JyBAQE3Nzc1NTUjI2NIyIi/v77bwAADAUuKCgIBQTYo6amtnr1ahqNpqqqOnny5MzMzB672t7evnHjRllZWXl5eTs7uxcvXvz1119iYmJDhw61tLSEIxMSiZSbm3vu3Dk9PT0tLa2dO3c2NzdD6QBYw6ZNmzQ0NEgkkoeHR2dn59OnTzk/j7yCn5/fypUrhYWF0ZSDBw/++eefAACoY4bNAgAICQnV19ezZsFtqB7GSldXF4PBYDAYdXV1YWFhZ86ccXNzY1LKAQBQKBQHB4fw8HC4GxcX19nZOXny5O+28gu+zWQAQFNTU2ZmppGRkaCgoJqamq+vb0tLS2+t/EyT+4hc0ZssyJYtW9AyqCzIjBkzsMeiGhaLFy+eMGGCsrIy5wHNUVDtDACAqKgoNuw4E1paWmgxCQkJtC1RUVH4QOHj43vy5MmePXuePXuGjuex4h1oW3DczqYtHiUhIeHZs2dQfa9fwYbz5ufnX7Fihb+/f48lXVxc4PxFUlLyB8qCoHyzyagsiLe3t5KSUmpq6h9//FFRUdGbMsPPNLkfZUG+TcOCCaZVNaT3WOpYy5nOAjzq2bNnzs7Oy5Ytu3nzpqysbFdXF1Ngfs7b4lEuXbpkamoKZQ1YgY8q+PKBIAjS2NgoJiYGI9E3NDSgMVbhu6i3CPW/XBYE5ZtNHriyID1qWDCVIRAIWPfobU3r+4mOjhYQEPjrr79gTPeqqqp+aohruXfv3vz583vLpdPpgwcPhtM5SFlZWWdn57Bhw4YMGQIAKCoqUlRUhFlFRUV8fHwwnZVfLguC8s0msxYeELIg7DUs0IZERUWxi5Bw/skJX/smbGpqolAoqArD2bNnv6ES3uX169dlZWUGBgZsykycOPHmzZvoOYmKihIUFBwzZoyampq6ujpWcTcqKmrMmDHfvLiKpT9kQSDfYzI3y4J84bRiYmI5OTk5OTnsxXW8vLyioqL8/f2Li4tzc3NdXV0tLCywq9iQ2NhYKGRUWlqam5sbEBCgpKSkqKhIoVCoVGpiYmJ2dnZnZ+eoUaOysrKys7MZDMatW7fi4+M56TeHXcViampaW1t76tSpysrKo0eP5ufny8rKPn36FDs6+o2B6vKoIBWKj48P+g2Al5fXq1evFi9enJqaevr06V27dvn4+MAp0vbt248fP37o0KH09PTNmzfHxsayfjnAnmPHjvUoJmhkZKSkpHTt2rU5c+aw5i5ZsgRKFn4D32OysrIyFF65cuXK48eP9+/f7+/vv3jx4h5fs73RTyZ/4bRr1qyprKy0sbFBhc97ZMaMGefPn7948aKOjo6VlVV7e3tCQgLrQ3fr1q0eHh7e3t5aWloTJkxgMBixsbFwbuzr63vlypVp06Y1NzcvXbrUycnJ2toaDvT37t0LAOhzBZzDrmKZPHmyr6/vpk2btLS00tPTT5w4sXz58vPnz3/tzcejwOkAq/BHYmIiuoSuoaERGxtbUFAwbty47du3+/j4bN68GWa5uroGBgYeO3ZszJgxt27dunLlytixY7+qA2/evIGCTKzMnTtXTk4OXfXEUlBQ8Pz5869qCOV7TCaTyfHx8aNGjVq1apW1tXVYWNjevXuPHTv2VR3oJ5MJ4YvMB9pv/39XBmYYhwFoMv4rHxwcHgN3WhwcHgN3WhwcHgN3WhwcHgN3WhwcHgN3WhwcHgN3WhwcHgOXBcHB4TFwWZDfh4H5pcEANBkfHuPg8Bi40+Lg8Bi40+Lg8Bi40+Lg8Bi40+Lg8BhcJwsSFBT0Y8MXAAAkJSVh9L1vBv7it8csHR2dVatWfU/l/c1XaWQAAK5cuSIiIjJ9+nRsItdqZPQI5yYfOnSITTHuVEL5NbIgbBg3btzX/tT4J+Dh4dHe3v6re/GNcK6R0dHRsWHDhrCwMNZwR9yrkdETnJvc1NSkqKgIYw9B0GCGXKuE8oXTPnnyhPMj+wltbW1tbe1f3Yv/w2Aw+Pj4bGxsflSFnZ2dTFEg+xt5eXl5eXl09/79+y9fvrx58yZryby8vISEhKysLNaxQ1NTk4GBgaWlJSctmpubo24/ffr0urq6gICA7du3w7gl2GIXL17E3sGJiYnNzc09xlX7Kjg3uampSVJSske79u3bt3r1avicMjExKSgo+PPPP3tz2p9pcj/KgmRlZREIhKysLDRFXV1948aNgK0MB3Z43NnZ6eXlJScnR6fTzczMHj9+DAAYM2bMhAkTsA3NmDHD1NS0t/JMPHnyxMrKik6nCwsL29vbwzBCrIiLix85csTOzo5KpTY0NGCHxykpKbq6ugICAhoaGlFRUdir8uHDB1dXV0lJSQqFYmRkhMa7OnLkiKys7O3bt2VkZLCh7n8+7DUy1NTU0tLSWIMqAS7WyOgT9ib3Zhc3K6H0oywIGziU4fD09Dxz5szhw4eTkpKGDBkyadKk8vLyJUuWPHjwAI3q2NzcHBsbCwX4eiyPrfD169fjxo0jk8kpKSnx8fH19fXW1tZtbW2sPSSTySdPntTV1U1KSsJe1IaGhmnTpomJiWVkZISFhQUHB79//x5mdXV1TZo0KTU1NSIiIicnx9jY2NbWtqCgANbW3NwcFBQUFhb2zWHKfghsNDIAAGJiYr0JYXCtRkafsDe5N7u4WgkFqztmbGzMpJoXExMDd+HdD3eNjIzMzf9/FJTMevv2LZO8F5TwyMzMRFPU1NQ2bNiAVp6UlATTYTDk6OhoBEECAwP5+PgQBKmvryeTyUePHoVl2tvbHR0d792719LSIiIicuDAAZgeEREBZc56K48giISExO7duxEE8fb2FhISQgXO3rx5QyQSL168yKpNJi8vb2hoiO46OjpaWVkhCAIDzOfn58P0V69eEQiElStXIggSExMDAHjw4AHM6urq0tDQcHd3R+2FBvYfnEjI6ejobNu2rc9iEydOtLe3x6bQaDQnJydDQ0M6na6qqurj49Pc3Mx6IJSQq62t7ezs7Ozs/Pjx47lz5wQEBOApQoGBcouLi93c3CZPngwTo6OjhYWFW1tbtbW1f6BqHnuTJ0+ebGhoaGdnJyoqKisrO2vWrDdv3iAIcv78eQAAlM+D5OfnY6/vLzS5jz/59CYLgo2wjMqCfMWjAgDQlwxHXl5eR0eHoaEh3CWTyVeuXLGxsaFSqXPnzkWX8qKiohwcHERERHorj60zMzNTX18fnXsoKCioqqrC4MysoFVhef78OYlEQhc51NTUpKSk0Mr5+fnHjBkDd4lEooWFBbbyHiv8mUCNDKYo85yAamSsW7fu3r17K1asCAoKWrp0aW/lJSUlSSQSiUSSkJBYtGiRh4fHwYMHeyzp4uJy7949GAe3/2RB2Jv8/v17Kyur27dvHzp0KCMjw8rKio1mT2/8TJP7URakT9jLcMBwxD2uqi1dujQ4ODgvL2/o0KExMTFXr15lXx6lsbExJycHe446Ojp663mPmhdNTU1Mek1ohM7GxkYGg4EdETEYDKg2xqbCnwl7jQw2cLNGBnv6NDk6OhrdNjMzGzJkiJGRUUxMDDcrofSjLAjTuhn4SskPISEhAMDHjx9Zs/T09PT09CIiIgwNDcXExOBrn015FBEREXNz8+PHj7M2xCF0Op1pKQJtUUREhEKhMCkkQFE/LoG9RsZXwT0aGez5WpNRuxwcHAC3KqH0oywItAG9xauqqtA1G04YOXIkiURKSkqCu93d3WPHjkVHxUuXLo2MjIyIiJg/fz4UFGRfHmJkZFRSUqKmpoZ2nkgkDho0iPNeaWhodHZ2wuUlAEBBQQGqu2dkZNTW1tbd3Y1WTqVS0RXLXw4nGhm9wc0aGWzo02QGg7FgwQJUeBIAAGOLq6qqcrMSSj/KgigqKkpLS587d66tre3Dhw9r1qxBp3+cICoq6ubmtn///rNnzz558mTZsmXZ2dmjR4+GuXPnzn337l1UVBRcN+6zPGTZsmWNjY0LFizIy8srLi7+888/tbS0ONcoAADY2dkJCQmtWrUqIyMjMTHR3d0dHWJYW1vr6enNmzcvKSmpvLw8PDxcT0/vn3/+4bzyfoUTjYzS0tKEhISEhIS6urra2lq4XVVVxc0aGWzo02R+fv6uri53d/djx46lpaWFhYXNnz9fW1sbasNzrRLKF16+Zs0aV1dXGxubixcvsjkGyoL4+flt375dUFDQwsKiR1kQEol09uzZ9evXi4uLKykpHThw4N27d1+1tB0UFCQkJOTj49PY2Kirq3vnzh10CV5ERGTcuHENDQ3YS8KmPERJSenhw4c+Pj6mpqYEAmHEiBG3b98eNWoU512SkJC4du2ap6enubm5srLyvn37/v77787OTgAAHx9fbGzsxo0bZ8yY8fnzZxUVle3bt69du5bzyvsVNhoZ6LULCQnBqqqOGzcOABAaGrpgwYL4+PgtW7asWrWqsbFRTU1t7969X/vxJnuNjNDQ0N40Mr755caJySdOnJCXlz948OD79+/l5OSmTZu2c+dOMpkMAHB1dW1ubj5w4MDmzZuHDh36w5VQvt1kThbNuZAPHz4ICgr2+NeaAQuPXsrvYWCazHu/8qmtrc3IyHBwcFBVVXV2dv7V3cHB+dnwntNeuHDBwsKCj4/vxo0bXLU2i4Pzc+A9p/X09Gxvb09MTPwhS5c4ODwH7zktDs4AB3daHBweA3daHBweA3daHBweA5cFwcHhMXBZkN+HgamRMQBNxofHODg8Bu60ODg8Bu60ODg8Bu60ODg8Bu60ODg8BtfJgvAcbBRDuIeKigoXF5dBgwYJCwsbGxvfuHGjt5JxcXGGhoZUKlVOTm7z5s3oDcBbsiBfZfLt27eNjY0FBQUVFBTc3d3R+EFca3L/yoLMnDlzypQpaHCJ3wasXZwohvza89DR0TFx4kQJCYmbN2+KioqGhYXNmDEjLi5u/PjxTCWfPn1qZ2fn5uZ25MiRkpKSNWvWMBiM/fv3A16TBeHc5Hv37tnb2y9ZssTf37+8vNzb27uysvL27dtcbTL2Z8QLFy5kinvc2dn5PT/YhdIBTInd3d3fWe0vpKOjA+nFLjZ8bflvo7dfhMPotikpKWiKsrIyDMjMhIuLi4GBAbobHBwMY0ojCKKvr79+/fo++wCDAKORpSEzZ84UExPr7u5GU2D4uwkTJsyaNQtbMj4+XlhYWF9f/zvjHnNu8qRJk0xNTdHdo0ePAgAaGxsRLja5H2VBCARCWVnZwoULYYS3GTNmzJ49e+fOnYKCgvBJduHCBT09PUFBQUlJyWnTppWUlMADp02bNmPGjMOHDysoKAgICBgZGWHDOPXWtI6ODtNgBrbCYW/Z9IdJ1IPJLuzw+OTJkzo6OjQaTVJS0tHR8e3bt6znoaKiwtnZWUZGhkqlamlphYSE9PVc/TFgA4gJCAgg/w3esBoZDx48gOGRIHZ2dm1tbcnJyYA3ZUE4MfnUqVMRERFoMQUFBQBATU0N4GKT+1EWBN6ygYGBpaWlAAAymVxQUJCbmxsbG2tubp6enj5v3rzp06dnZWXFxsa2trY6OjrCA2FQxWfPnuXn579+/ZpOp0+bNg0OQdk0fefOneL/mDBhgri4OAzDx2Fv2fSHSdSDyS6U5ORkd3d3T0/P/Pz86Ojojx8/wsAaTOUXLlwIB2D5+flr1qxZuXLlvXv3OL9g38CoUaP09PR27dpVW1vb1dV14cKFkpISdKyOamR8/vy5qqoKG1Vr8ODBZDK5qKgI8JosCIcmAwDk5OSgo0JiYmLk5eXhT7W51+T+kwWBLzR0WOji4kImk+vq6tDckpKSrq4uuHvr1i0AQHV1NYIgjo6OFAqlqakJZsHQWHfv3uWw6StXrgAAIiMj4S7nve2tP0yiHkx2oYohAQEBFAqlvb0dpldVVaWnp7OWFxMT27VrF9puWlpaVVUV8iNgEzCpsrJy5MiRAAA+Pj4KhXLhwgXWMvDhcv36dWyihIQE1NTgOVkQTkxm4tatWwQCISwsDO5yrck/VRZEXV0dDY8sICBw6dIlDQ0NMplMIBCgPBkaQ1hLSwt9SkHlyxcvXnDSdGVlpbu7u5ubm5OTEwCA896y7w/gQNTDysqKRCJZWFiEhISUl5fLyMgYGRmxFps+ffrevXs3bNjw4MGDjo4OY2Nj1jjvP5bOzk5HR0cqlXr//v3MzMzNmzcvWbLk4cOHnNfAc7Ig32Dy9evXnZycfH19582bB7jcZPZvWnTFCI7Ow8LC4AY/P78ABgDAsWPHmB4JrG9aMzMzNDckJISPj+/UqVMNDQ0IgsTFxQEACgsLEQRxdHQcO3YsWhIO9/ft29dn093d3RMmTFBRUYELCWi3Oektm/4wnYre3rQIghQUFCxYsABKgRgbG2dnZ7OWZzAYR44cMTY2JhAIwsLCW7du/VHLcr29dmDE9nfv3qEpM2bMGD16NFMxONE6e/YsmtLd3U0ikf766y/WOuGSck1NDVM6fO08fPgwMzMzMzPz2bNnbW1trIejrx0GgyErK3vs2LHW1lYhIaHY2FgEQb7/TcuhySinT5/m5+fft28fm7a4x+R+lAVhz7Vr16ytrRctWgR3YYhaFKxyDHQ8QUHBPpsODAx88OBBYmIiqvTBeW/Z94dDtLW1Q0NDu7u7U1NTfXx8bG1toSAgFj4+vtWrV69evbq2tvbcuXO+vr5SUlL9qn9ZVFQkIiKC/XOFuro6XF7CQqfTBw8eDGewkLKyss7Ozh71jrlcFoRDkyERERHu7u4hISELFy5kUyf3mNyPsiDsK2xqasKK6Jw7dw5b+OXLl6jfwqVsbW1t9k0/f/7cx8fH19cXGwCa896y7w8ndqWnp0ONPCKRaGZmtm/fvurqalRHF5ZvaGi4cOECDG4uKSm5fv16CwsLJvmfH46SklJDQwNWk6WoqKjHsHgTJ068efMmalpUVJSgoOCYMWN4ThaEc5PhJPPw4cNMHsvNJvejLAiFQqFSqYmJidnZ2fA2xWJqahoXF5eamlpaWrp8+XIoFJCVlQVVBsXFxRctWpSfn5+Tk7N+/XplZWUor9Bb0wwGw8XFRU5OzsXF5dV/QJkzDnvLvj+c2BUbG2tvbx8VFVVaWpqbmxsQEKCkpKSoqIgtz2AwVq5c6e7unpubW1JSEhkZmZGRYWFhwf4ifScODg6ysrIuLi4ZGRmvXr0KDAy8efPmypUrYS5WFsTLy+vVq1eLFy9OTU09ffr0rl27fHx8aDQaz8mCcG6yr6+voqKijo5OAoYPHz5wtcnYWUFMTIyEhISEhMTdu3d7m9PC3YsXL44YMYJMJouLi9vb2xcVFfU4/t65cyedTpeXl//06RPTnPbTp08ODg6CgoJycnJ//vlnV1fXxIkThYSEIiIiHB0dra2tQ0JClJSUyGSysbFxXl4eemCPTfco7YUKT3PSWzb9Yf3OBGsXOqdlMBhbt25VVVUVEBCQkpKyt7eHU2Km8hkZGTY2NmJiYhQKRVNT89ChQ5zMZDiBzVLqixcvZsyYISsrS6fTdXV1z5w5g2YZGxujc3IEQRITEw0NDQUEBOTl5Xfv3o0up5eXl7u4uMA/L+vo6Bw+fLjHqXiPXxpAfHx8oFw4gpngwd3t27crKCignyJgJ3hM3fvhJrOKhgAAwsPDudlkQvgic2777b+Tk1N9ff39+/d/dUd4jIEZxmEAmoz/ygcHh8fAnRYHh8f4kRq+Pwr4SRMODk6P4G9aHBweA3daHBweA3daHBweA3daHBweA5cFwcHhMXBZkN+HgfmlwQA0GR8e4+DwGLjT4uDwGLjT4uDwGLjT4uDwGLjT4uDwGL9AFqSgoIBAIDx69OiH14zTG5xrZKDMmjWLQCC8evUKTQkICFBXV6dQKMOGDYNBmFjhRVkQFCaTB6gsCA43wLlGBkpsbOzVq1exKcHBwV5eXv7+/qampvfv31+wYIG4uPiUKVN6PJyHZEFQWE0eoLIgPZKfnw8ASE5O/uE1D3C+XyMD0tzcrKKisnz5coCJtKCgoIDVyJg1a5aJiQnrsTwnCwLp0eSBKAsCAKisrHR2dhYREREXF585cyYUKGDi1KlTWlpaAgICkpKSLi4u1dXVAIA5c+Zgo9Rpampi4yfOmTNnypQphYWFBAIhKSnJyclJSEhIRkZmzZo13d3d8FmzceNGGJ8J3m2sY5KBBicaGZAdO3ZIS0tjdRhevnxZUVEBY0FD7Ozs0tPTGxsbOWmam2VBIKwmg4EpC8JgMGxtbUtLS69du3bjxo3y8nIYWB1bJiwsbOnSpXPnzs3Ly7t8+XJWVpadnR2CINbW1unp6XBGXV1d/ebNm+7ubjS6Z3Jyso2NDYlEAgCsXbt22bJldXV1Z8+eDQoKioqKAgD4+/uHhYWdPHny+fPnx48fv3z58o4dOzg/Kb8ZnGtkAADy8vICAwNDQkKIxP/fG8XFxQAArGKIqqoqgiDYGS8buFkWBPRiMhiYsiAxMTEAgGfPnqHDAycnp7dv32KHx7q6ujY2NughUIwjJSUFNpeZmYkgSEREhJmZma2t7cmTJ9EbpaCgAN5JWIkNNTU1Ly8vBEEcHBzGjx+PphcWFr58+ZKTsQdP8/0aGV1dXSYmJvAcYgORnT9/HgAA5fMg8CI+ePCAqQaekwXpzWRkYMqCZGVl0Wg0LS0tuKurqxsZGSkvL48W6OzszMvLw8aYhDoaubm5SkpKampqKSkpAICEhITRo0ebmprCYNPJycmDBg2CWiGwWvRwUVFRGC3Z3t7+4cOHs2bNunLlyqdPnzQ1NYcOHcre0t8YzjUygoODq6qqvn9UwkOyIL2ZzM2yIH2Em6HRaHCDQCAAABAEaW1tZTAYe/bs8fPzw5aEc1EsDQ0N7NfEmpubu7u7sXHD4TacKVlbWz969MjT0zMxMdHPz09QUBBOqpOSkmxsbNBDmJpAEAQA4ObmJiUldezYMVdXVwaD4ejoGBgYKCUlxd7Y35WIiIjU1NR3797BxU89Pb3c3NytW7fCZyLK+/fvt2zZcunSJfSio8Dr0tDQgAYchTGle4tQ//DhQzgypNFoampqUIqlR8aPHy8pKRkZGblw4cIbN25ERkZ+s5lYvt9kIpGIlbkYPXp0d3e3t7d3QEBAj6GPf6bJ/SgLIiQkVF9f393dzTRVQKHT6Xx8fNhTAwWv4J1hZWXl6elZU1Pz4sULc3NzAQGBioqKysrKpKQkTl4FkydPnjx5cmtra0xMzJo1azw8PJgW9AcOHGpk3Lt3r6GhAatPCwDQ1NS0t7eHMjZFRUWKioponXx8fEOGDOmxRV6RBWFjMlwcwcI9siDMTot8jSwITOno6Hj79i3rQ3fUqFFdXV0pKSkwgv7z58/nz58P5TYgJBJp5MiRjx8/RlPgNtSnGz9+fFVV1ZkzZ7S1tWHlcIBdWlrKtPTHyo0bN0aOHKmsrEylUh0dHZ8/f3769Gn2h/zGoBoZgwYNgik9amTY29vDmSrk5cuXTk5Ot27d0tbWVlRUVFdXv379Onrmo6KixowZ882Lq1hcXFzMzc0lJCT6Qxbkm00uKiravHnzzp070YnYj5UF+S6TsVP5SZMmDR8+PDs7u6amho3CQFRUFJFI9PPzKyoqysnJcXZ2lpOTQ+VkUTo6OoYNG6apqXn37t3k5GQzMzMdHR0Gg4FdiLp48SKRSNy/f39paemDBw9UVVWxenl6enqKiorohH7dunUqKirDhw+Hu3AhKi4uDi1vYGCwePFiBEEsLS2NjIwSExNLS0sTEhK0tbVdXV05meXzNL2tynz8+FFWVnbcuHHp6enFxcVHjhwhEoloxH1vb+/t27ezHsW0KnPu3Dl+fv6DBw+mpaVt2rSJSCQmJCSwHsUm3P7Ro0dRiQmmytXV1fn4+NA/3WNXZRYvXrx69eqfb3J7e7uqqqqGhkZkZGRKSoq/vz+VSl26dCk3mPzFwHXNmjWVlZU2NjbZ2dls/HzGjBnnz5+/ePGijo6OlZVVe3t7QkIC60OXRCLdvXtXS0vLyclp6tSpMjIyMTExfHx82DJz5sw5ceLE6dOnNTQ0Zs+ePX78eHQ1HABgbW395s2bMWPGwF1zc/OysrI+X7MAgIiIiKFDh86aNUtTU3PevHljx449evRon0f9roiLiyckJIiJidnb2+vq6p4+ffr06dNubm4wNzExkWmm1yOurq6BgYHHjh0bM2bMrVu3rly5Mnbs2K/qxps3b6A+OCtz586Vk5PDKqehFBQUPH/+/KsaAj/CZDKZHB8fP2rUqFWrVllbW4eFhe3du/fYsWNf1Y1+MpkbZUFwvo2BGcZhAJqM/8oHB4fHwJ0WB4fHwJ0WB4fHwJ0WB4fHwJ0WB4fHwJ0WB4fHwJ0WB4fHwGVBcHB4DFwW5PdhYH5pMABNxofHODg8Bu60ODg8Bu60ODg8Bu60ODg8Bu60ODg8xi+QBcH5+XCokXHo0CEmIQw0PgngNVmQ2tpaV1dXCQkJGo1mY2Pz8uVLNoWvXLkiIiIyffp0pnTuNPnXyILMnDlzypQpaBxanH6Fc42MpqYmRUXFs2fPoiloxDPekgUBADg6OpaWlgYHBwsJCW3dutXa2rqwsJA1VENHR8eGDRvCwsJYIzxxr8k/XxYEQRAVFZXQ0FCmxO7u7n5qboDw/RoZ69ev19fX77ES3pIFSUhIAADcv38f7r59+5ZEIgUFBbGWzMzM1NHRKS4unjhxor29PTaLa03uX1mQkydP6ujo0Gg0SUlJR0fHt2/fAgAIBEJZWdnChQvhs23GjBmzZ8/euXOnoKDg7du34e01ZswYGo0mKCg4fvz4zMxMWNusWbOcnZ0vXLgwZMgQKpVqYGCQkZEBszo7O1evXi0hISEsLLxo0aIbN24QCIT379+jRwUHB8vLy9NotGnTptXX1/v4+EhKSkpISKxZswbt7YULF/T09AQFBSUlJadNm1ZSUgLTg4ODpaWls7OzjY2NaTQafOJ8xXORO+BEI6M3IQyekwUpKCjg4+NDA+LIy8ubmJjcv38f7mJNVlNTS0tLU1dXZ6qBm03uR1mQ5ORkd3d3T0/P/Pz86Ojojx8/Ojs7AwCg6wYGBpaWlgIAyGRyQUFBbm5ubGysubl5UVGRtbW1rKzs48ePk5KShISErKysYLskEiktLe3+/fupqalVVVWSkpILFy6Ebe3duzckJMTf3z87O1tFRWXjxo2wPPxvampqSUnJy5cv79+/HxMTY25uLisr++bNm5MnTwYGBt67dw8AkJ6ePm/evOnTp2dlZcXGxra2tjo6OsLKSSRSY2Pj1q1bz50719DQMG/ePA8Pjx51ibgTzjUyehPC4DlZkI6ODiKRiI3dKyMjgz6FsSaLiYnxnsn9JwsSEBBAoVDa29vhblVVVXp6OoIg8LWMDo9dXFzIZHJdXR3cXbt2rYiISEtLC9z9+PEjmUzes2cPLCkkJPT582eYBRcGoFKDmpra7Nmz0aYnTZoEAKipqYFHiYqKtrW1wayRI0cOGzYMLSkhIeHn5wd7VVJS0tXVBdOhQEl1dTV6KpKSkmBWRUUFACA6OpqTwczP5Ps1MiZPnmxoaGhnZycqKiorKztr1qw3b94gPCgLAi9fTk4OmqKtra2srMymKqbhMTeb3I+yIFZWViQSycLCIiQkpLy8XEZGBqp+sKKuro6GTX7y5Im+vj46LxcXF1dTU0OH60OGDEGfi3B0/enTp46OjtLSUgMDA7TCyZMnY+vHRnwXFRVFlUrgLgyWLyAgcOnSJQ0NDTKZTCAQ4LgIBk+HoPojaLs9nzLug3ONDADA+/fvraysbt++fejQoYyMDCsrq5aWlq9t8ZfLgkycOFFJSWnFihVlZWVNTU1eXl5v3779UUGVe+Q3kQXR1tZOTU09ePDg5s2bPTw8jI2Ng4OD9fT0WFvBBjpvbGzEjklgLjqRYF1kQxAEvmyxq39MCiBMJ4VpF0EQAMDJkye3b98eEhLi5OQkLCx8//59rPgIa9NIX1HduQcONTIAANHR0ei2mZnZkCFDjIyMYmJieE4WhEQihYeHz549W1VVlY+Pz9XV1d7ensORLYSbTe5HWRAAgLa2dmhoaHd3d2pqqo+Pj62tLRxbskFERITpJVZXVzd48GA2h0B3wk76P3782KchTFy7ds3a2nrRokVwt6qq6mtr4Fo41MhgBRXCcHBwADwlCwIAMDU1LSsrKy0tlZCQEBMTMzc3hys1HKKhoQG41WTm4XGfLxCsLAhEVVWVTCazPoHS09NTU1PhIWZmZvv27auurq6srGTf0KhRo7Kzs9va2uDuhw8fXr16BYVCeoNCoQwePDgvLw9NuXPnDnsrWGlqahISEkJ3oXwJD71O2YBqZKApPWpkMBiMBQsWhIeHoykw0LaqqqqamhqUBUGzfqwsyKNHjy5duvQDZUHq6+tPnDhRU1MDZ17FxcWPHz9m/XaCDdxs8hdOKyYmlpOTk5OTAwfcveHl5RUVFeXv719cXJybm+vq6mphYYFdxYbExsZCIaPS0tLc3NyAgAAlJSWozk6lUhMTE7Ozszs7O5mOWrFiRUdHx5IlSwoLC3Nzc93c3ERFRdHY8L0xc+bMiIiIS5cuvX79eu/evXDZ7KswNTWNi4tLTU0tLS1dvnw5/BtAVlbWN8zouA0HBwdZWVkXF5eMjIxXr14FBgbevHlz5cqVMNfHxwd+A8DPz9/V1eXu7n7s2LG0tLSwsLD58+dra2tDfart27cfP3780KFD6enpmzdvjo2NZf1ygD3Hjh3DypqiGBkZKSkpXbt2bc6cOay5S5Yswf5ZjkNoNNrOnTvnzp2bnJx87969GTNmWFpawuVJrMkAACgck5CQUFdXV1tbC7fhOIt7Tcauv8XExEhISEhISNy9e5eNlg+CIBcvXhwxYgSZTBYXF7e3ty8qKmJd5mIwGFu3blVVVRUQEJCSkrK3ty8sLIRZO3fupNPp8vLynz59cnFxQfVOIFCzi0KhCAoKTpo0qaCgAKYzlYQrhBUVFQiCfP782cXFhU6ni4uLe3p6wvdkY2Mj61Fjx451cXFBd9XU1Hx8fBAE+fTpk4ODg6CgoJyc3J9//tnV1TVx4kQhIaGIiAj2p4J7YLN6/OLFixkzZsjKytLpdF1dXVTVBkEQY2NjKysruN3a2urj46OiokKhUFRVVVetWvXx40e0ZHBwMBxV6ejoXL16tceG2Ajb+Pj48PHxwW0mYZvt27crKCignyJgl1Kx3fsqk58+fWppaUmn08XExBYvXoxdB8bW6ePjw+oU6J82uNNkwMZsHqKjo+PDhw/o7u7duyUlJX9hf34Jv8el/CoGpsm/ya98/Pz8VFVVIyMjS0pKrl27FhAQgH53gYPzm9GPf7n6mWzatKm1tXXjxo3V1dWDBw/28PD4/p+J4OBwJ7+J0/Lz8+/du3fv3r2/uiM4OP3ObzI8xsEZOOBOi4PDY+BOi4PDY+BOi4PDY+CyIDg4PAYuC/L7MDA1MgagyfjwGAeHx8CdFgeHx8CdFgeHx8CdFgeHx8CdFgeHx+BVWZCCggICgfDo0SM2ZZycnNDwtgMczjUybt++bWxsLCgoqKCg4O7ujg3cw50aGb3BucknT54cMWIEjUZTUFDw8PDgfpN/jSzI9yMvLx8cHMwaYxqLh4dHe3v7T+sSN8OhRsa9e/fs7e2XLFni7+9fXl7u7e1dWVkJI8hzr0bG95l87Nix1atX79ixw9LSsrS01Nvbu7S0NC4ujqtN/iWyIDj9wfdrZEyaNMnU1BTdPXr0KPgvAAjXamT0mM65yWZmZosXL0Z3g4KCwH/hjrnW5H6UBSksLCQQCDAWKZVKVVJSunz5cnZ2tqGhIY1GGzly5JMnT2DJmpoaV1fXQYMGUSiUoUOHHjlyBK3k3bt3dnZ2NBpNTk7uwIEDW7duhWHymIbHoaGhGhoaFApFU1MT1ezADo97awJ2MikpycnJSUhISEZGZs2aNd3d3V/x2ON6ONfIOHXqVEREBHqggoICAKCmpoabNTJ6hHOTHz16dPLkSfRACoVCIBCIRCI3m9yPsiBQlWPLli1+fn61tbWGhoYeHh6+vr7h4eGVlZXCwsKrV6+GJd3c3DIzMy9fvpyXl7dly5YNGzagUfDmzZv39OnTmzdvxsfHp6amRkREwGqxXL58eenSpYsWLUpJSfHw8Fi8eHFUVBRTmd6agLWtXbt22bJldXV1Z8+eDQoKYj2cp+FcI0NOTg46KiQmJkZeXl5ZWZmrNTJ6gnOT0fK1tbV3797dtWuXu7u7kJAQV5vcf7Ig0Gx/f3+4e+3aNQBAREQE3A0MDKRQKHC7qqoKCnBADAwMli9fjvwnwPHPP//A9ObmZgkJCW1tbeQ/jYbk5GTYn5kzZ6KHe3t7//333wiCODo6ogGyemsCdnLXrl1olpqampeXFycDFW7jB2pkwKMIBAKMX8fNGhk/xGQ4+eTj49uwYQMc03Kzyf0oCwJBNThgKGfsbltbG1woqq2thaFS4frbkydPoB5HYWEhAADV+6DRaOiAB6W7uxsOudEUf39/T09PpmK9NQFBJT9gx3hI8oMTvkEj4/r1605OTr6+vvPmzfuGFnlOFmTRokVxcXEHDhw4f/58j2FN++RnmtyH07KRBaH8BxxCsMqCQPqU5Ghra5s2bVpLS0taWhpc90KfFHDoz0bvAwDQ0tLCYDDYL76xaQLCu5IfnAA1Mt69e6eqqiomJlZbW2tvby8tLd1b+dDQ0JkzZ+7YsQMN34NqZKBl+tTIyMzMzMzMfPbs2efPn6EUW48lUY2Mtra2GzdufJvDsPK1JisqKlpbW69bt+7ixYsRERH379/nZpP7VxaEE/Ly8kpLSy9cuKCpqQlTqqqqoA4IJ3ofVCqVn5+fvQ4ImyYGCJxrZERERLi7u4eEhGDDWXKzRkZvcGJye3v71atX9fX1oYEAgFGjRgEAiouLJ0yYALjV5H6UBeEQ6JOoJEdKSkpJSQnsBjxBqN5Ha2trYmIi0+F8fHy6urpJSUloytq1a9euXcthEwMBzjUy4Izr8OHDTAFouVkjo0c4NJlMJq9Zs+avv/5CU+DfTVRUVLjZ5C8OQGVBsEuIrHh5ec2cOdPf33/GjBnNzc379u179OjRy5cvv82ekSNH0mi0gICAHTt25Obm/vnnn1OmTHn58mV1dbWampq+vv7u3bvV1dWlpaU3b97MOjwGAKxdu3bevHnbtm2bPn3648ePg4KCLly4wGET39BhngNqZFy6dGnHjh2tra0bNmxg0sigUCg7d+4EAPj6+ioqKuro6MC/c0K0tLSkpaW3b9++aNEiFRUVc3PzGzduxMbGxsfHf1U3jh07dvHiRdaP2FCNDGyjKEuWLKHRaNi/AnIChyYTCIQNGzZs2bJFRkbG2tr63bt3W7du1dLSGj9+PACAe03uP1kQuDAbFxcHd6EgKiqLAD8Ka21tRRDk8uXLKioqVCp17NixhYWFsbGxoqKiBgYGCIK8fPnS3NycTCYrKyuHhIQsW7YMpmNXjxEEOX78+JAhQ8hk8tChQ0+cOAETsavHvTXB1EkEQQwMDLB/bechvl8jA5V1/OIOCQ+HudypkfGdJnd3dx87dmz48OE0Gm3w4MGurq7Yv4Nwp8mE8EXm3Pzb/5aWlo6ODnS2YG1tLSYm9qNUTH8zBmYYhwFoMrcHK586dWpVVdXx48elpaWjo6Pj4+Php7A4OAMWbnfa8PBwT09PBweHlpYWdXX1c+fOTZ48+Vd3CgfnV8LtTistLY2VOcbBwcF/BI+Dw2PgTouDw2PgTouDw2PgTouDw2PgsiA4ODwGLgvy+zAwvzQYgCbjw2McHB4Dd1ocHB4Dd1ocHB4Dd1ocHB4Dd1ocHB7jd5YFwUHhXCMDZdasWQQCARsxlDs1MnqDQ5MPHTpE+BI0JtHUqVOZspYtW8YNJvOqLMg3Iy0tnZGRoays/Ks78lPhUCMDJTY29urVq9gU7tXI6AUOTW5qalJUVDx79iyaggYzbGpqmjZt2rp169AsOTm53prDZUEQBEE6OjrY5DJFruCQ169fAwDKysq+q2fcyvdrZECam5tVVFSWL18OMJEWuFYjo8d0zk1ev369vr5+j5Xo6+tjTe6N30oWBACQmZlpY2MjLi4uKChoZGSE6jIAAFJTU83MzKhUqry8vJeXFxwzHDlyRFZW9vbt2zIyMl5eXvDJ5OXlpaCgQCaTlZSUtmzZgh2xf/jwYerUqXQ6XVJS0tvbG5Xz6LHdhIQEJSUlAICKigqM8ZWcnDxmzBhRUVEhISFzc3NsdLjfCc41MiA7duyQlpbGqkZws0ZGj3BucmNjY28jDjZZfcKrsiBtbW2TJk0SEhJ68OBBRkaGhYXF9OnTYQ1lZWU2Njbq6uoPHz4MCgo6c+bMxo0bAQBkMrm5uTkoKCgsLGzNmjUAgBUrVpw4ceLAgQPPnz/fs2fPkSNHfHx80CZ8fX0nTJjw6NGj9evXHzx48J9//mHTrpmZGRSqyc7ODgsLa25utrOz09LSSk1NTU9PHzlypK2t7W8WphzyVRoZeXl5gYGBISEh2PJcrZHRE5yb3NTURKfTe6yETVaf8KosCIPBePPmTVNTE9yFTx0oC+Lt7T1o0CAGgwGzzp07t3TpUrTR6OhomF5bW8vPz79nzx60zg0bNtDp9Pb2djg8XrVqFZplaWk5evRo9u3euXMH/Dc8fvr0KQAgKSkJFuvs7ExISGhubuZkiMKdfL9GRldXl4mJCVRFwQYi42aNjO80efLkyYaGhnZ2dqKiorKysrNmzXrz5g3MotFoTk5OhoaGdDpdVVXVx8enx9vjt5IF4ePje/Lkybhx42g0GlxVgzUAALKysvT09Pj4+GBJV1fXkJAQ9EBU4+Pp06cMBsPc/P8/aTAyMmpubkYf8FiVED09vRcvXrBvF4uGhsawYcPmzp3r5+eXnZ0NR1PoIsTvBOcaGcHBwVVVVTt27PjOFnlLFuT9+/dWVla3b98+dOhQRkaGlZVVS0tLd3c3mUx+9erVunXr7t27t2LFiqCgoKVLl3KDyf0oC/Ls2TNnZ2dTU9OSkpLu7u7Ozk40q6Ghgc1yGRr3HE6ZsGHQ4TY6lZKQkECz6HR6c3Mz+3axCAgIJCcnz5s379SpUwYGBsrKyr9rXBsONTLev3+/ZcuW4OBg1icXN2tk9AjnsiDR0dEVFRVr1641MzObO3duREREcXFxTEwMkUj89OlTTk7OnDlzRo8evWHDhj/++OPixYvQ2X6tyf0oCxIdHS0gIPDXX3/BJ1xVVRWaJSQkxF7IAwLD8GLnmfCFKSIiAifuTLcRnEKwaZcJCQmJffv27du3r6io6MCBAy4uLlpaWiNHjuyzYzwHJxoZ9+7da2hosLOzwyZqamra29vv378fcKtGRm9wroSCZcSIEQAAOBnsLUtSUpI19zeRBWlqaqJQKOiYBP4pDNY/atSoJ0+etLS0wKywsLCxY8eySjmPHDmSn5//8ePHaMrjx49FRETQeyUtLQ3Nys3N1dbWZt8u1saysrIbN27AlKFDhx4/fpyfnx9dNv+d4FAjw97ePj8/P/c/4KLdrVu3Dh8+zM0aGT3CockMBmPBggXYERa8o1RVVYuKipycnJ49e4bNIhKJP+Qv/N9rMnYqP2nSpOHDh2dnZ9fU1LBRGIiKiiISiX5+fkVFRTk5Oc7OznJycujCD0p0dDQA4OTJk+/evQsKCpo1a5asrKyHh0d9fX1xcTGFQoEqHtevX5eVlYVqsax/HHZ3dxcTE7t69WpZWVloaCiVSv3jjz8QBIECP0OHDg0PDy8tLQ0MDCQQCFBbgE278JIEBgbm5+cnJCTw8fEdPHjwxYsXL1682LVrF4lEKiws5GQxgDvpbVWmvb1dXl5+/PjxSUlJd+/e1dHRGTduHJrr7e29fft21qOYIuKfO3eOn5//4MGDaWlpmzZtIhKJCQkJrEexCbd/9OhRMzOzHitXV1fn4+ND/+qOXZVZvHjx6tWr+8/kefPmCQoKHj16NDU19dy5c4qKitra2u3t7e3t7aqqqhoaGpGRkSkpKf7+/lQqFS6X/nKT+1EWBEEQX19fKSkpERERV1fXxsbGnTt30ul0T09PBEGSkpJMTU0FBAQGDRq0YcMGqA/C6rTw77RycnL8/PwqKip79+6Ff7B+8uQJACA2NtbW1pZKpUpKSm7evBn9W3Zv7TIYDFh+0qRJCIKcP39eT0+PTqcLCwubmpqiS+U8yvdrZGBhuskQbtXI+E6TW1tbfXx8VFRUKBSKqqrqqlWrPn78CLPKy8tdXFxkZGSoVKqOjs7hw4d7/NYIlwXB+XYGZhiHAWgy/isfHBweA3daHBweA3daHBweA3daHBweA3daHBweA3daHBweA3daHBweA5cFwcHhMXBZkN+HgfmlwQA0GR8e4+DwGLjT4uDwGLjT4uDwGLjT4uDwGLjT4uDwGP0oC9Kvyh2SkpJ//vlnf9T8O3HlyhURERHWiA1xcXGGhoZUKlVOTm7z5s1srnJ+fr6mpiZrIJXS0tKpU6cKCQmJiIjMnj2bNUIYRFRUFNXLIBKJioqKLi4urMFcpk+fTiAQWCOh1dbWkkikr7oPv9PkpKQkS0tLUVFRKSmpKVOmwKCT3GbyF0579OjRBQsW9Fb0a5GXlw8ODlZXV/9RFeJwTkdHx+rVq5csWcLqb0+fPrWzs9PT04uPj9+/f/8///yzefPmHis5ffq0qakpazyU1tZWKyur+vr669evX758+eXLl9OmTUN6CVTk6Oj48OHDhw8fxsXFbdmyJS0tzdjYuKamhqkYjUa7ePEiU2JkZCSJRPppJmdnZ0+YMEFOTu7q1auhoaEfPnywsbGBYcm4y2SulQVhj4SExO7duzkvz15k5PcAeykzMzN1dHSKi4snTpxob2+PLebi4mJgYIDuBgcHUygUbGAHFAUFhZiYmH379omIiGDTT5w4ISAg8OHDB7hbWFgIAIiNjWWtQUREBAYqQYFRlw4fPoxNtLe3nzBhAgCAKdzPmDFjxo0bx+Y+/LEm+/r6ampqdnV1wd2CggIAwI0bN7jN5H6UBcEOj+3s7LBh/mB8cyiO0NnZuXr1agkJCWFh4UWLFt24cYNAILx//x4A8O7dOzs7OxqNJicnd+DAga1bt2poaLA29OTJEysrKxg1xt7evqysDKazioycPHlSR0eHRqNJSko6Ojq+ffu2j0caz6KmppaWltbjMOfBgwfYa2FnZ9fW1pacnAwAiI2Nxc5oHj9+bGtr22MNJiYmUlJScFdTU1NNTS0uLo6TjmlpaVGp1Ddv3jCly8rKjhw5EvvmeffuXXJyso2NDSfVgh9h8r59+woLC1FdAhgDFe5ylcn9KAvCIXv37g0JCfH398/OzlZRUYH6IHCEMG/evKdPn968eTM+Pj41NTUiIoJ15PD69etx48aRyeSUlJT4+Pj6+npra+u2tjbAIjKSnJzs7u7u6emZn58fHR398eNHZ2fnb+42lyMmJtajpMXnz5+rqqqwAh+DBw8mk8lFRUUAAGlp6SlTpsDA9DCrx8qLi4uxNYD/whdy0rGqqqrW1tZBgwYxpXd1dTk7O2MDI0ZEROjo6PQWpZWVH2Iy7ElDQ0N2dvbSpUtHjBgB34dcZfL/nVZERISfn19AQEBSUhLG/mcwGF5eXvb29sOHD9+/f39nZyeMgbh//35zc3M/Pz8NDQ1bW1s/Pz8YGJoTA1gJCwubMWPGkiVL1NXVt23bhj4p3759m5CQAEUKNTU1z58/36PQzrFjxwAA4eHhurq6o0aNOn/+fHl5+bVr1wAA/Pz8nz9/XrNmzYQJE1RVVXNycgQEBNzc3NTU1IyNjSMiIv7+++9v6zPvAiNFCwsLYxOFhIRg8HF9ff3bt29raWn1WQlTDcLCwrAGVhAEYTAYDAajo6OjsLDQzc2NRqP1+LicO3fuq1evMjMz4e6lS5d+SOzyrzU5OTlZVFTUwMCAQqE8ePCATCYDLjO5H2VBOKGjo6O0tNTAwABNmTx5MtyA0wY0i0ajYUVAUDIzM/X19dG1BwUFBVVV1dTUVLQAKjJiZWVFIpEsLCxCQkLKy8tlZGSMjIy+oc84X8WRI0egXoaAgICWltabN29iY2OhfCETysrKo0ePhsPFkpKSrKys2bNn//T+Aj09vYSEhDNnzlRVVVlaWnISVZ+J/ja5H2VBOAEqGmGX+9BpA5zx9piFpbGxMTk5mYKhpKQE2xk0irq2tnZqaqqWltbmzZtVVFRMTExgVMsBBTyfWGUGBEEaGxt7E/joETExMWwNAID6+vreapgzZw7Uy8jKynr//n1hYaGFhUVvNUNhju7u7kuXLhkbG6uoqHDeq974WpNFRETGjh3r5uYWHx9fUVEBI6Rylcn9KAuChUAgIJj1cXThCir6YGU80QcbmywsIiIi5ubmx48fxyZC0S1WtLW1Q0NDu7u7U1NTfXx8bG1tKyoqOP+jwm8AnU4fPHgwdjJWVlbW2dk5bNgwzivR0NBgms4VFRXNnTu3x8LS0tKjRo3isGZnZ+e1a9fC6Pts1K6+Cs5Njo2NpVAolpaWcFdUVFRNTQ3KfHKVyf0oC4JFVFQUK0CMvuIoFMrgwYPhVBkC1SgBAHA6jma1trYmJiay1mxkZFRSUqKmpob2h0gksk76AQDp6elw2EwkEs3MzPbt21ddXV1ZWcne3t+PiRMn3rx5E73QUVFRgoKCY8aM+aoaMjIy4Ao/ACAzM7OiogKd13wPUlJSNjY2x48ff/78+Q9cJuTQ5JCQkBUrVqD6zk1NTSUlJfDVx1Umf+G0YmJiOTk5OTk5vUmDQby8vKKiovz9/YuLi3Nzc11dXS0sLLDi1qyMGjUqKysrOzubwWDcunUrPj4ezZo5c2ZERMSlS5dev369d+9e9NsRNTU1fX393bt3p6SkFBcXz58/v8fh8bJlyxobGxcsWJCXl1dcXPznn39qaWllZ2ezloyNjbW3t4+KiiotLc3NzQ0ICFBSUkIVpX4zSktLExISEhIS6urqamtr4TbUIvPy8nr16tXixYtTU1NPnz69a9cuHx8fOA/KycmZPn06XE2oq6uDR5WWljIYDLgNxUSdnZ3V1NQcHR0fPHgQHR3t6upqZWX1VW7f0dFhYmKC/SMiChwujhs3TlZWlikrLS3NxMQE+4j/sSavX7++uLh49uzZcXFxd+7ccXBw6OzshCNK7jK5/2RB4CdgUK2kubnZ1dVVTEwMSnVERUWB/5QUPn/+7OLiQqfTxcXFPT09z507BwBobGxEEOTly5fm5uZkMllZWTkkJGTZsmXon8ixH1dkZWVZWVnRaDQ6nW5qanrnzh2YzmQCg8HYunWrqqqqgICAlJSUvb09Tyv3sIK9lD4+Pqw3R2hoKMxNTEw0NDQUEBCQl5ffvXs3+jkBHObAS4YOebCg3968efPG3t6eTqeLiIi4ubnV1dX12CXWLw0gcH6EXkF7e3sXFxe43dTURKPRoCwTgiCRkZHoRcR2rz9MRhDk/v37Y8aMERUVlZCQsLKySktLQ+vnHpMBGzWU7wR+oZGSksK+WEdHB/qhCYIgu3fvlpSUhNvNzc1YiRQrKysnJ6d+6OlvQv9dSq5lYJrcX7/yqaiogEKSPU4vsfj5+amqqkZGRpaUlFy7di0gIGDhwoUwa+rUqWZmZo8ePSoqKjp8+HB8fDyahYMzYPkxcqCs7Nq168KFCx4eHn0uYW/atKm1tXXjxo3V1dWDBw/28PDYunUrzAoPD/f09HRwcGhpaVFXVz937twPmfrj4PA0/eW0J06cgFPKvnvAz7937969e/eyZklLS2M/8sLBwQH4j+BxcHgO3GlxcHgM3GlxcHgM3GlxcHgMXBYEB4fH+B9TV/cRkUprrQAAAABJRU5ErkJggg=="
<image>Look at the following schedule. When does the juggler's performance end?
10:30 P.M.
310
null
10:30 P.M.
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iEEJUHEIEc+MQ4kzFIYSoOIR4+IBDiDMVhxCi4hBCVByCuagpKSmKiorz5s3DromnT5+6uLgoKCgoKir6+vqiwRU9UVZWRqFQFi5ciJ1LgwuGora3t69atWrp0qUfTRDYH9ra2uzs7Lhcblpa2rlz58rLy11dXcWM/hAECQkJwc6foQCGybEePHiQl5dXUlKycuVK7Fo5ffp0fX19UVERDL3Q1dU1NjaGiVC7tT948CDMDImdS4MOhmeqgYHB7du3sY4lyM3NtbKyQoNpjIyMDAwMcnJyujVuaGjYuHHjvn37JM/v+SmCoajKyspoVmXs4HA4MEwQRV9fv6Kiolvj1atXz5o1a/bs2Vh7Nbh88rkJW1paYDpVlOHDh3ebSDorK4vNZqPzd+CY/8otTWtra2ho6Pfffy8Y34pXPnlRlZWV0ZTmEC6XKxqIGh0drampCdPQ455Pvvs1NDQUuoJWVFT4+/sLmaWkpLx48YJKpcJFPp8PAEhKSrp79y5Mqo0nPnlRHR0dAwMD6+vrYb9aXFxcXV0tOhTKzs4W/DAkLCyMwWBs374dJ4G+/wZDUZ8+fQpnGHj9+jWVSs3LywMAGBkZwZz70sLb2xuGmG/duvX9+/dr1qyxs7ObPn26kJnQbDkKCgrDhg0bN26cFD0ZOmAo6uHDh9EpNwAAM2fOBAAcO3Zs8eLFUmyFSqWy2exVq1a5ubnJysrOmzfv559/lmL9nyLE+1Qc8smPfglEIUTFIYSoOIQQFYcQouIQQlQcQoiKQwhRcQghKg7BVtTMzMzJkycPGzZMR0cnODgYnc9X6pSVlRkZGX00wu3169cuLi5o6sSe+O2338zMzBgMho6OTkhIyEfdPnDgAIlEggkahwIYispms93c3MzNzTMzM7du3ZqWlrZo0SIsGjp69Ki1tbWs7EeeY9+5c2fixInPnz8Xb7Z///6QkBAvL6/s7Oxt27alpaXBGep7oqGhITIyUvzs1AMNdjlCnJycrK2t0cV9+/YBAN68edO32nrKzoIgiI6OTlZW1vbt2xUVFcXU4Orq+t133xUWFgIA7t2715PZ1KlTlyxZgi7CyYG5XG5P9t7e3n5+foqKivHx8ZLsyACA4VuaI0eOoFOIAwDgLJCNjY1oVippUVhYqK2tDSczF8O+ffu0tbXhRN9iKCgoEFyk0+mi2XBRLl++nJ2d/eTJEziZ+RABQ1E1NTUFF7OysrS0tODU2dIFZjWVlhmkvb39zZs3d+/ejY2NDQ4O7vYfsbW1dcWKFUMw7mmARr+ZmZmHDh3asWPHp5It7vvvvx8xYsScOXO8vLwOHDjQrU1MTIy6uvoQjHsaiHAWONaIiIj4hD5fCQwMtLGxKSsr27lzZ01NTVJSkpDBgwcP9u7de+fOnSH4b4q5qMeOHQsODt66dWtERATWbUkRFovFYrHs7e0nTJhgZ2e3dOlSwS81+Hx+cHDw119/bWZmNohO9gS2/2Vnz54NDg4+fPjwp6Lohw8fEhMTy8vL0ZLPPvsMAMDhcATNqqur79y5s2vXLtl/aGlpCQkJYTKZA+1xd2B4pnI4nEWLFv38889fffUVdq1IFyqVunr1and390OHDsES+Jhi1KhRgmaampplZWWCJVOmTFm7dq2Xl9dAeSoODEWNiIhgsVjjxo2DcYQQExMTNTU1Kbby+vXrBw8eAACePn3a2dkJ29LQ0EDT/EL4fH5+fj4A4PHjxwCAkpISLpdLp9OtrKwEzUgk0po1ayIjI9XV1e3t7Wtra6OiokxMTL744gtBMwqFIhSJKCMjo6mpaWxsLMVd6zvY3QIrKiqKNpeYmNi32np6+HD58mXRVtDJGVDQyUsEQTPICsLn8/fv3z9+/HgGg6GtrR0QECA484OYnR06Dx+IaEIcMuSG4wT9hxAVhxCi4hBCVBxCiIpDCFFxCCEqDiFExSGEqDgEW1F7G5bXZySMJkSNxeQm3L17N+nfCD1GRuns7IyOjtbS0pKXl58yZcrNmzd7ajEpKcnU1FROTs7Q0PDIkSM9mZ09e3b8+PE0Go3FYgl+r91rsHsCuW/fPhkZmdjY2Pz8/ISEBDU1NXt7+z7XJibw7MiRI/Ly8qampuIDzyB8Ph+GHgpORCZIdHQ0i8W6JsCdO3e6tQwPD1dTUztz5kxBQYGXl5eCgsLLly9FzS5evCgrK7t9+/Zbt27FxsaSSKTLly+Lml29ehUAsHz58ry8vK1bt8rIyOzZs+eju9MtGIra27A88fQ/mhCyf/9+PT09JyennkQNDw+fNGnSR+upra2lUCgpKSlwsbW1NS4urq6uTtTSxMRk5cqV6OLx48e7jWW0tbUVnJd5xYoVampq6CR6vQLD7regoEAwvll8WF5/KCwsdHZ2lsRSktyEb968kWTeyEuXLjEYDFdXV7goJycXGhoqGoHG4XAeP34cEBCAlnz55Zfm5uaiFT58+FDwBZ+Hh8fLly+F3tpKCOYDpfb29qampuzsbDFhef1E8jBBSXIT8ng8SVIqlpWVjRo1KjU1dfz48YqKilOnTu02+BSq0tbWZmtrq6SkZGRkdOzYsW4rbG9vp1Ao6CKcPbiysvKjnoiCuaiShOUNDDA34S+//CLejMfjNTU1ubi4KCsrjxw50tfXt7q6WtSssbGxrq4uLi5uz549Fy9epNFojo6OjY2NomYkEumbb75Zvnw5m812cHAIDAzMzs4WrXDMmDElJSXoInyZz+Pxer2fAyBqYGBgTk7Orl27Tp065ec3aBMb9So3YX19vZ2dXWZm5u7du4uKiuzs7FpbW4VsOjo6mpqaUlJS7OzsZsyYkZKS0tXVhQbBCJohCLJx40YfHx9LS8u9e/daWVnt2rVLtNHg4OCMjIyjR4+2tbUVFRVt27YNAPDRb0m6pw/X4b6Rm5sLAMjJyenb5mIGShDxA6W1a9dOmTIFHXe4ubn1NFASoqioCACQnJwsVL548WItLS3Bks8//9zf31/ILCEhAQDA4XDQknXr1mlqaoo21NnZGRQUBMccOjo6p06dAgCw2WxJnBQCqzNVwrC8ASMlJeX27dtUKhUG/128ePHMmTOysrIf/VgDBoE+e/ZMqHzs2LGvXr1CBOJGurq6RMdfMNOaYLfcrRkAgEwmHz58uLGxsbKysqqqCl5T+5aTDStRYVjeTz/9hJZ0G5Y3YGRnZ9+/f7/0H2bOnDlnzpzS0lJDQ0NBs87OzsWLFycmJqIlcPijr68vVKGTk9P79+/RT2gaGxsfP348fvx4IbPPP/9cRUXl/PnzaMn169dFzQAA+fn56enpKioq+vr6ZDI5ISFh8uTJffugA6toQgnD8vqPhNGEEuYmlJWV7erqCg4Obm5unjRpEofDiYqKMjU1nTt3rpDlxIkT582bFxgYGBcXp6qqGhMTo6CgsHTpUtEKt2zZsnbtWnV1dWtr61OnTv3xxx979+4V3ZGysrLw8PA9e/ZYWlpmZGQkJSWx2ey+HBGA5TW1b2F5PdHPaEIhxFxT29raNmzYMGrUKDqdrq+vv3LlStjNisLj8ZYtW6aiokKn021tbUtLS3tqbvfu3bq6uhQKxcTE5Ny5c93a8Pn86OhobW1tKpVqZmaWnp4ufhfEQEQT4hDiLQ0OIUTFIYSoOIQQFYcQouIQQlQcQoiKQwhRcQghKg4ZIFF9fHxIJNJff/2FUf0fjSaMi4sjidBTmOCnzkCk3Lly5Yrgawqpc/To0dWrV4tPuzV//nyhx/fh4eGEqH0EpgULCgrCLpYlJiYmOTn5/v37O3bs6MlGS0tLS0sLXbx69Wp5efnFixcxcmlwwbz7jYmJUVNTE30nJUUkjyaE8Pn88PDw8PDwXiW2+4TA9kxF04LBWRAxorfaJCYm1tbWrlu3DiN/Bh0Mz1Q+nx8SErJq1aqhlhZsx44doaGhQvMj4wkMz9QDBw40NDTExMRg10QfyMvLe/ToUWZm5mA7giFYiVpfXx8ZGZmUlMRgMDBqom8kJSVZW1vr6uoOtiMYglX3y2azW1pa5s6dC6P3YCihkZGRh4cHRi1K7piDg8Pg+oA1WJ2pbm5ugt+BlJeXe3p6ZmRkmJqaYtSiJDx//ryqqsrCwmIQfRgAsBJVSUlJ8PlOZ2cnAGDMmDEsFku6DUkYTQipqqoCAOByympBPvk5yYuKigRvUuF8yosWLYKh8UI0NDQAALpNmogniGhCHEK8pcEhhKg4hBAVhxCi4hBCVBxCiIpDCFFxCCEqDiFExSEYiip5kr9+8vjxYxcXF1VVVSaTOXv27IcPH/ZkKWGOwE8dDJ/98ng8Fot1/PhxtASLd6v19fW2trZGRkanT5+GGSAdHR2fPHkiGtiQkZEREBCwdetWW1vbnJycoKAgLS0tJycnqbs06GArKpPJtLW1xa4JAMCJEyd4PF5GRgZ8TK+vr29qanr9+nUXFxchy4iIiGXLlsFZ56ysrHR1dTU0NDD1bbDAUFQJk/z1k+Dg4Pnz56MvXtD5lIXMYI5AwRRyX375Jda+DRYYXlMlTPLXT5SVlQUzr2RlZZFIpKlTpwqZSZ4jEAdgK6okSf6kyPPnz1euXBkYGCiUHQn0JkcgDsD2lkaSJH/SoqKiYtq0aWZmZjCxsBCS5wjEARheUy9duoT+njp16pgxYywtLbOysjw9PaXe1t27d52dnW1sbM6cOUOn00UNYEraiRMnoiXTpk07ffq01D0ZCgzcw4eekvz1n/Ly8lmzZrm6uqakpHSrKOhNjkAcgJWokif56ycdHR1ubm52dnbx8fFi0n5LniMQB2DV/Uqe5K+fHDx4sLKycufOndevX0cLNTU1hZIRSp4jEA/0OQHeR5E8yZ8k9JSb0M3NTXSnQkJCuq1EkhyBOICIJsQhxFsaHEKIikMIUXEIISoOIUTFIYSoOIQQFYcQouIQQlQcgq2oTU1NCxcuVFJSUlZWdnd3r6urw6KVp0+furi4KCgoKCoq+vr6/v333z1Z/keiCTEUtaura/bs2RUVFefOnUtKSqqsrHR3d5d6K21tbXZ2dlwuNy0t7dy5c+Xl5a6urt0++4TRhAEBAdeuXVu4cGFQUNCVK1ek7s9QAMOX5OfPny8tLX3x4gUM2tPV1b1161ZHR4fgLKH95/Tp0/X19UVFRSNGjICtGBsbs9lsR0dHIUsimlAKpKWl2dvbowfOyMgIi2Du3NxcKysrqChsxcDAICcnR0hUIppQOpSVlY0ePXrLli0sFktFRcXT07O+vl7qrXA4HAMDA8ESfX39iooKUWcAEU3YfxobG5OTk+vq6pKTk48cOVJcXIxFZqyWlhahYPzhw4dzuVxRZ/470YQYdr8dHR0aGhrx8fEkEgkAwGAwnJycCgoKbGxssGtUjDMIgmzcuNHLywsAYGlpWVJSsmvXLtFLLw7A8ExVUFAwNzeHigIAoJZPnjyRbivKysotLS2CJVwuV1lZWdQZIBJNKHVnhggYijp27FjB6D2Y8lfqAXyGhoZCV9CKigpjY2NRZwARTdh/nJycbty4gR5HmGBO6gF8jo6ORUVF6BCsuLi4urp69uzZQmb/qWhCDAPP3rx5o6OjY2VldfXq1eTkZPjdYJ9r6ynw7MOHD0ZGRtbW1levXs3MzDQ0NLSzs+u2hj179sjKyu7ataugoGDZsmUkEqmwsLDP/gxlMBQVQRAOh+Ps7MxgMBQVFRcuXNjU1NTnqnoSFUGQFy9euLm5ycvLKyoqLlq06PXr1z1VQkQTDi2IaELJId7S4BBCVBxCiIpDCFFxCCEqDiFExSGEqDiEEBWHEKLiEAxFZTKZopMLJyUlYdHWR2c6BgA8e/bMz89PQ0NDQUHB0tIyPT0dC0+GAhi+JE9PT+/o6EAXHzx4EB4ejsUMjZLMdMzj8ezs7JSVlQ8dOjR8+PCjR4+6u7vn5eVNmzZN6v4MPgP2lNnGxmbVqlV93lzMA30dHZ2srKzt27crKir2tHlmZqacnNyzZ8/gYmdnp4aGxjfffNNnf4YyAzSDVHJycllZWVpaGhaVFxYWamtr379/X4zNnDlzBPNykclkCoUiJpvLJ81AiMrn8zdv3rxu3TpVVVUs6u/VTMdv375taGj49ddf37x5ExQUhIU/g85AiHr+/Pna2tqVK1cOQFsfBQYrGRoa5ubmiqYwxAcD0f/ExcV5e3sPkWnzbty4kZqaOm7cOHt7+1u3bg22O5iAuaj19fXXr1/39fXFuiEJsbGxcXd3T0lJMTMzw+tc85iLmpOTQ6fTB/3OobS0VOgW2cLCgsPhDJY/mIK5qNeuXTMxMekpD+SAkZ+fv2DBgpqaGrSktLR01KhRg+gSdmA+UKqqqsJ0ZmEJZzr29/f/4Ycf5s6du2XLFhUVldTU1GvXrp08eRI7xwYRzEVtaGgQyv0oXSSc6ZjJZObl5UVGRoaGhvJ4vLFjx544cWLhwoXYOTaIENGEOASfj1T+4xCi4hBCVBxCiIpDCFFxCCEqDiFExSGEqDiEEBWHYCtqQkLChAkT5OXlWSzWsmXLmpqapN6Ep6enaMzismXLRC2bmpoCAgJUVVUZDIaDg0N5ebnUnRkiYPjs9+TJk0uWLNm/f7+Dg0N1dXVISIiHh4fglEBS4dtvvxWMqWhtbfX29p40aZKopYeHx9OnTw8cOKCgoBAVFWVvb//kyZMBmOF1EMAups3Z2dnBwQFdhE/Y6+rq+labmGhCQSIjI83Nzbu6uoTK4dubq1evwsWamhoKhRIXF9c3Z4Y42Ha/srL/6wlgfhsEy/cH1dXVu3fv/vHHH0XDBB8+fEgmk2fMmAEXtbS0YIYR7JwZRDAUNSgoKDc399KlS3w+v76+Pi4uztnZWVNTE7sWY2NjbWxs7OzsRFe1t7fLyMgIiq2url5ZWYmdM4MIhqLOnz//xx9/dHNzo9FompqaZDL5zBkM35rV1taeOHFi48aN3a4dM2ZMR0cHfJ0OefLkCY/Hw86fQQRDUdPS0jZs2LBz586SkpKsrKw3b974+flh1/3Gx8fr6OjAl+SiODo66urqrlixoqqqisfjrVu3rqamRvDqgCcwFHXt2rUBAQFr1qyZMGGCs7PziRMnrly5gt1lLCkpycfHB02FKASFQklMTKytrdXX11dWVm5qanJzc1NTU8PImcEFK1G7urqePn0qmCMQRiphFMBXXV1dXl7u4OAgxsba2rqqqorD4TQ2Nh47dqyyshKvaeywEpVMJmtpaQmm6YRpIcV/m9Znfv/9dwBAt7enEC6XGx8f39jYOHr0aGVlZQ6HU1hYOG/ePCycGXQw7H5XrFhx/Pjxw4cPV1ZW3rp1a/ny5UZGRl988QUWbVVVVampqQllcxaEwWB8++23/v7+N27cYLPZ7u7utra2Tk5OWDgz6GAo6vr163ft2rV3714zMzMvLy99fX02m41RAHBDQ4P4zzqoVGpWVhafz3d2dvb19Z08efKFCxew8GQoQEQT4hDiLQ0OIUTFIYSoOIQQFYcQouIQQlQcQoiKQwhRcQghKg7BVtSzZ8+OHz+eRqOxWKydO3di1IqEMx2/e/du5cqV6urqDAbDxsamuLgYI38GHQxFzc3N9fX1nTZtGpvNDg4O3rRp0y+//CL1ViSf6TgwMDAtLS0uLi4nJ0dbW3vWrFm1tbVS92dIgF1Mm62trY2NDbq4YsUKNTU10Tg/CekpmjA+Pp5Go718+RIuwpd9V65cETKD73EvXrwIF9vb23V0dCIiIvrmzBAHwzP14cOHgi/aPDw8Xr58CSenlSI9zXQsakalUtGJNSkUyqxZs0TN8AGGora3twtOP66urg4AkHoAn4QzHXM4HG1tbSqVKt4MH2Ao6pgxY0pKStDFx48fAwCkHsAn4UzH3ZrxeDw4ASjOwFDU4ODgjIyMo0ePtrW1FRUVbdu2Dfw7vJsAIzAUdcmSJUuWLAkKCmIwGJ6enuvXrwcASD2AT8KZjrs1Gz58OC5T/mK4S2Qy+fDhw42NjZWVlVVVVfCaOm7cOOm2IuFMx4aGhtXV1e/fvxdvhg8wFDU/Pz89PV1FRUVfX59MJickJEyePHnkyJHSbUXCmY4dHBz4fH5mZiZcbG1tvXz5sqgZTsDubikuLo5Kpe7fv7+kpCQ6OppMJufm5va5tv7PdBwYGKihoXHu3Ln8/Py5c+eqq6s3Njb22Z+hDIai8vn86OhoeCNhZmaWnp7en9r6P9NxW1tbWFjYiBEj6HT6zJkzHz582B9/hjJENCEOweHYj4AQFYcQouIQQlQcQoiKQ/4PEbWe8FoYtl0AAAAASUVORK5CYII="
<image>An employee at the craft store counted the number of red buttons in each bag of mixed buttons. How many bags had at least 14 red buttons?
23
311
null
23
"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"
<image>A customer at a sushi restaurant was examining the types of sushi rolls offered on the menu. Rolls vary by type of fish and level of spiciness. Rolls only contain one type of fish. What is the probability that a randomly selected sushi roll contains yellowtail and is labeled not spicy? Simplify any fractions.
1/5
312
null
1/5
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Jk6xdXd9VVOxdvRq9wdaurnpmZgAgq6w8LyRkwsSJ7Ad6BgVJKSgAwCRLy3khIfxUKto/3khOvn3unIquLstJ4JMMv0dDCmC+lYOLRAIAJpN5/uVLnmGOXxxQ0db2Cgq6fe4cmY9vzb59AJBz5UpnW5uRldUvcXEAMHfFiiuJiTJKShhFzqKXRkN/x8paWgJCQh0feorERUQAgO+mTb4bNwLAT4aG2ZcvvywslFJUPL1vHwBsPX7c2tW1q73dVV09PzPzeX6+pLx86pEjABCRmGhgbj53+fLZysrxkZGewcH03t7i+/e5eXh+S03l5uFhMBixO3ZIDhs8AcDBjRv76XT7n37akZAAALdTUzd4eSXHxPisXTsnIKCtqakkN1dZSwttOnZC9ux5UVDQUFMzzdnZe+1aGLxH5aWlySUl0oqKn98yw+/REEZNXukJCay5FcrB69dNbGzQz47e3l+krRGRVVICgCeZmf5WVqa2tkbW1n5btnBx9J78Fg5u2HB81y4AaKqt7aPRCATC8l9/HVKmu7PzdUkJAChqaDS8fQsAmoaGr0tK8jIyJmhp9dPpAIDOAwSEhG41NqJH5aSnMxkMIpEoKS+PHiWrrFz98uXr4mKNSZPEpKWb6+vnGRhYODkZWVktCg+nCAgMOW9vT0/pgwcAYDd/Ppoy3c2Ni0RiMhglDx5Yf9W+6KmzZn2Rtj4HDGeOvGzP2OGTl69ARUdn05EjhzZtKrp3r+jePdi+XVJefu+FC5qGht9e+XDQkRYA8FIoulOn+m7YYOHkNKRM16CrzMZ589jT66qr0dbgpVC4h9kkoYO2gYEBF1VV9vT66uqJkyf/dvZsREBAZVlZ0oEDSQcO8PHzh0VHO3/oNNHR2jowMAAAwoP+OUQiUVBEpLWpqf1r/XlG5R4N4TvNHD9wLCISAaCPRkO/tr1///lncVm61Hnx4udPnpQ8eHAtKenZ48ebFiw49+zZ10bNiV/i4pyH2YcMgbX4EhwZqaylxUqXVlREZ2e9PT30vj70yd3e0sKg0/kFBakiIgDARSL9nprKXhv6O9EzM0suKal++bI4NzcnPf3O+fMR/v5TbGyk5OXZz0skEgcGBtoGlwMYDAbaawuLi3/d9Y7WPfqgzq877FsQk5YGgKeP/88Z8EZy8sdKohZt9N5eJpMJAAVZWYc3by6+d0/HxGReSMiBS5cAoKG6+nsE/REoAgLofIWLRLJwcrJwciIQif10OlVERMfEBF0Yy0lPBwBad7eHlpaDvHxBTo62sTHakUnIylo4OU21s+tsa0MQhCos/La8/PjOnWnHjytqaDgvWhSZkqKiozMwMND07h37efn4+XVMTQHgZkoKmnL73Dkmg8FDJhv8MAquUl99j4YwBru0zR0criclZaalrff07Gpv7+roAIARvX7EZWUBgN7Xt3r2bCsXF2lFxRORkRdiY2d6evIJCBTm5MDgyGYM8d24ceP8+Yc2bnxdUkLr7r6TmkoVFj5TXCwiIeEZFPT3/v2/+vnlpKe/KChob27WMzMztbUlEomufn6pf/318+zZ093cXhUXF927p//DDxZOTnwCAqf27u3t7s7PzJSQk3tXXl7x9KmkvLy6gcGQ8wbt3LnSzu7KqVMtDQ1CoqIZFy4AwJING7766cXOV98j9w89rcbg6TVr3rzF69eLSkk9vHVLWlERXffrG8nrR05ZecGaNRQBgZLc3Pd1deYODruSkhTU1a8nJaUcPNje3Oy7adPW+PjvfgUfYDt37q6kJBUdnetJSY/v3Jk2e3ZsVpa4jAwAhOzZE7R7t6ik5LW//25pbJy7YsWBS5fQfic0Kipg61YyH9/FY8fqqqo8li8/cPkygUAQk5L689YtM3v7BzduJB04UPLwofOiRUcyMoYviBhOm/bnrVsmNjbF9+9nXLgwQUtry7FjSzdvHpWL+up7NCSXoBsd9R9/0xx/1x4j8HftcbAFlxcOhuDywsEQXF44GILLCwdDcHnhYAguLxwMweWFgyG4vHAwBDdgwsEQEgCUBIeMdRhjiV5M9H+8BTBCLyYa7xxxMASXFw6G4PLCwRBcXjgYgssLB0NweeFgCC4vHAwZQV6urq4ENiQkJGxsbLKzs79/cP9lmEzm3r17NTU1KRSKpqbmb7/9xtqKQ6PRNm3apKKiMjxrvDHyTiFVVdVjx46hn+vq6mJjY62trW/dujV9+vTvGNt/mq1bt/7xxx8REREmJibZ2dkbNmwgEomhoaEAEBQUdPXq1bi4uIkTJz58+NDX17e7u3v79u1jHfJI6EZHIR/i4uJiYGDAntLb2ysvL+/i4oKMBnQ6fVTqGS2Gt8CY09/fLygouGHDBlbK3LlzJ0+ejCAIk8nk5+ffuXMnK2vx4sUaGhpjEOWn0I2O+qyxF5lM1tPTqx7csNrY2Ojj4yMuLs7Ly2tiYnLnzh1WydOnTxsaGgoICIiLi//444/l5eVoenR0tLS09OXLl6WkpMLCwgDg2LFjurq6FApFXFzc3d397du3o/3D+RdDJBKfPHkSxma+paCg0NTUBAAEAgFBEHabNDKZjIy0A3E88LlD+8rKShkZGQBgMpn29va5ubnJyckFBQWmpqYODg6lpaUA8PDhQ29vb1dX17y8vGvXrtFoNHd3d/RwHh6e7u7ugwcPnjp1KiQkJDs7OyAgYNWqVSUlJenp6c3NzZ6enhhd4b8RIpGopqYmIiKCfmUwGDdv3rSwsAAAAoHg7+9/5MiRZ8+eAUBBQcG5c+f8/PzGMlwOfKxz7B/k7du3aJd/9uxZBEGuXLkCALdv30YLM5lMTU3NgIAABEFoNFp5eTmTyUSzLqGb9BsaEASJjY0FgPT0dDQrKiqKl5e3r68P/VpfX//w4UOsn9UfYxx2jkMIDQ2lUCjPnz9HvzIYjHnz5gEA6g4UEhIytuF9DN3oqJGH9kVFRdxsxqEiIiJHjhzx8PAAgMePH5NIpGnTpqFZRCLR0tIyNzcXAMhk8pkzZ+Lj49+8edPf348WaGlpkRx0zpkyZQr6wcbGhpub29LScunSpbNmzZowYYLUoJkqzhDWr18fHR197tw5TU1NNGXdunWZmZlnzpzR0tIqKChYu3atjIzM+vXrxzbOkRnx6aWhofF4kIqKCtYDCUGQtWvXAgCZDS4uLklJSQRBjh49ysXFFRcX197ejiDIzZs3AaCsrAwZfHr19/ez6iktLV28eLGYmBgAmJqa5ufnf48f1EiM26cXk8n08/OjUqk3b95kJb5584ZIJP7999+slOjoaF5e3o6OjrGIkRMffXrx8fEZGxuPmCUkJMTLy1tQUMCeiD6lL1y4YGtr6zvo1FjP0dFaR0cnPj5+YGAgNzd33bp1Dg4ONTU13OPYa/n7ExwcfOHChbt3706ePJmV+Pr164GBAS02syc1NbXe3t6amhrtQavm8cMXr9qbmJj09vYODAxMHISPj09eXh4AOjs7qVQqq2RCQgIAICNNah4+fIj2p0Qi0dzcfPfu3Q0NDbW1tV9/Hf9zJCQkHD9+/Nq1a+zaAgAlJSUAKCsrY6W8fPmSQCAojrax4KjwxfKytbU1NDT09vbOysqqqqpKSkoyNDT866+/AMDMzOzmzZu5ubkVFRXLly9XU1MDgLy8vJ6eniGVXLt2zcXFJTU1taKiorCwMCoqSklJaXw20JiArsvPnj27q6vrLht0Ol1VVdXOzm7Dhg1XrlyprKxMS0uLjIxctGiRwDCDzHHB5yyrDqGhocHHx0dMTIxMJk+cOHH//v1oemtrq5ubm4CAgKysbEREBJPJtLOzo1KpycnJQ8ZeDAZj8+bNKioqZDJZQkLCxcUFHaKNCeNw7DVk7MGirq4OQZDW1taff/5ZWVmZl5dXXV1906ZN3d3dYx3yCOhGRxF0o6P+42+a4+/aYwT+rj0OtuDywsEQXF44GILLCwdDcHnhYAguLxwMweWFgyG4vHAwBJcXDobgBkw4GIIbMOH/FMIK/J9CONiCywsHQ3B54WAILi8cDMHlhYMhuLxwMASXFw6GfNSA6ezZs+yJ9fX1BALh7t273ymuQTw8PGxtbb/zSccDn+OyRKPRVFRU0G1a45OR9zlycXGFhYU5Ozvz8fGN1pkkJSUfPXo0YcKELzoqMDCwr69vtGL4F/E5Lkvbtm2rqakZzxvcR+4cZ8+e3dbW9vvvv4/Waaqrq1GDl88HtRGYOXOms7PzaIXxb2FgYCA5OTkoKMjBwUFZWXnevHleXl5nzpxhL1NSUhITE7N48eIxivGzGFleQkJCW7Zs2bNnz8d8kZ48eWJjY8PPzy8oKOji4lJZWcnKys3NNTc35+Pjk5OTCwsLo9Ppd+/eRTd/Kisru7q6AkBTU5OPj4+MjAwvL6+GhkZ0dDR6bHFxMYFAuHr1qo6OjqmpKbB1jmVlZQQCISsry8PDg0qlSklJhYSEDAwMcI6nv78/NDRUUVGRl5dXQUFhzZo1dDp9NNoNWz7psjQwMBAQEBAUFKSjozMWAX42I+5z9Pb2ptPpGhoa8+fPRxPr6uoAICMjA0GQqqoqKpVqb29fUFDw+PHjadOmqaio0Gg0BEEqKir4+fkXLlyYm5t7/vx5cXHx4OBgOp2enJwMAPn5+agVgoODg6amZlZW1osXL06cOEEikS5cuIAgCLr52NTU9OTJk0VFRQiCuLu729jYIAjy6tUrADA0NLx58yadTr969SqBQEhJSeEcz6+//iopKXn9+vXy8vL09HQ5OTl2TzbWdjysdvp9A6tWrVJRUXn69CmCIPn5+WJiYnv27GHlHjp0aMKECd3d3fv375eTkxu7MDmhGx01srwWLFiADDoo5eTkIB/KKzw8nEqltra2ouWrq6tZphrh4eEyMjIMBgPNSkhI8Pf3RxDk6tWrAFBZWYmm19fXo8ZMKEZGRsuXL0cGNRQWFsbKGiKvHTt2sLJUVVXRkhzicXNzmzFjBuuQsrKyFy9eDG+FL2y37wEHl6Xa2lohISHUzWqcy4vTwoSzs7O9vT17H4Ty+PHjyZMnCwsLo18VFBRUVFRQz4i8vDxDQ0O0RQDAx8fn6NGjw2t+//79okWLhIWFUXfgJ0+etLS0sHJZPk3DmTRpEuuzsLBwa2sr53hcXFwyMjK8vLzOnTvX2to6ceJEDQ0NDpc8fmC5LOXn5584ceL06dORkZFoVkhIyKxZsxwdHcc2ws9h5Jkji3379unr68fHxzs5ObESOzo6CgoKeHl5WSl0Or2hoQEA2tvbWZ56H6O3t/fHH3+Ul5d/8OCBmpoaiURCffdYcKhhyEwWQRDO8SxatEhCQuLw4cM+Pj4MBsPd3T0mJkZCQoJzhGNOdXX1/v37ExMTvby8AEBfX7+joyM8PHzlypXZ2dm3b99++vTpWMf4WXxCXlpaWitWrNi0aZO1tTUrUUhIyMLC4siRI+wlUW8cKpXa3NzMuc7i4uKKiorTp09PnDgRTamvr/+WxRsO8QCAo6Ojo6MjjUa7cuVKSEhIYGDg+fPnv/pc3wcOLktnz55ta2tTUFBA0xEEGRgYIJFI+/btCwkZd2+tfXrVftu2bQwGY+/evawUExOT8vJyVVVVlgcTkUhEnVeNjY2fPHnCssQ5deqUlZUVq29FHzadnZ3Advvv3btXXl6OfIP5LId40tLSqqqqAICPj8/d3X3ZsmUfcwcZV3BwWYqIiCguLi4cJCwsTEpKqrCwcMGCBWMX70f5tLxERER27NjBsrkHgGXLlnV0dCxevLi4uPjVq1cRERHa2tr5+fkAEBgY2N/fv2DBgtzc3LS0tPDwcB0dHSKRiPZ36enppaWlBgYGFAolKiqqtrb2ypUrYWFhTk5OL168QLuzr4BDPAcOHPDy8srKyqqsrMzMzExOTra0tPy6s3xPOLgsycnJ6bIhLS1NIpF0dXVRn8dxB4eZIwsGg6GnpweDM0cEQfLy8mxsbCgUCj8/v5mZ2dWrV1mFs7KyzMzMyGSyjIzM2rVr0QUCBoPh4ODAx8dnb2+PIEhKSoqysjIfH5+VlVVZWdm1a9eEhYWNjIzQ6SG71+OQmSN7lpGR0dKlSznH09DQ4O3tLS0tzcPDIy8vv2LFiuEmkeNz5viZLkvjfOaIGzDh79pjBf6uPQ624PLCwRBcXjgYgssLB0NweeFgCC4vHAzB5YWDIbi8cDAElxcOhuAGTDgYghsw4f8Uwgr8n0I42ILLCwdDcHnhYAguLxwMweWFgyG4vHAwBJcXDoZwkpeXlxeBQBhxH+yXcvDgQXbHBJxP0t3dvX79emVlZdSAac+ePeiGq9LSUsJI1NfXj3XII/DRW97W1vbPP/8YGBicPHkyICDge8aEAwBLlizJzMzcvXu3urp6dnb2xo0bGQzGpk2blJWVMzIy2EsmJCRkZGSIioqOVaic+Ng+mcOHD4uKit65cwcAXr169Y2bRmJiYri4uL6xEowYhzuFmpubhYSETp48yUrx8PAwNDQcXrKxsVFERCQ1NfU7Rve5cPKYOHHihKenp7W1tZKS0qlTp1jp+fn5BALhn3/+sbW1pVAoEhIS4eHh6HN73759oqKit27d0tXVJZPJKioqiYmJw2tmMBi//PKLkpISmUxWV1c/ePAgKys7O3vatGnCwsJUKtXCwiIrK2s0f0n/HkRFRdva2hYuXMhK4eXlJRJHuFnbtm3T0dGZM2fOd4zuSxjxt4vuD87NzUUQZPPmzcrKygMDA2hWcXExAKBP7N7e3uTkZC4urpiYGARBoqOjSSSSra1tRUVFR0dHaGgokUhEfZTYn17BwcEUCiU+Pv7ly5d//vknDw/P0aNHEQTp6uoSFBQMDAx89uzZ06dPV6xYQaFQWlpavsOPDOtTfDU9PT3v3r07evQomUw+ffr0kNzKykpubu7s7Owxie2TjGzAhCBIeHi4pqYm+vn169cAkJmZiX4tKSkBgM2bN7MK29vbm5mZIQgSExMDALdu3ULT6XQ6lUpF/bRY8mpra+Ph4dmyZQvrcD8/Pw0NDQRBioqKACArKwtN7+/vv3v37oh7R0eX8SwvKysrABAWFk5MTByeu3LlSktLy+8f1WcycufIZDITExO9vb0ZDAaDwVBSUjI3N09ISGAvY2Jiwvqso6Pz/Pnz4Vnc3NwaGhrsWQBQVFREp9NnzJjBSrG2tn758mVzc7OmpqaWltZPP/0UGRmZn5/PxcVlZWVFoVC+7en87yYmJiY9Pd3f39/Pz+/QoUPsWV1dXSdPnvT39x+r2D6HEeR148aN2traLVu2cA9y7969s2fP0mg0VhmWAQkAUCgUlmcJAAgICHwsCwA6OjoAwM7OjneQJUuWAEBjYyOZTM7Ozvb29o6LizMyMpowYUJSUtLoXem/Ej09PUdHx99++y0sLCw0NLSrq4uVdfnyZTqd7ubmNobhfZIR5HXixAlzc/PHbOTk5NBotIsXL7LKoL5tKJ2dneySamtr+1gWAAgJCQFAYmIiy+OluLi4rKxMRUUFAMTExHbv3v3q1asXL17MmjVrwYIFaI/5X+Pdu3cnTpxArYRQjI2NUQMmVsqNGzfMzMyGNO94Y6i80OUub29vYzbMzc1tbW3Z+0fU+w+lsLCQ3UCWlUWj0V6+fDnEW9bAwIBMJjc1NbHMksTExCQkJMhkMmoFgxbT0NA4cuQIiUQqLCwc1ev9d9Dc3LxkyZLLly+zUgoLCwkEAmrMhJKRkWFkZDQW0X0BQ5dVk5KS+vv7h090PT09/fz8UIdVAEhLSzM0NJw6deqlS5cyMzNZK/skEikyMlJAQEBGRmbXrl19fX3z589nr0dQUDAgIGDr1q3i4uImJiZVVVU///yzkpJSWlpadXW1u7v7nj17UKfxlJQUAED9of9r6Ovr29vbBwcHd3Z2amlp5eXl7dmzx9fXlzUSHRgYqKmpUVNTG9s4P82QeZOpqen06dOHzwJaW1u5ubl///13dOaYkpLi5OREoVDExcU3btyILlvExMSQSKR79+4ZGhry8PCoqKigzs3IhwsT/f39W7ZsUVRU5ObmlpOTW7lyZWdnJ5qVmJhoaGiI+oebmZlduXIFw4nNIONz5tje3h4aGsoyYNqyZUtPTw8rF/2dD1+qGFd8dGGCA6i8RlxrGc9L8xwYn/L6H+ATztA4ON8ILi8cDPlieenq6iIIMsQqHCUoKIjBYIxGVDj/I+BPLxwMweWFgyG4vHAwBJcXDobg8sLBEFxeOBiCGzDhYMj/A9CyuVHO9+GBAAAAAElFTkSuQmCC"
<image>Preston, who has three different fruit trees growing in his yard, kept track of how many pieces of fruit he picked this year. What fraction of the pieces of fruit picked were pears? Simplify your answer.
28/149
313
null
28/149
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"
<image>As part of a statistics project, a math class weighed all the children who were willing to participate. What is the weight of the lightest child?
10
314
null
10
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DtwZtbdTzd72evp13u7yiHACW/LrErI/Zm3dvSDv/iSGtRq63SstL7Yfa2w+179ypc+WHSvkOn9/TtLUAr4AOP3U4kHSAnwwAQE4Ur2ZfBYCKyoq/zv31NYs4evKfaviJZxMBoLt2dwkJCbJBXha9tDKzsh9q/4vBLyVlJVKSUo3ORZs1dOBQADh2+lhNTQ0APHn+JCMrAwDItcGnkV1yRWVFs2MpirqacxUAvFy9LAdaykjLkGQgHwCzPmYAkJKWQg6AG6I2dO7T2WGGQ9NuWxph7NHY+b/Pr/xQaWVmtXze8tBloQDw9MXTplN+13r32hraEhISdXV1MxbNUJBTOJl2spt2t7zHeQFrA1bOb81JNt8893m7Du06fvq43TQ7VWXVQ8mHyivKk3Ym8c+/hUVBTmGBx4IVYSsE74LbWtju2L9j8brFufdzL2VdUldVf1X06r9u238CeXpQzt0cK1creVn5wymHAYDcWhg5dKSRnlHOnZz+jv1Ne5ueTD/56MmjwFmBX/KZnu8xf/eR3XmP8/qO7tvboHdKakptba2VmZWdpd1n5yU3OcKjw/Of5a/2X91oLIPB0NXSvfPgzurI1ReuXTiQdMCsj9mFzAt/7vlTtZPqAo8Fuw/vzrmTM2jcIG0N7YN/HRQTE1s6Zym/27QraZPnT3Yf597SCHPv54btDDuZfnLEkBENDQ3kP/rNTvxdjw+qyqo7Q3Z2Ue+SeCbxdt7t4zuO/zb3tw4/dUg6myR4XtsK2hra6QfThw0aln41fX/ifj0dveM7jo8Y0syd9e9vvsd8cu3EtzZg7RjbMUwmMyU1ZdrYadPGTgMAcs+xRWpqawBg08pNykrKJ9JOKMorLv51sZerFwBISEic3nN66pipha8Low5GMZnM9UvWBy38opu/HRU7XjpyaZLjpJdvXsYmxEpJSi2avSgxKvFLLsD8Zvjp6eqVlpf+felvkq6N7N6w28TQJPdebtLZpNBloZv/2KzB1cjMybz78K4GV+P8ofP2Q+1z7+ceTjn8i/4vx3ccJ5/asbZjrc2txcXFT50/VfmhsqURBvkH/b7gd4qituzdsvPQTiUFpaiQKHITshFGok0c/gK41fD306IEfz+N0EcwHxCiYT4gRMN8QIiG+YAQDfMBIRrmA0I0zAeEaJgPCNGw3j1CNCYA2KfgNw5aKWnEftx6IiNpBH5fAyEBmA8I0TAfEKJhPiBEw3xAiIb5gBAN8wEhWjP5MHr0aEZzHj5sfX3ittO/f38SXq9evYQdiwjKzs4ePHiwtLS0qqqqr6+vYJUQkdR8fY2uXbtu2bKlUSOXy237eFosIiKitLT0999/LysrE3Ysoubp06eWlpb29vZr1qzJz8/39vZmsVhr1nyPgtDC0nw+yMjIWFlZtbrTuro6CQmJVs/eFEVRPB6v2bLsffr0AYAtW7ZgPnxzwcHB6urqMTExDAZj4MCBysrKtbW1wg6qbbX4+iEzM9Pa2lpBQUFGRqZv375nzpwh7Tdv3mQwGCkpKfr6+v369QMAZWXljRs3zp49W1ZWVkFBYdGiRe/evXN0dORwOBoaGrt37+b3GRcXZ2hoyGazlZWV58yZU1X1T+E6Jyen8ePHr1y5UkZGJikp6QsjrKmp8ff3V1dXZ7FYmpqaS5Ys4R/l6+vrf/vtN01NTTabrauru2nTppau/g8lISHB1dWVX8TFysrK1tZWuCG1uUSbOOpjDg4ORkZGVHOqqqoUFBQcHR2zsrJu3769YMECDofz/PlziqLu3r0LAP369YuJicnJyaEoisvlampqxsXFVVVVrV+/now9c+bMhw8ffH19paSkiouLKYqKj48HgICAgHv37iUnJ6upqU2cOJEszsXFRV9ff/To0enp6UVFRc2GRDg7O/Njdnd3l5WVjYuLe/DgwZ49e2RkZBYsWEBGzZkzR1paeteuXXl5eZs3b2axWNu2bftEt5/VdOuJjHfv3gFAVFTUxIkTFRUVVVVV/fz8amtrhR1XG0q0iWs+H3r27Fn+sYqKCoqi6uvrnz59Wl5eTqYsLy8HgAMHDlAU9eDBAwDw9/fn98PlckeMGEFeFxcXA8CsWbPIYG5uLgBcvnyZoqi+ffuamZnx54qNjWUwGCTHXF1dWSzW+/fvP7sm/Hx4+/Ytk8lcvXo1f5Svry+Hw6mpqSkpKWGxWMuWLeOPmj59erdu3b50azVHhPPh3r17AKCurr5u3brMzMzw8HBJScnAwEBhx9WG/rPefW5u7k8fU1ZWBgBxcfHr169bWFhIS0szGIyffvoJAN6/p4sqk7N5Pj09PfJCTk6u6WBJSQmPx8vKyho6lC6iOGTIEIqirly5QgZ1dHTk5VtQhjUnJ6e+vt7MzIzf0rdv38rKyocPH+bk5NTW1lpaWgouKy8vj+wIUSN1dXUAMHLkSD8/PxMTkzlz5sybNy8sLIy0i6rmr6d1dHR27dol2EJqj96+fXvcuHFeXl7Hjx9XUVHh8XiNrpsbfXYlJSU/MUhRVFVVVX19/erVq9euXSs46vXr1812+FnkqlpwLvK6rKyMjBo+fDj/hJgUVHzz5o2iomIzff3YyM7O2NiY32Jubr527dqCggJdXV3hxdW2ms8HDocjuIvl++uvv9hs9oYNG8itnlevXjWdpkWkpaUlJCR8fHw8PDwE28nh6BOePXtWWFhILtwBoLa2VlpaGgBkZWUBgJyeEeTwJSsrS3ZssbGxPXv2FOyqS5cuX7kWIklNTU1KSqqoiH5WHSm7/SUVwtuvlt1fKi8vl5SU5N/3jImJgY+fZtLixYuJ9e7d+8mTJz3+pa2tzWKxPntYCAkJGTFiRGVlJQngzp07Ojo6AGBkZMRkMjMyMvhTZmRkyMrK6urqGhkZsdnsoqIi/rIUFRU7duwo2m9wq4mLi1tbWx85Qj+eJzU1VU5OTk1NTYhRtbWW5cOAAQPevn0bFRVVWFgYGRmZm5uroqKSk5NTWtr6By37+/sfPnw4ODj4wYMH2dnZkydPNjc3r6ho/gECfDNmzKisrBw3btzRo0c9PT0fPXrk5eUFAAoKCu7u7iEhIUePHi0oKIiOjt6+ffu8efOYTGaHDh08PT2XL19+8ODBgoKC1NRUa2trd3f3Vkcu8pYuXZqTk+Ph4XHx4sWwsLDIyMjAwMDWPTC33WjR/VaKogIDAzt27CgrKzt58uSysrKVK1dyOBwfHx9yf+n06dP8Kblc7pIlS/iDALB9+3by+tmzZwCQkpJCBvft22doaMhisRQUFBwcHPLy8ki7q6urqanpf0WSlJRkZGQkLS2tr69/8OBBfjv5/4OqqiqTyezSpUtQUFBDQwMZVVdXt2zZMg0NDQkJCS6X++uvv/LvlbWOCN9fIk6cOGFsbMxisbhc7vLly3k8nrAjakOJNnGMRJs4/AVwq+Hvp0UJ/n4aoY9gPiBEw3xAiIb5gBAN8wEhGuYDQjTMB4RomA8I0TAfEKJhvXuEaFjv/qvg9zVECX5fA6GPYD4gRMN8QIiG+YAQDfMBIRrmA0I0zAeEaO243n2jOCUkJHR1dRcsWMAvbrBp06ZmSyALUlJS+uOPP9o+2PatqqpKW1tbtCtrEO273n3Xrl137NhBXtfU1Fy/fj04OPjixYuXLl0SExOzsLD4888/hRuhaFixYsWzZ88+WxRLBLTvevcyMjJDhgzhDw4fPrxz587u7u4ZGRlmZmb6+vr6+vrfMIwfU25ubkRExNSpU1NSUoQdS5sTtXr3ZNHPnz+Hj8+X6urqSBEaDodjamoqWLCMLy0tjc1mb9u2raXbRIQ1NDR4enp6e3v/IHuWluVDdXW1jY3NTz/9dPbs2atXr5qbm48ePfrFixcAwGKxAGDlypUBAQHR0dEAICEhERoaOmjQoNevXy9ZsmTt2rV2dnbe3t5v374lRWBLSkoA4PDhwxMnTrS1tb1582Z0dHRCQsL06dPJ4lgs1q1bt7Kzs0+cONFs/cym7t+/DwAaGhqN2n18fKKjo0NDQ9PT03V1dW1sbAoKCgQnePDggZOTk7+/v6enZ4u2iWjbsmXLq1evVqxYIexAvpf2W++e1E2r+1dlZWVqaqq2trahoSEpmxURESEuLk5RFKl0HxkZSWasqalxdnY+deoURVGKioqrVq16+/atrq7ulClTWlHBqqWztCOFhYWysrJ//fUXRVGhoaFcLlfYEbWtdl/vPicnR+JfHA7H0tJSV1c3OTm5UU3Fmzdv1tbW8mNjsVjx8fHW1tZksLa21snJSU1NjX9pjoi5c+cOGzZM9J8JJKB917vv1q3b3r17yevIyMjk5OS4uLims5A7sFJSUs12snHjxoqKCj09vaar8yNLTk4+e/bs7du3hR3Id9Ve690TUlJSJiYm5PX//ve/xMTEhQsXbt++vdFk5Dj2X8890dPT27x58+DBgwMDA8PCwlq6CqLq0KFDJSUl6urqZJCiqIaGBiaTuWHDhrlz5wo3trbTXuvdN6WgoBAUFBQVFXX+/PlGo4yMjCQkJNLT08lgQ0PD4MGD9+zZQwbt7Ox69eoVERERHh5+6tSpVq+LiPnjjz9u3ryZ/S9/f39lZeXs7GxXV1dhh9aG2mu9+2ZNnz69d+/enp6ejR4LKycn5+bmFhISEhMTc/36dS8vr6ysrIEDBwpOM2XKFGdn52nTpuHjswgul2sgQEVFhclkGhgYiPazlFqWD7a2toGBgYsWLdLT07ty5cr27dtnzZoVGxu7fPnyVkfg5OQUGxu7b98+AwODoUOH1tTUpKamysjItKIrMTGxyMjI+/fvN31m+KZNm2bMmBEQEGBubn7r1q2UlJSuXbs2mmbLli0UReH91h8Z1rv/Kvj7aVGCv59G6COYDwjRMB8QomE+IETDfECIhvmAEA3zASEa5gNCNMwHhGhY7x4hGta7/yr4fQ1Rgt/XQOgjmA8I0TAfEKJhPiBEw3xAiIb5gBAN8wEhWnutd6+mptZskAwG4969e8KOTkSMHDmy0bb18vISdlBtq73Wu9+/f391dTUAvH37dsKECf7+/sOGDSOjmhZvRa1TXl4+atSo+fPn81tUVVWFGM930F7r3fPLpZFS3np6el8TMGpWeXl57969BZ8oIPJErd49ADx//tzFxUVBQYHNZvfs2ZNf0HLz5s2dOnW6cOGCgYGBpKSksbHxrVu3YmNjtbW1ZWRkbG1t375929KtIdrKyspaV/in/RK1eve1tbXW1tZ37tw5evTozZs3HR0dJ02alJiYSOIpKysLDw8/c+bMo0ePysvLx44dm5KScv369aysrKtXr27YsKFFW0PklZeXczgcYUfxfbXfevfEs2fPAGDXrl1kMCEhAQAuXrzIn6B3797W1tYURZG6rleuXCHtPj4+APDq1Ssy6OzsbGNj8wVF0T8i2vXupaWlx4wZ06dPHw6Ho62tHRAQUFlZKeyg2lC7r3ff1PXr18XFxfv3789v6du3b3Z2drMhKSoq8gsny8nJkeMVIhoaGlgs1sOHD+fPn3/q1KnZs2eTGofCjqttte96902VlZXJysoKPv9BXl6+rKys2RiaxtOiZYk2MTExclQnBg4c2NDQsHDhwo0bNyopKQkxsDbVvuvdNyUrK1taWkpRFIPBIC3v37+XlZX9yjgRABgaGgJAQUGBCOeD6NS7J0xMTHg8Hv90CwAyMjIancWhL5GXlzdmzBjB56FcvnxZTExMS0tLeEG1OZGqdw8ANjY2+vr6s2bNunz58oMHDwIDA3NzcxcsWNDq8H5YWlpaN27ccHZ2jo+Pz8jICAkJCQ4O9vDwEOGDA4hYvXsAkJCQOHnyZLdu3WxsbAwMDE6fPn306FFLS8tWh/fDYrFY586dMzEx8fb2trKy2rNnT1BQkMg/3x7r3X8V/P20KMHfTyP0EcwHhGiYDwjRMB8QomE+IETDfECIhvmAEA3zASEa5gNCNKx3jxAN691/Ffy+hijB72sg9BHMB4RomA8I0TAfEKJhPiBEw3xAiIb5gBCtvda7J9LS0uzs7NTU1NhstqqqqqOj47Vr11rd26ZNmwRLJiMAyM7OHjx4sLS0tKqqqq+vb319vbAjalvttd49AJw4ccLOzm78+PE7d+5UUlIqKCgICQkZMmTItWvXevTo0YoOLSwsRP738i3y9OlTS0tLe3v7NWvW5Ofne3t7s1isNWvWCDuuNtRe690DQFRUlJ6eHr989y+//GJtbT1gwIC0tLTW5YO+vr6+vv43CFdUBAcHq6urx8TEMBiMgQMHKisr19bWCjuottWO693X19eTKpp8P/30061bt2bOnAkA165dYzAYgqdPOjo6fn5+AFBXV+fn56ehoSEpKamurr5gwQLyNjc6X/qvqH4cCQkJrq6u/EqHVlZWtra2wg2prbXjevf29vY5OTlOTk6XLl3i8XhfvhbBwcF79uzZsWPHnTt3tm7devDgwRUrVjSa5hNR/SDev39fWFiopKTk6uqqpKTE5XL9/f3r6uqEHVcba9f17lesWEEeUNChQwdbW9utW7fyC7JnZmYCQGZmJn/irl27+vr6UhTl6OhoaWnJb7979+79+/cpioqIiBAXFyeNn4iqUYX0/4qtvSOP4VNXV1+3bl1mZmZ4eLikpGRgYKCw42pD7b7e/fLly1+/fp2QkODm5vb48eOZM2d27979zp07n94FODg4/P333y4uLvHx8cXFxT169OjWrZvgBJ+N6kdADgUjR4708/MzMTGZM2fOvHnzwsLCRPsQ0Xw+6OjonP/Y6dOn4d969wMGDHj06FFDQ0PTTdPqeveS/+ratSu0pN49h8NxcHAIDw+/e/fuuXPnKisryUXCJ7i5uSUlJVVWVk6ePLlTp07jx48vKioSnOCzUf0IyM7O2NiY32Jubl5dXV1QUCC0mNpeO653X1hYSI5d/BYLCwsnJ6fk5GQA4F8F8gleENva2tra2lZVVSUnJ8+dO3fmzJlHjhz5JlGJDDU1NSkpKcE9BblIY7PZwguqzbXXevevX7/W1NQMCgpq1P7gwQMVFRX495SM/ySUV69evXz5krw+duwY2clJSUk5Ozt7eXnduHHjm0QlSsTFxa2trQV3E6mpqXJycmpqakKMqq2113r3ysrK8+fPX7t2rYeHR2JiYkZGxpEjRxwcHM6fP79o0SIA0NDQ6NSp0+7du6urq9+8eTN37tyOHTuSecPCwlxcXNLT0/Pz89PS0g4cOGBubv5NohIxS5cuzcnJ8fDwuHjxYlhYWGRkZGBgoOCzl0RQs/eXjIyM/usaPDAwsGPHjrKyspMnTy4rK1u5ciWHw/Hx8SH3l06fPs2fksvlLlmyhD8IANu3byevyUMQU1JSyOC+ffsMDQ1ZLJaCgoKDg0NeXh5pd3V1NTU1/cQNgd27dw8aNKhTp05sNltTU9PR0fHChQv8sSkpKT///LOUlFSPHj0SExMHDhzo4+NDUdTr168nTZqkoqLCYrHU1NRmz55dVlZGfXx/6RNRNboj8YnwRMCJEyeMjY1ZLBaXy12+fDmPxxN2RG0o0SYO691/Ffz9tCjB308j9BHMB4RomA8I0TAfEKJhPiBEw3xAiIb5gBAN8wEhGuYDQjSsd48QDevdfxX8voYowe9rIPQRzAeEaJgPCNEwHxCiYT4gRMN8QIiG+YAQrX3XuwcAFxcXBoOxbds2wcZbt24xGIwLFy4IKyqRwePxli5dKiYmFhYWJuxYvod2XO8eAEpKSo4fP25kZBQTE+Pp6SnscETNy5cvJ0yY8ObNm0Z1o0VYO653DwBxcXHS0tKhoaGWlpYPHz7U0dH5hgtFe/fu7dixY1JSkpKSkrBj+U7acb17AIiOjh43btyQIUM0NTX37NnzXzE32/+jR484HM6mTZvINKWlpWRsSzeICBs/fvyhQ4dkZGSEHch31KL6S1VVVQoKCo6OjllZWbdv316wYAGHwyFVr+/evQsA/fr1i4mJycnJoSiKy+VqamrGxcVVVVWtX7+ejD1z5syHDx98fX2lpKSKi4spioqPjweAgICAe/fuJScnq6mpTZw4kSzOxcVFX19/9OjR6enpRUVFjYIhS7x06RJFUUuXLu3SpUtDQwMZReqHnz9//tP9b9iwQVZW9vXr1xRFzZkzp0uXLqSMeYsq9rRo+naKzWaHhoYKO4o2l2gT147r3S9cuLB79+7kNbnWT0tLE+yf5MMn+ufxeP37958yZUpOTg6TyTx79mwrtmBLZ2mPfpx8aK/17nk8Xmxs7KRJk+rr6+vr6zU1NU1NTQXPwfiTfaJ/MTGxqKiogwcPjhkzxsPDw9LSstmtgX4c7bXe/alTpwoLC5ctWybxr4sXLx46dKjRU60+27+enp6pqemDBw8alfJGP6b2Wu8+Ojra1NRU8KZ4TU2NhYVFQkLChAkTvrz/5OTkCxcuDB06dN68eefPnxfxYr3oc1r2uOU2rXdPWmpra58/f/7pyvLk3w6hoaEmJiaC7VZWVrt37xbMh0/3X15e7uXltWjRopkzZ/bo0SMiIsLHx6fV64JEQLusdx8XF1dXV+fk5NSofdy4cadPn+Y/5+Gz/S9cuFBKSiowMFBFRSUoKGjx4sWPHz9u9YqInqysrNTU1NTU1IaGhocPH5LX1dXVwo6rLbXHevf9+vWzsLBo2l5cXCwhIbFu3TrB+0v/1X9aWhqDwThz5gyZhsfj9e3b18LCgn/T9kuI9v0l8n+kRvLz84UdV1vBevdfC38/LUrw99MIfQTzASEa5gNCNMwHhGiYDwjRMB8QomE+IETDfECIhvmAEA3r3SNE+z81J57mRaQaeQAAAABJRU5ErkJggg=="
<image>Some farmers compared how many tractors they own. What is the range of the numbers?
5
315
null
5
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"
<image>Mrs. Oliver, the science teacher, informed her students of their scores on Monday's test. How many students scored at least 68 points?
10
316
null
10
"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"
<image>As part of a statistics project, a math class weighed all the children who were willing to participate. What is the weight of the lightest child?
21
317
null
21
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"
<image>Doug paid attention to how many flowers he planted in the garden during the past 6 days. What is the mode of the numbers?
3
318
null
3
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"
<image>How much money does Santiago need to buy a striped shirt and a yellow T-shirt?
4.67
319
null
4.67
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"
<image>How much more does a bright blue laptop cost than a kids' laptop?
3,392
320
null
3,392
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"
<image>Each gym locker has 5 soccer balls. How many soccer balls are in 3 gym lockers?
15
321
null
15
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pqQlCQkKTJjk52E8DAITfvYbkMpnM2W72gef9SSSSk+PM6urKteuX/Hl8v5qquuPUGQAAIpHo471y1AhrdJ2Ojq4AgGfPMmpq/l9L4cGDuwAAJ0dXdOQeIoHo470Sfm0uLm4u09w8PRcBAO7dv93T0wMA6OnpefToPgBAkEfrb8LLl9m1tTU4HG7ECCsAQHd39/QZdhcvBaqqqS9buu5jxXvPOY5ZWWkAgJ6eHnfPKekZydLSMqZmI3fsXPv8RSYAgEggclYLZwSbt67Mz8+xsrStqq48cfJg2LWLA2ucQPAxAV6KtPSkQYPkR4yw2rlr3VuBF5V48Ss7kbt3rzOZzBEMS1nZQQ4OLgAAOKOBuQ8f3U9NSyQSifcik/1PBp0/F0Yikc6dO6GurrVo0QoAAJlM2bvnT7ZlFAN9Q01NHSaT+ejxfQBAZ2cnHN1Mc/5MApZIJO7d8yd0K8uWrvNdssZ2zAQlJZX6+rr4hEcAgNTUhPr6OkVFZUvLMQNxLX42Yh5GTpg0YsKkEaPHGNlNMBMXlzhyKEBXVx8A8CD6bnbOMzEx8ethMZs37Tly+HRPT8+fJ/YDAKKjI8rL3wgLC0feTTx96tKVK5Hv3r3l1QT8dkRFaOG344Iu3HBydAUAxMRE8ir/o/j48b2ZuSb6n88Sd5jFx4To6Ii3b8sIBMK9iKSTJy5cvXKvqrryO/XwV3YicC4zZcp0AMCwocZqquroGQ1ccDU0NBkkKwcAsLKyfV/e8TL3I4FA4F0lAADAccrDh/cAAAmJj1vbWtVU1YcPN+d/lpCQkNvseUiv7keFAwBcZ3h+v0HmT01tbU1WVlpWVlruyxddXV04HC4jMwWO/tIzkgEA2tpDGhvrP3x4pz5YCwCQkPAYAJBfkAsAMDAwUlZWBQAYDhuuoa7FrxkAnJxmwq9g+HAGAKCi4sP3Nezr6enpKS0rRv+r+PgeXYCrCcilkJNTAADo6w/T0ND+Tj38ZZ1IReVHuA127tyJ0WOMRo8xqquvBagZTX19LQBAQvyr1YmcHGcCAB7HPujt7YXbxs7Os/pyotvs+UJCQvejwnt7e6EPwuYyvJg106umilVTxaqq6M1Ifz3c2Pxq6D+LfGYBAJoaGwAAmZmpw4yUhxkp24wxBAC0tDQ3NNTX1lYDAKQk/1XSlJKmc28AKfCpMJVCBQD0Mv9zayLKyqrwUiD/wm/HoQtwNQFeCvTtLSX1LQKjfeGX3Z2BcxkAQEnpZyvbyB6NmLgEAKC+4V9Jx8qqCgCAtNQXbrshQwx0dPQKC/PSM5KjYyIAAM5OfXIiSkoqtmMmPHx0/+bNkOKSouHDzTU1db7Oqt8PISGhwWoaCxcuf/joflJSXEdHh7i4JABgqIHRxo270SUpFKqkpDQAoKHxXxnQ2ppq8FsiJUUHn1+Kmuoq3sUF4pcdicBZw+pVmxH//eFdp5iYODKjGWFuCQB48SKrovIjACAzM1XfQN54uGpHRzscHHZ2dvBaq4czmtOnj3348E5XV19PbyjXYrCe1tYWJMXDYyEAYN+BrQCAWTO9+tPgXxcWixUXFw0AIJPJBALBzGwkAKCy8qON9bgJ4x0Mhw1vamygkCkkEklbewgAICfn2fv35QCA588z2R4hvw/wUuTmPoezm+cvskrLir9TW7+mE6mo/JiWngQ+LYhAiETihAlTwKcZzfjxDsOHm3d3dzs4WK5avXCOlxMAYLHPalFRmtwgBQBAZ2fnbDd7rm/4wRkNfJeEzzBEXl4RALB+g++27WtgysQJU2VlBpWXvyESiX0cv/yeIAur4ycyhhoqnT7zJwBg/rylwsLCE8ZPMdA3rKqunDhpxPoNS6dMtV6y1PNJ/EMAwKSJjoMGyff09EyyH+XtM9vdYwr8Cn5qOBdWzcw1j584wP+siROmDpKV6+7utp9iuXzFPM85jgoKSgAAFuAiISogv6YTgXMZNVX1YUON0emOU2aATzMaPB4fdjXKy8unra01NCyYJia+a+eRrVv2AQBUVQf7+vqJiIimZyRXVHJZadPWHjJkiAH8zGdBZPu2g7Iyg0pKil7m/X/sODweP2bMBACA3Th7QV6+/OVBFlafPk3v6uo0Mxv5l/8/O7YfBAAQCITr12Jmz5pbUfnh8pXzwng88sURicRLweHDhhrX1FRl5zw7cMBfUVEZAID/0mL5fxnOhdXSsuLauhr+ZxGJxOB/bg81MPr48X1GZsr+fSf0hgwFALS3f0E7/RvALfV+8RuGY/pR1NRUW1jp1dbWhIVG2Y6Z8KO78734UTG+Ojs78/Kyq6orbazHkcnk9vb2YUZK9fV14bfjLEZ9dxnQ3zay2S+7sPpfo7z8zYZNy168yKqtrbEYZfMLe5AfCIvF8vCcWllVYWxsxjC3SE5+Ul9fZ2hoMnIEJgP6Hfk1pzP/QTo7O5KTn7S0NE+a5Hj27NUf3Z1fEzKZHB7+ZIqDy7t3by4EBbS2tvguWXPzOiYD+n3BRiIDhKamTllJ04/uxa+Ppob2hb8xGdABBfPQGBgYAoE5EQwMDIHAnAgGBoZAYE4EAwNDIHBLvV/86D5gYGD8xOABAP5nfrs3ZDC+K8t8sn/Dm+q3tRqbzmBgYAgE5kQwMDAEAnMiGBgYAoE5EQwMDIHAnAgGBoZAfOZE6HT6nj17+qvq3NxcHA6XmPjVen/fqT8DzPTp08eNGzdgzV2/fh2Hw9XUfCHMBIK/vz8eP3B/OXX9+nVxcXEnJye29JiYGDMzMwqFoqCgsHnzZqinwUlJScmUKVNoNJq4uPisWbMqKyv7ksVGb2+voqIiDocrLCzk01UnJyccDnfkyBG29JqaGgKBgMPheHWSEwGtRggICMDhcIGBgfAwKysLx0FFRQXXcwfA6u84ElFUVAwICNDU1PzmGo4ePTp58uR+7BLGwNPV1bV8+fKFCxdKSEiwZb148cLBwcHY2Pjx48eHDh06ffr05s2bOWtob28fO3ZsQ0PD7du3w8LCCgsLp06dymKx+GdxEh0dXVtbq6OjExwczL/PVCr1ypUrbInXrl37ohJAP1qNUFFRsWXLFmFhYSSlubkZAHDz5s1YFFJS3GNcDYTVS71fsD4hLS29e/duFkZ/4OLiMnbs2O9Rc3d3N5PJZEu8du0aAKC6urqPlZw8eVJYWLi/u/b/oG+qjIwMAwODoqKiCRMmODo6oou5u7ubmJgghwEBAWQyuaGhga22c+fOkUikqqoqeJifnw8AiIqK4p/Fiaur65QpU3bv3q2iosJ5AREcHR3Hjx8PAMjPz0enW1tbjxkzBgDQ3d09AFajuz179mxxcfFz587BlDt37gAAmpqaeJ3Cdvr3tpp9JMJkMlevXk2n00VERJydnWtra2F6T0/P9u3bVVVVSSSSlpaWv78/ckpiYqKxsTGZTNbX14+KirK0tPTx8QGfT2dmzpzp6up6+fJlLS0tCoViYmKSnp4OT+eThUxnAgICZGVlnz59ymAwqFTq4MGDL1y4gHTgzJkzqqqqFAplzJgxBQUFOBwuJCSE010GBgYaGBhQqVQ6ne7i4vLu3Tt4yXA4XHx8/PTp02k02qBBg1asWAHDxAMA3r17N3PmTCkpKRKJNHTo0MuXLwMACgsLcThcQkICLHP16lUcDhcQEAAPYW5GRgYAQEhI6O+//x48eDCZTDYzM3v69Cks09nZuW7dOmVlZSKRqKqqumXLFmSsWF1d7enpKS8vTyaTtbW1T5w4gfRfSkrqxIkTDg4OFAqlsbGxp6dn2bJlkpKSYmJibm5ujY2NvJ4TKSkpFhYWFApFUVFx3bp1XV1dbAX4NJqQkGBtbS0hIUGj0SwtLePj4/mnc6KhoZGamsp1QPro0SMHBwfk0MHBoaOjA17YjRs3IrOtR48ejRgxQkZGBh7q6upqaGjExMTwz2KjoaHhzp077u7ubm5ub9++jYuL49VhAICcnJyhoSH6sfz+/fuEhAQ7Ozs+Z/Wv1ZD79+8/ePDg6NGj6MSmpiYAgIiIyBe7MTBWszuR8+fPd3d3R0VF/f3337GxsUuWLIHpa9asOXr06K5du3Jzc/38/Pz8/M6dOwd7OWXKFElJydTU1HPnzm3btq2kpIRz/EMgEFJTUx8+fJiSklJRUUGn0+fNm/fFLPTpTU1NW7duDQ4Obmxs9PDw8PHxef/+PQAgLi5u8eLF06ZNe/78+dKlS93c3GB5thoSEhK8vb1XrlyZk5MTGRlZW1vr6uqKlFy1atXixYvr6ur++ecff3//GzduAAC6urrs7Ozy8vJu3bqVnZ3t7Ozs4eFx9+5dHR0dZWXlpKQkWPOTJ0+UlZURnxIfHy8pKWliYgIAyM/Pv3TpUlBQ0IMHDzo7Ox0dHeEP2NfX99y5c4cPH87Ly9u7d++JEyc2bNgAT/fy8srIyAgLC8vOzt6yZYufn9/t27dhFpFIDAwMNDIyio+PFxUVPXDgwNmzZ48cOZKVlWVpabl792f6CQilpaV2dnaampqxsbH+/v5BQUFr165lK8Or0dbWVgcHBz09vZSUlLS0NENDw0mTJtXX1/NK59oBSUlJrrd7S0tLRUWFhoYGkqKkpEQkEl+9egUAGDJkiL29PUwvKipCFwMAqKurw2J8stgICQkhk8mOjo7q6uqWlpb//PMP195Cent7XV1d0Y+i0NBQAwMDLa0vSGEhCG41AKCtrc3X13ffvn3y8vLoSpqbmykUSl8iLQ2Q1WzTGQMDA+Rw586dBAKhtbW1oaGBSCRu27YNyVq4cKG2tjaLxbp48SIAoKCgAKanpqYCAJYuXcpisXJycgAACQkJLBbL3d2dRqO1tLTAYvCs1tZW/lnI9Ao6rPj4eFimvLwcABAZGclisRYsWKCgoNDb2wuzDhw4AAC4du0a26Dr+PHjZDK5s7MTHlZUVKSlpbFYrKKiIgDAH3/8gZTU0NBYt24di8WCP6SkpCQky8TExM7OjsVizZ07197eHiYOGTJkz549SkpK8NDDw2P69OksFsvFxQWPx1dUVMB0+BCIjo6uqanB4/F79+5FqvXz8xMREYF9q6ioqKysRLe4ZMkS+FlRUdHMzAzJ0tLScnFxQQ7nzJkDuE1n1q9fLy8v39PTAw+Dg4MXLVrE+nw6w6vRFy9eoC97d3d3XFxca2srr3SkBvRNhcA2sIcjwdu3b6PLSEtLo28ziKam5qpVq9ApLi4uVlZW/LPYMDc39/HxgZ8DAwNFRUXRHUbj6Ojo7u5eWloKAEhPT4eJZmZm+/btg3PGvkxnEL7ZahaLtW7dOgaDAe9t9HTm0KFDYmJivr6+8vLy4uLi1tbW6Lt04K1md2Y2Nv/GszU2Nu7u7i4uLn7x4kVXV5etrS2SNXr06FevXtXW1ubn54uIiOjo/L8IE4PBkJbmLrSlpaWF+Ga42oQ8u/hkoTEyMuIsk5+fb2xsjHhlXguxY8eOJRAIVlZWZ8+eLSsrGzRokLn5v8KXSM2wclhzVlaWsLDwiBEjkCxzc/Pnz5/D2pKTk1ksVlVVVVFR0eLFi2tra8vKygAA6OGfjo7OoEGDkIsJACgoKHjx4kVPT4+lpSW62tbW1tevXwMAampqvLy8JCQk4JJ7VlZWXd2/8lpmZmbwQ1dX1+vXr2GdEHQ/0WRmZhobGyPLcp6enmfPnmUrw6tRHR2dIUOGuLm5HThw4OnTp8LCwjY2NlQqlVc61w78FygoKEhPT3d3d+/p6enp6Zk2bRqTybx58yafU9TU1EaNGgXH9sXFxZmZmbNmDajER3Z29smTJ8+ePcs54ujp6REWFiaRSFeuXAkJCcHj8ba2trm5uWzFBsxq9v6hXQD8Ybe2tsI52IQJE8ifgDOOqqqqlpYWtvVnOp27ghyFQmFLYX1aReeTxacGWIatA8j0mA19ff2UlBQ9Pb3NmzcPHjx4xIgRz549419zU1OTuLg4+iuUlJSEl2LcuHH19fV5eXlPnjwZNmyYtLS0mZlZQkJCeXn5mzdvECfC52JKSkqiq4XNdXR0TJ06ta2tLTU1FTp+CwsLdMeQs+DzRFxcHMlCf0bT2NjIeXnR8GmURCIlJCR4eHicP3/exMRETU0NjnV5pX8V8FtDL+WwWKympib0lUGsZlvxaWhogMX4ZKGBK2jW1tYEAoFAIEhJSbW1tfEf2wMA3NzcQkNDmUzm1atXGQzG4MGDv8pArvTRaiaT6e3tvWrVqmHDuPxF36ZNm+rq6v73v/+NHj160qRJd+/eFRMTO32aXSBpwKxmdyJo8xoaGgAAoqKi8Aa9dOnS809kZ2fn5+erq6tTKBS44YSArMUODGwd4NO6vr7+hQsXqqqqEhMT8Xj8pEmTuru7+dQsLi7e2NiIdmd1dXXwUsjJyenp6SUlJT158sTa2hoAYGFhkZiY+OTJEw0NDeS687mY6KEWfOyLi4tnZ2eXlJQcPHhQV1cXLrDx2vyHj310/bwMp9Fo/L8R/o1KS0vv37+/qKiosLBw/Pjx7u7ucC7DK73viIiIKCkpodcvSktLu7u7hwwZwlZSR0eHbZnj1atXsBifLITe3t5Lly6tWLEiA0VAQMDjx4/hshovXF1dq6urExMTr169Onv27K+yjhd9tLq8vDwtLe3w4cP4TzQ2Nvr4+HB9QlOpVA0NDTgQRhhIq9mdCFzUgDx//pxEImloaBgaGpJIpOrqat1PSEtLy8jIwJ2apqYmxIDMzMy+v+/UL2hpaWVnZyOH9+/f51osLS0tJSUFACAkJGRhYbF///7KysoPH/hJwJuamvb29qalpSEpycnJyIRi3LhxSUlJcXFxVlZWAABLS8vExES2pezCwkLoOwAAcB6kr69vaGiIx+OTk5PR1YqLi2tpaUFvSKPRYHpSUlJxcTHXQRmJRFJTU0MPpngtvJuammZlZbW1tcHDixcv2tjYINtP4NNLB1wbLS0tDQ8Ph+na2tpnzpzB4/HPnz/nlc7jQvJkwoQJd+7cQQy8ceOGqKgodMpsxdLT0z9+/AgPMzIyysvL4byVTxZCdHT0hw8fFi9ebIpi/vz5YmJily5d4tM9GRkZOzu7M2fO5OXlwWX4fqEvVisoKOTk5DxHQaPRduzYAdfv9+/fv2XLFqRwU1MTfKL/MKvRq0FSUlLy8vK7du16/fr1/fv3paWl3d3dYdby5cvpdHpoaGhpaWlsbKyhoSF8q6eiooJCoTg4OLx8+TItLc3S0lJeXp7rwqqFhQXS0N27dwEA5eXl/LPYFlaRpR1431+8eJHFYsG7Ge4K3bx5Ey4NcC6s7ty5U0ZG5vr168XFxc+ePXNxcVFVVWUymXBhNSYmBilpYmKyYMECFovV1dWlr69vZGSUkpLy6tWrDRs24HC4R48ewWLh4eFKSkpCQkLwJYX6+nphYWFVVdUbN27AAtOmTZOTk5s2bVpOTs6zZ89MTU3V1NS6urpYLJa3t7ekpOTNmzdLS0svXLhAoVB27NjBYrGqq6upVOqiRYvev38fGRk5cuRIe3t7Q0NDuDqrqKi4ZcsWpJ+bNm0iEAinT5/Ozs4+cOAAvIc4F1aLiorIZLKTk1NycvLt27fl5OTgoimysMqn0bi4OGFh4SNHjhQUFBQUFPzxxx8EAiE/P59XOnqxDflcXFwM34YyMzOzsLCAnz9+/MhisQoKCigUyrx585KTk8+fPy8qKoq8phQcHDxt2jT4ubOzU1dXd+TIkQ8fPoyIiNDR0UFewOGTheDq6oreLkDw8vIaMmQIrITBYFy4cAGmwyVG+PnixYvCwsJIneglxpSUFAaD8eLFv5b2r9VsoBdW4aurfn5+SUlJkZGRVlZWoqKihYWFP8rqz5wIjUY7cuTIsmXLpKSkqFTq9OnT6+vrYVZ3d/e2bdtUVFQIBIKiouLSpUubm5thVkREhJaWFpFIHD58eFJSkq6urp+fH2ugnAiLxdq7d6+srCyVSnVwcIAP57t377Jdu56enq1bt6qrq5NIJBkZGUdHR3jT83EiLBbr3bt3rq6u4uLi0Dr0onpjYyMej4ffB2To0KFCQkJ1dXXwcMqUKdOmTTt9+rSKigqRSGQwGNnZ2TALvieioKCAx+MHDx68b98+5C2gsLCwwYMHUygUGxub/Pz8qKgoCQkJ+G4SmxPp6OhYuHChmJiYqKjozJkz4bb0hw8fWBzEx8ePHDmSRCLJy8v7+fm1t7ezPt+d4dPopUuXjI2NRURExMTERo4cee/ePXgKr3QI+qZCdq/RIPfukydPzMzMSCSSoqLi7t27kV22DRs2oN+Fe/v2raOjo4iIiLi4uJeXF3KR+WexWKz6+noymbxr1y7OyxIREQEAyMjIgMqSyC8Z/XNqbm6mUqnIrxf9c4JjXnh7fyer0aCdCIvFCgwMNDQ0pFKpcnJyTk5OeXl5P9BqwHVf6quora2F9yWLxero6BAREfH39xewzr7DZDKhg4fA8V5ubu6AdQCDE8Fvqp+R39ZqQf92pqmpSUNDw8PDIzs7Oycnx9vbW0hIyMXFRcBq+05CQoK8vPzu3buLioqSkpJWr17NYDD09PQGrAMYGL85gjoRMTGxBw8e1NbWWlpa2tjYlJeXP3z4UE5Orl861xesra2Dg4PDwsKGDRvm6uqqra198+ZNHA43YB3AwPjN6Yc/Bjc3N4+NjRW8nm/G09PT09PzB3YAA+N3BgtKhIGBIRCYE8HAwBAIzIlgYGAIBOZEMDAwBAKT0cTAwBAITEYTo//5bQUlf0+rsekMBgaGQGBOBAMDQyAwJ4KBgSEQmBPBwMAQCMyJYGBgCMRnTuTt27empqZkMvn48eOCV43WnflaTckB0KAUsIkBlqH82amrq5syZQoOh2MLgJaTk6Orq8spE4emt7f36NGjOjo6MEb0oUOHent7YRaNRmNTk7x69SqveqAYJRQV4cXz589xOJyUlBSnOs/KlStxONzWrVv5GvoZvKyuq6vz9fVVVlam0WhmZmZQjIoTeC6axYsXI7nHjx/X1NQkk8lDhgyBGgmc/Pnnn+jTaTTa8OHD//77b9bn4fIEtPqzn8GFCxcKCgpiYmK0tbX5nNNHBJHR9PHx6ezsFLwP/ctff/2VkZERFBQEABgzZsypU6d+dI9+DtLS0mBsJ7b0v//+e8WKFWpqavxP37Fjx5EjR/bs2WNubp6QkLBp0yYhIaG1a9eyWKzW1tbt27dDiTYInygQQUFBhoaGt2/fbmpqEhMT49NiZ2dnVFTU1KlTkRQmk3nt2jX+Ia/Z4GU1k8l0cnIqKys7cOCAgoJCYGCgs7NzcnIyg8FgK9nc3Dx16tTVq1cjKQoKCvBDQEDAunXrDh48CKO6zZ07V0pKCq1Zg+bu3buioqIAgIaGhqioqAULFpSXl+/YsaPfrEZHUlm2bJment73iFzy/TQlv5lv6NK8efO8vLy+T3d+KdjC80ydOnXv3r0wrOyzZ8+QdGVl5Xv37u3fv19cXJxXVd3d3WJiYps2bUJSZsyYMXz4cBaLBePmw3ilXwQqbCYmJoqKigYGBvIqBiPjjR8/fubMmej0x48fi4mJDR8+HB1cjo0+Wg3DGD948AAxUF5efs2aNZwVDh8+nGs6i8VSVlZGZ82cOXPEiBGcxY4dOwYAQOITQmbMmCEpKYmW1BTQ6n+nM5aWlv7+/nl5eTgcDkpAXb582djYWFRUlE6nT506tbi4GJaEwpcBAQGKiopUKnXq1KkNDQ0bNmyg0+nS0tIrVqyAxdDTGcSzioqK7tu3D0np7e2VlZXdtGkTm2tDzzU+fPgAPbqUlNSMGTOQWNVVVVWenp50Op1MJpubmz9+/JirlywvL3d1dR00aBCFQtHT0+NUXQEAVFRUqKqqwvBwvb2927Zt09DQIJPJSkpKS5cubW1tBQCMHj36woUL//zzDxydoqczgwYNOnny5MaNGwcNGiQmJubg4IBo079//97BwYFKpSooKBw+fHjr1q2IRs/vw19//bV582bOIC/JycmTJk3iLN/R0YHD4aCCqpCQUFZW1rp165BcZWXl6upq8ElNEj5jv8iFCxd0dXUtLCycnZ2/KG09ceLEu3fvtrS0ICkhISGTJk1CplF9gZfVw4YNe/nyJTJ6wuPx8vLy0CIAwIgRI5A7v6mpiat1hYWF5eXlU6ZMQVIcHBzS0tLgBfkipqam9fX1bCINQACr/3UikZGRCxYs0NXVra6uXrlyZVpamoeHh5OTU2ZmZlRUVHt7OxKvjEAgpKSkFBcXFxYWPnz48N69e5aWlnJycm/fvg0MDDx58mR0dDTXxmg0mqurK3r+9uTJk+rq6rlz5/LqX09Pz6RJk0pKSm7duhUeHl5WVjZ58mT4U584cWJKSkpoaOizZ88YDMakSZM49XsAAPPmzfvw4UNEREROTs6KFSuWLl3K1r329nZHR0cNDY0LFy7gcLijR48eOXLk4MGD2dnZQUFBERERMLJ2eHi4iYnJrFmzqqurhw4diq6BQCAcPXpUUVGxtLT0+fPnT58+/eOPP2CWh4fHixcv7ty58/jxY9jbvivL/zIoKSl9VbqwsLC9vT1UbxQSEtLU1ERkWXp6emJiYqD0F/wZ9EWSFuoneHl5AQC8vLwSEhKg1Bsv7Ozs8Hg8ImDa3d198+ZNV1dXRDK5L/CyDj7MkNugvLw8NzcXETOztLREdMiam5u5WgcDA6O1ONXV1VksFtQ/+yIlJSWioqKc7unbrUaPwZYuXaqvrw8/t7e3FxcXIyFkYfxkKLbo7u4uISHR0dEBswwNDdHxiqWlpQ8cOMD6PFAzMneAErYZGRmw8JIlS0aOHMk5RkLK37t3DwDw8uVLZNw1ffr0d+/ewXQk9npvb6+Ojo63tzdnVZKSkmiVzNTUVBg8HTbBZDJdXFwMDAwQWfaGhoY3b94g5f38/BDrGAwGMp1BBzpWVFS0tbVFTlmwYAHUu4Ryn6dPn4bpra2t0tLSyBX+heEabRRKdqAH9hD+0xk21q5dS6VSoWwrFH739fXV1NSkUqlDhw6FS4ac3Lt3T0hI6N27dywWi8lkqqqqcg1izPo0sC8qKvLy8oKPKxaLFRkZKSYm1t7erq+v3/fpDISX1ZCOjg5LS0s9PT3k14QGBks3MzMTERFRV1ffsGEDFC2Dmg/IHcv69FtDfg4IcDpTU1PT3d3d3d1dW1sbHBxMIpGgHkN/Wc1zf4FEIl29evXChQtv3rxBRJ7q6upkZWUBABoaGiQSCSZKSEigNXUkJCQQsRVORo0apaend/HiRVNTUyaTeevWrV27dvHxcZmZmVQqFVktMzIygrGnz58/j8fjEbUOISEhKysr+IWx4eTktG/fvoaGhsmTJ1tZWbEtX23cuDEpKSkjIwNZAGOxWH/88UdkZGRVVRXUZ0GkMPnAVYgTzsOhuDcAgEql2tjYFBYWfrE2DK5s3LjxxIkT169fh1PCjo4OcXHxd+/eHT9+XERE5Nq1a/Pnz+/p6Vm0aBHbiUFBQba2toMGDYIPVXd394sXL27fvp1PW+7u7pMnT66pqaHT6SEhIc7OzmQyuX/NaWlpgSusT548QX5NCEwmk0gkvn79ev369aqqqikpKTt27CgvL798+fLXNoT+eeLxeF9f34MHD3It+W1W83QigYGB27dvP3v27PTp08XExB4+fIiWZWKrmu2QxU1vCWHBggUHDhw4evRoSkpKY2PjzJkz+RTmpQLZ1NTU09ODHpL19PRwlQE+d+6csbHx5cuXjx07RqPRVqxYsWPHDrickZ6eHhcXRyKREG0nAMDSpUvj4uJCQkKgzMLWrVuhzAd/eEl8gk/KiRAZGRnMiXwDTCbTx8cnNDQ0MjISWTKwsrJCP65sbGxKS0uPHz/O5kQaGhru3LnT0dHBNpFMSkpiUylFY2trS6fTr127Nm/evPDwcPjo6kdqamomT57c3NycmJioqqrKWUBISAgtkzhq1Cgmk7l+/frjx4/DyV1jYyPy5IPXgVM/FBIbGwt/KVArj9NhIXyb1TydyK1bt8aNGzd//nx4yEvP8RuYM2fOpk2bYmNjIyMjnZ2deYnIQmg0WkNDA5PJZJM1FhcXJ5PJaAk4AAAiW82WuHz58uXLl9fU1AQHB2/cuFFGRgau/pLJ5NjY2MWLF7u7uycnJxMIBBaLFR4evnXr1tGjR8PTBTEcepY+qnxi8GH58uW3bt2Ki4sbPnw4n2LDhg178uQJW2JISIiwsHBqair69vD29g4ODubjRISFhV1dXa9duyYrK0smk8eOHSugCWja2trgrCExMZHrk48rUJe3rKwMDsRevXqloqICs169eiUsLAxXkTgxMjLi/yYOwrdZzfON1ebmZkRaEQAAF7T5DzH6CJ1Od3JyCg0NhQ6Pf2GoZQlXUgAAeXl5pqameXl55ubmHR0dTCYTUfakUCicS1mNjY2XL1+G0zE6nb5mzRorKyvE9QwbNszExOTSpUsvX77cuXMnAKCnp6e9vR0xvLGxMTw8HG31V10B+KUiKp/t7e2ctzjGFwkODv7777+joqLYPEh4ePisWbPQ70elpaWxqUkCAIKCghwcHBgMBlpQctasWWFhYR0dHXzadXd3h5K0M2bM6N8XC5ctW9bY2PjgwQM+HuTVq1fTp09/+fIlkpKamiokJKSmpqahoaGpqYmsgAIAbty4YW1t3ceNKv58g9U8ncjIkSNjYmJSUlJKSkqWLFkC3xnLzMxEj/y/mYULFwYHBwsLC9va2vIvOX78+CFDhnh7e0dHRycmJnp7e3d2duro6IwbN87Y2NjDwyM+Pr6srCwkJMTY2JhTGB2Hwy1dutTb2/v58+fFxcXXrl1LT0+H6rkI8CXIgwcPJiYmEggEExOToKCg4uLirKwsZ2dnZ2fnurq6goKCnp4eSUnJZ8+ePXv2rI96wxoaGsOHD9+9e3dSUlJRUdGcOXNkZGS+6kL9AjCZzLi4uLi4uKdPnwIAMjMz4+LiUlNT6+rqYHpJSUlPTw/8XFBQAADo7u52cnKCY+n29vYtW7ZMmTKlpaUlDkVXV5eGhkZ4eLizs/PDhw/j4uK8vb1jY2M3btyIbr2goCA9PX3GjBlsvXJ1dYXTHADAqVOnkM0RNObm5qqqqrdu3eKqa71w4ULkbYa+Ww0AePHixT///OPl5ZWdnY2YAxeJAQAbNmyAr4FBrWUXF5fr168nJyfDW3TBggVwgWP79u1nzpw5evRoWlra5s2bo6KiOF8e409/Ws1rd6a+vt7Z2VlUVFRBQWHPnj29vb0TJkyg0WihoaFswpc2NjaIAB+LxdLQ0NiwYQOLx+4MpLe3l0ajbd26ldeSL7r827dvp02bRqPRJCQkpk2b9vbtW5heWVnp6ekpLS1NIpF0dXWPHTvGtar09HQ7OztJSUkymayrq3v06FHOJphM5oQJE9TU1BobG7Ozs83MzMhksp6eXnh4+Lt37zQ0NOh0emlp6b1796SlpaWlpR88eMC2O4Nevvbz89PQ0ICfCwsLLS0tiUSimpra2bNnFy9eDOUpf23QNxWUa2RDVVWVq/Q63PxCKzyyzVgRoOxhfHy8ra2thISEhITEqFGjIiMj2XqyYcMGERERuKnBhqmpqb29Petz8UpknwIebt++XVlZGXkvC71PwWAw2F5W7IvVrE87Jmzo6OhwVltWVubu7g5fcTIwMDh27BiiJMtisQICAtTV1YlEooGBwc2bN7l+EVxfNkOuTH9Z3Q8ymt/A/fv38Xg84g5+YVpbW9Ff4dixY6dPn/7jujNA/LaCkj+6Cz8Aflu834ny8vLs7OxFixb5+PgoKysPcOsDz5QpUyoqKs6cOSMrKxsZGfn48WOoqIyB8csw0E5k1apVUVFRM2fOPHLkyAA3/UMICQlZuXKls7NzW1ubpqZmcHDw5MmTf3SnMDD6k4F2Ijdu3BjgFn8ssrKyISEhP7oXGBjfESwoEQYGhkBgTgQDA0MgMCeCgYEhEJgTwcDAEAhMRhMDA0MgMBlNjP7ntxWU/D2txqYzGBgYAoE5EQwMDIHAnAgGBoZAYE4EAwNDIDAngoGBIRCfORE6nQ7FPvoFTt2Zr6V/+8MVXp382s4LbuyvzfcTlOSvNYkwMIKSfIiIiGAwGKKiosrKyt7e3rwCZba2ti5btmzQoEFUKtXS0jIjIwOmZ2Vl4TjgGrtTQkICKSAkJKSiouLu7l5WVsZWzMnJCYfDcf4dbE1NDYFAwOFwfdfH+I5/gCeIjCbk6NGjbAovA4bgncdA+K6CknyyOPnugpI8iI6OdnR0XLhw4cGDB8vKytavXw+1kDhLzp8/Pykpyd/fX0FB4eTJk+PHj8/NzVVUVISRem/evImOxiwlJcW1ORcXl2XLlgEAent7X79+fejQIQaDkZubyxZYj0qlXrlyZe3atejEa9euEQiEr1LY+SwokbS0NAwn9fuADr/2X6jn12AgBSX5ZKEZGEFJXlkTJ05E6yv99ddfAICmpia2YlCVChEG7erqUlZW3rhxI4vFgmM0zlM4ERcXX7lyJToFBmplC/3n6Og4fvx4AEB+fj463draGqrzoaOo8eEzGU0Ik8lcvXo1nU4XERFxdnZGBl09PT3bt29XVVUlkUhaWlr+/v7IKYmJicbGxmQyWV9fPyoqytLS0sfHB3w+wofKm5cvX9bS0qJQKCYmJkhQST5ZyHQmICBAVlb26dOnDAaDSqUOHjz4woULSAfOnDmjqqpKoVDGjBlTUFCAw+G4/vV9YGCggYEBlUql0+kuLi7v3r3jLLNv3z4ajZaVlcVnesJL1hMNLwVSXpqefdH6/Hn5foKS/LO+SL8LSvLi/PnzoaGhyCEMxwUtjYqKQu60R48eEYnECRMmwGIEAmH8+PExMTHgk2ZoX+T+ONHT06NQKG/fvmVLl5OTMzQ0vHLlCpLy/v37hIQEtDhMX2B3IufPn+/u7o6Kivr7779jY2OXLFkC09esWXP06NFdu3bl5ub6+fn5+fmdO3cOANDQ0DBlyhRJScnU1NRz585t27atpKSEUymSQCCkpqY+fPgwJSWloqKCTqcjcd75ZKFPb2pq2rp1a3BwcGNjo4eHh4+PD/z1xsXFLV68eNq0ac+fP1+6dKmbmxssz1ZDQkKCt7f3ypUrc3JyIiMja2trXV1d2cpcv359586dYWFhiNwUJ7xkPdFl+CiQ8tL0/KLW50/N9xOU5J/1RfpfUJIHCgoK6Dh+9+7dU1RUVFNTAwDIysra29vDiUlRUZGSkhKRSERKqqurv3r1CgDQ3NxMoVDYhFP6SEVFRXt7u7y8PFt6b2+vq6sr+okbGhpqYGDAS3qCJ2zTGQMDA+Rw586dBAKhtbW1oaGBSCRu27YNyVq4cKG2tjaLxYLCulDWkPVpgApF+tAjfHd3dxqN1tLSAovBs2D4XD5ZyPQKOqz4+HhYBspTwqi8CxYsUFBQQOQ+oRT5tWvX2AZdx48fJ5PJnZ2d8LCioiItLQ3dydTUVAqFcv78eViA1/SEl6wnujwfBVJemp680n9SBkxQkn8WmoERlOSVhebu3bs4HO7ixYucWQsXLjQyMkKnnDx5Ev7aDx06JCYm5uvrKy8vLy4ubm1tnZSUxLV+cXHxFStWQDM7Ozvz8vLGjx9PpVLLysrQxRwdHd3d3aEmcXp6Okw0MzPbt28fjLP/7dMZGxsb5LOxsXF3d3dxcfGLFy+6urrQ8g6jR49+9epVbW1tfn6+iIgIonTPYDB4SWloaWkhTwwopYMIfPHJQoNIVaLL5OfnGxsbIx6aV/DBsWPHEggEKyurs2fPlpWVDRo0yNzcHMl98+aNo6Ojn58fItbFC66ynoqKiugyUIFUR0eHSCTicDio3l5XVwc+aXr6+fk9evSoq6uLwWBAjU5e6b8JLS0t9vb2ZWVld+/e5SMouXr16ujoaF9fX39/fyhzxyeLK3Q6nUAgEAgEaWnp+fPn+/j48ArT6e7uHh0dDbVB+lFG8/bt29OnT9+4caOHh8dXndjT0yMsLEwika5cuRISEoLH421tbbkq2AMATpw4Ac0kkUh6enpv376NioriqrOnpqY2atQoOKMpLi7OzMycNWvW1xrFvjuDdgHwh93a2grnYxMmTECmtVCktqqqqqWlhU1cCy38iYZzZZv1aRbAJ4tPDaxPUpWDBw9GEnkJu+jr66ekpBw5cmTz5s0+Pj4MBiMgIMDY2Bjm+vr6trS0fPz4keu5aHjJeqLho0DKS9OTj9bnL48ggpJ0Op1PFmdV31tQkj8XLlzw9vbevXs3mzgOgqSkZGNjIzqloaFBTExMSEho06ZNmzZtQtJtbGzU1NROnz6NXp1EmD179po1awAAOBxOUVFRTk6OT6/c3Nz27t179OjRq1evMhiMwYMHZ2VlfZVd7Lcp2gYo8CkqKgoV5C5dusS24Tp48GAKhcK2LjXASpFsHeDTur6+/oULF5hMZkpKyoYNGyZNmgSnRQAAd3f3cePGubi4ODg4ODk58WmOl6wnGj4KpLw0Pfloff7aCCgoyekp+GSB7y8oyYfQ0FBvb++zZ8/yUX3U0dEpLy/v6OhARj2vXr0aMmQIZ0noBDnf/oDIysqampr2sWOurq6rVq2Cqnd8BnF8YP8lwEUNyPPnz0kkkoaGhqGhIYlEqq6uRjQrpaWlZWRk4E5NU1MTYkxmZmYf1eH6Cy0tLUSnEgDAVRIJAJCWlgbn5EJCQhYWFvv376+srPzw4QPMdXNzmzZt2rx58xYtWsR/PMJL1hNdhpcCKS9NT/5an782AgpK8skSvG/9KKMJF1mOHTvGXzfWzs6OyWQi74+0tbXdv38fztD379+/ZcsWpGRTU1N+fj6nZug3ICMjY2dnd+bMmby8PM7dhr7wmRNhsVhv3779448/iouLo6KiAgICpk+fTqFQxMTEvL29d+zYERYWVlZWFhcXZ2dnB5+0Dg4OFApl+fLleXl56enpq1ev5lwE/q7MmDGjrKxs+/btpaWlt27d4hVNPioqytHR8caNGyUlJc+fPz9+/Liqqiqihww5fvw4jUabP38+18kUhJesJ7oMLwXS9vZ2rpqefdH6/Hn5roKS/LUm+8j3kNFkY+PGjSoqKgYGBmgl0KqqKgDAs2fPnJyc8vPzAQAqKipz585dvnz5tWvXEhISZs6cKSws7OvrCwCQlZXdt2/f2rVrk5OT79275+Dg0NvbC98o6yNdXV0jRowICgrizHJzcwsNDR0zZgznxCc1NXXEiBHo5zQX0EvKNBrtyJEjy5Ytk5KSgoveyMs53d3d27ZtU1FRIRAIioqKS5cubW5uhlkRERFaWlpEInH48OFJSUm6urp+fn4sjt0ZtPIm3LAoLy/nn8W2O4MsF8P5C7K+vXfvXllZWSqV6uDgAB/gd+/eZVtD7unp2bp1q7q6OolEkpGRcXR0hO/YsO3CJCQkCAkJnThxgs/LY1xlPdHl+SiQ8tL05JX+kzKQgpL8tSYRBkZQktcF4XxbFwAQEhLCYrHg2Bm509rb21euXCkjI0Mmk8eMGZObm4tUEhgYaGhoSKVS5eTknJyc8vLyeLXF9rIZUjP4JE7K+rQ7Az83NzdTqdRz587BQ/TuDFv3OOkfGc3a2tr29nb4uaOjQ0RExN/fX8A6+w6TyYSyrJCEhAQAAPrSYww8v62g5I/uwg+Ayxbv19LU1KShoeHh4ZGdnZ2Tk+Pt7S0kJIS8WzUAJCQkyMvL7969u6ioKCkpafXq1QwGA9mCxcDA+N4I6kTExMQePHhQW1traWlpY2NTXl7+8OFD/ltK/Yu1tXVwcHBYWNiwYcNcXV21tbVv3rzJ+YY1BgbGd6If3kQwNzePjY0VvJ5vxtPT09PT8wd2AAPjdwYLSoSBgSEQmBPBwMAQCMyJYGBgCATmRDAwMAQCk9HEwMAQCExGE6P/+W0FJX9Pq7HpDAYGhkBgTgQDA0MgMCeCgYEhEJgTwcDAEAjMiWBgYAgE5kT6GX9/f65RsHil/4b0UVCSj8JmSUnJlClTaDSauLj4rFmzKisrudYw8IKSfAgMDBw2bBiVSlVWVvbx8eETx5Or5Oh/WUbzN3UiL1++7JcIen1nzJgxp06d4polKyvLK1jmrwcUlDQyMoqIiNi9e/ft27e9vLw4i0GFzYiIiAMHDty5c0dbW9vZ2TktLQ0A0N7ePnbs2IaGhtu3b4eFhRUWFk6dOpXFIxidi4tLbGxsbGxsTEzMli1bUlNTGQwGoo+FAAUl2RKhoGR/GA1OnTrl4+MzY8aMBw8e7Nmz5/bt27yCqqelpRkbG79584YtHZHRjEXBR0ZzQK3+qkgq3d3daM3Bn5d//vkHBtdio6urS8CaT548iYTJ6gvwdiktLRWwXYjg/e8XBBeU5KOwee7cORKJVFVVBbNgYMGoqCjOtgZeUJJXloWFxYIFC5BDGKK9oaGBsyQvydGfRkazu7t73bp1CgoKIiIiFhYW0BIAgJSU1IkTJ2A4VRgO/vz583p6eiQSiU6nu7u7I+NJwWUiU1JSLCwsKBSKoqLiunXrEHH2pKQka2trKpUqKipqa2uLqKUfOXIErWD27t07HA4HQ93yEujcuXOnl5fXmzdvcDjcn3/+mZ2djcPh7t+/r6+vz2AwrK2t4cVFmDZt2siRI9n62d3dvXbtWhUVFTKZrKysvGbNGk4d+d7eXnt7e319/YaGBq7Tmbi4OCiSMHjwYBhlvrOzc926dcrKykQiUVVVdcuWLXBUmZmZicPhMjMzkXM1NTWhFDNb/3ld2P8IfRSU5KOw+ejRoxEjRiDaILq6uhoaGlBr8ot8b0FJXiQmJgYGBiKHZDIZzjXA51YD3pKjP42M5sqVK4OCgo4dOxYfH6+lpTVx4kQ4zCYSiYGBgUZGRvHx8aKiohcvXly0aJGbm1t2dnZYWFhmZqaDgwOLxQICy0SWlpba2dlpamrGxsb6+/sHBQXB38mrV6/GjRsnJyeXnJwcHx9Po9HGjh3LVQQXDS+BzvXr169YsUJZWbm6unrx4sVQtXDXrl0bNmwICgpauHDho0ePkEDwra2tUVFRc+fOZav84MGDFy9eDAwMzMvLO3PmTFhY2M6dO9nKrFq16tmzZ/fv3+clU2BhYQF/UU+fPoXSf76+vufOnTt8+HBeXt7evXtPnDixYcMG/may9Z9/4R9OHwUl+ShsFhUVaWhooOtEtCa/yHcXlORLV1dXTU3NgwcP/vjjD29vbygJgLYa8JYc/TlkNKFW5l9//QUPOzs7XVxcoqOjWSyWoqKimZkZMoAxMjKys7NDDmFoZSjqJ6BM5Pr16+Xl5Xt6euBhcHDwokWLWCzWqlWrxMXF29raYHptbS2RSNy7dy+LxTp8+LCIiAhSA5SSgYGa+Qh0btiwAZnOQCn2devWwcO2tjZxcfHDhw/Dw9DQUDKZzDnydHZ2trW1RQ7z8/MLCwtZqOkMjB2PjEh5TXNgIFw4nampqcHj8dAuiJ+fn4iISGdnJxx5ZWRkIFkaGhowIDZb//8LCC4oiYZNYVNTU3PVqlXoAi4uLlZWVpwnDrygJP8CMHi9sLCwn58f/2UBTsnRn0NGMzs7u6ury8zMDB4SicTr168jAxskvbu7Ozs7Gx1iH+pRwpXkr5WJbPgEHK1lZmYaGxsLCwvDmj09PeHEJysra/jw4Yj0nJSUlIaGBnrtmhd9FOhEG0ihUNzc3KDHAQDcuHHD2dmZM1q3o6NjbGzszJkzr1+/Xl9fr6urq62tjeRGRkauXbv2xo0biPRnX3jx4kVPTw/btW1tbX39+vUXz0X6/7PQR0FJ/gqbX2SABSX5M3/+/JiYmMOHD1+6dImrDAUf/ssymv86EbjYwUsjUlJSEn5obW1lMpnIIZIFvcC5c+cOHTqUlJRkZ2cnIyOzbds2OKXnmt7R0SH5CShcxkuksqmpCd0ibBS2yJ8+CnSiDQQALFq0KDs7Ozs7u6Oj4969e1wFh7y8vCIiIlpbWz09PWVlZWfNmoWsfjOZTDc3t56eHl5bj7yAFvG6tvxhuz7/cS5cuDBjxoydO3fu27ePT7GamhpbW9v3798nJiYiQk1ctSZ5mT979uyMjIyMjIzMzMyPHz/m5+fzEfSB8itMJhMRlPx6y/ihoqIybty41atXX7lyJTQ09OHDh30/d9OmTXV1df/73/9Gjx49adKku3fviomJnT59mmvhAbb6XycCZ2hfFMEUERERFhZGP8+hVDV8VkM5yNTU1Kqqqh07dhw8eBDua3JNJ5FICZ+4fv067APXDoiLi7ONIOrq6mCLbEtQXFVOvhZjY2NjY+PQ0NCoqChJSUleEoqTJ0+OiIioq6u7evVqQkKCj48PTGexWKdPn16xYsWyZcs49+r4AC3iem05V9r6xdIfAiIoyUuSFoJW2EQ/RXV0dNhWQHhpTYJPgpKmpqYmJiZfjB/u6upaXV0NVe++dqTAh87OzpCQkMLCQiQFalzCeei30RcZzQGz+l8nYmhoSCAQ4uPj4SGTybSxsUFG9QgEAsHQ0BDZuAEAwM9mZmZfKxOJw+EsPwEvq6mpaVZWVltbG6z54sWLNjY2TCbT1NT06dOnHR0dML2qqur169dwAC8hIdHe3o68GNN39UleQxLIokWLrl27FhoaOmfOHK6rWeHh4fArpFAoLi4uixcvRpoWFhaePXv2gQMHFBUVPT09ofh5XzpjaGiIx+PZrq24uLiWlhaciyFDkoqKir7Ij/8H6aOgJOCtsDlhwoT09HTE/IyMjPLycqg1KSCCC0pyhUgkrlix4n//+x+SAmfiX/XM/zlkNCUkJLy8vA4dOvTPP/9kZWUtXrz46dOno0aN4jxn7dq1cGpXWlr6+PHjtWvX2tjYmJqa8pKD7LtMpI+PT3d3t7u7e0pKSnh4+Pr16/X19YWEhHx9fbu6uhYuXJifn//8+XMvLy/YWwCAqakpk8k8f/48k8nMzc3ls3mMRlJSsqKiIj4+Hi4sceLm5vb+/fsbN25w7stA/vzzz5kzZ8Ianjx5EhoaymYRmUy+dOlSamrqwYMH+fcEABAZGZmbmyslJTV//vxDhw7dunWrrKwsKCjo3Llzq1atwuPxKioqsrKywcHBHR0dVVVVK1asQPY4fy76KCjJR2HT1dVVQ0PDxcXl0aNHkZGRnp6eY8eOtba27nsfvqOgJDdwOJyfn19gYOD27dvj4+NDQkLmzZunp6dna2vLZjUfydGfRkazo6Nj9erV8G2OkSNHItp5ioqKiHog5Pz587q6ugQCQUZGZuHChYg6oeAykfHx8SNHjiSRSPLy8n5+foi2XlJSkpWVFZlMFhUVnThxIlrj7uDBg4qKilQq1draGspZ3rp1i8VXoPPNmze6urqioqK7du2Co8qYmBi2ntjb21taWvLqZ2VlpYeHh5ycHJFIVFJS8vX1hS8Cse3C7Nu3j0AgZGZm8tqd6enpmTRpEoVCmThxIovFgu+JKCgo4PH4wYMH79u3D1nGv3///pAhQygUiq6u7t27d0eNGgXfKeLV/x+I4IKS/BU237596+joKCIiIi4u7uXlVVdXx6utARaU5JXFZDJPnTo1dOhQKpWqpKTk6en57t07mIWulo/kKOvXltH8JamqqhIVFb1y5cqP7shPye95U/22Vv+mfzvDh5qamvT0dGdnZ3V19X6cGGNg/KpgToSdy5cvW1lZCQsLh4eHI2+sYGBg8AJzIuysXLmys7PzyZMnA/xnvhgYPymYE8HAwBAIzIlgYGAIBOZEMDAwBAJzIhgYGAKByWhiYGAIBCajidH//LaCkr+n1dh0BgMDQyAwJ4KBgSEQmBPBwMAQCMyJYGBgCATmRDAwMATiMydCp9P37NnzXdsTsInp06ePGzeuH/vDlQG4Dr8zfReUhOTk5BAIBCSe839ZULIvzJw5E4fDfTH49k9k9WdySkePHh06dGgfzxwwZsyYYW9vDyOM+fj4dHZ2/ugeYXw7p06dWr58+c6dO0ePHl1SUrJ+/fqSkhI+0lMsFgsJXgtBBCXRwZn5CErC8F+9vb2vX78+dOgQg8HIzc1liwsHBSWhyBECFJTsXw8SFRV18+bNLxb7uaz+zIlwVUX94WRlZdnb28PP/aVIhvGjuHLlyrx587Zt2wYAsLKyamlpgbFUuUY8AwCcPn3648eP6OEn/DmNGzcOhhbnj5KS0ujRo+HnsWPHWllZ6evrX758edWqVehilpaW0dHRBQUFurq6SOLVq1dHjBgRGxv7tTbyoq2tzdfXd9GiRQEBAfxL/lxW85zO8JKzzMrKGjt2rIiIiJiYmKOjI68YpQkJCdbW1hISEjQazdLSEon/jObJkyckEglGRa2urvb09JSXlyeTydra2idOnIBlcDhcaWnpvHnzYKRiZDqTn5+Pw+Hi4+OnT59Oo9EGDRq0YsUKJCRyYmKisbExmUzW19ePioqytLRk8+sQXrKhaC5fvmxsbCwqKkqn06dOnVpcXIycy1VGsy/ymr8zfReUBABUVFRs2rTpr7/+QivO/JcFJfmzc+dOWVnZhQsXohN/Aau5L6zykrN88+bNmDFjiERiUlLS48ePGxoaxo0bhwRhR2htbXVwcNDT00tJSUlLSzM0NJw0aRKb5kNRUdG0adPWrVvn7e0NAPDy8srIyAgLC8vOzt6yZYufn9/t27cBAO/evQMAnDx5sqSkBH06FFhctWrV4sWL6+rq/vnnH39//xs3bgAAGhoapkyZIikpmZqaeu7cuW3btpWUlHAVOuclG4qQlpbm4eHh5OSUmZkZFRXV3t7u4uICs3jJaPZFXhOjL4KSAIAVK1aMHz+eLZL7f1pQkjfZ2dknT548e/YsW89/BavRgSGlpaVhHFdecpbr16+n0WhIWOa3b98KCQlxBiJ98eIFACA+Ph4ednd3x8XFQf1K2ERNTY2WltacOXOQUyoqKiorK5FDExOTJUuWsD5Fl71w4QJMd3FxGTt2LOtTdGK0NKeGhgaUkoQyFwUFBTAdBsteunQpWyf5yIYi16G9vb24uLi3txeWgaGeYT95yWjySv+t6BdBycjISHFx8Q8fPrA+jyr8XxaU5JXV29s7YsQIeH9CaZGioqJfxmrujo2XnGVGRsbw4cMReWplZWV1dXWoG4pGR0dnyJAhbm5uBw4cePr0qbCwsI2NDZVKhbldXV3Tpk1TUlJCD2tramqgEARcVc7KyoK6TfxBi1RKSEjAwU5+fr6IiIiOjg5MZzAYbMIlEP6yoRASiXT16lUdHR0ikYjD4aZMmQI+CUrxktHkL6+JAfmioGRbW9vSpUv37dvH+fz8LwtK8iIgIKCiouKLY9Kf1GruToSPnGVCQgIZRXFxMadYJJS28/DwOH/+vImJiZqaGnrIdPz48cTExOrq6t7eXpjS0dExderUtra21NRU6P8sLCz60nu2TrJYLABAS0sL4uYgdDqdq42cNbABtUI2bdpUU1PDYrHQmwi8ZDT5yGtiIHxRUHLHjh0KCgqLFy/mPPe/LCjJlY8fP27ZsiUgIAB5jvLiJ7WauxPhI2dpaWn5HEVeXh5a2gtBWlp6//79RUVFhYWF48ePd3d3h3McAICenl5WVtbbt28RFcXs7OySkpKDBw/q6uri8XgAANcN8D5CoVDgUjYCV1v6Iht669atcePGzZ8/X0xMjLNXvGQ0eaVj9F1Q8vr166mpqUQiEY/H4/H4O3fuXLlyBY/HI3cRwn9KUJIr0dHRjY2NDg4O0BZosq6uLrK+hvCTWs3difCSszQ3Ny8uLtbQ0ND9hJCQEOfQq7S0NDw8HH7W1tY+c+YMHo+H0oEAAHt7eyMjo5MnT544cSI6Ohp82r5C9q6SkpKKi4tZKJlLFl/JSza0tLSampqQ65uZmVlTU8NZrC+yoc3NzegdteDgYKQzvGQ0+chrYvRdUPLBgwcvXrxAnlVjxoyxt7d//vy5jo7Of1lQkiuOjo45OTmILaGhoQCAu3fvcgp0/aRWc3civOQsFy9e3NTUNHfu3Ozs7KKioj179ujp6UHJPzRv3751cXE5evRoYWFhYWHh3r17AQAMBgNdZs6cOS4uLvPmzautrYW6XsePH//w4cO9e/fWrVtnb29fWFhYWVlJJpMpFMqTJ0+ePn0K1Xy/iIODA4VCWb58eV5eXnp6+urVqzndHOibbOjIkSNjYmJSUlJKSkqWLFmiqakJAMjMzGxra+Mlo/lFec3fmb4LSmpraxugoNFo4uLiBgYGZDL5Py0oyQ0JCQm0LRoaGgAALS0tFRWVX8RqrrszLN5ylpmZmWPHjqVSqSIiIiNHjrx//z7XNdtLly4ZGxvD10lGjhx57949ziZqamrk5eWnTZvGYrHCwsIGDx5MoVBsbGzy8/OjoqIkJCRMTExYLNauXbtEREQUFRXr6+vZdmfQ2pEmJiYLFiyAnyMiIrS0tIhE4vDhw5OSknR1df38/Dg7yUs2FOlkfX29s7OzqKiogoLCnj17ent7J0yYQKPRQkNDeclo8kr/rRBcUJIN9D4F6z8sKMkrCw3b7swvYPWvKaNZW1uLeL2Ojg4RERF/f/8f26Xfil/ypvoiv63Vv+Bf8TY1NWloaHh4eGRnZ+fk5Hh7ewsJCXEuYmFgYPQLv6ATERMTe/DgQW1traWlpY2NTXl5+cOHD7+4Ro2BgfFt4L9c5CfE3Ny8H/9uCgMDgw+/4EgEAwNjIMGcCAYGhkBgTgQDA0MgMCeCgYEhEJiMJgYGhkD8H4qQfsfCmrk4AAAAAElFTkSuQmCC"
<image>Look at the following schedule. When does the beginning ski class begin?
12:55 P.M.
322
null
12:55 P.M.
"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"
<image>The employee at the department store counted the number of ties on each tie rack. How many racks have at least 70 ties but fewer than 80 ties?
6
323
null
6
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jP4DUISO5hHAgnyj2pMwoJ7xjwTMGITAT3QD+e0HHH2lb0v3GJCSHeLKACACKJJhl0vBX4b3VhaY0eM6A5BJCcgnBXkcobh/I10PHH2lzkrYyqriw/IEMdr4CQLW42/EqkWFjr7oFoTmSftGtnDqvD1GjD1Ej90EGXpiccLkPUePPUWLykv6avt/xH6Fh1oeoMUrLglVdfyuAEJ+1fYgah4JCv6nS/3Uh+mQfosYsWzHZmL6rt6+KFgybMFhBf4S6aXnpV95n/F3ha+wsrapoLgUUAEww6tWHqJGccPnrXujnJ1HIeMeCRXdlkkvE5NF5x4LZt2RCc+r2Y0YDT3MBVn6hSMz6zYhYu0mq9X8dP+D4fy4rjw3b3yq1/dkc2hT6OCVNXUfLafYULEOShP7yWGrfqSv2mEKVHzJu1JBxo0jkX/3H3y2HjGcMmH2L9Iwh/vy7+Jr4jEGILSDGvqjb1Xj9ugZz3EspOkpkZGQe3kxJT7oj+Sa/iB9z/IlEYkzoXsanz99Y2+9NKBQKBNLdJ6309VsAmOw5d0X4FiUVmoRb8bjc5LP1LQVVTY2dF2J3XoiVV1CQ6tW/Ao8ndUqNH6mFs+pCEWH2LVIzPfCNT9DOVBivLwSAZwzCOzGJfsQb6uwEAHvXbRa7tPjFy1XT5o/WsRyqbOja3zH1Sl0O0YK8/D5EDQdVk+IXL90HjRlM7TKn78iCvPzcBxkzbeztlAy9x874XFaOrczn8w9v3unSrd9Aiu4Eo17Htu+RtHJt54cd/2ETx1QzKo9u29140YHAbX2IGn6T5mJPa9lsrIlemP8vAKyaNr8PUeNk+IHDm3eO0DAbrtZt7/rNfD5/x7I19p26jtO3Pnc4VnRvBCLhQeLtmTb2g+T1Ztk65KQ9whfd/N/FOX1HDqZ2GaFhtmmhL7Oq7kIJu3Q9GX7g7wXLhijoZ99Lb1zJS8dP/d5nxGBql6HKhp72zvev3cTKB8nrpSfeBoDdq//qQ9R4/6bhbZOu/5Pg2t9xmIqxfaeuC4ZNeHAjGQBSLl4fINe58nNFNaOyD1Fj54qNjS9M7l+7OW/w2MEK+qO0LFZNm/+m4FXjWhW/eOmgatKfrI3Vp6kz8EXu0z5EjeFq3fIePnY27u09dgYAlJe+D/L0GWdgM0heb7yhbajvuhoms+kP8MdpGDIuFBEcLpH6JNT9BT5u4ZK4M1VMS7i3Wt15nFEmadt4mLOTgWnX3AcZt89dabCIzWItGjE56fR568H9nGZNefKI7ucy90XuUwDAkgCyqqoD3JZ0MTGiUOWfZmRt8vTd6LrY1KYHiUy6dzUJv94J8Vm3d90mLoczd6WXIk1516rAE6H7JKzeD9NWx3/m0oUkMvnUnkPSXu1jH8GVE/G3z102s7Wq/FxxeFOY/4wFTx9lmdlavX/zbvMiv5KiYnx9xsfPf83zNrLopq6j9Twr189lbi2bDQBJp8+v/M29IDd/6uJ51oP6no06vv73ulyNchQ5ALgW97/E+PNde5jLyTdMSXN02+6Nrov/zX4yeNwomyEDMu/c9x47AzuRpi/x0OqiCwC2dgNmLvVUUFIU3TDt+q01MxeUvn47bs40x+kuz+m5S8fPekbP0TU2GDnVGQDIsrIzl3ra2g1s8IqpVxKXjpuZk/ZokNPwrj3Mk06fX+jggn85YZhV1X4uc6sqGH47Nw0cPRyaPgOxN8isqg7+cwWFKt/ZsAsArPptXsLBGBMri6mL52l10Y3duT/A3Vuqj+Y7aRgyLhaLH8BrxsyuX07Qj3V7M1Wp66svqZH0lBUKhZ4BqwBg34bgBi3PoucFlv16Oc2aEnzq0JrIEFu7ATwuN+XCNQDAsvXw+XzH6S5/HdvrE/IXAGTff+i2emlg9B6vLesBIO16MgB8+lB2JjIaADbF7v/jL//dV/8hkcmHt+z82RqBbXX8tfV1nefNYrNY0nZ5Yh9Becn7A7fP77l6StfYEAD+zcrdn3xu740zmro6fB7v4c0UfP3S1282xe7ffDLqyP0rchTKpw9lN89cBICov0MAYP46v2XbA0PPxZhYdb9z4dozeg4AyJBIAFCQm/9P9p1j6Tcsev8nwWJVBSPqrx0A4L93+7b4w7sux01bPF8oFGIt1qXbAgxMuwLA0AlOfmGbFP+bTfpB4m0AmLLIbeXu4DWRIcGnDnluXAkAxt3NZixZAABy8hS/sE3DnJ0avOv9G7cKBILpSzy2n4mOTDrbx2HI57KPV07U53wVCoXr5/zx8smzaV4e0xbPh2bPQOwN8nm8noP6nsq9u+5AGKu6OuteOllWdsf/jvrs+Gv/rYR5a336OgyR6qP5TlphKpcSGUxpAAAlX5rBZl8uGN+xpOiBc5zu0q2n5YucJ9dO/k+03MzGalv84aCYSIFAUMtma+p1BoCykv98GQ4Z7wgA3awtsacDnYYDgKm1JQB8LP0AAHnpj/k8HpFI1NLr/P7NOz6Pr2ukz/j46UX2E6nf8E+mtY6/xzo/OQol4WDMu8LX0tah74ihchQKkUg0sbLAnpJIJBkZma49LODLR4DR0utsM2QAAKhpaXbvawMAr54+Y1ZVv8h5AgAGpsbv37x7/+adea+eAPDo5l18w4GjHbT19Rq/dE7aIyzT7eiZk7CSkVMnAkBBXn6LXTOdDfUB4MiWnX6T5sbtitLU6zxvzTIzG6vmt6phMp9mZAHAkLGjsJLIpLP3at7MWrYQXyc6OPzO+ataXXT9woKwEknOwEkec7AHFCpVTVuTy+FMt7IL9VufejnRbZX3b3+4N1+xH6N1Zn8qkcVPASiR+FoaAAgEwqK/VgPA/oBtRJn6BjmXwwn1XTe6s+VAuc6DqV2uxp4BABD+5xWVO6kAAN4fjvVyYRmJsRTB2CWoQCCYYNRrnL71OH3roucFACDaZm6/WuX4a+rqTPnDjcvh7A/YJivNyAIAKHeqi1JYGxvvZfzyEdQ3GztpqtdXu5MKAFR8/FzNqMsvtXq6B/bpXDwaBwAlr+s/HfXO2mJfmvHxMwDIycvjHZMqX3LKV32uaL7akzznTvPyIBAIt89d2bFszXQrO4+h4ytb2qryM0MoFOL1Fyvv4WMCgfC++G3atVt1lZHgDMTfI5FI3H4m2sjC9PW/L2PDIv1c5ozW6XEh+mTzFfsxvu+IkSJZuvWHOTv16N8790HGzf9dxAuj/t4Ru3O/rpFB6LkYFXXVyI1bsT4qqWAxRYZE2vG/o6Ll2LdZRyXt8XdfvTQh6viVmHin2b/hhUSiDADU1rCxpxXl35SoAfsPF32sqqmupFJ3veC9daORRX0aah2D+maFjIz4rzdlVRUAqK2pYbNYFCoVAD6XfcQW0dRUm68MiURauWvLki3rsu8/ykpNP3cohn73wR7/v9dEhjSzFX51U/mlFcOqrmZVM+UoFDxWzvBe0MXEeLu3f6jvun4jh5JlZZs5A7kczpf3WP9N2XNg3/i81KLnBdn30lMu3bh55sLfHsv6jRympde5+Tf1vbVOKyOjnAAiJyh+NW5Gk3oC4h9/+wNAXVMCAABy0zIAYNhEJ7vxjt16di969gKkH4jq3tdGhkTi83gaujp24x0HOg2vqmAIhUL8ZG3XWuv4d9JQn7HUUyAQXI87ixeqaWsCwHN6LnZmiy76CiVFxfmZ2QDw8f2HJw8fA0BXSwuqoqKJVXcAkCGR7MY72o13JBKJXA6nma9xXM+BfbEO0ev/JGAl106eAQCL3tYtDqlejokP9V1Xw2T1HznMc+MK39C/4cugLBAIAMBh1/L5/AZbKSgpmlr3AICUSzewklVT5zt17iE63tTHfsiURW4GZiZFzwtOhh8AKc/ANwWvDgWFnjt0wsC06wS3mdviD3e1NBcIBGVvm0ym8cM0bGXoUKXehUhHfd0Jip3BAKAofSOm/8hhve0HZySn4iUGZibpSXeunTxLocrfu3pT10i/9PWb1MuJl479Yzu0YVd2U1Q1NSYtmHN635Gl42YMnzz+eVZeVuoD60H97MY7Sl3F76nNj/8cv8XxEYdF5zj2HzWMRCZ/+lC2YJizfjfjgrx8OQqlls0WCqWLR1i+ezVtTT+XOf1GDsu8c5/L4WjpdXaYNBYA5q/19Z/hscf/7xc5T2qYzKTTF5RUaKdy77a0V1BSoXms841Yuyn4z5XpSXc+l318cCNZhkTy3rqxxW1f5D6N3bn//rVbg8aMEAoEyQlXAGDw2JEAoNFZGwA4tbXLxs+ynzgG6x3DLQxctXzS3PiIQ+Ul79lM1v1rN2lqqlP/nCe6DolEWrJl/fLJroeCQsbOmaqurSX5GSivqHBsxx42k5VxO1VDV+dNQWFBXr6WXme8t64NNWxlBPTi7x9S/9dbveXT4kC+DAAokoQTDL503X85Ze07f012wj+D/nNju4UBK4dNHFPDZJ47HDt0glPYhRM9B/b9WPohXaQfXhIrdm1ZGLCKIi9/Nup4SeHrqX/OC78cRyBIN0X1e2vz46+kQpuz3Eu0pLOh/l/H9nYxMfo3+8mHtyVb4w8rKCsBQC27Vqo9c2trAcDIwnTFri3Z99LL3pZYDegTduEEiUwGgFHTJm6JO2hsaXY19szDpJShzk6H7l5S1xGfdrsBd/9lGw6FG1l0u3nmYm7ao34jh+2/ebbvcLsWN1y8ae2iwNVCofBM5NFzh2NV1FXXHwyf7uUBALpGBr/7/UlVVMi+l15WUtpgw2HOTjvOHuvex+buxevZ9x8OmzjmUMrFxpcM9i5jbe0GMKuqd6/+G6Q5A9W0NPffTBg0ZsT9a7diwyJz0x5NcJt54PZ5qWavficEq30+zd97Ev8plChPcwE2HSCjnLDwroxoCfYT7Cou6MjDhdE/1xDmT6jFe3+i44/8PNz3b2655epnJTBVFjY1p6i3uhCba4idrwCQ/I6AXUvjX3rIt0DHH/mpSHSxO8FAaKrCW5giU80T04gK6FXfP1TFhdDcunYyPsUI+Ubo+CM/D0lHTMxoEDucb9rSj3oCMutuCTXLRKgk5Qgf0gx0/JGfhBSDrJ2psH8Ib5iOUJEkHKYj5hvsHQtulxAAwJRW305GWgs6/sjPQLpROCUyhPRvOEyN60yF3urCd0zCjv6o1+27QMcfaXOtPPtz/5AmT2jkB0DHH/neUFICBEGkgEIGgiBSQCEDQRApEKz2+bR1HRAEaTdIAJC9qDXvPY9IpWekLzr+SHvRM9IXXZggCCIFFDIQBJECChkIgkgBhQwEQaTQmiGjgis0ulZpe7OqgosSCCNIxyR1yEgo4Qbms8UGheRyXiFLQGfw3TOkubM1giDth3QhY1l2zaQ0ZsBTdnQRp/FSe3WSNU0GABJKuAklUibwQRCkPZA0ZFRwhZPSmOEFtfjTxuuokAnRvetud+uTXSPhnl1cXGxsbERLTp06RSQS9+yROmequrp6UFCQtFshHUNNTY2xsbGenp5oydq1a42NjalUqpmZ2bZt2xrfLhyRlkS/ZC1kCSalMekMMYcbW2SvTgrrKQ8ANjSZjeaUwHx2IUsQXcRxM5CVtkIpKSlz585dtWqVl5dXy2v/V0hIiJVVC6mukI4qICCguLhYS6v+DsNeXl5Xrlw5dOiQubn5gwcP5s2bx2QyAwMD27CSHUDLrQw6g297s0psvACA6CIOncHfWVC780VdAwQPE3iTRHJPnz6dOHHijBkztmzZItWGXC4XAFxdXXv16iXtiyIdQE5Ozu7du93c3PASgUDwzz//eHl5jRkzxsjIaMaMGdOnT4+Li2u7OnYQLYSM6CJO8yMgjQOEIZXoqi8LAHQGv5Alxb2hSktLx4wZM2DAgIMHD4qWP3z4cNSoUaqqqoqKiv369UtMTMTKd+3apa2tffHiRS0trRUrVgC6MPlVCQQCT09PLy8vS8v6NB8EAkEoFJJI9e1oOTk5aXOvII01DBnRRZxOFxmEsxXYn3tmC2MfhlTiRnMKAGBXIlihvXrd55RcJuntoaqrq8eNG6elpRUfHy/6MbPZbCcnJyUlpaSkpPT0dDs7OxcXl7dv3wKArKwsk8ncs2fP8ePHvb29JXwhpOOJjIwsLS0NCAgQLSQQCAsWLNi/f/+TJ08A4PHjx6dPn/bw8GibKnYgjULGa460syqWmchhD5LL6wKEjUrdHfQlbGXweLypU6dmZmZOnz5d4UsyXgyZTKbT6ceOHbO1te3evXtgYCCTyUxNTQUAEolUXV3t7e3t6OhobGwsVZ2RDqOkpGTNmjURERFUasNMcyEhIf369bO0tCSRSL169Zo9e/bKlSvbpJIdSStM5VIhE7CxVTxA2NCkCxl5eXnl5eV//PGHv7//gwcPRBfJyMhkZGQ4ODhQqVQCgaCkpAQAnz7VZxLu27fvt78FpP3CvjPGjh3beNGqVatu374dFxeXmZkZHR194sSJ4ODgH1/DDqZ17v2pQhafplDCkGFoaHjnzh1ZWdm8vLzffvstMzNTQ0MDW5SXlzdt2rRFixadP39eW1ubz+eTyf+52X6nTp2+sfJI+3X58uWkpKS8vLzGi16/fh0WFhYTEzN9+nQA6NmzZ2Vl5cqVKxcvXox98SBfp5VvF9xAU6GkARqNJi8vDwBxcXE2NjYzZsy4fv26jIwMAFy6dElOTi40NBTr4CgtbZgdE/mVxcfHV1RUdOnSBXsqFAoFAgGJRAoNDe3Ro4dAILCwsMBXNjExYbPZxcXF3bt3b6P6dgSt8xuT2+U8EAkQeG8IfoUiIR0dndjY2OTkZH9/f6ykqqqKQqHgHaJHjx4FANTvjWCCgoKys7PpX6xYsUJLS4tOp8+ePdvAwAAAnj59iq/8/PlzAoGgr6/fdvXtCBq2MgypxNtS7kLMQMmXflAJWxmiRowYsWHDhoCAgP79+0+ZMmXgwIFBQUGHDh0aM2bM2bNnc3JytLW1s7KyGAyGtHtGOh5dXV1dXV38qba2NolE6tGjBwCoqamNHj3a39+fRqNZWFhkZ2cHBwe7uroqKiq2XX07goYhI7o3VXTKZsBT9u3yFgZKA56yAYBGqp+jgY+tunT+miR/69evT01NdXd3t7S0HDt27OrVq/39/f38/JydnaOiosLCwrZt20ahULAzA0GaEhcXFxgY6OXlVVJS0qVLl/nz569Zs6atK9XuEaz2+TR/78ll2TWN53FuNKcEWFAAILmc55BSLVqC/QS+gis0kCcWOil/t5p3EOjen0g70jPSt+Xuz5095W1oMk3N6bJXJ2FzPbF4AQAJ77hYX8ZX/MAEQZCfnEQjJm4GsjYqMvZ3qhjirlHwX68CQAVX6JNTAwA0Uv0ULwRBOgxJR0xsaDL0EcrWLY2AuGWwsCbGMhPKV/R9Igjyk5NikNWQSky2U5yoQ6aRxPdrFrIE50q4AGBNk8GvUxAE6Uikm8qlQiYkDFBoaqkhlThMnVTIFDSzDoIg7Vorz/5MtkOD3gjSkaGkBAiCSAGFDARBpIBCBoIgUiBY7fNp6zogCNJukAAATVhuQ2jCONKO9Iz0RRcmCIJIAYUMBEGkgEIGgiBSQCEDQRAptGbIwO6U0XyqJARB2jWpQ0ZCCTcwny02KCSX8wpZAjqD757RQsIkBEHaKelCxrLsmklpzICnbPx+n6Ls1UnYr+MTSrgJJdzWqSCCID8TSUNGBVc4KY2J39FPbCtDhUzAb7fjk10jbVWmT59OIBAOHDggWpibm0sgEO7evdt4/T179oimYvwKeA7Xb98V0uZqamqMjY319PTwEiaTuXr1aiMjIyqVamZmtnXrVoFAiiTBiFgShYxClsAhpVpsw6GQJbC9WYUHCBuaTOMUrZKoqKg4f/68tbU1lnZAEg4ODnv37pX8JRoLCQkRm2ULaY8CAgKKi4tFS9zd3Y8cObJ+/fpr1665urquWbNmy5YtbVW9DqPlkEFn8G1vVtEZfLFLo4s4dAZ/Z0Htzhd1DZDGueAlcfLkSSqVGhYWdu/evRcvXkiyiaWlpaenp+Qv0Zirq2uvXr2+ZQ/ITyInJ2f37t1ubm54yadPn65fv759+/Z58+bZ2dmtWbNm8uTJZ86cabs6dhAthIzoIk7zIyCNA4QhlYjdQJjO4EuYYBEAoqOjp02bZm9vb2BgcPz48QZLP3z4MGHCBAUFBXV19ZUrV2LNS9GrCS6Xu2TJEjU1NWVl5Xnz5p07d45AIJSUlABAWVnZnDlzdHR0KBSKqanprl278N3iFyZIuyYQCDw9Pb28vCwtLfFCVVXVioqKuXPn4iUUCoVIRLMKvlWjzO9FnE4XGYSzFdhfUzcWxxlSiY2vROpzIJW1kAMFk5+fn56e7urqSiAQ5syZc/z48Qb50FavXu3o6Hj37l1fX98dO3ZERkY22MPmzZsPHDiwdevWzMxMIyOj5cuXAwCWvdXV1fXhw4enTp3Kzs5eu3atn59fQkKCJLVC2ovIyMjS0tKAgACxS2tqat69excVFRUfH+/r6/tjq9YBNQoZrznSzqrA7ySOJ0mzUZEu8/uRI0fMzMwGDBgAAG5ubq9evUpJSRFdYfTo0UuWLLG1tV2zZs2wYcNOnDjRYA/Hjx+fPHmyh4eHiYnJ+vXrTUxMRHd+584dOzs7U1NTV1dXa2vr69evS/UGkZ9ZSUnJmjVrIiIiqFSq2BXGjBmjq6u7cuXKQ4cOzZo16wdXr+NphXaaCpmAja3iAQJPxSpJyODz+TExMb///juPx+PxeAYGBoMHDz527JjoOsOGDcMf29ra5ufniy7lcDgvX77s3bs3XiLaqVleXu7q6qqiokIgEAgEQkZGxqdPn6R+k8jPytvb29HRsZlu7N27d1+6dGnBggUeHh4RERE/sm4dUutc2jWVf0CSkHH9+vV3796tX7+e/EVqamp8fHxNTf0wrZqaGv5YQUGByWSK7oHJZAqFQhUVFbxEQ0MDe8Bms52dnVksVlpaGpfLFQqFgwcPluadIT+1y5cvJyUlhYeHN7OOlZXV2LFjt23btmLFiuXLl1dXV/+w6nVI33cygiSpTKKjowcPHrxz5068pLa21sHBISEhYebMmViJaNLmioqKBpl45eXlAaCqqgov+fjxI/YgOzv75cuXJ06cMDc3x0pKS0tFh+6Rdi0+Pr6ioqJLly7YU6FQKBAISCRSaGjolClTbty4MWXKFCUlJWxpnz592Gx2cXGxhYVF21W53WudkIGlesYDBN4bYtNSqiRsOkZYWFifPn1Ey0eOHHns2DE8ZKSlpbm4uGCP6XS6aMc4AFAoFD09vezsbLzkypUr2AMsjuAnTWpqakFBgeglDNKuBQUF+fn54U9jYmKio6MTExN1dHTevn3r7u4uJyeHn0V0Op1AIBgYGLRRZTuIhiHDkEq8LeUuxAyUfOkHbbGVcfLkSS6XO3ny5Abl06ZN8/DwKCkpwYZOzp49a2Nj079//0uXLqWmpjaYIQoAU6dOjYyMHD169MCBA0+cOFFYWIiVW1tbU6nU8PDwgIAAOp0eFBQ0bty4Z8+evX//XktLS8o3ivx0dHV1dXV18afa2tokEqlHjx4AoKam5uTktGTJkqqqKgsLi0ePHm3dunXevHlN9ZIiEmo0YtKbestOEf8bpt5yMyTgKRsAaKT6ORr42KrYpGqijh49OnToUE1NzQblLi4uRCLxxIkTXC4XAHbt2nXs2DFLS8vAwEB/f//58+c3WP/vv//GRkx69er14cOHVatWAYCcnJy6ujr2tWNiYrJt27bDhw8vWbKkqKho3LhxLb4vpL37559/3N3dg4ODHR0d9+3b5+fnt3v37rauVLtHsNrn0/y9J5dl1zSex7nRnIKlUEwu5zmkVIuWYD+Br+AKDeSJhU7K363m/8HlcisqKvBez6CgoPDw8LKysh/z6t8C3fsTaUckuvfnzp7yR3o12ZazVye56su66sviSVgT3nGxvgy80fEDBAcHGxsbx8fHFxQUnD17Njw83N3d/Ye9OoL8OiTq/nQzkLVRkbG/U8UQN5kT//UqAFRwhT45NQBAI9VP8foB/P39a2pqli9f/v79ez09vYULF65bt+6HvTqC/DokHTGxocnQRyi7pDGzmvh9GsYtg4U1MZaZUCQZYW0tJBJp8+bNmzdv/mGviCC/JimmchlSicl2ihN1yDSS+H7NQpbgXAkXAKxpMvh1CoIgHYl08zJUyISEAQpNLTWkEoepkwqZgmbWQRCkXWvl2Z/Jdootr4QgSLuFbh+AIIgUUMhAEEQKKGQgCCIFgtU+n7auA4Ig7QYJANCE5TaEJowj7YhEE8YRBEFwKGQgCCIFFDIQBJECChkIgkihNUMGdqeM5lMlIQjSrkkdMhJKuIH5bLFBIbmcV8gS0Bl894wWEiYhCNJOSRcylmXXTEpjBjxli03RbK9OwhKaJJRwxeZ8RhCkvZM0ZFRwhZPSmPgd/cS2MlTIBPx2O3gu+Ba5uLjY2NhIuDKCNKWmpsbY2Fg04wSfz9+4caO+vr6cnJy1tfWlS5fasHodhkQho5AlcEipFttwKGQJbG9W4QHChibTOEUrgvwAAQEBxcXFoiWBgYFbt2718fG5du1ajx49XFxcHj161FbV6zBaDhl0Bt/2ZhW9iZtxRRdx6Az+zoLanS/qGiCNc8G3Fezu5MivICcnZ/fu3W5ubngJm83esWPHihUrfHx87O3tY2JizMzMtm7d2nZ17CBaCBnRRZzmR0AaBwhDKtFVXxYA6Ay+hGmcm1JWVjZnzhwdHR0KhWJqarpr1y6s/NGjRwQCQfQbw8TEBMv2np2dTSAQrly5Ymlp2b9//2Z2gnQYAoHA09PTy8tLNCdWQUFBTU3N8OHDsacEAmHy5MmJiYltVMeOo+EtdqKLOD45NZKPkhpSiRvNKYH5bOxKBIsg9uqko685AJBcxvuW+4y7urq+fPny1KlTWlpa9+/f9/Dw0NfXx9OmiSUrKwsAgYGBq1atwrpIvmInSPsSGRlZWloaEBAgmhOLw+EAAJlcf8dJLS2tioqKT58+qaqqtkEtO4pGqY9ec6SdVYHfSRxPkmajIkXm92YcOXLkzp07dnZ2pqamrq6u1tbW169fb34TEokEAEOHDp07d27Pnj2/bidIO1JSUrJmzZqIiIgGadCMjY2JRKJoU/TJkyfw39y9yFdohalcKmQCNraKBwg8Fes3hozy8nJXV1cVFRUCgUAgEDIyMj59+iTJhn379v32nSDtgre3t6Oj49ixYxuU02i06dOnBwcH3717l8PhxMbGnj59Gr58qSBfrXVmfzaVf+BbQgabzXZ2dmaxWGlpaVwuVygUDh48WMJtO3Xq9O07QX5+ly9fTkpKCg8PF7t0586dJiYmdnZ2cnJyERERPj4+RCJRTU3tB1eyg/m+vzH5llQm2dnZL1++3Lp1q7m5OfbNUFpaii0iEBrutqZG/DSQZnaCdADx8fEVFRVdunQhkUgkEsnPz+/t27ckEgnr5NbU1Lx7925xcfGbN29SU1Orq6u7detGoaB0Gd+kdULG7XIeiAQIvDcEv0L5Ctg1p5KSEvY0NTW1oKAASwSvoqICAJWVldii0tLSkpISaXeCdABBQUHZ2dn0L1asWKGlpUWn02fPng0AcXFxjx490tPT09XV5XK5J06cQN3e367hdZ0hlXhbyl3gU7bsv6SJx/tBJWxlVFVVXb16VbTEysrK2tqaSqWGh4cHBATQ6fSgoKBx48Y9e/bs/fv3+vr6mpqax44dGzRoUGVlpbe3N57AuYFmdqKlpSXlG0V+Orq6urq6uvhTbW1tEonUo0cP7OmZM2fS09N3796toaEREhJSU1Pj6+vbRjXtOBoNsvamig6LBjxl3y4Xl4hVRMBTNgDQSPVzNJLL6jYRm1StsZcvX44ZM0a05MiRI25ubtHR0atWrYqJienXr9/hw4eLiopmzJgxbty4R48eHT161NfXV1VV1cDAYPv27W/fvuXxxNRTXV29mZ1IUjek/YqKilq8eLG7uzubzR48ePCtW7c0NTXbulLtHsFqn0/z955cll3TeB7nRnMKlkIxuZznkFItWoL9BL6CKzSQJxY6KX+3mncQ6N6fSDvSM9K35QGnnT3lbWgy7pnif89ur07C5nriSVgT3nGxvoxvmcSFIMjPSaIxajcDWRsVGfs7VQxx1yj4r1cBoIIr9MmpAQAaqX6KF4IgHYakIyY2NBn6CGXrlkZA3DJYWBNjmQnlW0ZYEQT5OUkxyGpIJSbbKU7UIdNI4vs1C1mCcyVcALCmyeDXKQiCdCTSTZ5VIRMSBig0tdSQShymTipkCppZB0GQdq2V59sn2ym27g4RBPmpoKQECIJIAYUMBEGkgEIGgiBSIFjt82nrOiAI0m6QAABNWG5DaMI40o70jPRFFyYIgkgBhQwEQaSAQgaCIFJAIQNBECm0ZsjA7pTRfKokBEHaNalDRkIJNzCfLTYoJJfzClkCOoPvniH+5hoIgrR30oWMZdk1k9KYAU/ZYlM026uTsF/HJ5RwxeZ8RhCkvZM0ZFRwhZPSmPgd/cS2MlTIBPx2O3gu+Ba5uLgQvpCTkzMyMvL09Hz79q2EmyMIpqamxtjYWE9PD3uam5tLEAdlpfhGEv2StZAlmJTGFJv8HVtkr04K6ykPADY0mcYpWlvUtWvXgwcPAgCHw3ny5ElQUFB6ejqdTpfifSC/vICAgOLiYvzG8UZGRrdu3RJd4dixY7du3UIJWb9RyyGDzuA7pFQ31aMZXcShM/h0Bt+ASsTu3OdmIBuYzwaA8IJaCUOGoqKivb099tjR0ZFEIi1ZsuT169f6+vqiq3G5XNGsvAiCy8nJ2b17t5ub25UrV7ASBQUF/KQCgLKysoSEhIMHD2KJvpGv1sKFSXQRp/kREDwo4NcshlQidgNhOoP/dQkWsQ9VXl4eALKzswkEwpUrVywtLfv37w8APB5vw4YNBgYGcnJy3bp127NnD76hlpbW7t27V69eraWlpaysPH78+Pfv3wPA06dPCQTCnTt3fvvtNyUlJS0tLW9vb4Ggrm4PHz4cNWqUqqqqoqJiv379EhMTsfJ9+/ZpampmZmb279+fSqUaGRkdOXLkK94O8r0JBAJPT08vLy9LS8um1gkICLC0tJw8efKPrFiH1CjzexGn00UG4WwF9tfUjcVxhlTiRnMKAGBXIlhhfQ6kshZyoOB4PB6Px2OxWPfu3du2bZurqyuWzQgLH4GBgatWrYqOjgYAX1/fkJCQwMDA3NxcPz8/Pz+/qKgobCdkMjkkJERXV/fVq1d0Oj0zM/Ovv/7CygFg2bJlixYt+vTp09GjR/fs2XPmzBkAYLPZTk5OSkpKSUlJ6enpdnZ2Li4uWE8KmUyurKxct27dsWPHGAzG77//vnDhQtTJ8hOKjIwsLS0NCAhoaoXCwsKoqKgtW7b8wEp1WI1CxmuOtLMq8DuJ40nSbFSky/yelZVFJpPJZLKCgsLgwYNNTU3DwsKwRVgi1aFDh86dO7dnz54MBmP//v1+fn5ubm7dunVbtGjR3Llzd+zYge+qa9euS5YsoVKpxsbGY8eOffjwIb5o0qRJI0eOJJPJTk5OxsbG2CIymUyn048dO2Zra9u9e/fAwEAmk5mamoptUltb6+/vb2ZmRiaTFy5cyOVys7KypDo4yPdWUlKyZs2aiIgIKpXa1Do7duwYMGDAkCFDfmTFOqpWmMqlQiZgY6t4gMBTsUoYMkxNTR8+fPjw4cMHDx7873//4/P5tra2hYWF+Ap9+/bFHmRlZXE4nOHDh+OL7O3tnz9//vHjx7qXtrGpr5iKyufPn/GnYhfJyMhkZGQ4ODhQqVQCgYBlb/306VPjrbBEsKI7RH4G3t7ejo6OY8eObWqF6urqo0ePLliw4EfWqgNrnXt/NpV/QMKQIS8v36dPH/zp+PHjTU1NAwMD8b6DTp06YQ+w1M2jR4/Gk79jXRIfPnxQU1ODLz0gONGMzWIX5eXlTZs2bdGiRefPn9fW1ubz+Q16WJvZIdLmLl++nJSUlJeX18w6Fy9e5HA4kyZN+mG16tha+XbBDXxdKhMymWxhYZGbm9t4EY1GA4CYmBgrKyvRciMjo6+r4aVLl+Tk5EJDQ7ErIDRo377Ex8dXVFR06dIFeyoUCgUCAYlECg0N9fb2xgqvX78+cOBARUV0I+vW0TohA0v1jAcIvDfEpqVUSWJxOJzc3FxbW9vGi6ytreXk5MrKyszNzbGSsrIyIpEoJ/eVmdmqqqooFAoWLwDg6NGjgJoS7UdQUJCfnx/+NCYmJjo6OjExUUdHBy+8desWGihpRQ1DhiGVeFvKXYgZKPnSDyphK6O6ujo5ORkAhEJhaWnpoUOH3r17h/33NqCsrOzp6blx40Z1dfV+/foVFhYuW7bMwMDg3LlzUta6zsCBA4OCgg4dOjRmzJizZ8/m5ORoa2tnZWUxGIyv2yHyI+nq6urq6uJPtbW1SSRSjx498BKBQFBcXGxiYtIWteuYGoaM6N5U0flXAU/Zt8tbGCgNeMoGABqpfo4GPrYqNqlaYwUFBQ4ODthjLS0tW1vblJSUgQMHil05NDRURUVlxYoVJSUlmpqaLi4uwcHBkryKWGPHjl29erW/v7+fn5+zs3NUVFRYWNi2bdsoFIromYe0Ux8+fODz+dj1LNIqCFb7fJq/9+Sy7Bp8mhZuozkFS6GYXM5zSKkWLcF+Al/BFRrIEwudlL9bzTsIdO9PpB3pGenbcl/Gzp7yNjSZpuZ02auTsLmeeBLWhHdcrC9DwtniCIK0IxJ1f7oZyNqoyNjfqWKIu0bBf70KABVcoU9ODQDQSPVTvBAE6TAkncplQ5Ohj1C2bmkExC2DhTUxlplQvm6EFUGQn5kUsz8NqcRkO8WJOmQaSXy/ZiFLcK6ECwDWNBn8OgVBkI5EunkZKmRCwgCFppYaUonD1EmFTEEz6yAI0q618uzPZDs0xw5BOjKUlABBECmgkIEgiBRQyEAQRAoEq30+bV0HBEHajf8DqGJruUqKpJYAAAAASUVORK5CYII="
<image>Some friends compared the sizes of their sticker collections. Who has the fewest stickers?
Abigail
324
null
Abigail
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"
<image>Some scooter companies compared how many scooters they sold. How many more scooters did Scooters and More sell than Let's Jet Scooters?
1,632
325
null
1,632
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"
<image>Rosa buys 1 kilogram of green beads. How much does she spend?
2.25
326
null
2.25
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"
<image>How much money does Maddie need to buy a telescope and a microscope?
12,799
327
null
12,799
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zJl2DdQcAQFFpGQAUvyqf4ur8509rtny7bO+G1QBw9nK8RCJRUVaa4uoMAOExVwGgtq7u2o1bAODv7fF+O/34eupsYxi2MXARAPz425+SzqQpJpPIAJD1JP/U3qDQXZv9/+cBAFFXEy6H/HFi91Yfj/EAcCU5RfotU91dIvftTDn9j81QMwzDgo9HAMDOQ8eqBNXjRo84vmvLng3fLfb74mXJq0PhUQCAJ2rLyMoN+XVj2rnji/y+kN5aZZVg4+/7AOCvn7+P+HP7xcN7l8z0wTBs7Y69ALDQ93M3rj0AmBno7/rxG5uhZtLvPR+bdP9htrKiwtUjwZtWLgnetFYkErXacgEAMokEADraWpH7dsYc2gsAguoa7X7q4X9sO3dgFwDk5hcWvixuaGikUilTXJ1Dd20O+m758tm+AHD6Umz7p7G6pvZmWoacHO3sX7/tWLsy4fiBtUvmjbWzlfGv0K26d9IOmyLBx/CIZrAV8+3Ht5OXIYRGoRAA6HJyALD5m68i/tzuPWFsQ0Mj3ldU39BQwa8CgHk+3gAQfvEaAFxJTq2rrx9lY2mgp/OBR9SbddXZ9vGYYGFilJnz+MT5S52tg462loWJEQBYmhgBgKGezmDdgcTLkrJ/pVabPskVACgUiht3NAA8evIUAG7e4wHAUGPDF8WlL4pLhxgNBoC4lDvEu9RU2N4Txrbcdep9Xm1dPbFZAJjq7gIAD3Pz3lTy26/2zXsZAGBqoF/Br3pRXGqop9Nspy15jHUAAL0B2sqKCgDgOmYUABjr6+GfzJKycjpdLmxPUMSf2w10B9Y3NGhrqANA0asOEtOxmAxNdU5jo3CI6+dfb9oRk3B99aLZi2d80f67Po5un+HHprT+7fR+wQLDsLzCFwAwUKsfACTdThv1+SyWmR3DdITZ+CnEOgDAHTnMUE8nr/B5RlZOTMJ16FPNivfWJWebRCL9/PViAFi/K5hC6dwnREVZEX+CZzlkKxEv6dCiS1JDTfXtu5QA4HUFHwDw8dSdh44NHO06cLTroh9+AYDCl++yNGlpcFq9lnxdyQcAJoMhz2LiJRyVptyR+PdHO/Cdpt7n4Tu1dPMBAEF1TQW/ysBpMtVwGP7IyMqROlIl6UOTOlI5AMDz3e8/cdrY2YtuMoJpOhI/kA67zMhk8pm/tpsaDHpc8GznoWOeC1ZojhgXEnGu/Xd9HD12w962Ptbti7wSX1JWDgATuaMr+FUe85YLqmu+WTBrsrNj0asyn6/+lT14no/3d0G7z11LvJKcQpeT8/GY0DVV74M6e7Ynj+OOsBp6Kz1TutmMB466hgaipLyi8kNq9bqSr6ggD2/DBB47VJQUAWCmtwfeLsApsN6NFlPIrccvVWUlAKirr6+tq2MxmQBQ9qYpPbVai96NZvD/fCsz45+//lK6nMVgiEQiIsZ1qnP82o1bC9duosvJ7ftlrengQVHXEoOCD8vyRrvPLB9dOZObX3gzLSM6Lun0pdi5qzeOGz1igFa/Tuy+G3R7yyKxmgFSH1biOpxoIcvuZlrGkvVbAcB5lK2lqfHD3DxBdQ0ArP1yrv1w61ev3+Crid7+aQOmTKbRqAdPRRa+LJ48zpGI/Z+wLjzbm1YuAYDj5y4SJZocDgA0NgrxL9g7vId5hR+Uae3slTgAkEgkFxNvAAB+xYF3Q/IFAo+xYzzGjtFS59TU1hENlnbYfWaJdz2GRV/BS/DK2ww16/BPb2dtAQDFr8rHjR7hMXbMZ+YmlVUCJp1Op8sVJMdgT+/jDyszY9mPLvU+DwBMDQbN+cLL7jNL/FyJRB0M9+YVPt+098DBU2eNBukGfD454s/t5kaDJRLJy9JXsu+6m3SiZaEnJ0rs5NZb6Zavbup7Y5Nl/a7jTp9HpVKra2pLy18DgNEg3cO/bgQAfZ3+NBpVKBTN//5nVbby5aSbRoN0c/MLvwvavTFwsd4AbQ2O6qSxjmcuxwIA3t/Wh/TU2SaMGz2CO3JYQupdomSw7gBjfb2cpwWeC1a42I+8kpxqbjT4YW5eZwejiX7TP4+dusN7WPiy+N6DLDKZ/OWMqQAQONvvcMS5c9cS3ed+pa2hHh5zVVBTG/33bkvTDv5R2UqKP341//ttexb/uPnajVtlbyquXk+lUqm/fre8wypNch5jaWqUkZU78n/+o22sLien5BU+X71otvPoEZ07NinG+noAkJnzZOUvO54UPq+sEpBIpCeFz9du3/vLqqVtvUtBnrXtwJGa2rqE1LT+mhp5hc8f5uYN0OpnaWr03jXpKp0ZDdEpjzcoIR6OCvUdvmVDCRsAlMniALWmWQDEx9eLXSvjfgtfFucVPq+sEpgMHvTD0vm3zh4dqK0JANr9NA4FbRg0sP/52KSHuXnn9u9at2yBkqJCdFwycY2K90JpqKni/U99SE+dbWm/rPzXZ5pMJoft2TrCauir1xUp93n7N/9gbjgYAOobG9rYQOsaGhsBgEKhRAbvfFZUkpaZNVh34PFdm4cYGwCAvs6ApJMHxzvYJd2+dzL6spmh/rn9uyZy7WXZ8prFcw4FbTA1GHT6Umxqeua40SPiQ/ePHdXxUAKNRrt6JDjg88lFr8oOnoqkUijbv/968zdfdeq4mvl84riV82aqKCseCDurwGJF7tv55YypVApFurHWUj+OWnzo/omOoy8n39x56FhqembA55OTTh7Ee0Z6Fik8gPvet34MfKlK/EiBsF6zcoNmJQAkVDOcnmhKl+A/na4Uk3VpogLzFx9Sb1mIxWIX/8XxKXdWL5q95dtl3b27D9ThPTh7+dlGPm0RP634oA7OXf3fWDEa25ovxFWox2cQ4p9dAIisZOFX0cRXX/fxC/w+Izv3YW6emgp75byZ3b27j6A3n23kv+BDR0MC1KqtWI3cx/34EkrLpcRvHwGgUkxeUaQKAMpkMTF9qPvc4T18VlQybKjZng3fcVRVunt3H0evPdvIf0EXDJ1aMRvTTYq98jUy2viNEy7gGQf/ogvUELzfuGmn5MZFdfcuekTvPNvIf0HXDJ3qyYkSDEo8lWuVyWIv5Vb60goaqVF8FgBYMhuJdjLyftDZRnpEl03KYlMkkYPaHArWkxM5KtQXNFDbWQeRHTrbyMf38WZwJhiUfLR9IehsI10O3f0ZQRCZoGCBIIhMULBAEEQmpPAAbk/XAUGQPoAKAJ8fbuVGgMhHFjHbCf0hkF4rYrYTugxBEEQmKFggCCITFCwQBJEJChYIgsikK4NFpRAbdLnKOk5QKeyTiXwQBGlHp4NFZLFwY3Z9q+EgoVxUUCtJ54tnp73PfZkQBOnNOpnGhlfnnVqzIas+pLCVG8ByOVRLZQoARBYLI4uFXVNBBEF6B1mDRaUQ806t2Z3XQLxsuQ6bRgqxabpl+wqerNkZvby8SCTS9u3bm5WXl5fTaDQSiSQSiWTcVIciIiJIJFJ5eXnHqyJ9x6NHjyZNmqSmpsbhcNzc3B48eEAsunnz5tixY9lstrq6uoeHR2Zm6xkJEVnIFCwKaiVOydWtNhYKaiXWcQIiNFgpU9abMPDyVlsfrWKxWMePH29WGB4eTqPRZNwC8p9VXFzM5XL5fH5oaGhISEhpaemECROqqqoAICcnx8XFxcjI6NatW7GxsWQy2dnZ+dUr9LP999RxsEjni63jBOn81vMdhBQ2pvPFu/Iadj1panQE6DbdwYlohnTI3t7+/v372dnZ0oUnT54cOXKkjFtA/rOOHDkiEAjOnz/v6urq4eFx9OjRoqKixMREAIiKisIwbO/evcbGxhYWFnv27CkrK4uN7SDbKNKWDoJFSGFj+6MbLUODHos8S0cOANL54oJamW7opqmpaWlpKd24ePnyZXJysouLi/RqBw8eNDMzo9PpHA7Hz8+vtLQUL/fx8Zk6dWpoaKihoSGTybSxsbl9+za+SCQSLV26VEVFRUlJydfXl89/l/OyrKxs5syZWlpaDAbDyMjo999/x8vHjBkzfvx46f3+73//s7Ozk+VAkI9vwYIFGRkZysrK+MuBAwcCQFlZU0pRMplMoTTdr5ROp4MMCQSRtjQPFiGFjSrRfNLZSvwx+14H4xp6LHLL6w4up+meOgllMnU3iMXiqVOnnjhxgigJCwsbMmSIoaEhUXL06NH58+f7+vryeLxTp07dvXvXw8MD/8PTaLTU1NRr166lpKSUlJRwOJzZs2fj79q6dev+/fu3b9+elpZmb2//888/ExucNWvWnTt3Tp06xePx1q5du3LlysjISACYN29ebGxsUVERvlpNTc2lS5cCAgJkORDk41NRUTEyepeAJyYmhkQijR49GgCmTZtGoVA2btzY0NBQW1v7yy+/aGpqenj0sXRTvUh4ABeT4pgkgDMVHT7WP6oj3lLRKMELZ92twUvuV4partYWT09PPz+//Px8ALh9+zZeOHz48M2bN4eHhwOAUCjEMMzKysrFxYV41/nz5wHgxo0bGIb5+fkpKipWV1fji44ePQoANTU1GIYZGhpOmTKFeJe/vz8AlJWVYRhWUlJSWlpKLLKxsVm8eDGGYbW1tcrKytu2bcPLw8LCGAxGZWVlhwfygZr9IZD3UFBQwOFw5s6dS5QkJSWpqqqSyWQSiTRw4MD09PQerF6fFh7A7YJJWWwaCR8xJS46rJSbGn4yXoYAgJ6e3qhRo/Arkby8vLt3706bNo1YKhQKeTyevf27tFS2trYAkJ6ejr80NDSUl5dvqg+bDQAVFRWNjY1PnjyxtrYm3iXdCVJeXj5r1iw2m00ikUgkUlpa2ps3bwCAyWT6+vriEQcATp8+7e3tTbRykV4rNzfXwcHBwsJi7969eMmTJ0+++OILLy+v1NTUGzdu2NnZeXp6lpSgGw6+p66ZwcmmkVotlz1YAICvr29YWJhEIjl58uSIESMGDRpELKqpqZFIJCoq79J/4M/xTm8AYDKZzbaGYRjeuJD+Pyee19fXT548uba2NjU1FW+54A1X3Pz583k8Ho/Hq6+vj4mJIS5qkF4Lv8wcNmzYhQsXGIympI1bt25VUVH5+++/hw8fbmdnd+zYsfr6+j179vRsVfuu7v1tSFtBpFVTp04tKyu7fv36yZMnp0+fLr1IXl6eQqFUVFQQJXgroP0vfBaLBQDSnZqvX7/Gn/B4vKdPnwYFBZmYmFCpVACQ/sKxtra2trYOCwu7dOmSioqKs7Oz7EeBfHw5OTnjx4+fPHlyREQEESkAIDc319jYmERq+hDSaDRdXd3Hjx/3UDX7vK4JFonlIpAKDcToCXE9Igt1dXUXF5d9+/Y9evRo6tSp0otoNJqlpeXNmzeJEvz58OHD29kgnU7X09O7f/8+UZKQkIA/EQgEAKCoqIi/vHHjRl5eHibVTz5//vzw8PCwsDB/f38yGf3crvcSCoWenp7Ozs4HDhxo9pfS1dXNzs4m/qxCoTA/P19PT68HavlJaP5voMfq9D9GK4Mg5U2DIJ1qWcDbKxEnJydNTc1mi1atWnX16tVt27bl5+fHxcWtWrXK0dFx2LBh7W9w+vTp586d27dvX2ZmZlBQENHHYWlpyWKxdu/eXVRUFBMT880337i7u+fk5BDDsb6+vi9fvjx9+jQaB+nlgoOD8/Ly/Pz8EhMTE97Kzc0FgEWLFj1+/DgwMDArK+vhw4eLFy8WCARz5szp6Sr3Vc3zhoTYsIipEwCwIas+sbyD4c8NWfUAoEx9N+eCGDH10u7cFEwvLy86nS7dtUmYPn16XV3dtm3b1q5dy2azPT09t23b1uEG169fX1ZW9u2330okEnd3923btk2ZMkUoFGppaYWEhHz33XfHjh2ztbU9dOhQYWHhtGnT3N3d7969CwDKyspOTk58Pt/AwKBTh4B8ZLGxsSKRyMvLS7pw4cKFwcHBo0ePjomJ2bRp06hRo8hkspWVVWxsrImJSQ/VtM8jhQdw27/1YyCvruVczPUmjA2mDABIKBc5JVdLl+A/VK8UYrpMcoGrUrfVvHuVlZXp6+vv37+/We9J90H34ER6s4jZTh1nJNtlwbRSprQ1O4vLoeLzNfFIAQCRRUK8z0K6hdKHlJeXP3369Ouvv9bX12/WdYIg/2Uy9VAE6MrdH6uo3EZgCbFhET82rRRiKzLrAECZCoEG9C6q5EcVGhrq4OBAoVCioqKImcIIgsjanWmlTEl3VrLsaHQjIK0Wb1YEGjA627vZSyxfvryhoSExMRF1myOItE6MfeixyAkOCp5aNGVq6z2XBbWSqGIhAFgqU4irEgRBPg2dy6LOppEiR8q3tVSPRXbkUAtqJO2sgyBIH9W5YNGhBAeFrt0ggiC9BJqbiCCITFCwQBBEJihYIAgiE1J4ALen64AgSB9ABQA0y7g3QNO9kd4sYrYTugxBEEQmKFggCCITFCwQBJEJChYIgsikK4MFfieL9pMSIQjSR3U6WEQWCzdm17caDhLKRQW1knS+eHZaB6mJEATpczoXLAJ5dd6pNRuy6ltNeszlUPHfsEcWC1vNoowgSN8la7CoFGLeqTXE/fVabVmwaSTiLjhEXvX2zZgxg9SG4OBgGev2fpYuXTpkyJBu3QXycTx69GjSpElqamocDsfNze3BgwfSSzMzM01MTPDUU8iHkClYFNRKnJKrW20sFNRKrOMERGiwUqa0TH3ajjVr1lx9S1tbe/z48cTLSZMmdeZAkP+o4uJiLpfL5/NDQ0NDQkJKS0snTJhAZJ86dOiQnZ0dnhoG+UAdn8R0vtgpubqtPsuQwsZ0vjidL9ZlkfH76AXoym3MrgeA3XkNHd6G09zc3NzcHH/OZDK1tLTGjRvXuSNA/tuOHDkiEAjOnz+PZ5zS19c3NzdPTEzEv2w2bNgQHh6ekZGxdevWnq5pn9dByyKksLH90Q0iHBBXKHosMn4L33S+uFPpC1vy8PCQznl97NgxEolUXV0NACKRaN26dbq6unQ63dDQkEhvCQDJycljxoxhs9mKior29vZJSUl4eVFRkZubG5PJ1NTU3LBhg/SOysrKZs6cqaWlxWAwjIyMfv/9dwAQCAQKCgqbN28mVhOLxRoaGmvWrPmQg0K61oIFCzIyMojcdAMHDgSAsrIy/OXNmzcnTpzYY5X7tDQPFiGFjSrRfNLZSvzR1k29CXoscsvrjnfZhso6yDny3r7++usdO3Zs3LjxwYMHK1euXLly5YEDBwCgpqbGw8PDzMwsJSXl1q1blpaWEydOxPMe+vv783i86OjouLi4srKyM2fOEFubNWvWnTt3Tp06xePx1q5du3LlysjISEVFxalTpxIZkgEgMTGxrKwMpR3qVVRUVIyMjIiXMTExJBKJyFw7YMCAHqrXJ6hFsHjW2NlZEsRdvIlEZFbsTmdR7xQ+n79v376VK1cGBAQYGhouWrTI399/+/btAJCXl1dVVeXn52dqampmZrZ79+6YmBg6nf7y5cvY2NjVq1c7OzubmZnt2bOHTn938/HDhw8nJSU5ODgYGRnNmjXL0tLyypUrADBv3rzs7Gw87RAARERE2NnZGRsbd8dBIR+usLBw6dKlc+bMQX+j7tAFk7LYNBI+YkqEBiLFaTcFi4yMjMbGxrFjxxIlXC43Nzf39evXxsbGpqamvr6+W7duvXfvHoVCcXR0ZLFYWVlZAGBtbY2vTyaTbW1tibeXl5fPmjWLzWbjAzFpaWl44uVRo0aZmZnhjQuJRHL27FnUrOi1cnNzHRwcLCwspK9JkS7UNTM427rrfzcFC7yve8KECYy3Zs+eDQCvXr2i0+nJyckzZsw4ePCgjY2Nnp7eiRMn4G0mZOms68Tz+vr6yZMn19bWpqamCoVCDMOIRiwAzJ0798SJEyKR6MaNG3w+38fHpzuOCPlAaWlp9vb2w4YNu3DhgnQidaQLde9vQz4wdQiJ9K+319U1DdDi/+fHjh1Lf4vH42VlZenr6wOAmprali1bHj9+nJOTM378eD8/v4yMDHl5eQDg8/nE1l6/fo0/4fF4T58+DQoKMjExwcfYSkpKiNX8/f35fH58fPzp06e9vb2lww3SS+B/6MmTJ0dERKBI0X26JljgyZOJ0ED0elh1lJSofWw2mxgwB4D79+/jTywtLel0ellZmclbampq6urqdDo9Pz8/KioKX83IyGjfvn1UKjU9PR2/iCW2gLcU8Od4o0NRURF/eePGjby8PAxrOgQOh+Pl5RUWFhYeHo63X5BeRSgUenp6Ojs7HzhwgExGP4zsRs3nWeixyImd3EQrgyBvezo/sGUxbNiw06dP37t3z8LC4uLFi3FxcXi5kpLSggUL1q9fz+FwbG1tCwoKAgMDdXV1o6Kinj17NmXKlKCgIHzM9dSpUwAwYsQIXV1dOzu7LVu2GBgYqKur7969m/gKsrS0ZLFYu3fv3rBhQ3p6+qZNm9zd3XNyckpLS/v16wcA8+bNc3d319TUlO4lQXqJ4ODgvLy8oKCgxMR3n1xtbW0jI6M3b97weDwAePr0qUgkSkhIAABNTU2USP09hQdwsX+LLxMSD8ckAZypaPlY/6iOWF/3Ih/OVCifq6holOAlyzNq8dXya8SYzAYPHjxr1izpkpqampkzZ6qoqCgrK8+cOfP06dMAUFFRgWGYUCj88ccfdXR0aDRa//79lyxZIhAI8HcdO3bM2tpaXl5eSUnJzs4uJiYGL8/Pz3d2dqbT6RoaGuvWrVu7dq2RkRG+6NSpU4MGDWIymY6OjllZWZcuXWKz2TY2NvhSsVisqKj4ww8/yH4s76HlHwKRhaenZ8tP9cKFCzEMu3jxYstFzT5jiIzCA7ik8ABu+7d+DOTVEROuCOtNGHiCwoRykVNytXQJ/kP1SiGmyyQXuCq9bxDrRS5dujRp0qSnT5/iE366CboHJ9KbRcx26ni69y4LppUypa3ZWVwOFZ+vSSQ3jSwS4n0WHc717v2eP3/O4/Hmz5+/cOHCbo0UCNL7yfQDmwBdOSs2hZsk4Lc2IZP4pSkAVAqxFZl1AKBMfTdZq+8KDAy8dOmSj48PPuMLQf7LZP01npUyJd1ZySu1JoMvbme1gLRavFkRaMD4wN7N3gDvJUEQBDo1dKrHIic4KHhq0ZSp4KVNa7lCQa0kqlgIAJbKFOKqBEGQT0PnfufPppEiR8q3tVSPRXbkUAtqJO2sgyBIH9XFNwVJcFDo2g0iCNJLoBlvCILIBAULBEFkgoIFgiAyIYUHcHu6DgiC9AFUAECzjHsDNN0b6c0iZjuhyxAEQWSCggWCIDJBwQJBEJmgYIEgiEy6Mljgd7JoPykRgiB9VKeDRWSxcGN2favhIKFcVFArSeeLZ6d1kJoIQZA+p3PBIpBX551asyGrvtWkx1wOFU8gElksbDWLMoIgfZeswaJSiHmn1hD312u1ZcGmkYgb4RB51dtna2vL5XKlS65cuUIikYKDg6ULZ82apampKWNVcUOGDFm6dGmn3vIeysvLSSRSREREd+8IacejR48mTZqkpqbG4XDc3NwePHggyyKks2QKFgW1Eqfk6lYbCwW1Eus4AREarJQpLVOftsPFxSUlJaW29t1lS1xcHIlEIm7kjYuPj3dxcZGlqsh/TXFxMZfL5fP5oaGhISEhpaWlEyZMwDNItLMIeQ8dB4t0vtg6TpDexg2yQgob0/niXXkNu540NTpa5lVvh4uLS2Nj4/Xr14mS2NjY8ePHJyQkYG8zdzx+/Pj58+coWCCtOnLkiEAgOH/+vKurq4eHx9GjR4uKivC0AO0sQt5DB8EipLCx/dGNlqFBj0XGb+Gbzhd3mL5w1KhR8vLysbGx+Es+n3///v0lS5aUlZVlZmbihfHx8QAwbtw4AHj16tXMmTM5HA6DwbC1tZVugNy4ccPKyopOpxsbG58+fZrIZvbXX39paGjcu3dvxIgRLBZr0KBBhw8fJt6Vlpbm7OyM5w3w9PTMz8/Hy4VC4apVq3R0dBgMxsCBA7/++uvGxqaG0r59+3R0dJhM5ujRox8+fEhsSiwW//jjj4MHD2YwGAMGDFiyZElNTQ0ArFu3TllZmUinBgC///47k8msrKxs/+QgsliwYEFGRgaRKQ6/r3JZWVn7i5D30SxdxeGCBvb5ylZzhbSVN2T9ozq88HBBA7GRZiXtmDhxIpGhIyoqisViNTQ0GBsb79y5Ey+cNm2aubk5hmEikcja2nrw4MHXrl179OjR0qVL5eTkMjMzMQyrrKxUVVXlcrnp6em3bt1ydnZWU1NbsmQJhmEHDhyg0+kTJ07Mzs5ubGz84YcfaDTaixcvMAwrKChQVFR0dXW9f//+nTt3xowZo6+vX1dXh2HYzz//rKGhcfny5by8vAsXLvTv33/NmjUYhiUlJQHA8uXLs7Ozo6OjbWxsACA8PBzDsKCgIAaDER4enpOTc/XqVR0dneXLl2MYlp+fTyKRTp48SRyyg4PDtGnTWuZlkDGDA9KOkydPkkik7OzsTi1COhQewG0eLNrKKtROsKholOCFs+7W4CX3K0UtV2vLb7/9RiaT37x5g2FYYGDguHHjMAxbsGDBpEmT8BX69esXGBiIYVhMTAwAxMbG4uVisdjY2HjBggUYhoWGhgIAHjgwDHvy5AmJRCKCBQAkJSXhi54/fw4AFy5cwDDs22+/VVRUxLMWYRj27NkzMpl8/PhxDMO8vb3Hjh1LVDIrKysnJwfDsPnz52toaIhEIrz80KFDRLCorKwsLCwk3rJy5UpTU1P8uYuLi7u7O/68uLiYTCZfvny55R+jw3OFtK+goIDD4cydO7dTixBZhAdwu2BSFptGwkdMiYsOIsWpLFnUXVxcJBIJnlouPj4eHxzhcrlJSUlisTgrK6u0tBTvsLhz5w6VSh0zZgz+RjKZ7ODgkJKSAgCPHj2i0WhDhgzBFw0ePFhdXV16L1ZWVk21ZbMBoKKiAt/gZ599hpcAwMCBA/X19fENenp6xsfH+/j4REREVFRUmJiYGBkZ4TuysLCgUJoOcOTIkcQuMAz76aeftLS0KBQKiUTasWPHmzdv8EXz5s27fPnyq1evAODs2bPa2tr4VRXShXJzcx0cHCwsLPbu3Sv7IkR2XTODs627/ssSLIYMGaKlpRUXF4dnpnRycgIAvBP7/v378fHxNBrN0dERAKqqqkQikYKCAuOtw4cPl5aWAoBAIFBS+lf2s2bpzplMpvRLDMPwDSYnJzOk5OXl4RucNWtWdHQ0nj9RQ0Nj2rRp+LWuQCCQ3rL08yVLlly8ePHEiRO1tbUYhq1du5ZY5OXlxWazT548CQARERH+/v4ohW/XSktLs7e3HzZs2IULF5olUm9nEdIpXXzD3mZkTB0ybty4mzdv3rhxg8lkDh8+HAC0tLSMjIyuX7+ekpKCd4ICgLKyMoPBIDKh4/AveXl5+WZDYq9fv+5wv8rKyvb29vv27ZMuJNKpu7m5ubm51dXVxcTELFu2bOHChWfOnJGXl+fz+S33gmFYVFTUDz/8QEwbKSkpIVaTk5ObOXNmWFiYr69vUlJSs1kkyAfKyckZP368t7f3/v37m0XhdhYhndU1py+xXARSoYEYPSGuR9rn4uLC4/Hi4+Pt7e1ptKaMJFwu9+bNm7du3SIGTW1tbevr6yUSiclbTCZzwIABAGBsbCwUCokpNw8ePCAuAdpha2ubl5c3ePBgYoNkMllLSwsAoqKiCgoKAIDJZE6ZMmXRokV4kDI2NubxeGJx00AyfvUEACKRqK6ujgg0fD4/KioKw96NIs2fPz8lJWX37t0jRowwNDSU5bQgshAKhZ6ens7OzgcOHGgWDtpZhLyH5mdQj9Xpc0pMvuJymtopCeVNaQ5lbFm4uLiIRKKQkBD8GqRpa1zutWvXCgsLiWAxbtw4a2vrGTNmJCUlFRQUnDhxwtraGv+W9vDwUFRUXLp06e3btxMTExcsWNCvX78O97to0aKqqqqAgAAej/f48eNNmzaZmZndu3cPAHbt2uXj45OUlJSfn5+YmBgWFubg4AAA06dPf/XqVWBgII/HCw8PDwkJwTdFo9FsbGxCQkLy8vLS0tK8vb29vb3fvHmTnZ0tEokAwNTU1M7OLigoKCAgQJZzgsgoODg4Ly/Pz88vMTEx4a3c3Nz2FyHvo2UnfHyZkHi0NTgiPcyhe5EPZyqUz1VUNErwkuUZtfhq+TViGfta8b7JlJQUoqSoqAgA2Gw2MfSAYVhpaenMmTPV1NTodLqJiQkxvIph2LVr18zNzWk0mqGhYUREhL29PT5Qgo+GCIVCfDWBQAAAR48exV/evXvX2dmZxWLJy8vb2dldvHiR2NGMGTM0NTXl5OQGDBjw5ZdfVlVV4Yt27typra1Np9Pt7OzS09MBAB9A4fF4w4cPZzAYZmZmUVFRL168GDx4MIfDyc/Px9+4bds2/Cqm1TOARkPej6enZ8tP9cKFC9tfhHRWeACXFB7Abf/Wj4G8upZzMdebMPAEhQnlIqfkaukS/IfqlUJMl0kucFVqucH/JgzDRo0aZWFh0ayLhIDuwYn0ZhGznTru4NxlwbRSpsy+1/qvzrkcKj5fk0huGlkkxPssiMmd/3F1dXVPnjz5448/MjMz8QERBOmLZBoNCdCVs2JTuEkCvqiVpcQvTQGgUoityKwDAGUqBBrQu6iSfdujR49Gjx6to6MTGRmpq6vb09VBkPck69CplTIl3VnJK7Umo41flOEC0mrxZkWgAUPG3s1Pno2NTX19fU/XAkE+VCfGPvRY5AQHBU8tmjIVvLRpLVcoqJVEFQsBwFKZQlyVIAjyaejcpCw2jRQ5Ur6tpXossiOHWlAjaWcdBEH6qC6ewZngoNC1G0QQpJdA09oQBJEJChYIgsgEBQsEQWRCCg/g9nQdEATpA6gAgGYZ9wZoujfSm0XMdkKXIQiCyAQFCwRBZIKCBYIgMkHBAkEQmXRlsMDvZNF+UiIEQfqoTgeLyGLhxuz6VsNBQrmooFaSzhfPTmv95hcIgvRdnQsWgbw679SaDVn1rSY95nKoeAKRyGJhq1mUEQTpu2QNFpVCzDu1hri/XqstCzaNRNwIh8ir3r4ZM2aQ2hAcHIwnFrt27ZqMlfxAS5cuJdIUIX3Io0ePJk2apKamxuFw3NzciJu8S/vrr79IJNLff//98av3yZApWBTUSpySq1ttLBTUSqzjBERosFKmrDdh4OWttj6aWbNmzdW3tLW1x48fT7ycNGlSZw4E+Y8qLi7GU1KFhoaGhISUlpZOmDChWRKZkpKStWvXEnnkkPfT8U/U0/lip+TqtvosQwob0/nidL5Yl0XG76MXoCu3MbseAHbnNXR4G05zc3Nzc3P8OZPJ1NLSks7r9+TJExkPoy1CoZBIRIJ8ko4cOSIQCM6fP49nh9PX1zc3N09MTJT+slm+fLmrqyueKxd5bx20LEIKG9sf3SDCAXGFosci47fwTeeLZUlf2KG6ujo/Pz9FRcV+/fotW7ZMIpEAwN27d0kk0t27d4nVDAwMVq1aBQC///67pqZmdHR0v379vvnmGwBITk4eM2YMm81WVFS0t7fHM6EDQFFRkZubG5PJ1NTU3LBhg/RO79y54+LioqqqqqCgYGtri18KCQQCBQWFzZs3E6uJxWINDY01a9Z8+GEi72fBggUZGRlEHsmBAwcCAJ5rEnfx4sXLly/v2LGjZ+r3CWkeLEIKG1Wi+aSzlfijrZt6E/RY5JbXHe+yDZW1doffTlq3bp2dnV1KSsqKFSv27Nlz+vTp9teXk5OrqanZu3fv0aNHly1bVlNT4+HhYWZmlpKScuvWLUtLy4kTJ+KJkf39/Xk8XnR0dFxcXFlZ2ZkzZ/At1NfXu7q6KioqxsbG3r5928HBwcvL6+XLl4qKilOnTj169Cixr8TExLKyMpQ3qAepqKjgOatxMTExJBJp9OjR+Mva2tovv/xy8+bNeKI55EO0CBbPGjs7S4K4izeRiMyK3Yks6h0aP3483vW4evVqPT096dZEq6hUanV19bJly8aPH6+vr5+Xl1dVVeXn52dqampmZrZ79+6YmBg6nf7y5cvY2NjVq1c7OzubmZnt2bOHTm86EBqNlp6efuTIEWtrazMzs40bN9bU1Ny4cQMA5s2bl52dTdQhIiLCzs7O2Nj4ww8T+XCFhYVLly6dM2cO8RfZsGFDv379Fi1a1LMV+zR0waQsNo2Ej5gSoYFIcdolwYL4lgAAVVVVWZKYAgCeYBkAjI2NTU1NfX19t27deu/ePQqF4ujoyGKxsrKyAMDa2hpfjUwm29ra4s8pFEpaWpqTkxOLxSKRSHgGU3y/o0aNMjMzwxsXEonk7NmzqFnRS+Tm5jo4OFhYWOzduxcv4fF4e/bsQSmRu0rXnMS27vrfJcGCxXqXl4REImGYTA0fFRUV/AmdTk9OTp4xY8bBgwdtbGz09PROnDgBAHgeQ+JaV/r5w4cPp06damdnl5eXJ5FIhMJ/DQPNnTv3xIkTIpHoxo0bfD7fx8fnw44P6QJpaWn29vbDhg27cOECg8EAAIlEsmDBgsDAQAsLi56u3SeieyNu96UOIZGab7murs2ZHWpqalu2bHn8+HFOTs748eP9/PwyMjLk5eUBgM/nE6u9fv0af3LhwgU6nf7bb79paWmRSKSSkhLprfn7+/P5/Pj4+NOnT3t7e0uHG6RH4H/WyZMnR0RE4JECAJ4/f37r1q1t27ZR3+Lz+QsXLuRwOD1b276ra4JFYrkIpEID0etBXI90OTabDQDEcHpJSUlxcXGra+bn50dFReHPjYyM9u3bR6VS09PT8cva+/fv44vwlgL+XCAQMBgMKrWpm/aff/4BAKJFw+FwvLy8wsLCwsPDZ8+e3Q0Hh3SCUCj09PR0dnY+cOCA9OWGtrZ2ZmZmuhRFRcX169cnJyf3YG37tObzLPRY5MRObqKVQZC3PZ3d17LQ0dHR0NA4cuTIqFGjqqqqli1bpq6u3uqaz549mzJlSlBQkIeHBwCcOnUKAEaMGKGrq2tnZ7dlyxYDAwN1dfXdu3cTX0p2dnabNm06ePDgxIkTz549m5mZqampmZGRwefz8XbEvHnz3N3dNTU1x44d200HiMgoODg4Ly8vKCgoMfHdJ1dbW9vIyKjZfFwymaytrW1qavrR6/iJaDEaYsOKd1AgHo6cjmdtbciqBwBl6rs5F8SIaauJy7oEjUb7559/bt++raqq6ujo6O/vb2BgIBK1MlLr6Oj4zz//hIaG2tjY2NraXrx4MSoqysTEBACOHz9uamrq5eXl5uY2aNCgGTNm4N0Tbm5uq1evXrNmjZmZ2a1btw4cOLB48eJjx46tX78e36azszODwZg1axbqOetxsbGxIpHIy8vLScpvv/3W0/X6BJHCA7jt3/oxkFdHTLgirDdh4AkKE8pFTsnV0iX4D9UrhZguk1zgqtRtNe9Jly5dmjRp0tOnT/EpQF0C3YMT6c0iZjt13HDYZcG0Uqa0NTuLy6Hi8zWJ5KaRRUK8z6LDud590fPnz3k83vz58xcuXNiFkQJBej+Z0hcG6MpZsSncJAG/tQmZxC9NAaBSiK3IrAMAZeq7yVqfksDAwEuXLvn4+Gzfvr2n64IgH5WsuU6tlCnpzkpeqTUZfHE7qwWk1eLNikADRvf1bvagDiebI8inqhP9c3oscoKDgqcWTZnaes9lQa0kqlgIAJbKFOKqBEGQT0PnsqizaaTIkfJtLdVjkR051IIaSTvrIAjSR3UuWHQowUGhazeIIEgvgaYJIAgiExQsEASRCQoWCILIhBQewO3pOiAI0gf8HxLJp/QNSEL/AAAAAElFTkSuQmCC"
<image>Dave looked at his e-mail outbox to see how many e-mails he sent each day. On which day did Dave send the fewest e-mails?
Tuesday
328
null
Tuesday
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"
<image>The gym teacher wrote down how many tennis balls his students hit in half an hour. Which student hit the most tennis balls?
Ron
329
null
Ron
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"
<image>Austin's Candies has been studying how much chocolate people have been eating in different countries. Which country consumed less chocolate per capita in 2002, Australia or Austria?
Australia
330
null
Australia
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"
<image>A coffee shop monitored the number of cups of coffee sold each day. On which day did the shop sell the fewest cups?
Friday
331
null
Friday
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QQkcQ5Iejz3IpLf/Q09Ozed2ve3f8TlTVN3wCACF+IXpjIQEhAKhvrAeAso+l23Zvin3xrLGpkd4Ax3EA+GPPiZbPzdGxjy+Fnr8Ueh7DsFVL1h7dF0Ck6eGERCzw8fITfdY31jc1NwLAy4xkxalS9JYtn1saGhuGqOLn4//qd+THQAkdQZAfbu+Og65OywBgl//2P079fiX80mYPbz5ePgDg5xMAgLqGOnrj2k+18CWtL1u/KCk1cfq0mRvXbKVyUB2Xzv7U8IloJjpO9G5IVHVtdXJqYmzS84vXzgZd/MtgqpHT3IXDCYneD/GNQiKRBPkFieSuoaa5c+texsZUDuoQVd/whvwg6KIogiAjZ/vGXeOlZauqK7fv3UyUmBlZAEBWTgYxR6Wrq+vug3CiHMfxtKyXAODmssbM0JyTykVk4Z6enrb2thNBR3Yf/E1EWMRulsORvSeXOK8AgLKKUgAgTtJbWz8PEcm9qNvEwoMn9wFggrwSGxub7mR9AKiqqTQ3spxlOVtLfXJTcyMHOweFQhmi6se8Vd8CnaEjCDJyODg4juwLcFhic/H6Oae5i6YZWViYWFmZzXgS88hqnsl0s5kZ2Wm5b3JERcQ2rtmKYZiCrGJ+Yd7Bk/tfpCbcvBdqoGP04mVC0KW/xETEb94LTct6mZb1UlN9cmNz4407V1lZWS1NZwCAuKgEAMQnx678xXWJ8wpTg2mMMfT29gJATl62jbMlHy//nQfhALB2+QYAmGVlO0lV41VettkcPb2phtGxj96XFG3x8J5mZDFE1Si8j4NgnjP0i9fPmc81FFXh5ZZhlZooNGfxjMSUeKLqQ1kJcdsx4zAcMpjGpkbGe7X7/HftVshX9ea+aRlVEtvqu/HHBPvD7TzgTZXElqxzHv5LhrnLY/ZjOdN8lr3NPADw2Laqrb0Nw7DQ4Dtb12+nkCnXboVU11YtdHCJvZcsIiwCAGeOXZqsMeX1m5yH0RGHdh89fiBQSkI6PTu14F3+rUuRyxe6FRYVBJw9dj/qtv5UwwfXn2qoaQKAw+z5FiZWLCwsT+Met7a19gmgq6sTAI7sCxgnLPIkJkqQX3Dbhh1urmsAgI2N7f61J65OyyqrKy5eP8vKwuq/8w8/7wNDV/3vYJIz9N+P79tzeCcAaKpr8fMJ5ORlR8c+TkiJi76VMHmS9mhH95NhYWGRGy9PLDc01jc0NlAoFAkxSaKEm5N79EL7OUxS07Sur1NRUhvtQP4nlOXU9S+8cjqMcZWdnd3P+8CAyXHyJO2EyFTGkoKUD/TlU4fPDLhRTirn/auPBwupJKuaWJhlObt/rbCg8Okj5wd84RBVLR96BtvcSGKShB547gQA/LnnxNoVGwCgrb3NYq5h9uusi9fPooT+tbi5uHMT3hHLfod8Dp7Yr6qknvgg7Wv7wXGcmI0w1qx327jebeNoR4GMRUwy5NLY3AgAAvyCxCqVg3rrYuT7jMrjB/5ibNbU3Oi0cq7wBC51I4Ubd67RyysqP7pvWiarJcorS1bSldmyy7O5pZmocl27gCqJ7T/i5/v7DrnJYgIKHI5LZ1fXVo/Qjv3vmTHfjCqJBQQfI1YfP4+iSmKyWqLE6iL3eVRJ7NTZ4+u2ugkqUpPTXjC+tqOjw8hmKlUSI/6cAoC7D24ZzpoioMAhNVFo/Tb3ls8tAPDXuRNUSUzNUJ7+wvNXg6mSmIq+bP9viJv3Qo1n64iq8Iqp8lk5mjyNe0KvGuyW8cWr5xNBnrkUOEFHWlSFd+Eqx7r6/zuRbGxqXLZ+kfAELulJwr6/76BvMTc/hzGqWxFhxIBJzJeZyHKTxaiS2MfK8j5DLs0tzV47N8hPkRBQ4NA2Vwu+/HefXRjsY5mT/8phiY2oCq+QIqedy8y37wuJ8sFueUcQJknoGmpaALDBe7Xv7zvik2I7OzvFRMVFx4n2abZuq1tpWQkPD+/7kqKVnq7EP4O6+jozO/2QsIt8vPxOdgtpNNpf507MXmhFPJyBQqYAQNDFU2lZL9eu+GWckMjDp5Ee21aN+C7+HNgp7ABw4861WxFhqkrq7OwcjLXrf3XPyE5zmD1/55Y9AHA78uZCd8e8gtzVSz10pxicu3pm+YbFALDQwZWdnb34w/vMnAzihZFP7gHAIkfXPlOMo2MfL1nnXP6xdKGjq6PtglevsxyW2mS/zoIhbxnnYOcAgJv3Qk+eOWpmaE6j0e4+vLVj7xaiz807N9y4c41EIs0wn/Ug+v7121eIcjVldQE+geIP7+sb6gEgLimGlZUVw7CE5FgAKK8oq6qpkhsvTx+bIvT29jostfn7fACFTJlnu6CmtvqX7WsPB/gzthnwY1lSWmzlYBz17MFMC5slziuexUdbO5kT5xmD3fL+3w8f8rNjkiGX4/6B9q7WNXU1hwP8Dwf4s7OzmxmYr1m+Yfq0mYzNJigoH90X0NTcpGYgV99YHx37SF5WIeDM0fKKMvnxCi8eZnBwcFRUflQzkk/Lenn/0R17m3kkEgkAyGTKncsP2djY9KcYTp9n+jA6oryiTFJcapBwxi5WVlYAyCvIzXieJyUhzVh1/PSfV8Mva2tOPXP0IpGX/Y/uAQBvz52//vIbAOhYTnrw5H726ywNNc251o7Xb1+5HRGmNXFyW3vb8/hoAFjkuKTP5p7FPwEAN9e1v3n5AoCdtUNmTjpRNcQt48QxLSp+m5PwjpeHd6qWrueOdVFPIwGg9lNt2L3rAPD3n+fsbea1tbdpmCgRHWIYpq9jFPn4XmZOuoWJVXxSzERVjabmxvjkWAAgZtcZ65n2ifDR84cvXiaQyeRnd16IjhONSXxmv2RW4LkTG1dvobcZ8GN58szR5pZmc2PLCwFXiWZ/nw+4FHpuvdvGwW55H0cZ958OHvLzY5IzdK2Jk3MTi04dOmNvM2+c0LiOjo6oZw/mulpfvH6OsdnqpR4AwMvDqzNZDwCIG4ifJzwFgDnW9hwcHAAgLiahp20AAPRJMgBgbmzJxsYGAAY6RiQSCcdxxqfBIX1Yms7ok81fvIz3OfArAJw7EUK8zy2fW3Lf5ACAotyEj5XlHyvLNSdOhi/3Ui9b5AYAtyLDAOBp7OP2jna9KQbysn2fYzdeShYADgcccFo5969zJyTEJLdt2EHMc3B2WHw16Ka3pw/9lnH4csQJVmYzeXl4AWCKli4A1NXXdXd3vy0qIP4ym2E+CwCoHFRigWCkawIAGa/Saupq8gvzdLX1tTWmvsxI7uzsTMt8CQBG/RJ6YnIcAGhN1Cb+XjQzNG8o6nifUUl8nAgDfiyJG83VlCcSb46akjoAEMM7xF4vcndcs3nFlZuXZk+381y9mX7fIzKWMUlCBwAuTq7li9yunA4ryaqOj3ipNXEyAPgf28PYRkT4/wZhiLuQiQdmEveJCTLceSwoIAQADY319BLiZjYAIJFIXJxcAPCpfoBr9wih/yM1MnMyiMm/F64FEyXNLU3EgssaJ8WpUopTpULCLgIA8Yw9E30zBVnF9yVFr/KyHz17AACL5/U9PQeAFYvd1yxfj2FYxKO7W3Z5TrFQt3QwbmhsAICyj6ULVzmKq/HzyVEEFDg+VpbDl1vGCYxXXIgFGo1W96kWAMhkMr1Q8Esz+HICnvkqPT4pBgCMdE0MdYw7OztTM1MGO0Ovb/wEAPy8Q90aPuDHkrjR/OSZo8Sbs8F7DQCUlX8AgD/2nLAym1HfWH8p9PyqjUsVpkpu/M1jbF5/RvpghiGX8oqy2BfPm5ubiCkuAKCtOfXQ7mNWjibEgyPoLQd8yAORrD8x3HlM/Ksm0jqhtq6GWOjs7CQu3AmP1RMiFhILALR3tBOrjO9bnzaM9Kca7vH2nzHf7NTZ48sWuinKTaA/OnX/b4eUFFXoLaUlZIiFZQvdfA78Gvn4XnTcYwqF4mi7oP+GWFlZj+w9uXf77ynpSUmpiReuBb94mbDT3zvg4OkhbhkfAnHQu7q62trbiJxe+6mGXquhrsXNxZ3xKk1URAwAjPRMiY9KXFJMZk66tKSMtKRMnw6J3axnODmoqqmCL/e1Ewb8WBI3mi9ydHWwdaIXEicT//GWd4SJMcMZ+rvit6s2Lt3i60mfIUCj0e4/ugMAEmKSxKjuEIgbvSIe3SUuK5WWfyD+2jVjuAHsSUwUcT0q8sk9HMdZWFiUFFQG6Y/JiYwThS9DxgBw8+714bxq8qQphrrGrk7Lurq6ft29CQC4OLnUlScCACsr6yzL2bMsZ5NIpO6uLvpzjlyclrGxsV28fra0/ION1RziuR99XLsVsm33pta2VnNjy9+8fA/tPgoA5RWlQ9wyPnScCnITWFhYAIAYUv/c+plYILCwsOhNMSgt//DkeZSyoso4oXEqE1SFBIRCb19p+dzS//QcAAymGgFAZk56ZXUlALzMSJabLKasJ0P/RhwMcaN5U0sT8eaIjhNra2vl4+Uf+pZ3ZIxjhjN0U4NpdtYOdx/eWrZ+kfceLyEB4Yqqj8Q50W9eu//15etXbbpy89Lb94Ums3W0Jmk/fv6wq6vL3NjS2sKG3oadncPUVneKpg7x/AeH2fN/3G8h/o+bMW1W6O2r96PuLHKf19zS1NTSBP8cyhjCri17w+5ej3r24OHTSGsLm189fVzXLtjp752b/6q1rfV25E0+Xr60p6+JxuOExs2ytL378BYALBpovAUAXufnBAQfi459NH2adW9vL/EtPtPcZuhbxoeIUERYxGb6nHsPb6/b6hb1NDI9O5WDg8q4g4a6Jk9iHhWVvFu1ZC0AYBhmoGt87+FtGGgAHQCsLWdP0dRJy3pp6WBkajDtYXQEAGxw28TNxV0/5F8M6902Xr5xPvLxPYclNmIi4rciw1o+t4RfiJikqjHELe/IGMcMZ+gYhl366/rRfQE6k/VoNFr+2zwSiTR92sxblyKXLVz5ry8XFhSOuZe00MGlqqby2q0QdnaOreu33zx/n/EP4bmzHB1tnR4/f0ij0Rxmzz+2/68hOmRuTnMXbl2/XURY5Fn8EykJ6eMHAgGgo7NjOK8VExX/xd0LAH7dvamrq8vR1ulyYKjqBLXQO1djEp7aTJ/z9HYi4zelteVsABgnNG662cwBO/TzPrBzyx4cx4Mv/30p9JyggFDgH2fXLF8PQ94yPnSQxw8EWlvO7uruio595Gi7YMVid2AYYqKfhg+xwIiVlfVuSNRKl9Vtba1Xbl7i4eYd5v3isjJyj8PjLE2nJ6TEhd27rqyoGnb+3gxzawAY4pb3MaLP3Q/DcfnGBaokpjddc+hmP/vzGDA/l6Stv+uNdhj/u9w3LQsJu+ix0nOInz75SR32Tv5fPvQ0Gm32QqvYF8+3eHjv2e7/7y9ABvE/fqC/wePnUXNdrUWERYozq4b5kucJTwPOHB0vLffn3hNDNPtQVqKiLwsAFa8bBhzl+1922DuZGYZcEOazfMPinLzsvILXgvyCv6zePNrhID+9aUYW/1OPRfxBmGHIBWE+6VmpRSXvJmtMCb8YwTghBPkpZGSnOSyxkdEYJ6hAnWKh/vf5AHrVYM9jOH3hFFUSW+Bmn5AcpzddU0iR02S2blZuJlGL4/j+I7vHa4oIT+Ba5D6vsamBXi49SZgqiZVXlAFA7adaTikSVRLb+8cuosFSj4VUSez6rSt9hlxwHA8IPqZpqswvz66sN3773i3E7DW6r30eAwz5FIoRgxL6vwg6eqGtHGe+8Zb/ca/iCxuKOhIiU4l7bZCfSO2n2tmLrJ7GP5lpYbNisXtbe5vXzg2nL5yCIZ/HQDwl4t37wlWblk5S0xQSFE7LeumyZj4xMeni9XP7j/jV1NVYmE5v+dy8Y99WYlvE7bsAkJGdBgDxSTE4jpPJZOL2XaDfwavf9/LG7oO/bdu9qaqm0sFmPpWDevz0ny5r5jM2+NrnMQzxFIqRhIZcEAT5ntKyXjY2NZromxFPml2zbP3V8EtSkjIwjOcx5BfmPb2doD/V8M3b/MnTVN+XFBUWFagqqf19/iQArF7mcXRfAAAsXOVITH8CACNdk/tRdzJepc2xto9LiiGRSDZWcx5E3+/o6Ghtby3+8F5WRq7PA3bqG+qPB/0JAEFHLsyxticeuhCXFJOZkyHw5RbCr30ewxBPoRhJKKEjCPI9yUiOB4C4pBgLeyMLk+mmBtN2bPIlZvc7Oyx2dlgMAPTnMXysLGd8HoOEmKT+VEMAUFZU4ebibvncUlldoTJBNf9tHnx5HgMA2NvMoyd0wy/PYwCAuBfPVSaomhtb3o68mZqZ0tbeBgPNPkrNTOnq6gKAmRY2AMDLw1ue+39TSD+UlRALjM9jiHr2oP/zGACA/jyG9W4b6U+hyH6daWZobmZoYWU2ChNJ0ZALgiDfk6qS2qlDZ4QEhJJSE/f96WvlaKKsN54YDf/X5zEwPmiBuFOXRqM1NjV2d3cDwxMUBBiaaahp8nDzZL5Kr6mrefM231DXxEDHGADik2OJ8Zb+9wcQz2OgclDJZPJge/G1z2MY4ikUIwmdoSMI8p0tX+S2ZMHyzFfpKRlJ129fSc9KXbrOOTuu4Nuex8DLw8vKytrT09Pw5Voo4/MYWFhY9KcYPnr+8Fr4ZQAw0TdTmaAqLCicmBJHPMy5/xk68TyGtva2zs5O4iee6xvqu7q7eLh56G2+9nkMQzyFYnjv2feBztARBPmeEpLjfH/fkZSaOEVLx2Ol5+1LDwCg7D88j4FEIk2QV4Ivz2MAgPD7NxgbGOqZAMDZkNPwZQTGQMc441VaenaqlIS0jNT4Ph1O1dIlnnb58GkEALS2tWqYTJCbLMb4gNUBDfY8Bhj8KRT//n59V+gMHUGQ7+lz2+fDAf7nrgQ5zlnAReVKfBkP/+15DACwYrH7ll2eQRf/qqmtbmpuLCkrBoaxGuKxxu+K3yorqhA/LW2sb/p/D41wdO3fm7Cg8NrlG04EHVmzecXD6IisnIxPDZ90tfUtTKzKPg6Vgod4HsNgT6H4+vfvP0Fn6AiCfE8zzWddDgyVl1W8cedq4PmT9Q2fvD19zhy7CP/heQyrl3qsd9vIy8P7LP6JiLDoCf+/geF5DNoaU4kBd/pwef+FPg74HN6346Cw4Ljrt6/UfqpZvczj9qUHxEybIQzxPIYhnkIxktCt/2MX890RjgwIHegx4rB3MjpDRxAEYRIooSMIgjAJlNARBEGYBEroCIIgTAIldARBECaBEjqCIAiTQAkdQRCESaCEjiAIwiRQQkcQBGESmJ9L0mjHgCAIgnwHrACw6zK6LXgs2uOajA79WIAO9BixxxXd+o8gCMIsUEJHEARhEiihIwiCMAmU0BEEQZgESugIgiBMAiV0BEEQJoESOoIgCJMYOKHjOH7x4kVjY2NeXl5OTk4VFRUfH5/6+nqiNiAggJX1P/269ND9D+3gwYP8/PzCwsL/JQBkLKDRaD4+PiQS6dixY32qsrKyTE1NqVSquLj45s2b//WH55GfTmBgIIZhwcHBox3IiBo4oS9ZsmT58uUyMjJBQUFXr16dN2/eqVOn9PX1q6qqAGDatGl//fUX0fLUqVPLli372q0O3f8Qenp6fHx8HB0dnz179rUbRcaUyspKCwuLW7dusbCw9KkqLS01NzeXkZGJjo4+fPjwuXPndu7cOSpBIj9IVVXVb7/91v/QM70BTrTPnTsXEhJy+vRpd3d3osTOzm7RokVTp07dtWtXUFCQmpqampoaUZWenv61m/zX/od4bVNTU09Pz4wZMyZOnPi120XGlCtXrggLC0dERAgJCfWpOnjwoJSU1MWLFzEMMzAwEBER6erqGpUgkR/E09Nz5syZDx48GO1ARpyfSxL+TxMnTtTV1cX7ycjIaG1txXH85MmTLCwsOI6bmprS+zl9+jQAJCYm0ttnZ2cDQFRU1Nf2j+N4SEiIpqYmJyenoKCgra3tu3fvcBx/8uQJfXMUCgXH8e7u7p07d0pLS5PJZAUFhZMnT/bvFhlM/0PPTMrKyogFCoVy9OhRxipxcfGDBw+OQkyjhLkPdH8PHjzg5eWtqKjg5eU9c+bMaIczcvxckvoOuTQ2Nubk5NjZ2fVP/VpaWlQqlbHk7t272trazs7OtbW1K1askJeXv3z5Mr325s2bEhISVlZWX9t/SkqKi4vL3Llz09LSoqKi2tvbHR0dAcDU1LSgoAAAzp079/HjRwDw8vL6888//fz8cnNzN2/evHnz5jNnzgzviwxhcpKSkgOW19fXV1RUCAkJLV68WEhISEJCYuvWrd3d3SMcHvKDtLW1rVu37sCBA2JiYqMdyyjom9CJUWwZGZnhvJiXl5eVlZVCoQgJCbGysq5YsSI0NJT+1+vNmzeXLFlCIv1jE8PpX0NDo6ioaOfOncrKylOmTPH09MzOzq6pqWFjYxMQEAAAbm5uQUHBpqam06dPb968edmyZYqKimvWrFmyZMkff/wx7H1HxqLa2loA2L17t5aWVlRUlLe3d0BAwK5du0Y7LuT72L17t4iIyJo1a0Y7kNHRN6GzsbEBAI1G+4a+li9f3tzcHBkZCQD5+fn5+fn9r5cOp38KhXL9+nUlJSUymYxhmK2tLQD0nwOTnZ3d1dVlbm5OLzEzMyssLPz06dM3BI+MEcTJuK2t7ZYtW6ZMmbJhw4aNGzceO3YMnaQzgVevXp08eTIoKKjPeeTY0Xe3xcTESCTS27dvv6EvMTGxWbNmEaMuN2/eNDAwmDBhwjf0HxwcvGvXru3bt9fV1eH/HDpn1NzcDAAzZsxg/2L58uUAUFNT8w3BI2MENzc3AGhpadFLjI2NOzo6SkpKRi0m5Hvo7e11d3ffuHHjpEmTRjuWUdM3oVOpVD09vZs3b/b29vapunnz5v3794fuzs3N7eHDhy0tLeHh4QNOZxxO/7dv37a0tFyxYgUPDw98GaXpj5eXFwBCQkKyvnj16lV+fr6cnNzQQSJjmaSkJAcHBzHwQiD+XqRQKKMXFPIdlJWVpaSkHD58mPWLpqam1atX95/mxMQG+MPE09MzPz9/7969jIU5OTmrVq0aMKHjOE5ftrGxERAQ+OOPPwoLCxcsWDDgJv+1/5aWFuI0inDp0qU+WyFoaGhQKJTa2lrlLwQFBYWFhdG/TGQILCwsVlZWt27dopfExMTw8fENdhEV+VmIi4vn5ORkMeDm5vb19Y2Pjx/t0EbOAPPQnZycnj9/vnv37tTU1AULFnBycr58+TIwMFBdXf3w4cN9GvPz82dmZmZmZkpJSQkJCbGwsCxbtszf39/JyYk4v/6G/vX19YOCgpKSkkRERA4fPqygoPDkyZO0tLQ+l1J5eHjc3d19fX2FhIR0dHRKSko2btwoIyNz9+7d7/TmID+xjIwMYlCut7f33bt3MTExAKCnp8fOzu7j42NoaLhy5coVK1akpqaeOnXKz89vzI66Mg02NjZ1dXXGEhKJJC4urqKiMlohjYLB5qheu3bNzMxMUFCQk5Nz0qRJhw4dam9vJ6ro89BxHH/w4IGgoKCgoOCjR4+IktTUVACIjo4eesrkEP03NDTY29tzcXGJi4vv27ePRqPNmDGDm5s7NDSU+Es5LCyMaEmfh87GxiYhIeHh4dHS0vJfJnKOKcw9PVlXV7f/p724uJiojYqK0tLSIpPJEhISvr6+NBptVIP9sZj7QA9hDM5Dx/xckr7v7w16e3vfuXMnPz8fw7Dv2C3y3aGfmhwj0IEeI/a4Jv+nZ2z1kZ+f//z58z///PPatWsomyMIgoyw75nQjY2NMQw7ePDgvHnzvmO3CIIgyHB8z4ReV1f3HXtDEARBvgq6so8gCMIkUEJHEARhEiihIwiCMAmU0BEEQZgESugIgiBMAiV0BEEQJoH5uSSNdgwIgiDId8AKAOi24LEJ3RE+RqADPUbscU1GQy4IgiBMAiV0BEEQJoESOoIgCJNACR1BEIRJoISOIAjCJFBCRxAEYRIooSMIgjCJQRO6np4ehmEYhmlqan5z73/99ReFQhl++2PHjmFfUCgUGRmZxYsXv3z5kt4gNzcXw7CEhIRvDgkZO2g0mo+PD4lEOnbsGL2Q+Aj1V1VVNXqRIv/JgAeaKP/zzz+VlJSoVKqSktKhQ4doNNooxThCBv2Bi5MnTzY1Ne3Zs4f46fRvw8XFxcXF9bWvun//PhcXV1dXV1FR0eXLl/X19Y8ePfrLL78AgISERGBgoIKCwjeHhIwRlZWVCxcurKmpYWFhYSyXlZV9/vw5Y8mlS5eeP38uICAwsgEi38dgBxoAfH19//jjj3379uno6MTHx2/fvp1EIm3ZsmVU4hwZgyb0qVOnAsDff/898gndyMiIj4+PWF6zZo2np+emTZu0tbUNDQ35+fnXrFnzzfEwwnGcRqOxsn7P32xC/ndcuXJFWFg4IiJCSEiIsZyTk9PMzIy+Wltbe+fOneDgYDKZPNIhIt/DYAe6p6fn5MmTXl5eRAY3MTHJzs6+du0acyf0rxhD7+zs3Lp1q5SUFJlMlpGR+e2333p6eoiqnp6eXbt2ycjIUCgURUXFgIAAolxJSWnJkiXEcnBwsLq6OpVKFRIScnR0LC8vH85GMQz7888/xcXFjxw5Av8ccgkMDBw3blxGRoauri6VSpWVlT1//jz9hdeuXZs0aRKFQhEREdmwYUN7eztR7uDg4Ozs7Ofnx8XFFRERMfzdR34uzs7OYWFh/3o+sXv3bjU1NQcHh5GJCvnuBjvQJBIpPT1969at9BIpKana2tqRjW6kfUVCX7du3ZkzZw4fPpyXl7d///4TJ078+uuvRJWXl9eff/7p5+eXm5u7efPmzZs3nzlzBgDU1NT27t0LAPHx8e7u7p6enjk5OZGRkZ8+fXJychrmdtnY2GbNmhUXF9e/vLm52cfH59KlS01NTS4uLqtXr/748SMAhIeHL1q0aNasWa9evbpw4cKdO3fc3NyIV5HJ5Nzc3KysrKioKCMjo+HvPvJzkZSU/Nc2JSUlZ86c8ff3H4F4kB9ksANNIpEUFBT4+fmJ1Z6enidPnjD/P3k/lyR8cI6OjhoaGjiO19XVsbKy7t+/n161efNmTk7Ozs7OxsZGMpm8c+dOepWbm9uECRMY+zl+/Dg7O3tnZyexWlVVlZKS0n9zR48eBYCGhoY+5fv37weArq6unJwcAIiPj8dxnPjOiIuLI9qUlZUBQGRkJI7jOjo6RkZG9JeHhIRgGFZeXo7j+OLFi8lkcn19/RB7PUYMfeiZBoVCOXr06IBVHh4exsbGIxvOKEAHGsfxLVu2UKnUN2/ejGBEI83PJWm4Z+jZ2dk9PT2M3286Ojqtra3v3r3Lzs7u6uoyNzenV5mZmRUWFn769IleYmFhwcbGZmxsHBQUVFJSIiIioqOjM/xvnY6ODjY2tgHHu+mTcIhh94aGBhqNlpGRYWFhwRgPjuMpKSnEKuP3NjJmff78+eLFi6tWrRrtQJAfztvb+8SJE9evX1dSUhrtWH6s4SZ04tIoYx4klpubm4mqGTNmsH+xfPlyAKipqaE3VlNTS0pKUlVV3bFjh6ysrJ6eXmZm5vCjLCwslJCQwDCsfxUHBwfjKo7j7e3tPT09+/fvp8cjLy8PANXV1YyRI2NcREREV1eXvb39aAeC/EC9vb2rVq3666+/IiMjbW1tRzucH67vOW9ZWVlFRYWuri6x2tXVRaVSAYCXlxcAGhoa6C3r6+uJ8u7ubgAICQmZOHEiY1eysrKMq2pqaufPn+/t7U1KSvr111+tra3LysrY2Nj+NcSmpqaoqKjFixcPc5eoVCobG5unp+fKlSsZy0VERIbZAzIWPH78WF9f/xtmYSE/kQ0bNty+fTsmJmby5MmjHctI6HuGfujQIWtr69bWVgDAcTwvL4+Y9K2hocHKyvrixQt6yxcvXvDy8ioqKmpoaFAolNraWuUvBAUFhYWFGW8pSklJSUpKAgASiWRoaOjv719dXV1RUfGv8dFoNA8Pj46Ojg0bNgx3l0gkbW3tDx8+0OORk5Mjk8noxBxh9Pz5c21t7dGOAvmBLl26dO7cuaioqDGSzaH/GfqqVauCgoKcnJzc3NwePHhQVFR06dIlABAQEFixYsWhQ4eUlJS0tLRiYmLOnDmzbds2VlZWHh4ed3d3X19fISEhHR2dkpKSjRs3ysjI3L17l95tVFTUqVOnAgMDtbS0mpubjx8/LiMjIy0tPWBMCQkJXFxcNBqtuLg4ODg4LS3t9OnTysrKw9+rrVu3zp8//+DBgw4ODq2trf7+/gkJCQUFBeh0bOzIyMggBgN7e3vfvXsXExMDAHp6euzs7ERhWVkZukONCQx2oHEc/+2332xtbT9//kwUEgwMDJj5noP+V8AjIiI0NDSoVKqamtqNGzfo5cQ8dHFxcVZWVllZ2QMHDvT29hJV3d3dO3fulJaWZmNjk5CQ8PDwaGlpYeyzp6fHx8dHTk6OQqEICwvb2dnl5+f3v0pLzHIhYBgmKipqb2+fmJhIb9B/lkt3dzdR1dLSAgCXL18mVq9evTpp0iQymSwgIGBnZ1dYWEiUL1682NDQ8FsvIzMV5p78QB82ZFRcXEzUVlZWAsCVK1dGNcYRMjYP9GBX6SorK0c75B/FzyUJ83NJQr83ODahn5ocI9CBHiPQb4oiCIIwD5TQEQRBmARK6AiCIEwCJXQEQRAmgRI6giAIk0AJHUEQhEmghI4gCMIkUEJHEARhEiihIwiCMAnMzyVptGNAEARBvgNWAEC3BY9N6I7wMQId6DEC3fqPIAjCPFBCRxAEYRIooSMIgjAJlNARBEGYBEroCIIgTAIldARBECaBEjqCIAiTGDihx8bG2tjYSEpKUigUcXFxe3v7tLS077XJvLw8DMOSkr7ihqbm5mY/Pz81NTVubm4eHp6JEyfu37+/p6fne4UEAOrq6uvXrx9m43nz5llaWg7dRlJS0sfHZzi9FRUVubm5ycvLc3BwCAkJGRsb37hx4xv6Qfqg0Wg+Pj4kEunYsWN9qo4fP66goMDOzq6ionL58uXRiA75bgY80Lm5udhAqqqqRi/SH461f1FUVJSNjY2zs/O5c+eEhIRKSkoOHTpkZmaWlpamrKz83zfJxcVF//8wWVtbFxcX7969W0NDo6enJzo62s/Pr7i4ODg4+L/H8w1Wr17d2dn5XbqqqqrS0dFRUFA4dOjQ+PHjGxoaLly4sGDBgs7OTldX1++yibGpsrJy4cKFNTU1LCwsfaoCAwO3bt168OBBfX396OjoZcuWCQgI2NjYjEqcyH802IGWlZV9/vw5Y8mlS5eeP38uICAwsgGOqAES+tmzZ1VVVa9cuUKsTp482crKSl9fPzY2dlQS+uvXr1+8eHHz5k1HR0eixNDQkIOD49atW21tbVQq9b+H9LWsrKy+V1fh4eENDQ0RERHCwsJEiaWlZXt7e2xsLEro/8WVK1eEhYUjIiKEhIT6VPn7+2/YsGHTpk0AoKenl5ubu2/fPpTQf1KDHWhOTk4zMzP6am1t7Z07d4KDg8lk8kiHOIIGGHLp6enp813Hzc2dm5u7evVqYjU1NdXKykpAQICLi0tHRyc6OpooDwwMHDduXEJCgrq6Ojs7u5aWVm5ubkhIiJycHBcX16xZs+rq6gCAh4dn5cqVgoKCABAfH29iYsLHx8fNzW1kZBQXFzdgPABAIv0j1G3btiUnJxPZvLa21tXVVUxMjJ2dfcKECSdOnKA3ExEROXnypLe3t4iICA8Pz+zZs6urq4mqxMRETU1NCoWipKQUHh6OYRgAFBQUYBgWHx9PtLl+/TqGYYGBgcQqUZuamso45NLd3b1161ZxcXFOTk5DQ8MXL17Qt87CwrJ3715RUdE+m+6zdxiG9dm78PBwxj8+BuunvLx8wYIFAgICFApl4sSJ9O/gjIwMDMPu3btnaWlJpVKFhYW3bdvW29vbf+tMzNnZOSwsrP95Q0FBQVlZma2tLb1k9uzZKSkpzc3NIxsg8n0MdqD72L17t5qamoODw8hENWr8XJLwfyJSib29/YsXL3p6evrUtre3CwgI2NvbZ2RkvH792svLi5OTs7y8HMfxM2fOUCiU+fPnV1ZWlpeXy8vLKysrL1q0qL6+vqCgQFBQcPv27Yxdff78mYeHZ/Xq1Xl5ea9fv163bh2VSq2vr++zxc7OTjk5OX5+/tOnT1dXV+P9WFtbKykpxcXFFRQUXLhwgZWV9fbt20SVhISEjIzMiRMnWltbi4qKxMTE1q1bh+N4Y2OjgICAmZlZVlZWSkqKhYWFoKCgh4cHjuNSUlL+/v7Ey9esWSMlJbVw4UJiNSgoiJ+fn0ajOTo6WlhYEIVr164VEhK6fv16Wlra0qVLubm5i4uLiU0rKyuvX78+PT397t27nJycxKb7yMvLI5PJ6urq9+7da21t7d9gsH46OzuVlZXV1dVjYmLevHmzc+dOALh37x6O469evQIARUXF+Pj4jo6O0NBQFhaWkydP9um5/6FnShQK5ejRo/TV+/fvA0BpaSm9JDExEQDS09NHIbgRMTYPNKPi4mI2Nrb4+PiRjWik+bkkDZDQcRzfvXs3JycnAPDw8MyaNev06dP0XNPT01NaWtrS0kKstrS0AEBoaCiO42fOnAGAlJQUosrT0xMAqqqqiFVHR8eZM2cybiU7OxsA4uLiiNXu7u6YmJgBk1pubq6Ojg7xDaSqqurp6cn4z6+qqoox0Wtra69du5ZYlpCQMDc3p1etXLly6tSpOI4TJ7M5OTlE+bt37zAMIxL6smXLbGxsiHIVFZV9+/ZJSkoSqy4uLvPmzSP2hUjojY2NZDL51KlTRIPOzk5HR8fHjx8Tm9bR0aFvetmyZYyrjG7duiUpKQkAbGxsBgYGe/fuJb4g6bswYD937twBgMTERMYdt7KywnE8JycHAHx8fOhVM2fO1NfX77PdsfnvPCQkBAAaGxvpJcTb9fTp01EIbkSMzQPNyMPDw9jYeGTDGQV+LkkDz3Lx9fWtrq6+c+fO0qVL379/v3r1aiUlpby8PABgYWFJT0+fNm0alUrFMIybmxsA6uvr6a9VVVUlFvj4+AQFBUVEROirjY2NjFtRUlJSUVFZtGjR77//npGRwcLCYmpqOuCYuJqaWkpKyuvXr48cOSInJxcUFKStre3l5UXU1tXVLV26lI+Pj7iKnZ6ezhiPpqYmfZmPj6+hoQEA8vLy2NjY1NXViXJ5eXn6ELaFhcWLFy9wHK+pqXn79u2aNWs+ffpUUlICAPHx8X1Gz1+9etXV1TV16lRilUwm37x5k97G0NCQ3lJAQIAxKkb29vYfPnyIi4vz9vbGMMzX11deXj4sLIzeYMB+0tPTWVhY9PT+/1P0dHR0srKyGFcZ38A3b94MuHUEYW6fP3++ePHiqlWrRjuQkTDoPHROTk47O7sTJ07k5+c/e/astbV1y5YtAPD69WsnJyd9ff2ioqLe3t7u7u4+L2RnZx9wGQBwHGdcpVAo8fHxLi4uZ8+e1dbWHj9+/LVr14aIVVVVddOmTffv36+url6yZMnRo0dfvnzZ0dExZ86ctra25OTk7u5uHMcZ0x8AcHBw9I+hpaWFh4eHsZyXl5dYsLS0bGhoyMvLi42NnTRpkqCg4NSpU+Pj48vKyj58+NAnoTc1NfXfBB3jlxOGYX12nxGJRDI2Nt6zZ09CQkJRUZGqqqq7u3tXV9cQ/TQ3N/Py8jIOvvPz8zMOBBPftfQe2traBtv6mMLPzw9fDhyBOM8gyhHmExER0dXVZW9vP9qBjIQBEnpFRQUxkEI3bdo0BwcH4uwvMjKSQqEcOXJETEzsv0/qFBQU9Pf3f/v2bUFBwfTp0xcvXkyMwzDq6uoqLi5mLOHm5t6/fz8AZGVlvXr16v379wcPHlRWVmZlZQWA4YTEycnZ5yLYp0+fiAVRUVFVVdXExMTY2FgTExMAMDQ0TEhIiI2NlZeXl5WV7RMJ42u/QXNzc2VlJWPJ+PHjvby8GhsbiT8LBsPLy9vU1MT4JVFfX0//WgIA4m8RQktLy1fNE2ViSkpKAFBYWEgvKSwsZGFhUVRUHL2gkB/o8ePH+vr6Y+Tz3zehV1dXy8jIHDhwoE/527dvRUVFAaClpYWdnZ1InQBw8eJF6HfqPUzFxcV3794llidMmHD69GlWVlbGQQPC5s2bNTU1a2pqGAuJf5CioqLEdw/9bDQxMbGoqOhf41FSUuru7s7NzSVWc3NzGcdDLC0tExMTY2JijI2NAcDIyCghIaH/eAsAaGhosLGx0Sfn9Pb2mpqaftWNKoaGhk5OTjQarc/esbCw0EeBBjRlyhQajZaSkkIvefHiBX3wBwAYb93KyspSU1MbflRMTF5eXkFBgbgCQQgPDzcxMRkj/+DHoOfPn2tra492FCOk7zx0ERGRTZs2/f777zU1NXPnzhUUFKyqqrp48WJ8fHxoaCgA6Ovr79u37+zZs9bW1rdv387JyREVFc3Ozmb8G3aYSktLHR0dDx48OHv2bAAgbo/U1dXt02zTpk03b940MDDw8vJSU1Oj0Wjp6emHDx+ePHnyzJkzm5ubqVTq8ePHd+/enZWVRUwoLigoqK6upg/f9zd79mxubu7169cfOnSovb19+/btjI0tLCw8PDwqKiqIhG5gYFBQUNDa2nrkyJE+/fDx8S1duvTQoUPS0tLq6uqnT5/OyMgwMDAY/puwf/9+R0dHS0tLd3d3aWnplpaWx48fnzhxYu3atUMPAsycOVNNTW3t2rWBgYGCgoJnz57Nyck5evQovcHdu3e1tLT09PTu378fGxsbFBQ0/KiYQEZGBvFHWG9v77t372JiYgBAT0+PnZ19165dK1askJWVNTIyunv3blRU1LNnz0Y5XORbDXGgicKysjIFBYXRDXLkDHgF/NKlSyYmJuPGjaNQKDIyMvb29gkJCfRab29vYWFhXl5eV1dX4qZ8Tk5OT09PYpYLMZCN47ivr6+EhAT9VStXrtTV1e2zoZCQEC0tLU5OTh4eHn19/QcPHgx49ba4uNjDw0NBQYFKpfLz82tqavr7+zc3NxO1N27ckJWV5eDgMDU1zc/Pj4qK4uPj09bWxnFcQkLit99+o/ezefNmeXl5Yjk6OlpNTY2NjU1RUfHmzZtGRkbu7u5EVVNTEysrq4qKCv2FEydOJJFI9CmVjNMWOzo6Nm3aJCIiwsHBoa+vT58aNcSm+4iPj3dwcJCUlCSTyaKioiYmJiEhITQa7V/7KS8vd3Jy4uXlJZPJkydPvnPnDlFOTNu4ceOGjY0NlUoVEhLasWNHb29vn+0y9+SH/mcGAEDMKMVxPDAwUE5OjpgweuvWrVGN9IcbyweaGM+8cuXKqMY4QvxckjA/lyT0e4NMJjc3d+LEifHx8UZGRkM0Qz81OUagAz1GoN8URRAEYR4ooSMIgjCJAR7Ohfzs1NXV8W+ad4QgyE8NnaEjCIIwCZTQEQRBmARK6AiCIEwCJXQEQRAmgRI6giAIk0AJHUEQhElgfi5J/94KQRAE+Z/HCgDotuCxCd0RPkagAz1GoFv/EQRBmAdK6AiCIEwCJXQEQRAmgRI6giAIk0AJHUEQhEmghI4gCMIkUEJHEARhEgMk9Llz52pqajKW3Lhxg0QiBQQEDN1XQEAAK+v/PWB93rx5lpaWQzT+66+/KBTKV8VaVFTk5uYmLy/PwcEhJCRkbGxM/K700HJzczEMS0hI+KptIUwmLi7OzMyMj49PWFjYxsaG+NlVhDnQaDQfHx8SiXTs2LE+VVlZWaamplQqVVxcfPPmzT09PaMR4Mj59zP0+Pj4JUuW/Prrr+vXr/+OG+bi4uLi4hp++6qqKh0dnZycnEOHDiUkJFy/fl1GRmbBggWXL1/+jlEhTCkjI2P69Oni4uK3bt06f/58TU2NlZVVfX39aMeFfAeVlZUWFha3bt1iYWHpU1VaWmpubi4jIxMdHX348OFz587t3LlzVIIcMf/yi0X5+fl2dnbOzs7+/v7fd8Nfm9DDw8MbGhoiIiKEhYWJEktLy/b29tjYWFdX1+8bG8JkwsLCZGVlQ0JCSCQSAMjKyqqrqyckJMyZM2e0Q0P+qytXrggLC0dERAgJCfWpOnjwoJSU1MWLFzEMMzAwEBER6erqGpUgR8xQZ+hVVVXW1tZ6enrBwcGM5TU1Na6urkJCQuzs7Do6Os+ePRush5aWFi4urgMHDtBLaDTauHHjtm/frqSktGTJEqIwODhYXV2dSqUKCQk5OjqWl5f376qnpwfDMOIfJF14eDgRW1paGoZhaWlp9CoFBYUtW7Ywxmxra8vJySkkJLRt27be3t7hbxr52fn7++fn59M/POzs7ADQ57OE/KScnZ3DwsIGPDu8c+fO4sWLMQwjVi0tLWfNmjWy0Y20QT/Tnz9/trGxERERCQsLo4+MAwCNRps5c2ZSUlJoaGhmZqaurq61tXVubu6AnXBzczs5OTGOisTGxtbW1i5btkxNTW3v3r0AEB8f7+7u7unpmZOTExkZ+enTJycnp/5dTZ8+nZWV1czM7P79+21tbV+7n97e3tOnT09ISPDy8vrjjz/+/vvv4W8aYQ40Gq2pqSkjI2PVqlWTJk2aPn36aEeEfAeSkpIDltfX11dUVAgJCS1evFhISEhCQmLr1q3d3d0jHN4IGzih9/T0zJ8/PyMjY8GCBZycnIxVjx8/zszMDAoKsrCwUFFROX78uKys7MmTJwfbgJub25s3b+jnzjdv3tTX11dSUqI3yMzMpFAoS5culZeX19XVDQ0N7X9lAwBUVFSuX7/e2Ng4Z84cPj4+Q0PDffv2ffz4cZj7OWPGjA0bNmhpae3YscPU1PTKlSvD3zTCHOLj4/n4+LS1tdnZ2Z8+fUomk0c7IuQHqq2tBYDdu3draWlFRUV5e3sHBATs2rVrtOP6sQZO6K9fv66rq1u7du327dtTUlIYq1JTU1lZWU1MTP7v9SSSsbFxUtKgz+A1MDBQVVUlTtJ7e3tv3769bNkyxgYWFhZsbGzGxsZBQUElJSUiIiI6OjoDdmVvb//hw4e4uDhvb28Mw3x9feXl5cPCwoazn6ampvRlLS2tN2/efNWmESagpaUVExNz4cKFqqoqMzOzT58+jXZEyA9EnIzb2tpu2bJlypQpGzZs2Lhx47Fjx5j7JH3ghD5+/Pi4uLiTJ0/q6enNmzeP+K4jNDc39/T0cHFxsX9x/vz56urqIbaxcuXKa9eu9fT0JCYmNjU1LViwgLFWTU0tKSlJVVV1x44dsrKyenp6mZmZg4ZLIhkbG+/ZsychIaGoqEhVVdXd3X04FzoEBQXpy5ycnK2trV+7aeRnx8vLa2pqunTp0mfPnpWVlR09enS0I0J+IG5ubgDQ0tKilxgbG3d0dJSUlIxaTD/ewAmdl5eXg4ODhYXl+vXrXV1dzs7ONBqNXsXOzp7FIDc3d+hZ3kuWLGlqanr+/Hl4eLi9vT0vL2+fBmpqasRksoSEBFZWVmtr6/7fos3NzZWVlYwl48eP9/LyamxsLCkpoV/3oGtvb2dcbWpqoi83NjbSL6EMZ9PIzy4qKiomJoa+ysfHJy8v//bt29GLCPnhJCUlOTg4GE9GiST2tbe//Fz+5UK/mJjY1atXY2Jitm/fTpTo6Oh0dHT09vYqf8HBwTHYdQmCkJDQ3LlzQ0NDw8LCli9f3qc2JSWFGLEhkUiGhob+/v7V1dUVFRV9mhkaGjo5OdG/VwiFhYUsLCzCwsJ8fHwA0NzcTJRXVVX1yf7Jycn05aysLDU1teFvGvnZBQUFrVu3jv7haWlpKSoqkpWVHd2okB+KhYXFysrq1q1b9JKYmBg+Pr6hk9XP7t9nbllYWOzatevw4cPh4eEAYGlpqaWl5eLiEhcXV1JScu3aNS0tLWLSyBDc3NwuXbrEwsJibm7epyoqKsrOzi48PPz9+/dZWVnHjx+XkZGRlpbu02z//v3JycmWlpbXrl1LTEyMiory8vI6cODA2rVr+fn5paWlx40bd+nSpY6Ojpqaml9++YU+XR3HcQC4ffv29evXi4uLAwICEhMTianrw9w08rPz8vJ6+/ats7PzkydPHj58aG9v393dvXLlytGOC/kOMjIyYmJiYmJient73717Ryx3dHQAgI+PT3Z29sqVKxMTE48dO3bq1Clvb28mn67q55KE/5OdnZ2GhgZjCY1Gs7Ky4ubmzs/Px3G8urra1dVVUFCQQqEoKysfPXqUaHby5EkWFhZi2dHR0cLCgrEHbm5uHx8fvJ+enh4fHx85OTkKhSIsLGxnZ0dspb/4+HgHBwdJSUkymSwqKmpiYhISEkKj0Yjahw8fqqiocHBwKCsr379/38DAwNPTE8fx9PR0AIiKirK2tiaeGbBjx47e3t6v2jRT6n/omVh0dLSJiQkfH5+goKCFhUVycvJoRzRymPtA6+rq9k9rxcXFRG1UVJSWlhaZTJaQkPD19aWnC6bk55KE+bkkjcDvDUZFRdna2r5//15KSupHbwsZJvRTk2MEOtBjxB7X5H+59f+/Kysre/Xq1apVq1avXo2yOYIgyI/zw4eTNm7c6OTkNHPmzD/++ONHbwtBEGQs++Fn6MSlVARBEORHY+oLvgiCIGMJSugIgiBMAiV0BEEQJoESOoIgCJNACR1BEIRJoISOIAjCJDA/l0EfZY4gCIL8RFgBAN0WPDahO8LHCHSgx4g9rsloyAVBEIRJoISOIAjCJFBCRxAEYRIooSMIgjAJlNARBEGYBEroCIIgTAIldARBECYxQEKfO3cuNpB58+aNfHxfq6ioyM3NTV5envj5UGNj4xs3bnzfTairq69fv36YjefNm2dpaTlEg3fv3mEYFh0d/T1CQ/6BRqP5+PiQSKRjx471qcrKyjI1NaVSqeLi4ps3b+7p6RmNAJHvAx1ouoF/4EJeXv7vv//uUygiIvLj4/lPqqqqdHR0FBQUDh06NH78+IaGhgsXLixYsKCzs9PV1XVUQlq9enVnZ+eobHqMq6ysXLhwYU1NDQsLS5+q0tJSc3Pz2bNn+/v7FxcXr1+/nkwm+/v7j0qcyH+EDjSjgRM6FxfX0OeV36y7u5uNje1H9AwA4eHhDQ0NERERwsLCRImlpWV7e3tsbOxoJXQrK6tR2S5y5coVYWHhiIgIISGhPlUHDx6UkpK6ePEihmEGBgYiIiJdXV2jEiTy36EDzeirx9BXr14tIyPT1tZGrPr7+3Nzc3/48CEjIwPDsHv37llaWlKpVGFh4W3btvX29gLAiRMnREVFIyIiREREtm7dCgA9PT27du2SkZGhUCiKiooBAQH0/oODg9XV1alUqpCQkKOjY3l5+dDljHp6ejAMI5H+sVPh4eHBwcHEcm1traurq5iYGDs7+4QJE06cOEGU5+fnYxgWFxc3b948bm5uERGRX375hQgeABITEzU1NSkUipKSUnh4OIZhAHD69GkODg7652PNmjUYhuXn5xOrp0+f5uXl7enpYRxyqaiocHJy4uXlFRAQmD9//sePH+lBtre3L168uP+m09PTLSwsODk5eXh47OzsiouLifLu7u4tW7ZIS0uzs7NLSUl5eXkx/Sf1azk7O4eFhXFxcfWvunPnzuLFi4njCACWlpazZs0a2eiQ7wYd6H/wc0nC/8nOzm7SpEnt/fT29uI43tTUJCkp6e3tjeN4aWkpJyfnqVOncBx/9eoVACgqKsbHx3d0dISGhrKwsJw8eRLH8cDAQC4urhkzZjx69KioqAjH8Q0bNlCp1PPnzxcWFgYGBpLJ5KCgIBzH4+LiMAwLCgp69+5dcnKyqampvr7+EOV95OXlkclkdXX1e/futba29m9gbW2tpKQUFxdXUFBw4cIFVlbW27dv4zj+9u1bANDS0nry5ElXV9fDhw8xDLtx4waO442NjQICAmZmZllZWSkpKRYWFoKCgh4eHu/evQOApKT/e/eUlZWlpKROnz5NrC5atMjOzg7HcUdHRwsLCxzHu7u7J02apK2t/fTp07i4uClTpkyaNKm3t5fYtKam5smTJ3Nycoi/B4lNl5SUcHNzz5w5MzMzMzU11cTERE5Orr29HcfxvXv3jhs3jng/IyMjJSQktm/f3n9/h9b/0DMlCoVy9OhR+uqnT58A4OzZs4sWLRIUFBQXF9+yZUtXV9foBfjDoQM9dg70wAl9wNSfmppKNIiMjCSTyW/evJk3b56pqSmR6HNycgDAx8eH3s/MmTOJtHvmzBkAiIyMJMobGxvJZPLOnTvpLd3c3CZMmIDj+PHjx9nZ2Ts7O4nyqqqqlJSUIcr7u3XrlqSkJACwsbEZGBjs3bu3vLycXltVVVVdXU1f1dbWXrt2Lf4loe/Zs4deJS8vv3XrVhzHr1y5AgA5OTlEOXEN08PDA8fx8ePHHz58GMfx6upqNjY2X19fFxcXopmUlFRAQADOkNAfPHgAAK9fvyYaZGZmzps3r7y8nNj0tm3b6JseP348sbpt2zZubu6GhgaivLS0lEQiXb16Fcdxe3t7c3Nz+kvy8/MLCgoGfEOGMDb/nb958wYApKSkDh8+nJqaeuLECXZ2duIEhVmhAz12DvTAQy6KiopJ/aioqBC1s2bNcnJymjNnzoMHD86ePUv/iwYAdHR06MtqamrEe0qYOnUqsZCdnd3V1WVubk6vMjMzKyws/PTpk4WFBRsbm7GxcVBQUElJiYiICNHhYOX92dvbf/jwIS4uztvbG8MwX19feXn5sLAworaurm7p0qV8fHzEvJ309PT6+nr6azU1NenLfHx8DQ0NAJCXl8fGxqaurk6Uy8vL0wfoLSwsEhMTASAmJkZTU9PCwiI+Ph4ASkpKysrK+oyep6WlUalUVVVV+rbCwsIkJCSIVUNDQ3pLAQEBIqrU1NTJkyfz8fER5VJSUnJycklJSQBgZ2f3/PnzBQsW3Lx5s6GhQVlZecKECQO+IUgf3d3dAGBra7tly5YpU6Zs2LBh48aNx44dI8oRpjE2D/TACZ1Kper1w8nJSW+wevXqwsJCMzMzeXl5xhdyc3MzdkIfagcAfn5+YqG5uRkAZsyYwf7F8uXLAaCmpkZNTS0pKUlVVXXHjh2ysrJ6enqZmZkAMFj5wLtEIhkbG+/ZsychIaGoqEhVVdXd3b2rq6ujo2POnDltbW3Jycnd3d04jjOmUQDg4OBgXMVxHABaWlp4eHgYy3l5eYkFS0tLIqHHxsYaGxvr6OhUVlaWlZXFxcVJS0v3ybBNTU19+u/zhtOXMQwjNt3c3BwfH8/OoKioqLq6GgCWLl0aERHR2trq6uo6btw4Z2fn2trawTpHGBEfUS0tLXqJsbFxR0dHSUnJqMWE/ABj80B/y41Fvb29W7dutbKyevLkyaNHjxiriLNaQktLy4BXKoiEGBISkvXFq1ev8vPz5eTkAEBNTe38+fM1NTUJCQmsrKzW1tbEN+pg5Yyam5srKysZS8aPH+/l5dXY2FhSUvLq1av3798fPHhQWVmZlZUVAKqqqv51Zzk5OYlvIDpibA4AzM3N6+rqCgsLY2NjTUxMKBSKtrZ2QkJCXFxc/8kt3NzcjY2N9Kudw8HLy2tkZJTFIC8v78iRI0TtrFmzIiIi6uvrr1+/Hh8fv3r16uH3PJZJSkpycHAwfv/RaDQAoFAooxcU8v2NzQP9LQn9+PHjb9++vXbtmpeXl7u7e0tLC72KGBAgZGVlqamp9X+5hoYGhUKpra1V/kJQUFBYWJhCoaSkpBA9kEgkQ0NDf3//6urqioqKwcr79GxoaOjk5EQcNrrCwkIWFhZhYWEiTvrfEImJicQV2qF3VklJqbu7Ozc3l1jNzc2lj9KMGzdu4sSJd+7cyc/PNzIyAgAjI6OEhIT4+Pj+CX3KlCk0Go04oweAvLy8KVOm5OXlDbFpHR2doqIieXl5+htFIpHExMQA4O7du8SJBgcHh6Oj45o1a4b4kwVhxMLCYmVldevWLXpJTEwMHx8fcekFYRpj80APPA+9paUlKiqqTyGJRJo+fXpxcbGPj09AQICgoOCuXbtCQ0O3bdsWGBhItLl7966Wlpaent79+/djY2ODgoL6d87Dw+Pu7u7r6yskJKSjo1NSUrJx40YZGZm7d+9GRUWdOnUqMDBQS0urubn5+PHjMjIy0tLSFy5cGLC8T8/79+93dHS0tLR0d3eXlpZuaWl5/PjxiRMn1q5dy8/Pr6GhQaVSjx8/vnv37qysrH379tnY2BQUFBCDGIOZPXs2Nzf3+vXrDx061N7evn37dsYbrCwsLE6dOqWioiIoKAgARkZGnp6epaWlFhYWffqZPn26ioqKu7v78ePHqVSqt7d3Z2enkpISfSZif2vWrDl16tSyZct+/fVXDg6O0NDQ3bt3JycnT5ky5dixY21tbYcPH5aSkiotLQ0NDTU2Nh5iL8agjIwM4k+r3t7ed+/excTEAICenh47O7uPj4+hoeHKlStXrFiRmpp66tQpPz+/PrNdkZ8FOtD/MPxZLiwsLDiOW1hYGBsbEzNbcByPiIjAMOzZs2fELJcbN27Y2NgQs8V37NhBNCNmuRDD1oTu7u6dO3dKS0uzsbFJSEh4eHi0tLTgON7T0+Pj4yMnJ0ehUISFhe3s7PLz84co7y8+Pt7BwUFSUpJMJouKipqYmISEhNBoNKL2xo0bsrKyHBwcpqam+fn5UVFRfHx82traxFSTJ0+e0PvR1tZeuXIlsRwdHa2mpsbGxqaoqHjz5k0jIyN3d3eiKjIyEgCIqTI4jtfV1WEYpqWlRe+HPssFx/HS0lIHBwdubm4+Pj4HB4fS0lL8ywSbwTadlpZmYWFBpVI5OTn19fUfPnxIlFdXV7u4uIiKipLJZElJyXXr1jU3Nw95AXwAzD35QVdXt/9nuLi4mKiNiorS0tIik8kSEhK+vr70TwhTQgd67BxozM8l6bv83mBubu7EiRPj4+OJwQfkfx/6qckxAh3oMQL9piiCIAjzQAkdQRCESQx8UfQbqKur4/82YwRBEAT5cdAZOoIgCJNACR1BEIRJoISOIAjCJFBCRxAEYRIooSMIgjAJlNARBEGYBObnkvTvrRAEQZD/ef8PcUEaIZf89VgAAAAASUVORK5CYII="
<image>As part of a project for health class, Aiden surveyed local delis about the kinds of sandwiches sold. Which shop sold the most roast beef sandwiches?
Sam's Sandwich Shop
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Sam's Sandwich Shop
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"
<image>Molly is looking at the price of new cell phones online. Her favorite company, OrangeTech, has a special this weekend. Molly can add an upgrade to a phone for an additional cost, or she can buy a used phone to get a discount. The change in price for each option is shown in the table. Which option results in a greater change in price?
buying a used phone
333
null
buying a used phone
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"
<image>How much money does Judith need to buy a beach blanket and a yellow bath towel?
26
334
null
26
"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"
<image>A parent volunteer counted the number of boxes sold by each student participating in the cookie fundraiser. How many students sold at least 2 boxes of cookies?
10
335
null
10
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"
<image>Tracy graphed the daily low temperature for 7 days. What is the mean of the numbers?
7
336
null
7
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"
<image>A plant nursery in Springdale keeps records of how many of its plants are annuals, biennials, and perennials. What fraction of the plants are annuals? Simplify your answer.
33/152
337
null
33/152
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"
<image>A shipping company keeps track of the number of boxes in each shipment they send out. What is the largest number of boxes?
89
338
null
89
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"
<image>Look at Cecilia's pay stub. Cecilia lives in a state without state income tax. How much did Cecilia make after taxes?
841.51
339
null
841.51
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"
<image>The owner of a bed and breakfast inn recalled how many guests the inn had hosted each day. What is the median of the numbers?
11
340
null
11
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"
<image>Look at Gloria's pay stub. Gloria lives in a state without state income tax. How much payroll tax did Gloria pay in total?
476.84
341
null
476.84
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"
<image>The receptionist at a doctor's office kept track of each patient's wait time. How many people waited for exactly 54 minutes?
2
342
null
2
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"
<image>For Earth Day, Oak Grove High's environmental club tracked the number of seeds planted by its members. How many members planted at least 4 seeds?
24
343
null
24
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"
<image>In hopes of raising more funds for arts education, some parents in the Lowell School District publicized the current per-student arts education budget. According to the table, what was the rate of change between 2009 and 2010?
6
344
null
6
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"
<image>At a swim meet, Amanda noted the size of various swim teams. What is the size of the largest team?
55
345
null
55
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"
<image>Troy counted all the beads in each necklace at the jewelry store where he works. How many necklaces had fewer than 50 beads?
11
346
null
11
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"
<image>A hot dog stand kept track of the number of hot dogs sold each day. On which day did the stand sell the most hot dogs?
Wednesday
347
null
Wednesday
"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"
<image>Fred's campground is close to two hiking trails with scenic destinations. One trail ends at an underground lake in the bottom of a small cave. The other trail ends at a mountain peak. The elevation of each destination is shown on the campground map. Which trail's destination is farther from sea level?
underground lake
348
null
underground lake
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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?
87
349
null
87
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"
<image>How much money does Diana need to buy a racing bike and a surfboard?
1,064
350
null
1,064
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"
<image>Look at the table. Then answer the question. At a price of $955, is there a shortage or a surplus?
surplus
351
null
surplus
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"
<image>An author kept a log of how many pages he wrote in the past 6 days. What is the mean of the numbers?
94
352
null
94
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oOh0TiZQU8UqKeHg80DUgTp42bKrnsISLrG7XGlgjUAwGTJ4+DI/HPM1sAwAQCBihAEJ8mEwtZICYt0I7R1TEaDcyJdGMSbkDfuz5rSAQMB1i58D7Y/JJDKhExWE4AIBAAF4Vcp9ltQ0f0b15BhgIfYaWtjS/Q4TBYBSVcBbWsiM1pK4lNsGXw6rKDkcXeXMrmZLXXEMaSW24VBtbpD5CSloaA/cQz7M5cxaosNnC8tLB8c7i8BFSna8RALAaBD1/2FVV2WFpI6uhRWhrE9o7yjWyBGRd6REaUs3Nkrcw2kFOSgpzJ7W5pVmooIgzMiVVvOnRg6L+V4aP37vhehtbVFXZ8Xd0M/KMq6SI9/gBe9wkBdcpikUvudeuNtmOkbMfKycQQLeuNQMAykp5AgGUn8MBg+RKMnac/MeF9++09vwxdvr9ViVlvO8PKh08KPsJO/0Be5gS3m36MKGwSWL9K3EsVzdFLx9lIgnLaRMWveTevdmjoTrmt52drYwGERR9aR8/lciDtfCItb8Yku+B9n+f8WXIK+DUh+OnzlDKedrWv7IYqgxWZUyaqkjRl2a8aL99Q4JLE8rXM1iVkfBv9/ddKF/DwLprRRk4oMpAkQyqDBTJoMpAkQyqDBTJoMpAkQyqDBTJ4HVt8+e4u/V3MwY3sfQb/7djSB3DWPoNtM9AkQyqDBTJoMpAkQyqDBTJoMpAkQyqDBTJoMpAkUz3ysjIyFi8eLGDg4OhoaGdnd2yZctyc3O7XavnsFgsCoVCp9O/4TaHGEKhMCoqytXVlUajubq6RkZGCoW9/hpbN8q4e/eun5+fgoJCWFhYfHx8aGhoXV3dvHnziouLe7tlKAgHDhwIDw+fN2/e2bNnZ82aFRYWdvr06d4O2s07XRcvXjQwMDh48CA8a2pq6uTkNGvWrIyMDD09vd5uHAoAQCAQnD17NiAgIDAwEABgb29fWFh49epVeLb36KbPEAqFONyHH4GVk7tx48b8+fMBALm5uRQKRfziMm7cuN27dwMA/vrrLxsbm/z8/JkzZ9JoNGdn59jYWKRaTEyMo6MjjUabPXt2UVGReLj9+/e7uLhQqVQHB4dt27ZxOBwAQEREhJmZGZf73zebo6OjaTRaS8sgyGX9SrBYbGJi4rJly5CSkSNHsli9/rJjN8pwdXUtLCxctmxZdnb2Z13b8Hg8m80ODw+PiIjIy8ubOXPmli1bampqAACZmZlbt26dOnUqnU5ftWrVrl27kLWioqKioqJCQkJSUlLCw8Nv374dHh4OAJg7dy6bzb558yZSMyUlxc3NTUGhRwn/gxosFksmkxUV39lWCQSCBw8ejB49utfjdr3Y19c3ODj4/v37s2fPtrS0XLx4cUxMTHt7j3KLOzo6Vq5cqaurKyUlNX/+fIFAUFhYCABISEhQUVHZunWrrq6uq6vrjz/+iKyyYMGCW7duubu76+rqOjk5ubu737t3DwCgpaXl5OQUHx8PV2MymVlZWT4+Pl+404OZsLCw8vLy4ODg3g7U/b1JUFBQVlbWyZMnZ8+eXVFRsXXrVldXV/FLQBcYGxvDE/DJ3dzcDAAoKiqi0WjIRcrKygqpD0HQoUOH7OzsdHV1KRTKqVOn4FUAAL6+vvfu3auvrwcAXL9+ffjw4U5OTp+xo0OC33///c8//zx8+LCurm5vx+rR8wwZGZnJkyfv3Lnz5s2bMTExHA4HHkx0C5H4wRfCIQgCALS1tcnL/5fEJz69bdu2tLS0Q4cOMRiM0tLSVatWIYvga0diYiIAgE6nz5o1C4v9jh7GiESikJCQ8+fPnzlzZtKkSX0QsZuDW1tby2azxUvGjBkzderUgoICAAAG0zkJW3yQ+ClIJFJr639pnI2NjfAEBEGpqan+/v4ODg4EAgEAwGQykWoEAsHb2zspKYnFYmVmZn5vl5IdO3Zcv379n3/+6bOesitl1NfXjx079tixY53Ky8rK1NTUwPtrBCIdJpNZV1fXbUg9PT0Gg4GMZx8/fgxPCAQCLpcrKysLz7a2tqampkJi3kF+fn7Z2dnR0dGWlpYUCqUnuzc0uHTpUmxs7NmzZ01NTfssaFfPM1RVVQMCAo4fP15fX+/m5qakpMRkMi9dupSZmXnkyBEAgIaGhoqKSnx8vI2NTWtr686dO1VUuvJ/gfH09IyLiwsNDZ03b15JSUlcXBxcLiUlZWZmFhcXN27cuJaWlj179kyZMiU2Nra4uFhHRwePx+vr61tbW0dGRv7666/fZOcHBVwuNzw8fOLEiRwOBzmLAADW1tZwz9pLdPOka/PmzVQq9eLFiyEhIa2trWpqaiYmJrGxsfBdk5SU1P79+3/99VcLCwstLa3NmzfX1NR0e3Pr4uKybdu2EydO/PPPPyYmJvv27XN3dxcIBACA33///f/+7/+mTJkyatSoTZs2mZmZPXr0aM6cOVevXtXS0gIATJkypbCwcPr06d9o9wcBJSUlNTU1dDq90z8QMjMz4Z67t/g3+To0SBCJRN7e3ps3b+7vhnRmEB3DHvJv8vXBkfHM5XLLysrOnz/PYDAOHz7c3835LhgcyigqKvLx8dHQ0Dh58qSmpmZ/N+e7YHAow8zM7OXLl/3diu+L7+hhEcpngSoDRTKoMlAkgyoDRTKoMlAkgyoDRTKYf5Ov93cbUAYieAAA6pLwlcTSbwyxY4i6JKB8ElQZKJJBlYEiGVQZKJJBlYEiGVQZKJJBlYEimW6UERgYSKFQTp482amcxWLp6+tTKBT4/c1vAp1Op1AofZCxOejgcrn79u1zdnbuS5eE7t/cIRKJV65c6ZR5TafT8Xh8H7QPBQCwffv2tLS0sLAwPT29nJycn376qb29fd26db0atPuria2tbUFBQSfDjMTERPGsQ5TeQyQSJSUlLVq0aPz48aNGjfL09PT09IRz9XqV7pWhpqZmZGR05coVpKSmpiYzM9PZ2Vm82sWLFydNmmRoaGhlZRUUFAQnoAIAVq9evWrVqsuXL48fP55Go3l4eOTk5MCLBALB9u3bLSwsTE1N165dK5641tDQsG7dOjs7OyqVOmHChOjoaLh87ty5P/zwg3jcZcuWzZo160t2fZCAwWAgCBL3qiAQCFAPP+7+FXSvDKFQOH369KtXryIlSUlJVCqVTCYjJfHx8SEhIV5eXteuXTt69GheXt6SJUvg1uPx+GfPnj18+DA+Pv7JkyfKyso//fQTvNbx48cvXLiwZcuWxMREW1tb8ZfCN2zYkJube+TIkZSUlNWrV+/evfvGjRsAAF9f34cPH9bW1sLVOBzO3bt3h3YmIwaD8fPzi4mJgbPMX7x4QafTfX19ez1w17kSS5cuDQoKqqioIJPJOTk5cOGMGTOOHj2anJxMJpP5fD4EQe7u7gsXLkTWunnzJplMzsrKgiAoKCjIxMSkra0NXhQfH08mkzkcDgRB48ePX758ObLW+vXryWRyQ0MDBEFMJpPJZCKLPDw8tm7dCkFQe3u7mZnZiRMn4PLExEQqldrS0vK1+RVfR2/nmwgEgjVr1pDJZF1dXTKZvHPnzl4NB0HQv8nXe3TXqqWlZW1tDXcb5eXlubm5np6eyFI+n19YWCju9WFhYQEAgLOiAQBkMllGRgaeRuwSOjo6ysrKTExMkLXEBy4sFmvjxo3m5uYUCoVCoeTn58N2CUQiccaMGQkJCXC1a9euubm5iWfTD0l+++23x48fHz58OCkpKTw8/PLly8ePH+/toD19nuHl5ZWYmCgSieCx56hRo5BF7e3tEAQhpjAAAHgayYTu5JUAAIAgCLZnkWiXwOPx/ve//7W3tyckJBQVFZWWltrY2CDV/Pz8GAxGYWEhj8e7c+fOnDlzer63g5GqqqrTp0///PPPHh4eRkZGs2fPDgoKOnjwYCePgm9OT5Uxffp0Fov15MmTxMRE8Q4DAEAikbBYLGKBAt47qHR9KpNIJACARLuEwsLCioqKkJAQPT09PB4PPrRLMDExMTY2TkpKunv3rqKi4tixY3u4C4OU8vJyCIL09fWREjKZzOPx3r5926txe6oMFRUVJycneBzk4eEhvkhKSsrIyCg7Oxspefr0KQDA3Ny8iw0SCAQtLa0XL14gJUiid1tbGwAAsUvIysp68+YN9KFdAp1OT0pK+h78VeCcvNevXyMlpaWlAAANDY1ejfsZh9XLyyspKWnMmDEfp2AHBgbev3//xIkTFRUVjx492r17t729fdfKAAB4enrCJj4MBiMyMhIZlxgZGRGJxOjo6Nra2jt37uzZs2fChAklJSXInbCXl1dNTU1KSsrQviuB0dHRcXFxCQsLu3PnTkVFRWpq6vHjx318fJAzp5f4jOxFNzc3AoHQ6VICM2PGDC6Xe/LkyfDwcAUFhcmTJ2/ZsqXbDQYHB7NYrL1794pEIldX1y1btqxYsUIgEKirq4eHh//2228JCQmWlpb79u2rqqpas2bN4sWL4Sc88vLyY8aMaW1tFb9zHsIcPnz44MGD27dvZzKZI0eOnDt3rrhPVW8xGDP86+vrjY2Nr1y50t8NecdgPIZd09O71oEDi8XKyclZtmyZtrb2d+Wv0vcMMmVcuXJl7ty5OBwuKiqqk7kxyrdlcLgkICxevHjx4sX93YrvgkHWZ6D0GagyUCSDKgNFMqgyUCSDKgNFMqgyUCSDuiSgSAZ1SfgGoC4JKN8RqDJQJIMqA0UyqDJQJIMqA0UyqDJQJIMqA0UyXSkjODiY8gn+/vvvXm3W9u3b3dyG1BOCr0QoFIaHh1MolDNnzvRNxK7e3Fm5ciXycvaGDRuoVCrilSCe/oDS29TV1a1du7a+vr4vX2PrShmGhoaGhobwNJFIVFdX/w4/qzwQuHz5srKy8unTp62trfss6JePM5YsWbJkyRJkNiEhgUKhwElEAoEgIiJi7NixhoaG48ePP3v2LFItMzNz7ty55ubmJiYmPj4+GRkZcHltba2/vz+NRrO1tf3jjz/EA0l0TGCz2cbGxkePHkWqCYVCGxubsLCwL96jAYunp+exY8d6O8GkE70yAt21a1dUVNS6deuuX7++dOnS3bt3X7hwAQDA4XACAgIMDAzi4+MvX75sZGTk7+8PpzquX7+ewWCcPn06JiamoaHh2rVryNYkOibIyclNnz4dSX0GAGRkZLBYrCGZmzRy5Mi+D/rt3xBubW2NiYlZvnw5/CNRKJS8vLyoqCg/P7/y8nI2m+3l5QUPU3bs2OHh4UEgEGpqah49erRz5044SfWXX35JS0tDNhgeHg4AUFVVBQDo6ur++eef9+7dc3NzmzdvXlxcXG5uLpwMR6fTraysdHV1v/kefZ98+z6joKCAz+c7OjoiJQ4ODqWlpY2NjXp6enp6ekFBQcePH8/Pz8fhcPb29iQSCU7aRBwTsFgs7LMA8ynHBBsbG319fbjbEIlEN27cGJIdRn/x7ZUBZ+//+OOP1PfAJjsNDQ0EAiE2Ntbb2/vixYuenp5OTk6wJwc8OvkCxwRfX9+rV68KBIKsrKyWlhaJmZUoX8aXX01g/yhklsvlwhPwj3rgwAEajSZeH7bcUFJS2rRp06ZNm0pKSk6ePBkUFGRgYNCtY8LBgwf19PTgEji3E56eNWtWWFhYenr6nTt3pkyZMuQtVvqSL+8zFBQUxM09EL8DIyMjAoHAYrH03jNs2DBlZWUCgQCncsPVdHV19+zZg8fjCwoK4F8d2YJAIIB9FkB3jgnKyspubm5JSUnJyclD3mKlj/nyPsPc3DwlJSU/P59Go6WlpaWnp8Pl8vLyfn5+Bw4cUFJSsrS0rKysDA0N1dTUjIqKqq6uXr58eUhIyMSJEwEASUlJAABLS0tNTU0rK6tjx46RyWRlZeXo6GhpaWl4a4hjQnBwcEFBweHDhxHHBHhM6uvru2TJEjU1NfGRzRAjPz8fPglFIlFZWRlsNGJlZYUcpV6hh3ncLi4uGzZsEC/hcDjr1q0zNzc3MzNbt25dSkoKmUxubm6GIIjP5+/fv9/R0VFfX9/e3n7btm1sNhteKyEhwd3d3cjIyNTU1Nvb+86dO3B5RUXF/PnzDQ0NbWxsIiIi9u3bN2HCBHhRUlKSk5MTlUr19fV9/fr13bt3zc3NPTw84KVCodDExCQ8PPzrE8C/mN7OhZ85cyb5IyoqKnov4r/J1welS4I4aWlpenp6VVVV/diGwX4MP+bf5OuDLONZnOrqagaDERISMn/+/N62JvoOGcTKCA0NvXv3LmwV2t9tGYIMYmVERkb2dxOGMuibOyiSQZWBIhlUGSiSQZWBIhlUGSiSQZWBIhnUJQFFMqhLwjcAdUlA+Y5AlYEiGVQZKJJBlYEiGVQZKJJBlYEiGVQZKJLpShleXl7z5s0TL7l3797HFgkbNmywtbX9rKhubm7bt2//rFW+ABaLRaFQ6HR6bwfqbYRC4YEDBxwdHQ0NDadNm3b79u0+CNqVMpycnLKzs+EPq8LAL4g/evRIvFp6ejqaI9+rHDx4MDIyMiAg4Ny5c4aGhoGBgbm5ub0dtCtlODs78/n8J0+eICUPHz50cXF5/Pgx9D7jo7S09O3bt6gyeg8ej3fy5MnAwMCAgAAHB4c//vhDV1e3D95n60oZ1tbWJBIJ6SFaW1tfvHjxww8/sFgsBoMBF8K9CKyM+vr6devWWVlZUalULy8v8a4lKyvL3d3d0NDQ1dU1JSUFg8HA5X/99ZeNjU1+fv7MmTNpNJqzs3NsbCyyVl5e3vz58+EUhKVLl1ZUVMDlfD5/9+7djo6OVCp1zJgxv/76a0dHB7woJibG0dGRRqPNnj27qKgI2ZRQKNy/f7+LiwuVSnVwcNi2bRuHwwEAREREmJmZIQl2AIDo6GgajdbS0vJlB/SbU15ezuPxkGwaDAYzderUhw8f9nbcrpRBIBDs7OyQRjx+/JhAILi4uOjq6iJ5R48fPzYwMBg+fLhQKFy0aFF2dvaRI0eSk5MtLS39/f1fvnwJAGhtbf3f//6nqKh45cqViIiIv/76q66uDl4dj8ez2ezw8PCIiIi8vLyZM2du2bKlpqYGAFBVVeXn50cgEC5duhQTE9PS0rJgwQIejwcAiIyMTEhI+O2331JTU/fs2ZOcnAxbbmRmZm7dunXq1Kl0On3VqlW7du1C9iUqKioqKiokJCQlJSU8PPz27dtwiv3cuXPZbPbNmzeRmikpKW5ubvD36wcCfD4fAAB/6xpGVVW1paWlqampdwN3nStx6tQpCoXS1NQEQVBoaOiCBQsgCNq8eXNAQABcYfTo0aGhoRAE3blzh0wmP3z4EC4XCoWurq6bN2+GIOjy5ctkMpnBYMCLysrKyGTytm3bIAi6cOECmUzOyMiAF1VXV5PJ5Nu3b0MQtHfvXhMTEzi1CYKgqqoqCoUCf4kzMDDQz88PaeTr16+Li4shCAoJCbGxsREIBO+SJv79l0wmJycnQxDU0tJSWVmJrLJr166JEyfC0wsXLly8eDE8XVdXR6FQ7t69+7nZGZ9V/7NoaWmhUCinT59GSn7++WcymSy+O9+c7r/K6eTkBEEQnC6Xnp7u4OAAAHBwcMjMzBQKha9fv66vr4cvJc+fP8fhcHZ2dvCKWCzW1tYW/iR4UVERHo+nUqnwIh0dHRUVFfEoxsbG8AR8psImCM+fPzc1NUXOXQ0NDW1tbXiDbm5u6enpq1evptPpzc3Nenp6sG1GUVERjUZDzKysrKyQEBAEHTp0yM7OTldXl0KhnDp1CvmQva+v77179+APSF+/fn348OEDatgkLy/v4eFx/PjxJ0+edHR0XLlyJSUlBQDQ255d3SiDSqWqqak9evSoqampsLBwzJgxAAAHBwd4zJGeno7H4+3t7QEAbDYbTiREzBFiY2Phw93W1iYnJye+2U5J60QiUXwWgiB4g5mZmVQxysvL4Q3Onj37zJkzHA5n/fr1NjY2a9asaWhogANJtFoAAGzbti0tLe3QoUMMBqO0tFT8G8nwtQP+ejSdTh+A35rfvn27jo7O3LlzqVTquXPnAgICMBiMkpJSrwbtPt/Eycnp6dOnWVlZRCIRdrdRV1enUChZWVnZ2dk2NjYyMjIAAHl5eWlp6eTkZPF14UNMIpHEs+aBmAlCF8jLy9va2u7Zs0e8EEmKnzBhwoQJE7hc7p07d3bu3Llly5YTJ06QSCSJVgsQBKWmpq5Zswbu8wAATCYTqUYgELy9vZOSkry8vDIzM3fv3t1t2/oYVVXVuLi4t2/fYjCYESNGwPaPvZvu3JNnoE5OTgwGIz093dbWVkpKCi50cHB4+vRpTk4O0vFaWlryeDyRSISYIxCJRNjoQk9PTyAQwKNRAMDLly+RnrwLLC0ty8vLtbW1kQ1iMBh1dXUAQGpqamVlJQCASCROmzZtwYIFBQUFcCAGgyEUCuEtwBdBAIBAIOByuYiqWltbU1NTITHzDz8/v+zs7OjoaEtLSwqF0m3b+pjExMTc3NyRI0eOGDGCz+dfuXKlD8xSu1eGs7OzUCiMi4uDLyUwDg4ODx48qKqqQpQxduxYY2Pj4ODgjIyMysrKq1evuru7w09LXV1dZWVld+zYkZOTk5GRsXnzZtjgoGsWLFjAZrM3btxYWFhYWlp6+PDhyZMn5+fnAwDOnDmzevXqjIyMioqKjIyMpKQk+CGsp6dnQ0NDaGhoYWFhcnJyXFwcvCkpKSkzM7O4uLjy8vK8vLzAwMApU6Y0NTUVFxcLBAIAgL6+vrW1dWRk5MD0c0pJSVmxYkVqamp2dvbatWu5XG5AQECvR+3JuNrNzY1MJmdnZyMltbW1ZDLZ3NwcuRGAIIjJZK5bt87S0tLQ0HDixIniw+kHDx5MnjxZX19//PjxdDrdx8cHvm2B7034fD5cjc1mk8nk+Ph4eDY3N3f+/Pk0Gs3IyMjb2zstLQ0JFBwcbGtra2Bg4ODg8PPPP7e2tsKLTp8+bWdnZ2ho6O3tXVBQQCaT4duZwsLCGTNmUKnUSZMm3bhx4+3bty4uLlZWVojXwIkTJ4yMjFpaWr5sJP8Fa/Wc5ubmtWvXWlhY0Gi0hQsXFhUV9Wo4aGi4JHwTRCKRt7c3LNYvYOgdw8HtkvBN4HK5ZWVl58+fZzAYhw8f7u/mDCC+d2UUFRX5+PhoaGicPHlSU1Ozv5szgPjelWFmZobcNKGIM7Ae6aAMHFBloEgGVQaKZFBloEgGVQaKZFBloEgGdUlAkQzqkvANQF0SUL4jUGWgSAZVBopkUGWgSAZVBopkUGWgSAZVBopkulJGcHAw5RP8/fffZWVlFArlwYMHfdPQ7du398EL0wOTfnFJ6OrNnZUrVyLvUm/YsIFKpQYGBsKz+vr64lnCKL3KwYMHT5w4sWnTJhMTkwsXLgQGBsbHx8O5P71HV8owNDQ0NDSEp4lEorq6unhaX1lZ2VfG5vP5SAILyqcQd0kAANjb2xcWFkZGRh47dqxX437tOIPL5QYFBZmYmIwePXrnzp0ikQgAkJubS6FQxN0/xo0bB+d+RUdH29ra3rp1a/To0Xv37gUAZGZmzp0719zc3MTExMfHJyMjA16ltrbW39+fRqPZ2trCqe4Iz58/X7hwoYWFhbGxsZeXF3xFY7PZxsbGR48eRaoJhUIbG5uwsLCv3Mf+ZSC6JPSEAwcOWFtbx8fHBwQEnD17Fk7G7QICgcDhcM6dOxcREeHv78/hcAICAgwMDOLj4y9fvmxkZOTv7w9nsK1fv57BYJw+fTomJqahoeHatWvwFng83qJFi2RlZWNiYq5cuWJraxsYGFhTUyMnJzd9+nT4M/EwGRkZLBZrYCYX9Zz+ckn4WmU4OzsvWrSISqWuWLFCS0srLy+v6/o4HI7D4fj7+7u4uGhra5eXl7PZbC8vL319fQMDgx07dvz5558EAqGmpubRo0crVqwYO3asgYHBL7/8gqRx4vF4Op0eERFhYmJiYGCwbt269vb2rKwsAMC8efOKi4uRvopOp1tZWcFp8oMXbW1tDAYjfmBhxxj469e9x9cqw8bGBplWVFTsoZCR0ROcsBoUFHT8+PH8/HwcDmdvb08ikV6/fg0AMDExeddKLNbCwgKexuFw+fn5fn5+NBqNQqGYmpqC98YKNjY2+vr6cLchEolu3Lgx2DsMMGBdErqFRCIh0xgMBhJLI+4CRUVFeIJAIMTGxnp7e1+8eNHT09PJyenq1avg/Qkh0fLg1atXq1atsra2vnfvXklJibjlEgDA19f36tWrAoEgKyurpaXF09Pz6/ZvQNAvLgm98qQLseFC6OIWV0lJadOmTWlpabdu3XJ2dg4KCiosLIQFJ9Hy4Pbt2wQC4eeff1ZXV8dgMOJ+BwCAWbNmtba2pqenX7t2bcqUKZ2MOgYpsEvCo0eP0tPTL1261NbWNiBcEr4A2CgH8cxgMpmIMVcnKioqUlNT4WldXd09e/bg8fiCggI9PT0AwIsXL+BFAoHg6dOn8HRbW5u0tDQyIrt06RJ4b8YCAFBWVnZzc0tKSkpOTp4zZ05v7F3fM0BdEr4ADQ0NFRWV+Ph4Ho9XX1+/c+fOTvZLCNXV1cuXL4+KiiopKSkpKTly5AgAwNLSUlNT08rK6tixY3fv3s3Ly9u0aRNyilhbWzc2Nl68eLG2tvbcuXMvX75UU1MrLCxEOhhfX9/4+HgcDofc6Q12+sUloVeUISUltX///pycHAsLi3nz5s2aNUtHRwcxPBHH3t5+//79ly9f9vDw8PLySktLi4qKgjuMQ4cO6evrBwYGLl68eNSoUTNnzoS9LiZMmLBixYqwsLDJkyfn5OTs3bt3wYIFCQkJBw4cgLc5duxYaWnp2bNnDzRTpS/mt99+Gz169E8//QR7ily4cKEnBiRfy9DL8E9LS9PT06uqquqziEPvGA41l4Tq6moGgxESEjJ//nwNDY3+bs7gZkgpIzQ09O7dux4eHlu3bu3vtgx6hpQy+sCN+/thiIzRUL45qDJQJIMqA0UyqDJQJIMqA0UyqDJQJIO6JKBI5v8Br5Awnv2tNvIAAAAASUVORK5CYII="
<image>Quinn kept a tally of the number of emails she received each day for a week. According to the table, what was the rate of change between Tuesday and Wednesday?
8
353
null
8
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"
<image>Nathan has $0.12. Does he have enough to buy a glue stick and a thick black marker?
yes
354
null
yes
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Yse+fPjU6GRkZhw8fPnLkSENDQ1BQUFJS0sAPjmTjt9BDs8RzMfZ3MtEdcsmeN+Pxk6V0AB35glK736s8SvByPG1TJmoR0H5qzV4P1yUYGk/bVKnaLp72sZ2FIhD6CfmGFMEAEJsSDACxKcEAEJsSDACxKcEAkES+DoRpVhIc6bX8PzBCYY48KUDSAAAAAElFTkSuQmCC"
<image>A creative writing class compiled a list of their favorite superheroes. They listed each superhero's superpower and personality flaw. What is the probability that a randomly selected superhero is forgetful and can read minds? Simplify any fractions.
3/13
355
null
3/13
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"
<image>Ernest, who has four different fruit trees growing in his yard, kept track of how many pieces of fruit he picked this year. What fraction of the pieces of fruit picked were plums? Simplify your answer.
16/49
356
null
16/49
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"
<image>Johnny counted the number of peanuts in each bag of trail mix. How many bags had exactly 72 peanuts?
4
357
null
4
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"
<image>How much money does Jen need to buy a cookie sheet and a baking dish?
10
358
null
10
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"
<image>Jane is looking at the price of new cell phones online. Her favorite company, OrangeTech, has a special this weekend. Jane can add an upgrade to a phone for an additional cost, or she can buy a used phone to get a discount. The change in price for each option is shown in the table. Which option results in a greater change in price?
buying a used phone
359
null
buying a used phone
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btq9hylHKX73sVvHcX1GmEw1l1FmyGiI2TmZ3Em4RWc+KC1w9nQZpikqrCVtPNY1P/j/3Z14e3sgL4RqjFWXUWT8tcK6p/duR62PBwMcV0pOKqgrvVQuGGQwRVeJTM1RY7f9LU3Mv7s/fSdk/LXDa+fu2xsaGaZNnyMkOvnj1nMVk49KXL8YamQFAZk4GXiwxJY5Op7e3t6dnpgJABjsdAExHjwMAPj5+AFi5adnjJ7njxlpWVlcGHdx15nxYf0fu47mcRqP9efLAl85E8YCfFT1dv2WlgZ5Ra1vr1ZuXPZfN2RMcOMbQpL6h/tCJ4OjLkUT5N3VvvH6Zp6aiISMlm5OX7eLh2NraCu9nw6Y37sTYWU2c4+pxN/G2vYtl49tGAMCnEGcvR1y4Gq2ppo1fkZu9f+z2XDYnNz/HzmriGEOTpNSEKbPtr968DACL5y0ZPEgeAMYamXp7LhMUFOKueDs+ds5i15flpT85uzlPnpHzOMtpzsTsx1kA8LrilZXj2L+uXxymrG5rOSE9M3XyLNuk1L/dn7MfsX03LpGSlH7X9O5yzIV1Ab6fDAY+rpCeHTtzgfPJM8e0NYZ7uXsPHiR/4OhvC3+Z28sX4O+W2lyOfcN/jS/eO96eC72Cp1yJiAUAKpWalfCkuRxrKGnX0dIFAK+53u/KOkVFRHl5ed8UNpdkVwLAtMkzAMBvxebmcmzRPB8AOPb7qeZybMhgBQCwMrNpetnVXI45T3IBgKkO075V2D37QVxUHADyU5/Pd/MCgIXuPzeXY96eywBg0+qtzeWY34rNAOBg64iXry16b0HGjs9vLscO7zuJn6bdym4ux9xc5uKd8Ci5sLkcm+7oCgCzps3hLnn7YmJzOfY8q4KPjw8ATgSfbi7HFnssAQBLU2v8Knif7Pbf11yOzZ7uDgACTIGn6S96fqJXeXVMfiYAHNxzFE/xmusNAJpqWviphYkVAARu3NOz7vJFKwHAz9cfP70cfsN/zfaUWDaRpaut97aUg3cCg8GYbD+ViEdQQPBJWklzObZp9VYAkBCT+GQwfSiE6J8RmjrN5VhVwVsAoNPp9c/bcLGtWer3+44/en6b32PMjku6AwB6I/SHKasBAI1Gm2Q/FQDupydSqdTRo8ZyOJycvKzElDgAcHKYLiMlk5gaDwAZWekAYGr8txGR8+QZuCOjwUgjAHhd8T1MbNct28jHxxcScexFWcmX1pWXGzJccwQADNfUAQAVRVV8hY2fVlb/fR+Qkx08xtAEAKQlpfV1DADgybM8AMDnGFrqw8tfvSx/9VJLTRsA4pLvEhWtzW3l5Yb0vHR6ZmpzSzMAuEx5b7iMDwd5Tx/X1nX3nu3G0CGKALAnONDFY8ofx/fLyQ5evXQ9rraktAQAsLF47/7s5+tfV9waeexv92dbywn4MGQzzhYAamprOjo6+g6mD4V0C4zJz5SRkmlvbx9lqb3Gf8XNuzG+PmsXzOnF/fl7KLu27g0ASIj97ReKH+P9iwuXnfMw4X4cAIwxMh1jaJqemfr23dvcvGwF+aHcXxs+jgIA8zua2A6SlVvgtri9vX3br5u/9BmCKOu9IzBekcUS4T7lnmdLSUgRxyIsUQB4U/cGABoa6wEg+Og+VQN5VQP5JWsXAUBZ+d+3aVnpQb1eGu92fj5+AeZ7w2XxD19BfUNd32F7zFq4aJ4PhUK5evPyyk3LRllqW081rauvI5oVYX3U6Vha6r3NMTHD6ezs7DuYvhXCDZVKjTh2QV1Vo/D5s+Cj+6bPc1TUlQk7G9IzjO+hbFERMQDgXklUv6mGD9Gb4FPt7Iz76YkawzSlJKRMjce1traGRhxva2vDJ9kDzsol6wQFBCMunH5d+fddgsrDAwCtre8nIW+4PuBXgOsYB/+mpcSl4IOGZk5zOxd6hfi3J+B3ojA+dvYE7/aW1hZ8sASAmjfvDZfFRMV7rULAy8u7d1vwy0dvrkbe8vP1l5MdfD89aeOOtQDAEhYBgLr6D+7P7e0VVRVVNVVE3V5tjvsOpm+FdMNI3zgzLi878enhfSenTHRuam5a7Du/5wr4eyjb3MQKALJyM4ueFwJAe3v75ZjzRLru8JGCAoLJ6Yn5BXkmo8cBAL6sPHrqEACYGP8rlC0pLuk9f1lXVxf3mk9aUgYAch5ntbe3A0D0X5Efrf8ZlL58wc7NBIDK6sqH2Q8AQFNdGwCM9I0BoKGxYYK1wwRrBxkp2ebmpj6GTAIjfWN+Pn4AOPfXe/vgqEtnAEBvhL7Ih1vHx4g4fxp/5mBpau23YvNu/30A8LK8FADwKVPs3ffuz/uP7FXSk3WZ9wn3576D6Vsh3BSXFO38fVtIxHFVpWFuLnPPHDmnqabV1dX1qqK7+/P3cBm2MrOxMbe9FXfTxtlsvLldZk7Go/xcGWnZ5YtXAQAvL6+RvjH+UMlsjDkAaKlri4uK48+2/iVjNgAsW7TycOjB+oZ6IsXKzIZGo1XVVNk4m6koquY/fczHx9fa2vqlG9LhWw7ISMm4zHO0NLVOSktob2+Xkx082W4qAPh4Lg+LOnkt9i+nORNlpQdduBr99t3b86FXR2h9wu9YhCWydvnGzTvXL1u3+F7i7Zo31XcSbvHy8m732/3JkB4/yT1w9LfbcTfHW9h3YV1XblwCADuriQCwdOGKM+dO5eRl2ziZKSoonb9ylkqlrln2CffnvoPpWyHcCAgI/nZoT1NzU2JK3CAZueIXRXlPH8vJDsbXLdx8jzGbQqFEHb+0ask6Bp0RceF0ZVXFT86z46+kSku+9/Y1+SBffLSmUChjjEwBQE52sKKC0neI8HMQYYksX/R/Ha0gP/T4/jBlRZVHeTmvKsrDj5wTFhQGgNa21i9qub29DQDUVDX2bgtOzbj/qqLccOTo86FXaTQaACgqKMVeSLAeNz4pNSH6cqS6qmb0yb9sLe0/p+VVS9b9ufeEuorGpZjz6ZmplqbWN6LvmZt8Yh8pAAhYG7hx1RYMw46F/Xkq8oS4mMShoOP4Yxl5uSG3LiTaWzs8fpJ76dp5Xe2R0Sf/srf+tPtzH8F8UiEE0pLS16Pvjbewvx13M/jovvSHqW4uc29dSMCfJnFD8XdLRe//AXoPklyg9yARpAUpG0FOkLIR5AQpG0FOkLIR5AQpG0FOkLIR5AQpG0FOkLIR5ITi75b66VIIxH8NXgDYfAr9qgwBc9JQP5CGgDno13UESUHKRpATpGwEOUHKRpATpGwEOUHKRpATpGwEOelF2VOmTKFwQaPRVFVVV6xY0dDQgBc4cOAAL2+/vxo8bdo0a2vrXrN8fHy0tbX7OwAy0dLS4ufnp6SkxGQy1dTUdu/e/R0sEQeW3gWqrKx87Ngx/Litre3hw4e7du1KTk5OSUmhUqkWFhZ//PFHf0fm5eXV1tbW31f5QfDx8bl+/frx48fV1dXT0tI8PDyampoCAgIGOq5+pHdlCwoKmpubE6e2traysrIeHh737983MTHR0tLS0tL659fmcDg8PDy9Gq8AgI2NzT+/BAIAurq6oqKi1q9fb29vDwCKioo3b96MjIwkt7I/d55tZGQEAC9fvgSu2cjYsWPt7Oy4i02YMGHMmDEAwOFwNm3apKCgwGAwVFVVDxw4QJQRExPbv3+/g4MDPz9/Q0NDWVmZi4uLtLQ0Pz+/pqbmkSNH8GLcs5FXr15NmDCBn59fRkbG39+f+4pVVVVubm4SEhJ8fHyGhoZ3794FxP9DoVAwDOOeQDIYjC81RfnP8bnKfvr0KQAMGfJ/zoiurq53794l5t8NDQ137tz56aefAGDFihVBQUEBAQGPHj3y9fX19fU9evQoXoxOpx87dkxXVzchIUFQUHDevHmvXr26evVqbm7u0qVLvb29Y2Nju119zpw5OTk5V69evXv3bnV19YUL7/0ROzs77ezsUlJSoqKi2Gy2kZGRvb39o0ePvrY3yAmFQlmwYMHhw4fz8vIAgM1mnzt3ztPTc6Dj6mf83VKx/8fR0VFHR6fjA01NTXFxcUpKSiNGjOjs7MQwLDg4mIeHB8OwV69eUanU8PBwvGJoaCgPD09FRUV9fT2dTt+4cSPRpqen57Bhw/BjOTk5AwMDIktUVHTLli3EaWpqakVFBYZhzs7OVlZWGIbhN4rg4GC8QGdn59ChQ7W0tDAMi4mJAYA7d+4QWWpqagsXLsS+nJ79QCY4HI6rqyt8MAFcunTpQEfUv3zUZTg7O5v2AQEBAUtLS1VV1ZiYmG6bRcjKypqZmV28eBE/PX/+vJWVlbS0dHZ2dnt7u6Xl315E5ubmBQUFb968N2U0MDAgsqZMmRIYGOjr63vnzp329nYjIyNp6f9zBsrPzwcAPT09/JRKpRoaGuLHDx484OXlNTMzI7JMTU1TUlK+5k+c1KxZsyY+Pj4yMjIzMzMkJCQ8PHznzp0DHVT/0vsKctiwYeHh4fjxwYMHY2JiIiIiREV7cUmcMWPGypUrW1tbOzo6YmNj//zzTwBobGwEAFtbW2J1iFvXVVVViYuLAwB3U0ePHtXT0wsPD9+3b5+QkNDSpUs3b97MPSl8+/YtALBYLCKFOG5sbORwOIKCgkQWh8PBL4EgKC0t3bdv3+nTp2fMmAEAI0aMaGxsXL16tbe3t5CQ0Cer/0fpXdn8/PyjRo3Cj4OCgq5cubJ69WpiosyNs7Ozj49PbGxsc3MzAEydOhU+KO/06dPDhw/nLqyoqNizBR4eniVLlixZsqSmpubUqVNr166VlJRcunQpUUBAQAAAiNk8ABBjP4vF4uPjY7PZ3Rr85Mf+oSgsLOzq6tLQ0CBSVFRUWltby8rKNDU1BzCwfuXTK0gxMbHAwMDjx48nJnY3oAcASUlJS0vLmJiYS5cuTZw4UVhYGAB0dHQYDEZ1dbX6B8TFxSUlJRkMRrfqDQ0N4eHhHR0dACAhIbFixQpTU9NuSlVTUwMAIpHD4SQnJ+PHhoaGra2tXV1dxIX4+fkHDx78xd1AahQUFODDpA6noKCAQqF0ex5AMj7r2Yinp6e+vv7ChQtxo+huzJgx4+bNmzdv3pw5cyaeIiwsvHDhws2bN589e7akpCQuLs7GxsbDw6NnXQqF4u3tvXDhwqysrKKioujo6PT0dFNTU+4yCgoKxsbGO3bsuHHjxsOHDz08PAjjTWtraz09vdmzZyckJJSUlEREROjp6eEzIgSBsrKyra3tunXrYmJinj9/fvny5Z07d7q7u3PP4kjIx56NdEtMS0ujUCj+/v4Y17MRnNraWhqNxmKxcOtonI6Ojo0bNw4ZMoRGo8nJyXl7e799+xbPkpOT8/PzI0qmp6fb2NiIiory8fGpq6sHBQXh6cSzEQzDnj9/bmVlxWAwpKSkNm3a5OfnRzxpqaysdHNzExcXZzAY6urq+/bt++rV9NdV/E9QV1e3fPlyRUVFPj4+VVVVPz+/pqamgQ6qH/F3S6X4u6Wi9/8AvQdJLtB7kAjSgpSNICdI2QhygpSNICdI2QhygpSNICdI2QhygpSNICdI2QhyglyGEeQEuQy/B/26TibQr+sI0oKUjSAnSNkIcoKUjSAnSNkIcoKUjSAnSNkIctK7sjEMCw0NNTU1ZbFYAgICGhoaGzZsqK2txXOPHTtGoVA4HM53jBPxNeTm5qqrq4uIiHRLLy4unjRpkpCQEIvFcnV1raysHIjo+pfelT1nzpx58+YpKCgcOXLkzJkz06ZNO3jwoLGxcUVFxTeP4PHjx0OHDv2KigcPHpw7d+43joZEnDhxwtjYuKfTeUtLi5WVVX19/aVLl86ePfv06dPJkydjpDOw7MVJ58SJE6dPnz58+PDChQvxFEdHx5kzZxoYGGzatInwSv1WPHz48EurdHR00Gi0r6j4Q+Hv7x8dHZ2dnd3N6Cw8PPz169fp6emSkpIAoKCgoKGhERsba2trO0CR9g893QiGDx9uZGTU8033zMxM/FV+3Czq8ePHY8eO5ePjGzp06MmTJ4liGRkZlpaWTCZTSEho8uTJxcXFeHppaen06dOlpKT4+Pg0NDQOHz6MYdjmzZuJSHBDhcrKytmzZ+MuCwYGBoQbZXZ2NgDExMRoamrq6emNGzeOqMhmszEMS0pKMjU15efnFxAQsLCwSE9Pxyu6uLhMnz799OnTKioqfHx8I0eOTEtL6/U9/q/2APh3UlZWhmHYjh07WCwWd7qrq+u4ceO4U5SVlX19fb9jaP2Ov1tqd2XX1dUBQGBgYB/Vjh49ysvLa2FhcenSpZycHBcXFxqN9vLlSwzDSkpKhISE7Ozs2Gz2gwcPzMzMlJSUWlpaMAyzsrIaO3Zsenr6s2fPDh06xMvLe/PmzaampqVLl8rLy1dXV7e0tHA4HD09PWVl5du3b+fl5fn4+NDp9NzcXAzDcIsjIyOj0NDQ7Ozs+vp6fX19V1fX6upqDofz9OlTPj6+6dOns9nshw8fTp48WUhICA9p1qxZ8vLyc+fOra6urq+vHz9+vKamZq998Q179t9DT2Xr6+t7eHhwp9jY2EyaNOm7htXP9KJsXECEcXCv4GN2TEwMflpSUkKcrl69WkhIqK6uDs8qLS2lUqlnzpzBPu4mvGbNGgUFBTyxD9fgZ8+eAcCqVauIFoyMjNzd3fHj5cuXs1is5uZm/PTNmzd0On379u0Yhs2aNUtISOjdu3d4VlhYGAD09JH5cZStoqKyfPly7hRnZ2dTU9PvGlY/04vLMI1GA4DP2Z5n7Nix+IGYmBgA4E9OHjx4MHLkSGIxLi8vr6SkhNv+ftJNGD7DNZjbnpibhw8fjhw5kp+fnwhJWVk5KysLP1VVVcVtLwEAjw2/NSFITPcVpKysLJVKxQfIvmEymfgBbiWMYRgANDY2stlswncPANrb2/GHSp90E4bPcA3u1ekYr6isrMydIioqipsdAwCheAKMdI8CPh9RUVFuY1sAqK+v/1jH/nfprmwmkzl69Ohz5875+/t384E/d+4cg8GYNGlSH82xWCwTE5PDhw9zJ+ImzZ90E4Z/4BrMYrG6DcO1tbXIlLVX1NTUCgoKuFMKCgoIt1HS0Mvz7GXLluXn52/dupU7MTc3d8GCBVeuXOm7OUNDw6KiImVlZcL2l0qlysrK9u0mTIygX+oaTFQcNWpUZmZma2srflpVVVVYWPixqcsPjq2tbXp6+uvXr/HTBw8elJWVTZgwYWCj+ub0omwXF5dFixb5+/s7ODiEhYVduHBh7dq1JiYmmpqae/bs6bu5RYsWNTY2zp07Nycn59mzZ9u2bdPU1MzMzOzDTVhUVLSioiIhIeH58+df5BosKirKZrPZbHZNTc3PP//c3t7u6emZn5+flZXl7u4uIiLi7u7+zzvoP0ptbW1cXFxcXFxxcTGHw8GPnzx5AgAuLi7KysrOzs537ty5du2am5ublZUVsbYhDx97JhAREWFubi4uLi4gIDBixIjdu3fjD++wD89GOjo68FN8t42wsDD8NCMjw8rKislkCggIGBsbX79+HU//mJvwixcv1NXVBQUFAwICsI+7BuNT/1u3bhERxsTEiIuLi4uL37x5E8Ow5ORkU1NTPj4+QUFBOzu7R48e4cVmzZo1duxYohZ+28Gf9XZbTX/xCvxfzPXr13t+18SjpNLSUkdHRwEBARaL5e7uXltbO6DBfnuQy/DfoPcgyQR6DxJBWpCyEeQEKRtBTpCyEeQEKRtBTpCyEeQEKRtBTpCyEeQEKRtBTpDLMIKcIJfh96Bf18kE+nUdQVqQshHkBCkbQU6QshHkBCkbQU6QshHkBCkbQU56UfaUKVMoFMqvv/7aLb2mpoZGo32Fv/CBAwd6OoIivictLS1+fn5KSkpMJlNNTW337t2fY5b0n6Z3wTGZzDNnzqxcuZI7MTo6mkajfYVttoWFxR9//PGVASK+BT4+PtevXz9+/Li6unpaWpqHh0dTU1NAQMBAx9WP9D4bMTExYbPZ+Ev8BJGRkaNHj/6i1jEM43A4WlpahGEx4vvT1dUVFRXl4+Njb2+vqKjo6uo6Y8aMyMjIgY6rf+ld2TIyMjo6OmfOnCFSysvLExMTbWxsiJTOzs6NGzcqKyvz8fENHjzY29u7qakJz3JycnJ1dQ0ICBAUFLx69Sr3bKStrW3VqlXy8vJ0Ol1BQcHPz4+4CUhLSwcHB69du1ZaWlpYWNjBwYGUXvzfHwqFgmEY94SQwWBgZPd/613ZnZ2dLi4uERERREpUVJS2traqqiqREhQU9Ouvv+7atSsnJyckJOTq1at+fn54Fp1Of/ToUVZW1o0bN0xMTLhb/vnnn48ePbpnz568vLzt27fv379/zZo1eBaNRgsKCpKTk3v+/HlWVlZmZuaWLVu+8cf9IaFQKAsWLDh8+HBeXh4AsNnsc+fOeXp6DnRc/UxPBxlHR8dZs2Y9f/4cAAh/dQMDg8DAwOjoaPjgoVNfX//ixQuilq+vr4aGBn48a9YsOp1O+LMEBwfz8PBgGFZTU8PLy4ub/xK1BAQE2traMAyTk5OztLQksubPn29gYPBtDVb6gGROOt3gcDiurq7wwSRx6dKlAx1R/9KLyzDB0KFDx4wZg09IioqKMjIy8K4hwDBsy5YtsrKyPDw8FAolKCiI2KIJAFRUVHrae2ZnZ3M4HO5R3NDQsKmpqbCwED/V1dUlskRERJAX8LdizZo18fHxkZGRmZmZISEh4eHh3bb4IB99Pc+eOXNmVFRUV1dXZGSkkZGRoqIid663t/f169cjIiJwP3ZiKoLTq2stbvvLnYUff8wOGCP7XPD7UFpaum/fvqCgoBkzZowYMcLd3X3z5s0BAQG4bR1Z6UvZLi4u1dXVSUlJkZGRP/30E3cWhmGXL19esmSJubk5g8EAgM/ZdozFYsH/u7LjwzyejugnCgsLu7q6NDQ0iBQVFZXW1taysrIBjKq/6UvZkpKSNjY2+MrDxcWFO4vD4bS0tODG2ADQ0NBw+fLlTw6xOjo6vLy89+/fJ1Lu37/PYrG4F6aIb46CggIA4Pu04BQUFFAolCFDhgxcUP3OJ35dxyckFhYWMjIy3Ok0Gk1fXz8kJKSoqOjhw4dTp06dOnVqbW3tkydP+vgpR0xMzMPDY/fu3RcvXiwpKQkJCTl69Ojy5cvRL5T9irKysq2t7bp162JiYp4/f3758uWdO3e6u7tz7y1BPj4hqSlTpjAYjG5rR5zjx4/Pnz9fW1tbSUlpx44d+vr6d+/eNTU1ffDgQR8NBgcHs1gsHx+fqqoqeXn5jRs3rl279h99AsRnEBkZGRAQ4OPj8/r1a3l5+fnz569fv36gg+pfkMvwe9B7kGQCvQeJIC1I2QhygpSNICdI2QhygpSNICdI2QhygpSNICdI2QhygpSNICfIZRhBTpDL8HvQr+tkAv26jiAtSNkIcoKUjSAnSNkIcoKUjSAnSNkIcoKUjSAnvSs7Pj5+4sSJgwcPZjAYgwYNmjp1akZGxle0LiEhsW3btq8OrrOzc9q0aQICAtOmTXv06BGFQklKSuq7yrRp06ytrXvN0tbW9vHx+epg/ovk5uaqq6uLiIh0Sy8uLp40aZKQkBCLxXJ1dSWlf2Ivyr5x44alpaWIiMiJEydSUlIOHDjw+vVrc3Pzbtasn0NQUNCECRO+OrikpKTz588HBQXt2bNHTk7u0KFDKioqX93aj8aJEyeMjY17+gK0tLRYWVnV19dfunTp7NmzT58+nTx5MvlMi3p5d/348eOamprh4eH46ciRI21sbIyNjePj49XV1T+z3Y6ODhqN5u7u/k+Cq6mpAQBnZ2dJSUkAWLRo0T9p7UfD398/Ojo6Ozu7m9FZeHj469ev09PT8V5VUFDQ0NCIjY21tbUdoEj7hV7GbA6Hg/saEggJCT169MjLywsAMjMzKRTKX3/9ZW1tzWQyJSUlV69e3dXVBQD79++XkZG5evWqtLT0qlWrgGs2cujQISkpqczMTCMjIyaTqaioePLkSbzxjo6OJUuWiIuLCwsLe3h4XL58mUKhvH79esOGDdOmTQMAKSkpOzu7brORiIiIESNGMBgMaWnpJUuWtLS09PwgycnJurq6DAZDTU3t/PnzFArlG3bcv5/79+/b29v3TL9z587o0aNxWQOAurq6srLyrVu3vm90/U4vynZwcMjOznZyckpJSem55wONRgOAlStX+vv719XVHTx4cO/evfiWBnQ6vamp6cCBA2FhYUuXLu1Wq7GxccOGDadOnWpoaJg9e7aXl1d5eTkABAYGHjlyZNeuXZmZmYqKivhGCzQabf369SdOnACAp0+fnj17lru18+fPz5w5c8KECbjB8aVLl3p65jY0NEyePFlUVDQ9PT0sLOzQoUOvX7/+h53132Lw4MG9pj979kxZWZk7RUlJqaCg4LsE9f3oRdnz58/39/ePjY0dM2aMmJjYxIkTjxw50tzcjOfiI9+MGTNMTEwYDIaLi4uNjQ1u2crLy/vu3bulS5eOHz9eSUmpW7NtbW3r1q1TU1Oj0WheXl4dHR3Z2dkAEBYW5uTk5OnpqaKisnHjRmImzWQycXc1MTExYWFh7qZ2795tYmKyc+dONTU1e3v7nTt3RkRE4H8nBNeuXautrQ0ODtbR0TE0NDx8+DC3VeyPTENDQ7f+FBYWrq+vH6Bw+oven41s3ry5srLy0qVL7u7uxcXFXl5eampquK84jqGhIXGspaXFvbg0MDD42MUIE2F8tV5XV9fe3l5cXKyvr0+U+eSKs7OzMzMz08rKikgxNzfHMCwtLY27WF5eHo1G09bWxk+VlZWJ+y/iR+Cjz7MFBAQcHR3379+fn59/9+7dpqYm7g2ZCK9KAGAymcSIDh/xF8bpaSLc1NSEYRj3Y6lP6q+lpYXD4Wzfvp3vA/i9tdujq7dv33YbmZDjK46oqGhDQwN3Sn19fR/f2n+UXp6NvHr1SkhIiFu7FhYWTk5OMTExRAq3U/Dbt2+/2vsQ1zq3kfObN2/6rsJkMmk02rJly+bPn8+dLi0tzX0qICBA2HJ/Zss/CGpqat1m1QUFBTNnzhyoePqJ7mN2ZWWlgoJCYGBgt/Rnz55x27GmpKQQx1lZWVpaWl93eXz3ppycHCLl+vXrn4iYStXX13/x4oX6B5SUlOh0erdRR01NraOj49GjR/jpo0eP0Dwbx9bWNj09nVhPP3jwoKys7J/87PDvpPuYLS0t/csvv+zcubOqqmrKlCni4uIVFRWhoaGJiYlRUVFEscuXL+vp6Y0ePfrKlSvx8fFHjhz56gimT5/+559/2traGhsbh4eHl5SUfLLKqlWrpk+fvmvXLicnp6amph07diQlJT19+pT71uHg4CAkJOTj47N79+6WlpZ169Z1G9TJTW1tLT5eFBcXczicuLg4AJCRkVFXV3dxcdm+fbuzs/PWrVtbW1t9fX2trKzMzMwGOOJvTq87D506dcrMzExKSorBYCgoKEydOjUpKQnPys3NBYCzZ89OnDiRyWRKSEisX7++q6sLw7CjR4/Ch/2ZcMTFxbdu3dozC59+hIWFYRj27t27WbNmCQgIiImJLVu27NSpUwDQ2NiIYRi+4VN1dTVx3cTERLyFM2fOjBgxgk6ni4mJOTo6FhQU4OnOzs5WVlb48e3bt7W0tGg0mqqq6rlz50xMTBYuXNjHnj1fsdPPv5Zeb33u7u54bmlpqaOjo4CAAIvFcnd3J/bKIg3+bqm9K7sPuinsn9Pe3l5VVUWcbt26VUJC4ls1/vmQTNk/OH3tLfbd2Llzp5KSUnR0dFFR0cWLF3///fd58+YNdFCI/zwDv43GunXrWlpaVq5cWVlZOXjwYC8vrw0bNgx0UIj/PF+sbG1tbeyb/r8wXl7ewMDAnk9jEIh/wsDPRhCI/gApG0FOkLIR5AQpG0FOkLIR5AQpG0FOkMswgpwgl+H3IJdhMoFchhGkBSkbQU6QshHkBCkbQU6QshHkBCkbQU6QshHkpLuyDQ0Nzc3NuVNiY2MpFMqff/7Jneju7s79Kjvi3wlyGf4bGxublJQUbmecu3fvUiiUu3fvche7d++ejY1N301LSUl9zovo3Th48ODcuXO/tBaiJz+4y3Avym5vb+c2YL9z58748ePj4uKID//s2bOysrK+lV1aWlpdXf1FoXR0dADAw4cPv6gW4mPgLsOzZ8/ulo67DF+4cMHKysrW1jYiIiI9PT02NnZAguw/uit7zJgxAgICd+7cwU8bGhrYbLa3t3d1dTX+1joA3Lt3DwDwrQXCw8P19PQEBQUlJCQmT55cVFQEAHFxcQoKCgCgqKg4ZcoUAKiqqnJzc5OQkODj4zM0NCTuADk5ORQK5fr161paWkZGRubm5idPngwNDaVQKFlZWQCQnJxsZmbGZDIFBQUtLS0fPHgAAIcPH+bn529vb8cbWbRoEYVCyc/Px08PHz7MYrE4HI60tHRwcPDatWulpaWFhYUdHBxIedv9GMhl+P+g0+lmZmaEsuPj4xkMhq2trZqaGiHHe/fuaWlpDRo0KC0tbfbs2VOmTMnIyLhx40ZLS4uzszMAjB07FrfdyczMDAsL6+zstLOzS0lJiYqKYrPZRkZG9vb2uHsTnU4HgICAgDVr1oSEhFy+fFlfX9/V1bW6unr48OEFBQXW1tYyMjL3799PSEgQEhKysrIqLy+3trZubW3NzMwkgpSXl09MTMRPExISLCwseHl5aTRaUFCQnJzc8+fPs7KyMjMzt2zZ0u89+q8BuQx3x8bGhs1m48599+7dGzNmDJ1OHzduHLey8amIjo5OUVHRxo0b1dXVR40atWzZsuzs7KqqKhqNhrtFioqKCgkJxcbGstnsI0eOWFlZaWho/P7774qKisHBwQCAzwLNzMzmzJkzYsQIFovFy8vLYDAkJCR4eHgOHTrEYDBCQ0N1dXVHjhx58uTJtra20NBQZWXloUOH4lOmqqqqoqIiDw8PQtmJiYnETElZWXnJkiVMJlNJSWnChAn4kP+D8+O6DNvY2HR1deF+Wffu3cMflZibmyckJHR2dubn51dWVuLSYTAYkZGRampqdDqdQqFMmjQJAHra5z148ICXl5fw16JSqaamptzOgB8zJn748OHIkSMJB1cxMTFlZWV8lmJlZZWcnAwAcXFxurq6VlZWuLJLSkq41wCErzEAiIiIcBttIshNL8rW1taWlZW9e/cu7g1nYWEBAObm5vic+969ezQabdy4cQBw7NixTZs2rVu3rqamBsOwj83VGhsbORyOoKAg4Qt88uRJ7invxyxuGxsbu2WJioriDqvW1ta4suPj401NTQ0NDV+/fl1WVpaQkDBkyJBhw4bh5Xv6Gn92z5CWH9dlGACsra3v37+fnJzMz8+PD6iysrLDhg1LSkpKSUnBV5kAcPHiRWtraw8PD7xWRUVFr62xWCw+Pj42m82d2G0rnI9V7DbK1tbW4tNHS0vLmpqagoKC+Pj47du3MxgMfX39pKSkhISETz6O/MH5QV2GcWxsbHJycu7du2diYoJvTAMA5ubm9+/fT0tLI6Tz9u1bbptt3GySe1zEjw0NDVtbW7u6ughfYH5+/o+tb7hbGDVqVGZmZmtrK35aVVVVWFiI/6VJSUkNHz780qVL+fn5JiYmAGBiYpKUlMQ9yUb0yg/iMvxRZXM4nJCQEHwqgmNubn779u0XL14Q0jE2Nr5161ZKSkpxcfHixYvxLWYyMjKam5vxu9u1a9cePXpkbW2tp6c3e/bshISEkpKSiIgIPT29bj9qEoiKirLZbDabXVNT8/PPP7e3t3t6eubn52dlZbm7u4uIiBA78VlZWR08eFBDQ0NcXBwATExMYmJiCgsLuTf6+GGpra2Ni4uLi4sjXIbj4uLwTVdcXFyUlZWdnZ3v3Llz7do1Nze3H8hlGMMwfIeXlJQUIuXVq1cAICIiwuFw8JS6urqpU6cKCgoOGjRo27ZtnZ2dtra2QkJCUVFRHA7H3t6en5/fzs4Ow7DKyko3NzdxcXEGg6Gurr5v3z68hWfPngHArVu3iKvExMSIi4uLi4vfvHkTw7Dk5GRTU1M+Pj5BQUF87zyi5LVr1wBg8eLF+GlNTQ2FQtHT0yMKyMnJ+fn5Eae+vr7Kysp9uHd+wt/zPwVyGab4u6Wi9/8AvQdJLtB7kAjSgpSNICdI2QhygpSNICdI2QhygpSNICdI2QhygpSNICdI2QhyglyGEeTkf+1YY1//LLPgAAAAAElFTkSuQmCC"
<image>The county released data about how many schools there are in each town. What is the median of the numbers?
10
360
null
10
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"
<image>How much money does Adele need to buy a set of forks and a cookbook?
10.66
361
null
10.66
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"
<image>Look at the table. Then answer the question. At a price of $990, is there a shortage or a surplus?
surplus
362
null
surplus
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"
<image>Look at the table. Then answer the question. At a price of $590, is there a shortage or a surplus?
shortage
363
null
shortage
"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"
<image>Anthony works at a coffee shop on weekends. Every now and then, a customer will order a hot tea and ask Anthony to surprise them with the flavor. The teas are categorized by flavor and caffeine level. What is the probability that a randomly selected tea is caffeine-free and fruity? Simplify any fractions.
1/3
364
null
1/3
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"
<image>Jaden kept track of how many boxes of cookies he sold over the past 7 days. What is the mode of the numbers?
46
365
null
46
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"
<image>How much money does Erin need to buy an apple tart and a blueberry cheesecake?
30.83
366
null
30.83
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"
<image>Look at the table. Then answer the question. At a price of $335, is there a shortage or a surplus?
surplus
367
null
surplus
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"
<image>Annie went on a vacation to an amusement park and counted how many rides she went on each day. On which day did Annie go on the most rides?
Saturday
368
null
Saturday
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"
<image>An Idaho farmer has been monitoring crop prices over time. Per cwt, how much more did lentils cost in 2004 than in 2005?
2
369
null
2
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"
<image>Jerry graphed the temperature at noon for 5 days. What is the median of the numbers?
10
370
null
10
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"
<image>Each train car has 10 people. How many people are in 5 train cars?
50
371
null
50
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"
<image>Caleb went to the store. He bought 4 pounds of bittersweet chocolate and 4 pounds of white chocolate. How much did he spend?
28.40
372
null
28.40
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"
<image>Bert, an employee at Sharma's Convenience Store, looked at the sales of each of its soda products. Which beverage had lower sales on Thursday, Natural Goodness Juice or Olde Tyme Cola?
Natural Goodness Juice
373
null
Natural Goodness Juice
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"
<image>Some teachers compared how many years they have been teaching. Who has been teaching the longest?
Miss Torres
374
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Miss Torres
"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"
<image>A toy store employee counted the number of toys in each bin in the sale section. How many bins had fewer than 46 toys?
8
375
null
8
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"
<image>Look at the table. Then answer the question. At a price of $70, is there a shortage or a surplus?
shortage
376
null
shortage
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"
<image>An art instructor kept track of how many total pictures were painted by each of the people enrolled in his class. How many people painted fewer than 2 pictures?
29
377
null
29
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tbe3Jfgn9VjcuZzQ1SGEOS2Mfn2uVwB5r6jdnzpyDBw86ODhQKBRdXd2QkBAGg5GRkaHuXKBTYrE4MDDQ0NDQwsJC3VlUqRtFZL2NN1mDlPD8suLDJhiMueL1FXfddfbKCzsdV8rv0vOJieOdRcf567MaV/+cMnPPSIZRe1fitLDiZcny49xbnHBp9j7Z17JPW0Zpj7gwO5K77nrJ8hSEkA5Z69DkoOJlyfz1Wa9W/viTZ7S1ziDZZr0HhEKhQCAYNNu7DkpRUVH5+flxcXEaGhrqzqJKyhYRKoEcOt7v8NOUt218BYcxyfTIiWvC7yexEj033zqy2znAZ5S7rGumqXOG14H0smyTb70dkv2pBEr2wngDTaaSAbRI1MNTNkXkfM9I8LA89SlCKGXmHlcj29lpwcyEGXPTt73hc8bqmis52mAiFotLS0s///zzESNGBAYGqjsO6Njly5dPnjwZGxs7fPjwro8eUJQtIoG2C6lEStyzHxUf1tTKnfHTlodvCnmi1vMlNwsay+eY//WvhGNcN1xn50Q9Ol0naCptrvS7tptOogbbL1EyAK9N4JUemlv7UiyVIIRoBMp0E8eUoqyXHHarpO1JXXFAVnSPN9Ya0D744AN3d/fi4uK4uDgWi6XuOKADBQUFYWFhq1evdnd3V3cW1VOqiNCJmiHjl8T/cbGxtUXxkVIklX9Zya0zpukjhFgUpo2eZSY7p72rSch9UJM/dcR4JYOKpRJZ+ZDhiQSvWmq22vtusfNxYFmR8EN3F+vS0tKcnBxvb+958+ZlZmaqOw54F4fDWbNmjbW1dWhoqLqz9AqlisjnHy2mE6n/+3vfXOWJJGI8DocQ0tNkIITqBE3yvbV8jj5Fu7tjykgR8kwLflZfEuO64aFPUuOaq99MDaURKD0bbUDD4XD6+vobN260sbGJjo5Wdxzwrl9++aWlpSUuLo5AGJx/6rr+rhhE6hY736T8tBp+Y4+nqec3I4RYFKZ8o4GmTv3fZUUilWjgunfnW15DmcflzTQCxZ41er7F5K32n1Vx68MfJPU45EA3bNiwoqIidacA75JKpU1NTW5ubvKNRUVFI0eOjIiI8PPzU1cwVem6iGy292GQaF/lnsUyTa2Ak1df6mHqFPvkr9MZJonuaGidkHdJ9rKKW6+nqa2Bw7dfs+CVqylckeB21bPbVc/mW0wx1TLEEnJAE4lEz58/t7a2VncQ8C5fX19fX1/5Fg8PD0tLy0Fzs1kXv6hMEn2znc+ZF79UtNRgnCnsTry7icOOCSv0KdoWDOMzHjt5bYLYvy+R0suz6UTNQNuFJDxhjI7pWY9wWz1LBaNZMowz5x2cZTZRm0SjEsi+o9zNtIadLx4Sz4uVCQsLO3ToUElJiVAorKio2LJlS2Vl5X//+1915wJDThdnIlvtfbWI1OhHZ7DPdKXirmdayC4n/x2OKwRi4XX2Q5fz66p5DbLenDeFAb9GfzFh+X6X9Y9ri3Y/OGmhreiWh1o+p7y5OtYt0IRuIJZK8hvKF1/dcaXiLvacA4Wbm1tKSkpqampdXZ2Ojo61tXVycrKNjY26c4EhBx7UDPo1eFBzPwcPagYAYAVFBACACRQRAAAmUEQAAJhAEQEAYAJFBACACRQRAAAmUEQAAJgMzn9W2KHUjGvqjgB6Ahaun/t/uUDuRw4+kvgAAAAASUVORK5CYII="
<image>Camille wanted to know if there was a connection between her coffee consumption and how well she slept that night. For weeks, Camille recorded how many cups of coffee she drank in the morning and how many hours she slept that night. What is the probability that a randomly selected day is one when she slept exactly 7 hours and is one when she drank exactly 0 cups of coffee? Simplify any fractions.
3/14
378
null
3/14
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"
<image>A pizza delivery driver paid attention to how many pizzas she delivered over the past 7 days. What is the range of the numbers?
9
379
null
9
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"
<image>Rachel, who has six different fruit trees growing in her yard, kept track of how many pieces of fruit she picked this year. What fraction of the pieces of fruit picked were nectarines? Simplify your answer.
13/175
380
null
13/175
"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"
<image>The table shows a function. Is the function linear or nonlinear?
linear
381
null
linear
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"
<image>How much money does Marshall need to buy a map of Africa and a history book?
30
382
null
30
"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"
<image>An employee at the craft store counted the number of red buttons in each bag of mixed buttons. What is the smallest number of red buttons?
10
383
null
10
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t2zYAABz6AgnnogjZIj09nUQibdy4UUKnEUJ6SE9Pf/z4saOjY3BwMDxCwD7cN4BAID4bqBdFIKQaZKIIhFSDTBSBkGqQiSIQUg3hVOz64dYBgUAMCOpFEQipBpkoAiHVoPei4PTKRPiPf9p3w6sJAiEM6kURCKkGmSgCIdUgE0UgpBopMlEWixUREWFmZkalUtXV1Z2cnOBy9eHi4cOHMATuUGUI4zUqKioGBAQMVZ6I/3nk3i/yWXj58uWkSZPMzc23bt1qbGzc3t6emZkZGBj47t27kJAQAMCuXbuKiooGiq4kE+Tn558+fTojI8Pd3X24dUHIDNJioqdPn25vb8/OzsajS7q6uvb29sIwIgAAkTGvZQsYXcrf318ggiYCIQZpGehyOBwCgUAk/pc+p0+f3rt3LwDA2dn5wIEDBw8exIP8Hz16dOzYsRQKRUtLa8WKFXgUtsDAwPnz52dkZOjp6dFotLlz53Z0dMTHx6urq6upqX399ddDpfBACnC53A0bNpiZmSkoKOjr6y9fvhxG3EpMTITjW01NTRiKFoGQiCGOBjFYnjx5Ii8vb21tff78+e7uboGzHR0dEyZMCAoKamlp4XA4MAB8fHz806dPc3Jy9PX1Fy5cCCWDg4P19fXj4uK6urru3LlDIpFGjx79888/d3d3nzlzBgBw6dIlgcxPxa6HfwLHYTQjkZE1xCiQmpqqoKBw8uTJioqKK1euGBoawjBC3d3dMOBFRUUFHrkHgXgv0mKiGIadOXNGX18fAEAmkx0cHDZv3lxfX4+ftbe3xwOgTZo0ydHRET91+PBhAoEAhYODg1VVVfHdB8aNGzdy5EhcUk1NLSUlRaDcQZioGAU6OjpqamrwU3FxcbgCMGDkZ9vzE/G/gbQMdAEAvr6+NTU1t27dgttUbdy40czMDI+DisPlcv/66y/+SKrOzs4YhhUUFMCkmZkZvvuAqqrqqFGjcElVVdVBBLz+IAUwDEtOTtbR0SGRSAQCYdu2bR8T/hyBkCITBQAQiUQnJ6fk5OT8/HwWizVq1KioqCiBTTh6e3s5HM6WLVsU/sbMzAwA8OrVKyggEIVdIIl99AeP4hVYvnx5bm7u0aNH4U5B69ejhUSIj0JaPLqvX7/u7u7m3+XJ2Nh49erVISEhL168GDFiBH6cRqPB/erCw8P5c4BRXj8DYhTAMCwrKysxMdHZ2RkeFNjHCYH4UKTFRKdOnaqqqnrz5k3+7T0qKytJJBL+igJ2gEQiccKECTU1NVZWVvB4X19ffX09vjvQp0aMAv39/b29vTBOMQCgs7MzKytLwE2NQHwQ0mKiW7Zs8ff3d3V1jYqKMjQ07Orqunz58o4dO5YtWwZtj8FgFBcXFxcXGxgYrF27dt68eampqX5+ft3d3T/88EN+fn5FRQXcjWtoKS4u5h8qU6nU6dOni1FgwoQJmZmZcOeStWvX+vr6Hjhw4OnTp+bm5kOuG+IfwTC6qgS4ffu2n5+fvr6+vLy8trb2tGnTDh8+zOVy4dmcnBw1NTU1NTX41uTIkSNjx46Vl5dnMpne3t6VlZVQLDg4eOrUqXie06dPDw4OxpNmZmbx8fEC5Yr36ApgZGQEzw6kQElJycSJExUUFEaNGpWVlVVfX29mZqaurl5dXY08uohBgNaLovWiCKkGTZMQCKkGmSgCIdUgE0UgpBpkogiEVINMFIGQalCoawRCqkG9KAIh1SATRSCkGvTpAvp0ASHVoF4UgZBqkIkiEFINMlEEQqqRVRNls9mLFi1SVVVlMBh+fn6NjY2fqKDS0lIrKytVVVXxYm1tbXPmzMEDFL6XwMBAAoHw7NkzkWfv3r07Y8YMVVVVDQ2N2bNnl5aWihSrq6sLDg7W0dFRUVGxt7fPysqSpGiEbCGTJsrlcmfNmlVZWXnixIljx46xWCw/P79PUdD+/funTJkiJ/eeVbUFBQW2trY1NTUSZpuXlwfDEYqkoqLCzc1txIgRBQUF165dIxKJLi4uzc3NAmJ9fX3u7u61tbXnz59/8OCBu7u7n5/f9evXJdQBITMM92q4wXDixAkymdzU1AST5eXl+/fv7+vrG1xuA60XxTDMwMAgJyfnhx9+oNPpYnKYO3fuli1b7t69CwAoLi4WX1x3d7eJicmyZcsAAFVVVcICqampVCq1v78fJl+8eAEAOHLkiIAYjGZ2584d/IixsXFUVJT40hEyh0z2oufOnXN1ddXW1oZJKyurL7/8kkwmD3lBd+/e9fT0fK/Yrl27EhISCASCJHkmJSVpampGRESIkSESiXiAGBjNEBvg3Rh/D0+hUAYSQ8guMmmipaWl5ubm//rXvwwNDZlMZkBAQFNT06coCMb1HSoxAEBJScnOnTt3794tJqBRUFAQiUTatGnTu3fvenp6tmzZoq2tPXv2bAExOzs7W1vb5ORkNpvN5XJ///13FosVGhoqoSYIWUEmTbSlpeXkyZONjY0nT57ct29fUVGRv7//cCv1fng83ldffbVixYqxY8eKETM0NMzOzt65cyeNRlNSUsrKysrLy1NRUREQIxKJFy9erK+v19DQoFAoERERBw8edHBw+JR3gBgGpCW82AfR39+vra29Z88eOLak0WgeHh75+fmOjo7DrZo4MjIyXr58mZSUJF7s2bNn8+bN8/HxWbp0KYfDSUtL8/b2vnfvHj6wh/T39/v7+1Op1KtXrzKZzOzs7IiICB0dnS+++OIT3gPisyOTJqqsrGxjY4PP/aBllpeXS7OJNjU1rV+//tixYzQaTbxkSkoKg8HYu3cvvEE7OzsDA4OdO3du2bKFX+z48eN//vlnQ0ODrq4uAMDW1vbhw4eJiYl37tz5dHeB+PzI5EB3xIgRLS0teJLH44G/3SpSy+XLlzs7O2fPni0nJycnJ2dnZwcAsLKyEh6iV1ZWWlpa4j9AZDLZyMioqqpKWIxOp0P7hJibmwuLIWQdmexFPTw81q9f39LSAqNg37x5EwAwZsyYYVZLLN7e3vxfIFRUVAQEBFy4cGH06NECkkZGRkVFRRiGQSvt7++vrq6ePn26sFhnZ2dTUxMewr+ystLY2PgT3gNiOJBJE42IiNi+ffvcuXO/++679vb2lStXenh42NraDm0pbW1tJSUlAIDnz59zOBz4Q6CtrY0HoYfweLxbt24BAJ48eQIAuH//fkdHh4KCwuTJk/nFVFVV+T9R4nA4AAALCwtDQ0OBcpcuXXrkyJGVK1cuXbqUx+Nt3769q6srLCxMQMzX1zcxMTE4ODglJYXJZObm5p4/fx7uj4j4n2KY38sOlqqqKk9PTxqNRqfTFy1axGazB53VQJ8u5ObmClcXvoEiDr75Lz94ROyBgHG0RX66gGFYXl6eo6Ojqqoqk8mcMWMG//cJ/Dx9+tTPz09bW1tRUdHGxiYzM1OS+0XIFmi9KFovipBqZNJdhED8c0AmikBINchEEQipBpkoAiHVIBNFIKQaZKIIhFSDTBSBkGqQiSIQUg0yUQRCqpFJE1VXVycIcezYsU9R1pBHADx16hSdTvfx8REj8+TJkzlz5qipqamrq8+aNausrGygQqOjow0MDJSVlSdOnHj+/HmRYtu2bROoK4HPjHE4HM7GjRv19PQUFRUdHBwGWtfGZrNDQkLU1NRoNJqbm1tFRcVAN3L8+PExY8ZQKBRDQ8PU1FQxt4wYCJn8jD4rK6u/vx9PlpSUrF69Wnwog8Gxf//+r7/++r3LRwoKCubPn0+n08WL9fX1xcXFHTp0SLzBNzU1OTs7W1lZ/f7779Bm3N3dy8vLBQIv8Hg8Hx+fFy9epKSk6Orq7t2719fX9+7du/b29gIZdnV1GRoaHjx4ED8y0JrV+Pj4w4cPp6WlGRoa/vLLL56eniwWCy4n4sff3//58+cZGRnKysqJiYmurq7l5eVKSkoCYteuXQsKClq2bFl6evrt27cTEhIUFBRiY2PFVhJCiOH+SHgIcHR0XLFixaAv/2wRAIuKiqytrauqqtzd3b29vQcSS0lJUVBQ6OjogMnHjx8DAM6fPy8gdu/ePQDApUuXYLK/v19HR2f16tXCGa5evXr8+PFi9Ic0NDSQyeRTp07BZE9PT3p6emNjo4AYXPFz9epVmKyvryeTyenp6cIZOjs7Ozo64sno6GhNTU0ul/teTRD8yORAl5+TJ0+WlpZu3LjxU2Q+tBEAzczM7t27Z25uLl4sKirq0aNHeJ9sYGAAAOBfwg4ZO3bs48eP8TAocnJyOjo6wmIAgNevXwt3ccJcvHiRRqPNnTsXJqlU6vLly/HFqDhlZWUkEglfv6qnpzd58uSrV68KZ1hWVjZjxgw86e/v39zcPFDYbsRAyLaJ8ni8DRs2rF27Vk1N7VPkP7QRABkMhqKioiRiI0aMwJM5OTkEAmHq1KkCYlQqddSoUXho0rq6urKyMpGhYbq6uiQpt7S01MTE5PTp02PGjKHT6VOnToUdtQB9fX1EIpE/gqGWlhaLxRIpyR85VUtLCwAgUhIhBtk20TNnzjQ0NMTExAy3Ip+KmpqamJiYsLAwS0tLMWLv3r1buHChubn5kiVLhM92dXWx2ew5c+YwGAwdHZ2goKC6ujphsZaWlsbGxvT09LS0tPPnz1MoFHd3d+Fu2cLCor+/Hy52h5SXl3d1dQlnaGFhcf/+fTwJl7yLlESIQbZNND09XRI/jYxSWVnp5OQ0duzY9PR0MWJv3rzx8vJ68eLFhQsXBgrg1NTU5OLikp2dvW3btsLCQhcXl56eHgGZ/v5+Npt96tQpFxeX6dOnnzp1isvl/vbbbwJi7u7uRkZG0dHR1dXVXV1da9eura+vF7mnRlRU1IULF/bv39/b21tYWPjdd9+B/47NjZAEGTbRpqamP/74IygoaLgV+SQ8ePDA0dHRzs7u4sWLCgoKA4mx2ewZM2Y0NDTk5+ebmpqKlLl48WJdXd3KlSunTp26cOHC48ePV1VV5eTkCIgpKyvr6OjgoUCZTOaoUaPKy8sFxMhk8tGjRxsaGkxNTRkMBpvN9vb21tTUFC43PDw8PDw8MjKSRqMFBASsW7cOACBSEiEGGTbRK1euKCgoODk5DbciQ09FRcXMmTPnzp176tQpMfbZ09Mza9YsDMPy8/ONjIwkzBy+nYJbxfAzYsSI1tZWjC8KB5fLFdktT5kypbq6uqqqqqWl5cCBAywWS2RsNxKJtHv37paWFhaLVV1dDeei1tbWEuqJgMiwid64cWPUqFFiWrCM0t/f7+3t7eLismfPHjH7SgAAYmJiOjs7L126JMZbxuFwQkNDjx49ih+BTiDhLtfDw+Pt27d479rS0vLkyRNh2+vo6NizZ09LS4u5uTmDwaiqqrp7967ILzFu3bqVlZXFZDJNTU1JJFJmZqa9vb2wixghHhmeGFRXV7/3BcbHMLQRAGE+tbW1MGd5eXmYoZWVlUCY+V9//ZXFYqWmpv7xxx/4QV1dXX43LwDg0aNHBw8e3Lx5M7/nhkajTZo0iV9MTk6Oy+VGRUW1t7ePHz++qqoqMTFx9OjRwpvE2Nra+vj4hIWFpaenq6mpJSUlKSsrC28PRaPRNm3adOzYsaSkpN7e3ri4OGdnZw8PD+EKLC0tXb16dVpa2qRJky5cuHDs2LHLly8LiyHew3C/mB08lpaWkZGRH5/PZ4sAGB8fLyx54MABATFvb29hsa+++kpAbPv27cJilpaWwuX29vbGx8ebmJgoKCiYmprGxMTAAa0wXV1dS5cuZTKZCgoKzs7ODx8+FCn26NEjZ2dnRUVFBoMRHh6Of2UhAI/H27hxo76+vry8/NixY7OyskSKIcSDIgCiCIAIqUaG56IIxD8BZKIIhFSDTBSBkGqQiSIQUg0yUQRCqkEmikBINchEEQipBpkoAiHVIBNFIKQaWTXRzMzMcePGKSoqGhoaLl26lM1mf4pShjYSHz+BgYEEAuHZs2fixTIyMggEwt69e0WeraurCw4O1tHRUVFRsbe3z8rKGigfCSPxFRcXu7i40Gg0JpMZERHx+vXr994I4pMz3F8gDob//Oc/RCIRfm5+8+ZNS0vLadOmDTq3gb7RbWxs1NDQcHJyys3NvXDhwvjx43V1dTs7OwXEuFyuk5OTgYHB4cOHr1+/vnDhQiKReO/ePTEl5ubmwpXNA+3SDWlqamIwGCQSac+ePcJn3717N3LkSEdHx8LCwsrKyg0bNhCJxGvXrglLwsBCy5Ytu3nz5ubNm4lEYlpamrAYm81mMBjTp0+/dOnSoUOHmEymj4+PGPUQnweZNFFPT083Nzc8mZmZCQAQjlUnIQOZ6JBH4oN0d3ebmJgsW7bsvSY6f/78BQsW0Ol0kSZaUFAAALhz5w5+xNjYOCoqSlhSwkh8cGlLe3s7TJ44cQIAUFZWJkZDxGdAVge6/PE14LJjbKjXAwx5JD5IUlKSpqam8CIvAXJzcy9durRt2zbxYgL1ILISJIzEV1ZWZmtri8f49fHxIRKJIkP7IT4nMmmikZGR165du3jxIo/Ha2pqSk9P9/T01NXVHdpShjwSHwCgpKRk586du3fvFr9Wu6enJzo6+vvvvxezANrOzs7W1jY5OZnNZnO53N9//53FYoWGhgpLShiJT0CMTCYzmUwUsG/YkUkT9fX1/emnn7y9vSkUiq6uLolEOnLkyCctcUgi8fF4vK+++mrFihXvDZyflJSkpaW1dOlSMTJEIvHixYv19fUaGhoUCiUiIuLgwYMODg7CkhJG4rOwsCgtLe3r64PJly9ftrW1oYB9w45Mmui5c+fi4+NTU1Pv37+fk5Pz+vXrBQsWDPlAF2eoIvFlZGS8fPkyKSlJfHES9rT9/f3+/v5UKvXq1atFRUUJCQkRERE3btwQlpQwEl9ERASbzV65cmVHR0ddXd3ixYuVlZVRwL7hZ5jnwoPCzMyM3y8CI4Ncvnx5cLmJ2TACw7D79+9raGj4+vr29vaKyaSlpWXixIlWVlYvXrwQKdDY2Ein03Nzc2GyuLgYiHIXcblce3v7b775Bj8ykLvo0KFDAICGhgb8iJ+fn4ODg7Akh8OJjIyEBg89zwNV12+//QaDYispKW3fvt3CwiIhIUHMXSM+A7JnohwOh0AgbN++HT8CQ8Lu2rVrcBmKMdGnT58ymczw8HDxO5F0d3dPnDjRzs6OzWYPJAPdziQ+YNLPz49fDAbmExAjEolqamoCGW7YsEFgp5l169ZpaGgMpEBrayuLxeJwOFeuXAEDO8B7enoqKyt7enq6urooFMrRo0fF3DjiMyB7wxgSiaSnp8cf37WyshIA8N79yz4U/kh84vdrgZH4/vzzTyaTOZCMt7c3vxO1oqIiICDgwoULo0eP5hfT1dUV8LU6ODisWbNm3rx5AhkaGRl1dnY2NTXhLqXKykqRlXDr1q329nZvb2+o3kCR+Kqqqm7cuBEVFWVhYQEA2Lt3L5FIdHd3F3PjiM+A7JkoACA6OnrTpk0TJkxwcXFpbm6Oi4uzsrLif68wJAxtJD5VVVX+PQs5HA4AwMLCwtDQkF+MTCYLRJolEom6urojR44UUM/X1zcxMTE4ODglJYXJZObm5p4/f37//v3CNyJhJL7e3t7o6OiysrKQkJCnT5+uXbs2Pj6ewWCIrh3EZ2O4u/HBwOFwduzYYW1tTaPR9PT0goODa2trB53bQAPdIY/Ex89Ac1FhBpqLYhj29OlTPz8/bW1tRUVFGxubzMxMkWKSR+I7efKktbU1/E7whx9+4PF471UP8alBEQBRBECEVCOTL10QiH8OyEQRCKkGmSgCIdUgE0UgpBpkogiEVINMFIGQapCJIhBSDTJRBEKqQSaKQEg1smqiEoa0+0ieP38+Z84cZWVlOp0eFBT06tUrkWLd3d0xMTFaWlo0Gs3R0bGoqOgT6YP4ByKTJnrt2rWgoCAnJ6fLly9HRUUlJCT88ssvQ15Kb2+vi4tLR0fHuXPnTpw4UVFRMXfuXJHfS4aFhZ07dy49Pf3KlSv6+vozZ85saGgYcn0Q/1CG+yPhwSBhSDsJGegz+j179lAolObmZpiEy9/y8vIExKqqqgBfZMC+vj4DAwP+NdkIxMcgk72ohCHtPpJr165NnjxZQ0MDJq2srMzMzOB6aAExeXl5fF0lmUyeOXOmsBgCMThk0kQlDGn3kVRVVZmZmfEfMTU1hcvHBcTgOi/xYgjE4JBJE5UwpN1H0tnZqaKiwn9ERUWlo6NDErGuri4ejze0+iD+mcikiUoY0g6B+B9AJk00PDw8PDw8MjKSRqMFBASsW7cOAKCpqTm0pTAYjM7OTv4jHR0dwoFCRIqpqKiID7GJQEiITDYjEom0e/fulpYWFotVXV0N56ICIX8+HktLS4EpZWVlpXAMIUtLy7q6urdv34oXQyAGh0ya6K1bt7KysphMpqmpKYlEGiik3Ufi7u5eWFjY1NQEk0VFRXV1dbNmzRIQc3Nz4/F42dnZMNnT05ObmysshkAMDpmcv0kY0u4jmT9//pYtW/z9/Tdv3vz27du4uDgXF5dp06YJiBkaGoaGhq5YsQLDMG1t7a1bt5JIpOjo6CHXB/EPZbhfzA4GyUPaSYKYUNe1tbXe3t6Kiop0On3JkiVtbW0ic+jt7Y2NjdXQ0FBQUPjiiy/Qhn+IIQRFAEQRABFSjUzORRGIfw7IRBEIqQaZKAIh1SATRSCkGmSiCIRU83+UEF+aqH7B1gAAAABJRU5ErkJggg=="
<image>During Fitness Day at school, Ruben and his classmates took part in a pull-up competition, keeping track of the results. What is the smallest number of pull-ups done?
61
384
null
61
"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"
<image>The table shows a function. Is the function linear or nonlinear?
nonlinear
385
null
nonlinear
"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"
<image>The bird watcher counted the number of birds in each flock that passed overhead. How many flocks had fewer than 64 birds?
12
386
null
12
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"
<image>Keenan's coach wrote down how many kilometers he had run over the past 5 days. What is the mean of the numbers?
3
387
null
3
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"
<image>Clare kept a tally of the number of emails she received each day for a week. According to the table, what was the rate of change between Tuesday and Wednesday?
-2
388
null
-2
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PlU53d/frjLQZs+ciRtqo1MAzPtdvxxZVf1mybKWLw/qiQjIAVJaXmZvMnzBJ6GF8+v1nyTw8eLOl8+jDyShe5bzNTElKeJTwilzxiV9AcNtmWyTLedO6okLy9eiHMY8TGhq+fD/V/yE+yd111P5Rtvf17bwEwiFPH2T3UlgkBwdH2R/NRdVfsFis+2FPesnNLq5c3NwfGrtySj4AgM+5i0h61ec2fn4BeUXlOmr/s+Q3APAs+Q29lqQ0abOLax21PyOvDAC2bN9Nz9LS1bewXjeiVxF3HgNA8ttCZDc+PWfp8lW5pR9DI+8BwMO4NHpJdU3tmXPmI56zsLDkln5E0i3XblBQUqGbinkUj6TXttJkZOXXbthUR+0/HXgJAG7EPEKyyv5oZmNj27nnIN249To7kqxcHbX/wtUbAJD0moykZ+aXs7CwbNi09XvPlyxbycHBUfmJguw+ScwAgMj7z0YxXkftL6j8VFhVx3hS6+020xvN7cARxvZE2nCUpq7+0gEA5y6G1FH7EzPyAOD+82SkzB/NPXefvqz63DZ6r2CWrfRj02ITU2RmpKahdcjTp+RDI/2L1tYzQNoqPj0HADLyypCsmEfxnJycNQ2dddT+46f8ASD6YRyS9bGpmwePd3F1r6P2b9q6nZdAeF/fjmQV1zSwsbEhETFvweJ5CxbT3Qi8HA4AyJe+0sKaB4+vqqMyZlV9bqNfW+nuiUlIIlEz+uaT3D32aMzJyWlqtpo+kXj04O7CpSt4CYSiwnwajaY3ZTq9pKa2bkd7+/uqivLSYgBQ09BG0rm4uKZMnznOy4qG1ggCyADQ3tbW2tKCbP39/fm5WZxcXPIKSkiuiprG5eu3hUVEybk5GAxGW8+AwSs9ZE4+b8ESTi6uZ4/uAwCNRnvxONbU3AoA8nLeYrFYg2mDunusrKz6Uw2z3gypyWloD8rMvivM7+npmT5zaNljquHMyvKypsbGspJiHA6noKSCpEtKkwQEJ/zoHOUUlLh5BoU25RWVAaCirGQU4wDQ1Njg4rBebjKfEJ5VCM+an5vdzCC3p6KqQf9MIBBbf2YsJcnKy8krbrG1DvA7Qc7LwWAwU6fP5OLiGr+F3xkCkXg1Iia7uEZDS4dGo3kf2T93qkZVRTkAhF25WP+5bpf74e9rJSfG6081ZGdQ/NPUHtI3JsnIVZSVAAA5N1tVXYvzq74xHz+/pBSpkJw/plfSJFku7kF9YwKBCACtLc1I1KioaSLprKys9IOOybiWuKzX2xUVkosKyV1dXQkvnliuWQ8AVCoFAIgMwu0EIh8AtFEo7e1tdP8QRunTwyB+pwSPYGYyX16MH9n+/PiBSqFwficSi3jFSyAwzpEIRL42KgUAuLi45i9Y8jj2HgCkp7xsampcscoKANqoVBqNRhLCSwhyIlvkjWtfGG6o6C61USgAYLl8Ab3k9s22ANDQUN/WRsXjeRk94SX8UAuWhwdP/8zJxQUAnZ0doxjv6uqysVjW2dHxODHjj+aeOmq/nsE0RoN0pWwERknOMWFnZ7//PGWlxZqb4SFGhjq6ylL3om+NvzpTICI6WXDiJI/jp1KzigDAx+vw57pP3kcPnDxzYcQLVmpSvOGsb7Sd6JddAODk5Ors7AAAKpUyrLsS+AY72+h8L+U9MDDQ1kaFb7sN76hywoyMSzVCVV1TVV3zwZ3bGto6RCIfcobIMVpahi78Lc1NAIAnEFpbWwAAcQuhuWlQu/j7hZ8Rb1q+55R/MPVrA00UEubm4Wltbenv7x92V8PLS6C0tg4MDNAP1NLchP/aHMtWmm+ysWhuanr84K6O/hQxCUkAwPPycnBwxKV/syqOYcV87wOeQACAwCvXh92ri0tIcXFxU7/9/uin/D2MjdZGpQIANzfPKMaLCvJr3ldduHJDVk4BSayvrxMWnfwj+wjjb2p+AYH9R47vP3K8srzswrlTWzaukVNQUlZVH93+709Lc3NxUcGUaUP6xpLSJFNz62eP7iclvKC0tq5lWIUCgOnaigsWLzsVcImcl+PrH8yY1drSQuT7ejVvowpOmAgAvLwExq8SAFqamoRFJsMv6RtzcXEDAKV1SN94lC40jPE+cLJeb/fwfvSDO7fNrGyQyFFSUcdisVmvX9HLvH2dwUsgSJNkpUmyAIAsAwBAZ2fnq69L/MgQTb9i1X+u+/yDpSAEelsoqajpT5mObOzs7BqaOn19fW8yBwVgS0uKjGfolpYUqWtq9/X15bx9zeDVK/qseM78hRycnEkJz58/iTU1G1QD0dTW6+rq6u/vl5VTQDYODs4Rg0RZRZ2dnb2x4Qu9JB+/gIDABHZ2dpKsXG9vL/2BZElRYXPTDzWmK8tL6WtIhQV5ACCvqDyKceSCyIMfHMPfZKRXV1WOOeSO2dSIhQ/V7589HpTtJsnK+foHYbHYER8NMB0P70dbmBgxTqwAoLmpccLESQsWL0t6TU54lYtswWGRABB+O/bICb/U5AQ+Pn4VNQ3GWvSbrM7OzsqKMuRWSF1LpyA/p+urvnHDl/r3VRXIXSGBQESmVwiF+XljekuSlQeAQvKgEjKNRqN37zEZbxibmq3+VPvn4wd3kDVqAODj57daa3v+rO+Th/c+1lRH3QiNCL28act2LBYrKU1S09A64+P5JiO9qqLcZdM6+qRaVExccMLE6FvXu7q6Gr7U79+9bZT5NpHIV5CfW5Cf29jYMCxr5lwjOXnF3c4OSQkvXmek7XZ26O7ulpGVnz1/gbyi8p4dW7LfZFZVlHseci9+V+DotAOpxcHBsWDxsvNnfRu+1JuYmiOJM2bPU1XXdLJbm5Ge8rGm+l70rfnTtcKvBsF34Hl512zYdMrLI/bu7Y811a9SkyxMjHZs2QgA8xcs4cHj97k652a9eZWWvMvFYcLEST88Lz7+HVs2Fr8rKMjP9XB3FZOQ1JsyfRTjSqrqnFxcly/4132qjX/+5OhBt3kLFleWlw7roMMYpak5ODg4OTkz0lPIeTk11VUbrVdd9D9dUVZaUVZ61tcLALR09UexzCyYrDCfJCyy1mxp3NNHbRRKeWnx+TM+kTeurdlgTyASFZRU6JukFAkApEmyk8XEU18mTJs5Z5i+caDfyYz0lKqK8r07t/Z0dy83swSA9Xabe3t6XJ3sy0qLC8l5Lg7rCQSiufU6AFDX1M7PzSLn5dBotBdPHtIfYY6CmLiEjv4U/9MnEuOe5edm79iykYNjvPrGY69U07d5CxbrT5nOmPKhsWvL9t1CwiJYLFZcUmqfh9cnSh+SlZ5Toj9lOhsbm5iE5KmA4HUbHdU1tZGsm3efyMkrcnJyysopXL8dq2sw1X7Ltrqvi663Y1/Q7UfceczPL8DPLxB5/9n3/mQX1yw2MeXB4wlE4mIT0+ziGiQ9t/Sjiak5L4HAxsampqEVGnmPsdb127EAMHueMWNiYVWdmdVafn4BdnZ2WTmFoyf8kHRkpRq5Ha37upC7c8/ByWLiOBxOWER0w6at9DXn6Idx8orKOBxOWkb2yo1o/SnTkeXuYduSZStnzJ53KiBYTFyCjY1NS1f/ZWb+mMYvhUeJS0pxcnJOnT4zNbvo1r2nBCJRXVP7+0ZT19RebbNx9Kauo/bv3u/Bxc0tLCJa+rHp/JXrquqaXNzceF5eHf0pEXce/09Xj/8/t9fkiuWrLCdOEmJhYeHk5FRWVQ+4FPZ9McaVanFJqVMBwfSs46f8sVjsw7g0VXVNNjY2CSnpS+FR9NyHcWkGUw05ODi4eXjmzF+Q/KYASa/63GZmtZbIx8dLIJhZrb0aEQMApR+b6qj9Ky2s9QymDeuQOSUf6qj9bwurDGfNZWdnF5ww0XXvoe2799MfVYyy+SR3s/gkd9tojfFEFwAaGr7oq5JO+QevMBuXMl1HR0dvTw/9RzBmS+cTiXyXr98e79Xl34vdGrPW1pboh3H/tCP/LdaYLd20ZduM2T+tbxwSHHhwz44/W37f3/CF5/SOvcTV2Njw4X3VYXdXCUlp+kR0TGzMTeo/1/n6BwkKTox//jgtOfF69MO/5i0Kyq9jamYlIfmv1Tce+974blTEMuMZGAwmLPI+BjPC+u2IBF27qaSiZmtlOm+6VlREWMClsHnGi/6aqygov46p+WoJqX9tGI93Uo2CgvJ7Ep7T+5v+wwkFBWX8oGGMgsL0oGGMgsL0oGGMgsL0oGGMgsL0oGGMgsL0oGGMgsL0YAGgjvoTf09FQUH53UBHYxQUpgcNYxQUpgcNYxQUpgcNYxQUpgcNYxQUpgcNYxQUpgcNYxQUpgcNYxQUpucvhbGRtnjgyYN/lys/oqKkUEMEk/sm7X99oN+TlbPVvPf/JZ3kyJDz2mJso5eZpTzx8lmvv3KU35PW5qZjbo7GOhKaolgDaR4rY93UhBH0jd0cLTVEMB/ef6NvPEdNOPHpP6lv7L3feeVstfGU/PeMxpWl7xbp/Wvf0vJX0J02a5/3+dHL7Dx8avrchf8//vx/4rHTLj8r45BvsJa+4c7Dp2SVVHduXFlR8o2+cfrLZ4lPhodrWRG5tblRdyqqb/z/SxH5NxJDHoW/XSd5YGCArkc7IiR55ZVrhuv3DsPE3EZRVetv9eufp7e3NzXxicPOg9NmL+DiwYtLyXicviItq5idMaT82tnZcdzdydTabljdzJR4RTVtPIOA0e/MuMK4t7f3zDG3+ZqTDUj4dcsM894OKUVgMJhLZzznqotMkyM625g0fhl8AXpPd/eZY27GOhI6EhwLdaUCTgxJH9fX1e52sJguzzdDSXD3Jov6T4NCkp9r/3BztJyhJKgryblqjvqTuze/96Svr++8z6ElU2T1pLiMtMWP73Pq7GgHgKDTRw5uW1/7R42GCCbi8jkAKCJnbzKfb0DCT5Mjbl+/4s8P7390dj/lT3sbVV+aOyTw5FDj9PQYKvAHeO8HgKaG+v3ONrOUJ+pJcVkvMniTNviS8ZtXA+aqi6TEPZqjJnz22KBO8gXfwwt1pXQlOU2myUeGDI2WeW/SLeZr6UpyLjNUjH/8Q53knRtX7dlsFXT66BQZ3tT4RwDw5O5NCyPtKTK8s5Qnblu//GN1JVKScVKd8zrVdsUsQwX+qbKE9ctmZGcOdmj6pPp2WNBsVaHigpw1i6cYSPMs0ic9iAyldwO/o7sX6EjqSXEZ60ic8nDt7en5Uav+JvT39TV9qafvsrKyRsXlWGzYQk8JOn2EX3DiitXD9Y0zU+L1DecCwPXgMzOUBDNT4lfOVtOV5FxsIPP4TgS9WN6bdNsVswykeabI8NqbzSvMG9Q3drYxcbYxoRd7fCdCQwTT0d4GAG6OlrsdLJ7cvWkyTV5fmtvKWLcwd1DfuL6u1mnNEn1p7rnqIkGn/1Z9YwDwPbQ9Nipsl4dfyL0kCSmZrdaLaj9WI1kvYqObGuoDbzzyCgjPepUUfOYYkn7cfevdiCs7DvjcTSp02ut562rAOa+9AECj0ZzWLP6z5r3f1Ttnr92r/VjttHbJwMBAb0+Po6VxVVmx39U70fF5cxYu3+e0NvnF8HfiXg/yCw86vW2/d3R83tEzIalxjwNPHACAdVt2r97oLCQi9rLw86q1DrV/1NivmovDsYU9SL0UHU+ltDhYGHV/Felg5Gf94ebBT5+zKPHpfbqFzNR4KqV1wXLLvr6+LasXkbMzTwbdinyRraqpt3XNYmT+hsOxdXa0R1674BUQZrXRGQBOe7iGB/lt3uURk0he67Dz9NFddyKuAACV0rptw3I8ge/G40wv/7Do8OCGzz/QSWbDVZS8K32Xf+HmEw296QU5r/c5rZ1tvOzmszfnbz7p7uzcZW82rEpnR7uLjYm0nGLYw/TrjzPklNW2Wi+mfKtChMXh2tso508e8jwXmlravHil9bE9jsilLfS8z6OYG4dPX7qbVHjg5MUXD6N/qqv9/4PD4abPXRR48sCDyNDukVSUyorIkSGBB32CWFm+CYSe7u7cN2kGhnMBAIvDdbRRQ8/7+oc9SCqsn7fY9OC29WVFZACoqSxzsDQSmDgpLDYt5F4SNzfewXw+fRj4EVgsriD7dWZqfNjD9Pi8WiK/4KEdgxeRg9vWlxWT/cNiL0XHNzV++X6q/0ObY5agUlrv3QrZ5eFnvMwcAA76BHe0t9e8LxcRkwQAbjzvXi9/AFBU1Zq/dFVRfjYAtDQ1Poq57rjLY8FyCwAQl5IpfZcXHR7s4n78dVpCWRH5TlIBSU4JAA75Bl/x9/5SV/uOnPW+oiT0QaqG7lQA2LL7SFrC01sh52cafSOWtXLtJuPlFsKi4gAgQZKbv3RVWsJTAODk5GLn4GRlZeXjFwSA26EXAeDEhQhkUuQVEL5IXzrx2f2Fyy2HnV1mStzP+mNsYr5ns1X9pz8nCosCQPzjOzIKKrKKqmmJT0sKcy/djtObPgcA3I6dzUyJvxUSeNAnCIPFdrS3WW10mjLTCGnSmBuXNmx1M7FYBwAS0rLF5OzwoNMrre1SE560Njft9Twno6ACAAdOXjSZJj/i94LBYD+8L792L5mXyAcAXFw8jzLKRcQkEYWt1XbOLuuWNTXU8wtOpFf5WF3ZRqUsMl0tLasIAG5HzxotNcMxyH8i9HR32zrvkZSRB4BVazZdPutVWpQ/UVi0uCBXRkEFOYXJEtLBUS+G9f7fEC//MA9Xew9Xu4GBAWprS+m7/BVWtkiL9ff3e+7ZbGnrJKekVlqYx1gr7206DAyo60wFABZgodFoG5zcRMWlAMBpr1fM9UvPH0TJKandDg9iY2M/djYUUbQ8cubqPE3R2OhwOxf30b2iUlrcvQI4ubgBYMmqNfudbTo7O6gtza9TE/Z6+iOzgL2e/kjfHg9jfw3lxeTenh5ljUHZYRwb26nLt6fMmI/sIr0cgUDkp7Q0AUBZUT6NRtPUGxLvVNHQ6+xo/1BdUZSfzcHJhcQMAMiraPheipooLFpMzsFgMGraQ7rEKpq6pe/yhnszMHDJ79g8DVGtyTgNEUx4kF9rywiKZ+/ysxRVteg3NkKiYpMlpMlZGQDQ0d5GbW1Btv7+/l/wx3D+Yg5OrpfPHgAAjUZLfv5w4QorAHiXl4XFYrUMhnSStfSnk7Mz6RaUNQYV4cqK8nt7evSmDS2f6EydVVNZ1tLUWFVWhMXhkBgGADFJEp/ADzWuxCRleL8Kc7Kxsz97ELXcUFFHgkNDBOOybhkADGscSZK8tKyi+9Y1IYEniwtyMBiMzpSZnJwjKIPKK2sgH5A2pLa2AMAsY5O36S/dHC3jHsVQWpqlZBQkSHI/8u03AU8gnr4S/exttbK6Tl8fLeDEfvN5mjVV5QAQHRbUUF/n6DqCvnFmSrymviEbwwVORXNI31hCWu59RSkAFJNzFFS16Kq0BD5+MQnSCJ32O8SlZJEYBgBE7pPa0lxVXgwACioaSDorK6uKpu44T3PsMG6jtMJIiqwIHAydgC4G2d5GAQBewpD0K55IBIB2KqWN2jqiqXYqhYf3G11iPIEPscPI8X1OaS+fnbgQkVnZllfbZ7dt34hetVMpOa9T9aS46NvH6srGhs8A4GBhZKgogGx1f374BX84OblmzF+c8PQeALx99bKluREZ5NvbKDQabaosL/2gD6JC6YsFjA3STqUAwObVC+klD+2wBYCmxvqONioPzzc6yTw/FrllbOG7N69e9D1s67Q3qbA+r7YvKPL59+XZ2NlD7iUvNrW+fyvEylh3kZ700/uRI1pm5xhBMNnE3MY/PLazo+OAy7o5akJ7Nls1NX75kW+/FZNEJvNPmLTzkO+95HcAcNH38JfPnwJPHth/4vyIV7HXqQnIkEiHi3tI35iDk6urswMA2tsojF8BAOCJfO1UKowF+0j6xh3tVPj26+bB/336xlw8eABoaR6v1Cr98JTWoZsuSnMz4iIXN55KGUGXmIeX0Eb5RpeY0tI07DQGBgaSnsfab9+vM3UWktJYXzeyA7wETb3pB3wuMiZyc+MB4KBPEP3qIDhR+Nf8MTYxd3OwbG1uSnh8V11nCnJ/wYMnsHNwRL7IZrTDOpJOMvJVeQWEyyp+I2UsKibFycXd9u3Fq3V8Lf/y6X19w3nLrTYgu4yXD0aI/AIu+4677DteU1kWdvHUvq1rpGUV5ZXHK2VsOHeR4dxFXZ2daYlPTh7c7um22e9qzDjr/v9DaWkuLynQNhjSNxaTJC0yXf3y2YOM5DgqpdWFYRUKAFbMUJplvOyQb3BxQc5Bn28kNamtLfSJT3s7FblV4cETGDs5AFCamyYJi8Iv6Rsj4zMyaiK0Nv9QW3cYY4/G8krqWBwuJzMV2e3v799oOvtRzI1RqsgpqWOx2PysDHpKftYrPC9BXEpWWV27r68v7+2gcGtlWdHqBXqVZUVKatp9fX0FOa8ZqmTQZ6EINBqtu6sTiUYAoFJak57HMjYW/bOKhu7HmsrJEiQpGQVkY2VhFZwkDABySmqaetORjY2d/df8mTZ7ITsH56vkF8kvHi5cPqhNp6Kp293V1d/fTz8oOwfnJOERdJLllNTZ2NmbGxvoJQl8Anz8E9jY2SVI8rTeXvqDzYqSwnF+l+1tVG4ePH33YfR1xgZB+PPD+5fPB6WMJUhyB3yCMFhs6bv88dgHgJfPHyBLmxycnPMWrzRb61BSmDvOuv8IcY9iHC2Nh13RWpobBSZMmm1sEpOYHxWXg2wng24BwLmwB7uOnH6dlkAg8st/ndwi5GcPduauzs6ayjKSvBIAKKlrlxTk0JdOmxrqP1ZXKKvrAgCel9DOIFtfOo6GkiDJA0DJ17t0Go1G75ZjMnYY4wlEEzOb0Au+sbfDi8jZnns2FxfkqOtMGaUKgY9/meWG0Au+iU/v1X6sjo0Kuxtxxdp+GxaLNZhpJC2reGy3Y0byi9w3acd2O/b0dEuS5KfOXkCSV/Zy30rOzqypKj/n5V5eXLB203ZGszgcTlFNO/Z22MfqyiJy9s6NK2cvXE5paXpfUUKj0XiJfA1f6rIzU/788H6VjUM7lXJo+4ayInJNVfnls16ms1SKC0Z4sPxr/rBzcMwyNgm94NvUUG9kMrggrG84T0FFc7+TTXZmSu3H6qf3Iy2NtGOuB39/UB4870pr+6BTHi9io2s/Vme9Stpsaeyx0w4AZsxbzM2DP7HfpTD3TVZG8jE3R4EJP9RJZkRNxyAzJS4/K+OPmiqvvVvEpUgAUJSf3dnZQS/z6c8Pu+zMwoP8qitKqytKr5w7DgCqWnrjsQ8AEZf93RytkBbOykh+HntbS3/6OOv+IxgtNZswScTFxiQl7lE7lfK+oiT0vG9sVKjpGns8gSijoELfxCRIACAuJSssKv46NUF3+uxh+sbXAn2yM1NqqsqP79va29O9YLklAJiv29zb03Nkl31VeXFpYd7BbRvwvMSl5jYAoKSuU5SfVVyQQ6PRkl88fJP2ckxvRSZLqOtMuRp4Iv3lsyJytsfOjezs49U3HntSDQB7vQK4ePDnvPa2UynyKhrnIx6LSZLGqOLpz8NL8N7v0txQP0lEzH7HAVunPQCAw+Eu3Hzqe3jnLntzVgxGb9qcExciMBgMBoO5ePPpqSOuW60XdXV1ysir+IXcQZZ8GfE4fdnD1X7VHDVRcWkXdy8lNe236S9tl8+MePp6wXLL2Kgw57VL123e5bDz4OWYhHNe7jZLp7GwsMgpqfmHxyqr63zv5y/7Y2xi/njdsqmzjOlLwRgM5sLNJ35Hd7tuXNXR0SYqJuWw46C1/bYR28fV4zSeQDxzzO1L/Sd+wYmzFyzbts8bAIj8An5X7/gc2rF++QwRMUkXd6+Iy/60cfxixM7Z/eP7ys1WC7jxvBbrNts67/2j5r33Pic2tqF1Gp0pM4+dCw0P8rt4ygODwZDklc9euyclozCmcQSfoFunj+za42jV2tLELzhxptFSxOffFjyBeOl2XOCJA0d3OzR++VyUnyVBkvPwu7poxWjivpkp8bbOe4cluuw7fmK/S2XZu0nCk70vRCCNJiZJCop64X98n5WxDgaD1dSbfuVOIr/ABAAwtbYrJmc7WBgN9PfPNFrq7O7pamfWN+qvdADA+/yNI7s27bA15cETzGwchETF4x6N656FxSe520h2XMGMgsK8ONuYWNu5GMz4aX3jyJDzvod3ZH/8fX/o8qKc9rs/90NB+VtYuMJqssS/9if36DiM8p9g9Ik0s4OOxigoo2Fpu/V3nlEjoGGMgsL0oGGMgsL0oGGMgsL0oGGMgsL0oGGMgsL0oGGMgsL0oGGMgsL0YAFACD/y255QUFCYAnQ0RkFhetAwRkFhetAwRkFhetAwRkFhetAwRkFhetAwRkFhetAwRkFhetAwRkFhesYVxkoSE874eP6vXUFB+dtpbmra7eKopSAuzIuRmshtZKgT//wbfeOH92NkRYnrLVcMqzgwMKAiLfTk4T+pb+zu6jxTT3XscuhojPLvZseWjW9fvzoVcMlgquHh46cUVdRsV5uWFBUCQE9Pz75dLq5O9oSR1E+LCsnNTY3TDFF9Y2bjb1ceRvln6e3tTXjxxNX90Jz5C7jxeGmS7JnzV2TlFTPSkgGgqJD8KjXpefJbWXnF7+smJ8apaWoTiMT/b6d/iZ8O4/zc7FVL5klN4pERIayzWP6helA3OPTKRWWpSa8z0mbqqUoIcs6bplVSVBgTeUNPlSQthLdeubixsQEpWfvnH5vWWSqIC4gLcMzSV7sTNagWW1ZaLIRnzUhPsVtjRhLmVZEW2r97W39///c+ZL5KXW48U24yH0mY12S+YUb6oEhvd3f30QNuWgriYvzsOkqS3keGRJWlhfAXzp2iW9i51d54hi4AFBWShfCsCS+eztBVWTTbAAD+/OOjvY2FirSQ5ASuGTrK169d+tkmQvl96Ovra6gfUo1gZWVNeJW7YdNWAJCUIj1JzJAiyYxYMeVl/IxZ8wAgKMBPQVwg5WX8TD1VcQEOPVVSTOSQZMqbjPTlxjOlJnJLC+FXLp6bmz2ob7zGbOkasyEx0JjIG0J41va2NgDYtM7S3sbiTlTEFA05yQlcRoY6uVmD+sZ1n2qtVy6WnMClShI+dfzv1jem8/FDzcrFc9jY2B7GpcU8SqC0tpiZzO/q6gIAHA7XRqVcuRgQ/TAuk1zR1ka1X2ueGPfsRUpWXGp2btab4IAzANDT02NhYlRWUhRy825iRv6ipSu22q198eQhAOCwOAA4tGeHzUaHkg+N/sGhIcGBjx7cGeZDR3v7WrOlcgpKjxJePXmZqaSqvtp0UUtzMwDs3bH1RujlQ54+KW/f7T3keSXI3/PQ8PeGDwPHxgYAp08cddrhdi7oGgBs32z7+VPt9eiHLzPJGzc7u+90Skp48VOthPKbgMPh5hov8j56IPL6ta7O4SpKRD4+Lm7uESt2d3e/zkibMXsuDHZsauAZn+u3Y4uqvyxZttLFYX1RIRkAKsvLzE3mT5gk9DA+/f6zZB4evNnSeZ9qx9A3xuFwOW8zU5ISHiW8Ild84hcQ3LbZFsly3rSuqJB8PfphzOOEhoYvT2LvjvNMfy6MQy9fBICLITdV1DQ0tHQCr1z/WFP99OsyQHd39xYX14mThIRFROcvWFJeVnLE+zSRj48kKzfVcFYhORcAEuOelpeV+J4Lmjp9poycvNuBI+qa2leDA+mHWLh0+YzZ83A43Jz5CySkpPNysob5UP2+kkqhmFqslpNXlFdQ8vQ5G3HnMRs7e1NjY/St8K3bdy9fZSlFklllucbG1iE8JLinZ7TXGmIxWAAwmDbDfLWNkooaABTk58yaZ6SprStFklm30TH2Raqy6niVylB+NwIvhRvOnLtjq11acqLnob0Xzp1Crvij8zYzHQYGdPSnAgALCwuNRnPeuUdcUooHj3c/7MXFzX0/JgoAwq4GsbGz+weHqqhpqGlonb0Y0tPdfftm2Jj2W1tbvE8FCAgI8hIIqyzXlJUUdXR0fKr9MzUpwXnnHsNZc+UVlI6f8mf7Tnr6R/xcGOflvFVT16LfMIhOFpOQks56MyThK6cwKBRMIBD5+QUmTBzUH+IlEFtbWwCAnJuDwWC09YZ0gzW19QrJefRdFVUN+mcCgdj6XaOTZOXl5BW32FoH+J0g5+VgMJip02dycXEVFebTaDS9KUOqQprauh3t7e+rKsY8Lw2tIV2YBUuW+5/y9ti3KzUpoaenR0tXn34WKEwHgUi8GhGTXVyjoaVDo9G8j+yfO1WjqqJ89FrJifH6Uw3ZGaJIU3tI35gkI1dRVgIA5NxsVXUtzq/6xnz8/JJSpELy2NJ20iRZ+kQAWWBrbWkuLy0GABU1TSSdlZWVftAx+bkwbqNSMl+lSghy0rfqqsovDPce7BwcI36Gr+p+VCqFl/CNbjCByNfGoD1HF31mrMUIOzv7/ecpKy3W3AwPMTLU0VWWuhd9C7EMAETikN4sgcgHAG2U4SLJ38NY63TApYPHTr7JTDc3MVKWmnjy2CHaWNI7KL85IqKTBSdO8jh+KjWrCAB8vEaQJmckNSnecNY3+sbcPEP6xpycXIjAHZVKYew5AEDg+6Yz/4jvJbUHBgba2qgAwEsYEgPm/bG09TB+LozxvAT9KdPjX+XSt5Ssd0e8T4/fAi8vgdLayhicLc1N+HG7i8AvILD/yPGMvLL0nJKZc4y2bFzzriAfOeeWlqHRu6W5CQDwBAIAMArkwah6sxgMZqOj85PEjML3n133Hgo8czL08oWfcg/lN6GluZm+/IkgKU0yNbd+xzD7+57mpiZyXs6M2d+oPbW2tNA/t7VRubl5AICXl8DY3wCgpWmwM4+/v9Hh4uIGAErrkL5xc9N4RcV/Low1tfWq31dKSpFk5RSQjZWFdZKQ8PgtqGtq9/X15bwd0g1++/qVhrbuKFWG8aH6/bPHgyK9JFk5X/8gLBZbSM5TUlHHYrFZr18xWM7gJRCkSbIAQCAQ2xhk4At/8EVSWlvvREUgT54EBAQdnXfqTzUsGPVbR/lteXg/2sLEiHG2CADNTY2j3yWlJifw8fGrqGkwJma9GdQ37uzsrKwok1dUBgB1LZ2C/Jyur/rGDV/q31dVIDdoBAKRcRpYmJ83prckWXkAQJaQAIBGo73J/Pv0jRmx2ehApVK2OW4oKiRXVZSf8fGcoatMzhtBN/hHzJ6/QF5Rec+OLdlvMqsqyj0PuRe/K3B02jF+C3/88WGj9aqL/qcrykorykrP+noBgJauPh8/v9Va2/NnfZ88vPexpjrqRmhE6OVNW7ZjsVgAUNfUefLwXkPDl46ODr+Tx9rbqCMaZ2FhcXd12uXiUEjOq66qjL0XnZv9xmDKb63ii/IjTFaYTxIWWWu2NO7pozYKpby0+PwZn8gb19ZssAeAmvdVr1KTXqUmNTc3NTU2IJ/rP9elvkyYNnPOMH3jQL+TGekpVRXle3du7enuXm5mCQDr7Tb39vS4OtmXlRYXkvNcHNYTCERz63UAoK6pnZ+bRc7LodFoL548TEtOHNNbMXEJHf0p/qdPJMY9y8/N3rFlIwfH36pvzHikO48TPQ/tXTx3KgsLi5KK2vXoh4zrQ2OCw+Ei7z877O5qZbqwq7NTQUnl2q2702cO1zEehanTZ/oHhwYF+Pke98BgMPKKyqGR92XlFADA65Q/nkDY5+rc8KVeZLLYjj0HnHcOPnA67OW7c6udrrIUkci33n7zKsu18c8ff28cz8sb9eDFiaMHVi2Z29XZKSYuuXufh5WN7fjdQ/l9IBCJMQ/jvY8ecHXe9KX+c35ulrSM3JkLV03NVwPA9WuXA8+cpBc2XTQHAM5dDEl+GefiOvw55f4j3vt2OZcWvxMWnXzx2k2kv0lKk27Hxnkddjearo3BYvWnTL/79KWg4AQAsF5vT87LMTeZ39/fb7zIxN3Da6P1qjEXWS5ejdjpZL/BagWel7Buo6PoZPGH96PHc6YsPsndNlq4n2kcFBTmY43Z0k1btg274x0PIcGBB/fs+LPl9/2FX3hOL/pjTJT/BKZmVhKSqL4xCgozg0yk/62gozEKymjYOjj9zjNqBDSMUVCYHjSMUVCYHjSMUVCYHjSMUVCYHjSMUVCYHjSMUVCYHjSMUVCYHiwA1FGH/6cXBQWFiUBHYxQUpgcNYxQUpgcNYxQUpgcNYxQUpgcNYxQUpgcNYxQUpgcNYxQUpgcNYxQUpucvhbGRtnjgyYN/lys/oqKkUEMEk/sm7X99IJR/H63NTcfcHI11JDRFsQbSPFbGuqkJQ/rGd29eNZurYSDNY6wjcczNsYXhvdADAwNz1IQTn/6T+sbe+51XzlYbT8l/z2hcWfpukd6/9mVLKL+Gx067/KyMQ77BWvqGOw+fklVS3blxZUVJIQBEhV70dHOcv2TVhVtPt7ode/nswd7NQy/6KSsitzY36k5lDn3jf8+7uIrIP/G6bJT/Ar29vamJT7zP35g2e0HktQviUjKr1m4qLczLzkiRUVB5eu/WMov1m3YcAAAtfcPO9jbv/c5USisi+5CZEq+opo0fScH8N2Rco3Fvb++ZY27zNScbkPDrlhnmvR1SZsBgMJfOeM5VF5kmR3S2MWn8MviG/p7u7jPH3Ix1JHQkOBbqSgWcGJIarq+r3e1gMV2eb4aS4O5NFvWfBoUkP9f+4eZoOUNJUFeSc9Uc9Sd3b37vSV9f33mfQ0umyOpJcRlpix/f59TZ0Q4AQaePHNy2vvaPGg0RTMTlcwBQRM7eZD7fgISfJkfcvn7Fnx/e08/F7+juBTqSelJcxjoSpzxce0eVXERhavr7+pq+1NN3WVlZo+JyLDZsAYDQBymHT1+mZ7FxcLCwsNDVxTJT4vUN5wLA9eAzM5QEM1PiV85W05XkXGwg8/hOBL1W3pt02xWzDKR5psjw2pvNK8wb1Dd2tjFxtjGhF3t8J0JDBNPR3gYAbo6Wux0snty9aTJNXl+a28pYtzB3UN+4vq7Wac0SfWnuueoiQaf/bn1j30PbY6PCdnn4hdxLkpCS2Wq9qPZjNZL1Ija6qaE+8MYjr4DwrFdJwWeOIenH3bfejbiy44DP3aRCp72et64GnPPaCwA0Gs1pzeI/a977Xb1z9tq92o/VTmuXDAwM9Pb0OFoaV5UV+129Ex2fN2fh8n1Oa5NfPBzmyfUgv/Cg09v2e0fH5x09E5Ia9zjwxAEAWLdl9+qNzkIiYi8LP69a61D7R439qrk4HFvYg9RL0fFUSouDhVF3VxcAhJ73eRRz4/DpS3eTCg+cvPjiYfRPtRcKE4HD4abPXRR48sCDyNDuH6go9fb0NDc1vEp6fsnv2Mo19tw8eADo6e7OfZNmYDgXALA4XEcbNfS8r3/Yg6TC+nmLTQ9uW19WRAaAmsoyB0sjgYmTwmLTQu4lcXPjHczn04elH4HF4gqyX2emxoc9TI/PqyXyCx7asRHJOrhtfVkx2T8s9lJ0fFPjl8Qn470zH3tSTaW03rsVssvDz3iZOQAc9AnuaG+veV8uIiYJANx43r1e/gCgqKo1f+mqovxsAGhpanwUc91xl8eC5RYAIC4lU/ouLzo82MX9+Ou0hLIi8p2kApKcEgAc8g2+4u/9pa72HTnrfUVJ6INUDd2pALBl95G0hKe3Qs7PNFrK6MzKtZuMl1sIi4oDgARJbv7SVWkJTwGAk5OLnYOTlZWVj18QAG6HXgSAExcikEmRV0D4In3pxGf3Fy63LC7IlVFQmTLTCAAmS0gHR71gZfn3LBCgDMPLP8zD1d7D1W5gYIDa2lL6Ln+FlS0vgwzi1QDvoNNHMRiMtf22HQd9kMS8t+kwMKCuMxUAWICFRqNtcHITFZcCAKe9XjHXLz1/ECWnpHY7PIiNjf3Y2VBEBvTImavzNEVjo8PtXNxH94pKaXH3CuDk4gaAJavW7He26ezsoLY0v05N2Ovpj8wC9nr6I317PIzdg8uLyb09PcoagwovODa2U5dvT5kxH9lFog6BQOSntDQBQFlRPo1G09SbRs9S0dDr7Gj/UF1RlJ/NwcmFxDAAyKto+F6KmigsWkzOwWAwatpDuscqmrql7/KGezMwcMnv2DwNUa3JOA0RTHiQX2tL0/c+v8vPUlTVot/YCImKTZaQJmdlAMAsY5O36S/dHC3jHsVQWpqlZBQkSHJjNgIKk4InEE9fiX72tlpZXaevjxZwYr/5PM2aqiF942WWG4Iin+846PP4TsTeLYNLXJkp8Zr6howq4SqaQ/rGEtJy7ytKAaCYnKOgqkWX8iXw8YtJkEbotN8hLiWLxDAAILfi1JbmqvJiAFBQ0UDSWVlZVTTHK1E4dhi3UVphJEVWBA5OLvpnFhYWRPG0vY0CALyEoWsenkgEgHYqpY3aOqKpdiqFh/cb3WM8gQ+xw8jxfU5pL5+duBCRWdmWV9tnt23fiF61Uyk5r1P1pLjo28fqysaGzwBgYm7jHx7b2dFxwGXdHDWhPZutmhq/jNkIKEzNJJHJ/BMm7Tzkey/5HQBc9B3SNxYWFTeYMW/Npu3e5288f3A7MyUeAF6nJiBDIh0u7iF9Yw5Orq7ODgBob6MwdnIAwBP52qkjq/wxwj6SvnFHOxUAeBhEgnnw4xUMHntSzcWDB4CW5vFKrdIPT2kdkn6lNDcjLnJx46mUlv7+fsaIRbLaKK0DAwN0JTtKS9Ow0xgYGEh6Hmu/fb/O1FlISmN93cgO8BI09aYf8LnImMjNjUc+GM5dZDh3UVdnZ1rik5MHt3u6bfa7GjP+s0NhFigtzeUlBdoGM+gpYpKkRaarXz570NPdnfD0nqKKpqSMPJKlpK4DAB/eVyiqahUX5Bz0CWI0RW1toU/F29up/IITAYAHT2Ds5ABAaW6aJCwKDEMawnj0jZHxGRk1EVqbR5hpjsjYo7G8kjoWh8vJTEV2+/v7N5rOfhRzY5QqckrqWCw2PyuDnpKf9QrPSxCXklVW1+7r68t7OyjcWllWtHqBXmVZkZKadl9fX0HOa4YqGcoa30wqaDRad1cnPRqplNak57GMjUX/rKKh+7GmcrIESUpGAdlYWVgFJwkDwMvnD5D1OQ5OznmLV5qtdSgpzB2zEVCYkbhHMY6WxvSnJwgtzY0CEybh2Nh8Dmy7fukMPR2ZDIuKS75OSyAQ+eW/Tm4R8rMHO3NXZ2dNZRlJXgkAlNS1Swpyur/qGzc11H+srlBW1wUAPC+hnTo0lywdRx+TIMkDQElhHrJLo9HoYTImY4cxnkA0MbMJveAbezu8iJztuWdzcUGOus6UUaoQ+PiXWW4IveCb+PRe7cfq2KiwuxFXrO23YbFYg5lG0rKKx3Y7ZiS/yH2Tdmy3Y09PtyRJfursBSR5ZS/3reTszJqq8nNe7uXFBWs3bWc0i8PhFNW0Y2+HfayuLCJn79y4cvbC5ZSWpvcVJTQajZfI1/ClLjsz5c8P71fZOLRTKYe2bygrItdUlV8+62U6S6W4IAcAIi77uzlaIcWyMpKfx97W0kfli/+dGC01mzBJxMXGJCXuUTuV8r6iJPS8b2xUqOkaexYWlrWOO+/dvHrB93B2ZsrT+5GHd2yUllPSmzbndWqC7vTZw/SNrwX6ZGem1FSVH9+3tbene8FySwAwX7e5t6fnyC77qvLi0sK8g9s24HmJS81tAEBJXacoP6u4IIdGoyW/ePgm7eWY3opMllDXmXI18ET6y2dF5GyPnRvZ2f9WfeO9XgFcPPhzXnvbqRR5FY3zEY/FJEljVPH05+EleO93aW6onyQiZr/jgK3THgDA4XAXbj71Pbxzl705KwajN23OiQsRGAwGg8FcvPn01BHXrdaLuro6ZeRV/ELu6E0frnvscfqyh6v9qjlqouLSLu5eSmrab9Nf2i6fGfH09YLllrFRYc5rl67bvMth58HLMQnnvNxtlk5jYWGRU1LzD49VVtcBAJ+gW6eP7NrjaNXa0sQvOHGm0dJt+7zH2VgozAWeQLx0Oy7wxIGjux0av3wuys+SIMl5+F1dtMIKADZsdePBE6LDg8KD/Ah8/LpTZ7m4H8exsWWmxNs6D9c3dtl3/MR+l8qyd5OEJ3tfiJCSUQAAMUlSUNQL/+P7rIx1MBispt70K3cS+QUmAICptV0xOdvBwmigv3+m0VJnd09XO7O+sfSNvc/fOLJr0w5bUx48wczGQUhUPO7RuG73WHySu41k/z2/5UJBGRFnGxNrOxeDGT+tbxwZct738I7sj7/vb4RelNPQR6Yo/wkWrrCaLPGv/ck9Og6j/CdAJtL/VtDRGAVlNCxtt/7OM2oENIxRUJgeNIxRUJgeNIxRUJgeNIxRUJgeNIxRUJgeVgEuwLKMXQ4FBeU3BMsCAlzAkvUHralzQISHlYaqo6KgMBVYFqht6+fjYGEZGBjI+qOPXNfX2PFPO4WCgvIzCHCBmhBGZzLm/wBno5PRzMBujAAAAABJRU5ErkJggg=="
<image>Megan went to the store. She bought 1+1/2 pounds of chocolate-covered raisins. How much did she spend?
6
389
null
6
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"
<image>An administrator at the Department of Motor Vehicles (DMV) tracked the average wait time from month to month. According to the table, what was the rate of change between April and May?
-2
390
null
-2
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"
<image>Mrs. Osborne told students how many rounds to expect in the spelling bee based on previous years. According to the table, what was the rate of change between 2016 and 2017?
6
391
null
6
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"
<image>Look at the following schedule. When does Pottery class end?
3:20 P.M.
392
null
3:20 P.M.
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"
<image>Ernest's Candies has been studying how much chocolate people have been eating in different countries. In 2002, how much more chocolate did Norway consume per capita than Australia?
4
393
null
4
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"
<image>Ted's P.E. class participated in a push-up competition, and Ted wrote down how many push-ups each person could do. How many people did exactly 50 push-ups?
2
394
null
2
"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"
<image>Gina counted the number of desks in each classroom at her school. How many classrooms have exactly 14 desks?
2
395
null
2
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"
<image>To figure out how many vacation days he had left to use, Liam looked over his old calendars to figure out how many days of vacation he had taken each year. According to the table, what was the rate of change between 2010 and 2011?
4
396
null
4
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"
<image>Leah looked at her calendar to figure out how much time she spent babysitting each month. What is the mode of the numbers?
48
397
null
48
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"
<image>The city recorded how many fire hydrants there are on each street. What is the range of the numbers?
10
398
null
10
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"
<image>Percy has $49.50. Does he have enough to buy an almond tart and a chocolate cheesecake?
yes
399
null
yes