image
unknown
problem
stringlengths
14
525
answer
stringlengths
0
124
id
int64
0
70k
choices
null
ground_truth
stringlengths
0
124
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"
<image>A Girl Scout troop recorded how many boxes of cookies they sold each day for a week. According to the table, what was the rate of change between Wednesday and Thursday?
2
200
null
2
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"
<image>A researcher recorded the number of cows on each farm in the county. How many farms have at least 35 cows but fewer than 47 cows?
3
201
null
3
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"
<image>Mr. Bowman, a track coach, recorded the sizes of all the nearby track teams. How many teams have at least 10 members but fewer than 40 members?
10
202
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. How many children weighed exactly 43 pounds?
3
203
null
3
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"
<image>The counselor's office at Hillsdale High School tracked the number of students in each class. During third period, which teacher has the most students?
Ms. Bernard
204
null
Ms. Bernard
"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"
<image>A farmer counted the number of apples on each tree in his orchard. How many trees have at least 10 apples but fewer than 30 apples?
3
205
null
3
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"
<image>Ed kept a log of how many pages he read each month. In which month did Ed read the fewest pages?
January
206
null
January
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"
<image>How much money does Colleen need to buy a caramel and a piece of licorice?
0.33
207
null
0.33
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"
<image>The financial aid office at Lynch University produced an internal report on the number of students receiving scholarships. According to the table, what was the rate of change between 2017 and 2018?
2
208
null
2
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"
<image>Chad graphed the daily low temperature for 4 days. Which day had the lowest temperature?
Monday
209
null
Monday
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"
<image>Look at the following schedule. When does the Thunder versus Blue Jays game begin?
9:45 A.M.
210
null
9:45 A.M.
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"
<image>A veterinarian weighed all the dogs that visited her office last month. How many dogs weighed at least 10 pounds but less than 50 pounds?
12
211
null
12
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"
<image>How much money does Jeremiah need to buy a fish bowl, a box of dog biscuits, and a dog bowl?
21
212
null
21
"iVBORw0KGgoAAAANSUhEUgAAAMUAAACICAIAAADYnLgVAAAfF0lEQVR4nO2daVgUx9bHT88MMAMiww4CAwoKAiJGARVQdFRwRUEBg0YUIYom5pobMYghmrjFx5soGB8lKl53QCKKgAguCALiguIGBA2ggiyyBYZt6PdD3fQ7mc2J00hM6vfwobv6TNXpnj/V1T116gD5V+Xnn38G2VRVVfW3g2/D4cOHAWDkyJFSjy5ZsgQA1qxZ8059ohWWnO+sfxkwYIClpSXafvHiRUdHB5fL1dXVRSUs1l/X87fG0dGxvr7ezs6uvx1Rgv4WtEK4uroCwOeff97fjvw5uru7xUrk909/Axj9ree35+jRo6NHj+ZwOJqamhMnTrx48SIq9/HxIQgiODiYsly0aBFBEEFBQQBw69atmTNnGhgYqKur29vbx8TESK3c39+fIIhNmzZFREQYGxtzOJxZs2a9evUKHRUKhVu3brWyslJTU7OwsNi5cycqf/DgAUEQOjo6hYWFgwcPnj59utTKGQxGZmbmyJEj2Wy2o6Njfn4+Kg8KCiII4rPPPgOAhw8fEgShra394sWL6dOna2hoWFlZnTx5UunL1sf0t6AVQrJ/2rFjBwCwWCxfX18vLy8AIAji7NmzJEmmpqYCgI6ODuoeuru7dXR0ACArK6u2tpbL5aqoqAQFBa1Zs2bw4MEAEBMTI9ni4sWLAUBfX5/P52/dutXc3BwAZs+ejY6uXr0aAMzMzCIjIx0cHABg165dJEmWlZUhr0aPHm1ra7t8+XKxalH/xOPxTE1N/f39LSwsAMDAwEAgEJB/HD+Vl5cDAJPJHDt2rJ+fn4uLC9otKyvriytMF++lnhobG9XV1QEgNjYWlaxatQoA7OzsSJIUCoU8Hg8A0tPTSZK8fPky+u57e3tTUlIAwMPDA32qrKxs48aN58+fl2wRfbWmpqZdXV0kSV67dg1JtrKy8tWrV2j0lpOTQ5JkdXW1ioqKrq5ud3f3s2fP0H/pJ598IvVEkJ4A4Pr16yRJ1tTUsNlsADh27Bj5Rz1RVX377bckSXZ3d5uYmMhS/1+H9/J+l5+f397eDgALFy5EJX5+fgDw8OHD169fMxiMpUuXAkBCQgIAJCcnA8DixYsJgkD9wdWrV93c3DZv3lxdXR0VFTVr1ixZDU2ZMkVFRQUA3NzcGAwGSZIlJSU3b97s6elhMBimpqbPnz/v6ekZPHhwQ0PD/fv3qQ+GhITI8d/U1NTNzQ0ADA0NnZycAODRo0eyjAMCAgCAxWJ98MEHAPDy5UvFLlL/8F7qqaGhAQA4HI6GhgYq0dPTQxuNjY0AsGzZMgaDkZycLBQK0e3vo48+AgA7O7vY2Fg9Pb3c3NyoqKgJEyZYWFjcvXtXVkPoRgkADAZjwIABAFBfX9/U1AQAvb29FhYWZmZmZmZmpaWlAFBRUUF9cNCgQXL8NzAwoLa1tbWpM5IK9UiLumShUCin5n7nvXzqRl+zQCBob29HV7murg4dQlefx+N5enqmpaWdPHmyrKzM2dnZ2toaGSxfvnzp0qW3b9/Oy8s7fvx4YWFhQEBASUmJ1IZqa2vRRmdnZ2trK/w+1gEAFosl9obsgw8+6OrqQttMJlOO/6LqQduiCnuveS/7p3HjxnE4HAA4ffo0Kjlx4gQAjB49msvlopLly5cDQGRkJACgcQkAZGdnR0RE5ObmOjs7r1mzBnVdlZWVshpKT09vaWkBgHPnzpEkyWQyhw8f7uTkxGKxenp6TExMZs2a5eXl1dTURJIk1fQbqaiouHPnDgC8evWqsLAQAOzt7f/0VfhL8l72T1wud+PGjREREStXrszMzKyrq7t06RKLxfruu+8omzlz5hgaGlZUVKiqqqIhCAD89ttv27ZtO3DggL+//4ABA65fvw4AM2fOlNUQh8NxcXFxdnZGXdGCBQuMjY0BICQkZN++fTNmzPDx8bl3715ubu748ePljMMoent7AcDIyMjb23vKlCnZ2dldXV2mpqbz5s1T7pL8VXgv+ycA+PLLLw8dOjR8+PAzZ87k5+dPmTLlypUrkydPpgxYLJanpycAzJw5kxoGzZgx4/Tp00OHDj1x4kR0dHRDQ0NkZOSRI0dkteLr6+vn55eWliYUChcsWPDjjz+i8ujo6E2bNnE4nNjY2F9//TUsLCwtLY0giDe63dnZCQDDhw+Pjo6+cePGixcvxo4dm5KSgkb9fwf6+fmyz6itrUWDdPTW4M/yN/gprV94X/snOVRUVMyePXvkyJH19fUTJ05EvRTm3fA31FNHR8e1a9daW1u9vb1PnTrV3+78syBIkuxvHzB/H/6G/ROmH8F6wtAJ1hOGTrCeMHRCHNqwtL99wPx9wP0Thk6wnjB08td6/3Q4chnaWPrtof71BPN24P4JQydYTxg6wXrC0Il0PZWXly9fvtzS0pLD4ejp6bm7u8fHx79jz0QpKipC4VB0VSgUCufPn6+hoTF//ny66sSA1PmZNTU1zs7OVlZW3333nYWFRWNjY1xcnL+/f2dnJ4pK27t3b2FhYVxc3Lt2lj5ycnLOnDmzb98+PJuFXqTo6cyZM42NjSkpKfr6+qhkypQpAoHg2rVrSE+3b99+pz72AfX19QDg6+tLnSOGFqTc73p6egiCYDD+cOjMmTM//fQTAHh4eBw+fPjIkSMEQRQVFQHAyZMnHRwc1NTUDA0NP/nkExT+AQD+/v5+fn779u0zMTFRV1efM2dOU1NTeHi4np6erq7up59+Stc5yHJAKBRu3LjR0tKSzWabmpquWrWqra0NACIjI9FtzsDAAMUWY2hDcsrmo0ePVFVV7e3tz50719bWJna0qalp9OjRAQEBdXV1PT09iYmJABAeHv7kyZPU1FRTU9MPP/wQWQYGBpqamn7++eetra25ublMJtPOzu4///lPW1tbUlISAFy8eFGs8kMblqI/sXIUIvfzzz9LeivHgR07drDZ7ISEhJKSkkuXLvF4PDR/t62t7dChQwBQUlLS3Nz85ya0YuQiff54UlKSqakpAKioqIwfP/6bb755/vw5ddTFxWXJkiVo29nZ2c3NjTp07NgxgiCQcWBgIJfL7ejoQIdGjhw5fPhwylJXV3f79u1i7b6FnuQ40NTUVFFRQR36/PPPKQdQ6HBdXZ3U08e8NdKf7+bNm1dRUZGdnb1+/XqCIKKioiwtLdF3IIpQKLxz5w6fz6dK0NIABQUFaNfS0lJNTQ1tc7lcW1tbypLL5aJAW2WQ7wBJkps3bzY2NmYymQRB7Nq16/Xr10q2iJGPzPdPDAbD3d198+bNOTk55eXltra2oaGhVPwrQiAQ9PT0bNmyhf07aAUwal0btNgDhdguqfRPPfIdWLVqFQoRbm9vJ0lyw4YNSjaHeSNSnu9aWlra2tpQ4CLCwsJi7dq1ixcv/vXXX4cNG0aVq6urq6iorFmzRnSxJQAwNDTsO49FkeMASZLJycmRkZEeHh6osKam5t149U9Gip5cXV25XO7Vq1dFg/BLS0uZTCb1dI26FgaDMXr06IqKChsbG1Te1dX1/PlztMbDO0COA93d3QKBQFNTE5U3NzcnJyeLPbRiaEeKnrZs2eLr6ztlypTQ0FAej9fa2pqRkbFnz56VK1cioWhra9+9e/fu3btmZmZffPHFggULduzY4ePj09bWtm3btpycnJKSErQaCb3cvXtX9I7J4XAmTpwox4HRo0fHxcWh9QW++OKLefPmHT58+MmTJ1ZWVrT7hvkfUkfp169f9/HxMTU1VVVVNTIymjBhwrFjx4RCITqampqqq6urq6uLHvhPnDjh4OCgqqqqo6Pj7e1dWlqKzAIDA11dXak6J06cGBgYSO1aWlqGh4eLtSv/+U4Mc3NzdFSWA/fv33dycmKz2ba2tsnJyc+fP7e0tNTT03v27Bl+vusj8PwnDJ3g8QSGTrCeMHSC9YShE6wnDJ1gPWHoBMdzYugE908YOsF6wtAJfp+JoRPcP2HoBOsJQydYTxg6oUFP9fX1ixYt4nK52traPj4+fZQA6enTp7Nnz9bU1NTS0goICKCmgIrR1ta2evVqQ0NDdXV1Nzc3lM1CFomJiVpaWnPnzpXfdHFxsY2NjYLpNIqLi1VUVBYtWiT16K5du4g/Qs3cEqOnpycqKsrExERDQ2P8+PG5ubmyWjx16pSdnR2Hw7G2tj548KBUGz09PUICqYsf37hxY/LkyVwuV19ff9asWcXFxVIrFAgEGzZsGDJkiLq6urW19Xffffe/REVKzk/o6elxcnJycnK6ePFienq6g4ODi4vLW9cma75Ke3u7hYWFm5tbZmZmenq6o6Ojs7Nzb2+vZA1+fn4mJibx8fE5OTn+/v5cLlc0koKis7Nz9erVWlpaPB7P29tbjksHDx7U0NCws7PT0tJ6o/+9vb3jxo1jsViiM3NEiYqK4vF4V0QoKCiQarl27VoDA4MTJ07k5OQsWLBAU1OztrZW0uzcuXMsFmvbtm15eXmbN28mCCItLU3SLCcnR7TR3bt3M5nMhw8fipk9efJEXV39448/fvLkyb1792bPnq2vr//q1SvJCpctW2ZsbJyamvr06dOTJ09yOJyvvvqKVD6fYnx8vIqKSnV1Ndp9/PjxoUOHUA7Ct0CWnmJjY9XU1KgL+vjxY5CW+AClx0S5e0iS7OrqMjMzW79+vWRDhYWF9vb2ZWVlnp6e8vVkZmaWmpq6bds2RfT0448/WlhYeHl5ydLT2rVrP/jggzfW8+LFCxUVlcTERLTb3t4eExPz8uVLSUtbW9vVq1dTu0eOHLl79+4b63dzc5Oa8XHHjh0cDodKe/zrr78CwIkTJ8TMhEKhhobGli1bqJKgoKBhw4aRyudHOHv27JQpU4yMjNCujY3N0qVLac9GkpWVNXbsWGq2sY2NjaWl5aVLlyTNVFVVqRByFRWVadOmSZoBgKWlZX5+viITNW/cuCErDbAYNTU1X3755d69e6mQHklaWloUmbl64cIFFAGLdjkczqpVq0Rn9CPKysoePXqEgrYRH330kaOjo/zKExISiouLo6KipB5lMBjUPG90IqTEGyWCIEiSFE0xr6amhsyU1VNxcbGVldVXX33F4/F0dHTmz59fXV2tZJ2SlJWVocAViiFDhqAshmJmaE6pfDMA0NbWpnIxygfFISrCp59+Om3atBkzZsixaW1tVaTd4uLiwYMHnzlzZsSIEVpaWq6urlTOajEzABAIBB4eHlwu18bGhsonK4ve3t6NGzd+8cUXVJpGUQICAphM5qZNmzo7O9vb27ds2WJkZCSZN4sgiJCQkP3796O0onfv3k1MTEQJ4pTVU11dXUJCwsuXLxMSEg4ePFhYWOjr66tknZI0NzcPHDhQtGTgwIGS4XtSzVpbW1GWsD4lNTU1IyNj9+7d8s1aW1vr6+tnz56tra1tbGwcEBBQVVUlaVZXV/fy5cuYmJgffvjh3Llzampqnp6eVM5IUTOCIP71r3+tXLkyIyNj6tSpy5Yto/K8SyUpKenFixcon7YkPB4vJSUlOjpaXV19wIABycnJ6enpYpcUsWvXLmdnZzs7O5SINjAwcN26daC8nrq7u3V1dWNjY11cXObNm3fgwIG8vLycnBwlq32/aG9vX7Vq1datWyVvSZJUV1fz+fyUlJRdu3bdvHmTz+ejXMiidHd319fXJyYm8vn8iRMnJiYmCoXC/fv3S5qRJPnll1/6+/s7OztHR0ePHTt2586dclqPiYnx8/PT0tKSevSXX35ZsGDB3Llz8/Pzc3Nzx40b5+3tLTXOLDw8/Nq1a6dOnbpz505cXNzx48e3b98OyudT1NTUdHR0pFK/oTTLjx8/Rht0oa2t3dzcLFrS1NQkGZUl1WzgwIF9HSYVFRU1aNCgFStWvNHywoUL1Larq+vQoUOdnZ1TU1PFlqHS1NQ0NjamRqU6Ojq2trboKUTMDABGjRpFlbi7ux8/flxW69XV1deuXZMT17p9+3Ztbe2ffvoJfaFjxowxMzOLjo7esmWLqFllZeX3339/7Ngxf39/AHBwcGhpaVm3bt2qVauUvdDDhg0T7YfRnUXOgPTtsLa2FhsGlZaWDh8+XNKsqqqqo6NDvhntJCYm5ufnq6qqslgsFot17ty5EydOsFise/fuyf+gg4MDAKDHKFGGDRvW0NAgOhAWCoWSVxXF1opef6lmFJcuXWKz2e7u7rIMSktLra2tqd5BRUXF3NwcPTWL8ssvv/T29opeWCsrq46OjqqqKmX15OXldf36deqUrl69CgAjRoxQsloxPD09b968SY30CwsLq6qqJEe+U6dO7e3tTUlJQbvt7e1paWnyB8i0cPHixXv37hX9zqRJk2bOnFlUVEQlwUb09PQEBQWdPHmSKkGj7CFDhohV6OXl1dHRgdIbA0BdXd2jR48kr6qTk5OOjg5arAZx7do1ORf/ypUrtra2YlH/opibmz958oTScXd397NnzywsLCTNAEC0vywtLSUIgsfjKfv+qaWlxczMbOzYsZmZmQkJCSYmJl5eXm9dm6z3T52dnTY2NuPGjcvMzExJSbG2tubz+VJrWLZsmZGRUXx8fHZ29qxZswwNDaUG2ZWXl6M3e05OTq6urmibeotG0dDQgA6FhIRoaGig7cePH8s/C29vb1nvnxYtWjRgwIC9e/fm5eX997//5fF4dnZ2nZ2dkpZz5841MDCIj4/Pyspyd3fX19dvaWmRNPvhhx9YLNbOnTtzcnJWrFhBEMSNGzdkOTZx4kQ/Pz85nufk5DAYjE8//fTRo0cPHjwIDg5ms9lSz9fT09Pc3PzChQtPnz49e/askZFRUFAQqfz7TJIky8rKpk+frq6urqWltWjRovr6+reuSpaeSJKsrKz09vbW0NDQ0tJasmTJ69evpdYgEAjWrFmjr6/PZrMnTZr04MEDqWbh4eGS/52HDx8WM0tLS5M0o9YqkoUcPQkEgvDw8MGDB7PZ7CFDhqxevRrd1yRpbW1dsWKFjo4Om8328PAoKiqS1dyuXbvMzc1VVFRsbW3j4+PlOGZtbR0SEiLf+fT0dDc3Ny6Xq6OjM3ny5NzcXKlmjY2Nn332GTqRoUOHbtiwAS0Vhuc/YegEzy/A0AnWE4ZOsJ4wdIL1hKETrCcMnWA9YegE6wlDJ1hPGDrBesLQibJ6Ujxwgi727dtHEARKJiOJpqamgs4oGJajYLwHBqHs/Kfk5OTu7m5q9/79+2vXrkXTMPqCmpqaDRs2iC5kLQpJkm1tbV999dWkSZOoQtGkDBRCoRDNO0A/eK1bt87Hx0dyTm1JScnUqVMXL168b9++zs7OyMhIPp//4MEDAwMD+s7pb4WyenJ1dRXd3bhxY1hYmNSvkBbWrFnj5eVFTeQQ47fffiNJcsyYMdQa9rJISkoqKiqqrKxEc9bMzc3z8vK6u7vFIimSk5NJkoyJiUFz76Ojoy0sLLKyshYuXEjP+fztUFZPoqDACRqzaIqRlpZ28eLFx48fy9JTS0sLACgSQCIZliMrrlKReA8MBW3jcfmBE8rT3t4eFhYmf452a2srACgYQKJIWI6C8R4YCtr0JD9wQnm+/vprQ0ND+XO0kZ6OHDkydOhQDQ0NBwcHWfFDCoblKB7vgUHQdr+THzihJPfv34+Oji4oKJAfWdDR0aGlpfX8+fPdu3draGgkJCQsW7asp6cnJCREzLK7u9vIyCg2NhbNlVZXV/fy8srJyRELo6DiPVasWNHT0/PDDz94e3vn5+dTN0qMOPJn6ykIetjOyMhQsh6p8zOFQqGLi4to2LiWllZsbKwiFc6YMcPOzk6y3MLCQnQK5W+//QYABw4cEDMLDg62sbGhFkro6uoyNDSMiIhQ8HT+gdBzv3tj4IQyVFVVFRQU7Ny5k/U7zc3NH3/8sZ6e3hs/6+DgIBk9AgqH5SgY74GhoEdPbwycUIZBgwYVFxcXiaCpqRkVFXX9+nUxy+Tk5ICAANGkjwUFBZLRI6BwWI6C8R6Y/4eWXu6NgRMKIiceQRRZ97vi4mI2mz1jxoxLly6hoBQAOH78uKSlgmE5isd7YBD09E81NTV9NBL/U9jb22dkZHR0dCxYsGDevHkPHz68cOHChx9+KGmpqal5+fJlbW3tOXPmLF++fNKkSceOHZM0c3V1TU1NvXPnzvjx4ydMmPDs2bOsrCxZb6owgNf3xdALnl+AoROsJwydYD1h6ATrCUMnWE8YOsF6wtAJ1hOGTrCeMHSC9YShExr0FBcXN3LkSA0NDR6Pt2LFivr6euXrlETB/C0A8Pr169mzZxMEUVRUJKfClJQUFxeXAQMGmJmZhYaGNjQ0SDXLzs5Gq3vr6+vPnDnzjfEt8vO3AN1xNVVVVYGBgcbGxgMHDnRxcUlOTpbvXl+jrJ6OHj0aHBwcFhZWXFx89OjRq1ev9sX64wKBgM/nNzU1nT17Nj4+vqSkZM6cOVJ/KSooKBg1alRFRYX8CjMyMry9vR0dHVNSUr755puzZ88uWbJE0uzOnTvTpk0bNGhQUlLS4cOHa2trp06d+vr1a1nVkiT58ccfy2kXxdWUlpbGx8efOnWqvLzcx8dH0gzF1QwbNqygoCArK4vBYPD5/NraWjGzrq4uT0/PysrKc+fO3b5929PT08fH5/Lly/LPvW9R8vfk6dOnT506ldqNi4sDAKmZRhRByfwtJEnOmTNny5YtN27cAAA5mUy8vLzGjRtH7e7duxcAJBeoXL9+vY2NjVAoRLsPHjyA34NepPLG/C0KprtRMI9KQUEBAIguSWhhYREaGirLvXcADfc7sTwe0AcRIArmbwGAvXv3RkREUDPgZHHw4MHTp09Tu2ZmZvDHhZcR27Zte/z4MTXJGE3wkjXnWJH8LYqnu1E8rkZqHpX+Qlk9hYSEZGVlXbhwobe3t7q6OiYmZvr06YMGDaLFOQoF87eAwulWBg0ahDSESE1NNTExkTVRTigUNjc337lzJyQkxMHBYdq0aVLNFMnfQm9czZgxY0aNGrV58+b6+nqhUHj8+PHy8vKgoCC5p97HKN/F7dmzh8lkov+SCRMmNDY2vnVVsu53VlZWn332mWiJr6+vu7u7rHry8vJA7v1OlPPnzxMEcfToUVkGV65cQddq+vTpUlefJknywoULWlpa6EYvZ31fIyMjIyOj4ODg/Pz8pKQkHo8netsVJTs7W0dHh8FgEARhZmYma33fly9fjhw5EgCYTCabzZY6efBdQkO+svDw8B07dty6dSs1NbWlpWXhwoXkX2lOlXzOnj07f/789evXy3kiGzVq1NWrV+Pi4mpqajw8PCSfBBXP36JguhsF86h0d3f7+vpyOJzMzMzCwsKIiIjly5dT6u8flNSjpaWl6ADw/v37oESgi6z+ycnJaenSPxTy+Xz0iCcVBfunQ4cOoeSWCrrX2Ng4cODADRs2iJX/+9//Hj9+PDVsl9M/0RtXc/ToUQB48eIFVeLj4zN+/HgFT6cvUKp/EgqFT58+FcvjAQC0R4AomL/lT3H69OnQ0NADBw6sX79elk16ejoKVUBwuVxLS0vJs1M8fwu9cTWlpaVaWlqio1UrK6v+Db9RSk9MJtPExEQsjwcA0B4BomD+FsUpKytbsmTJ999/v3TpUjlmBw4cCAsL+1+mZYDW1tby8vLBgweLmSmYvwXojqsxNzdvbm4WHdGXlpb2c/iNkv3b1q1b1dTU9u/f/8svv9y4cWPcuHE2NjYCgeDtalMyf4tQKEQpVtD7pNjY2CtXruTl5Ula+vj4DB069MofkUy8fP36dRaLNX/+/IyMjNTUVD6fz+FwSktL5Z+FnPsdvXE1DQ0NRkZGkyZNKigoKCsr27NnD4PBiIuLk+9en0JDfvM9e/bY29urq6ubmJgEBgZWVla+dW1K5m8RCASS/zDm5uaSllKjcU6ePClpmZmZOWHCBC6Xq6ury+fz8/Pz33gWcvREKpzuRsE8Kk+ePPHx8TEyMtLQ0HB0dOxfMZE4fwuGXvD8AgydYD1h6ATrCUMnWE8YOsF6wtAJ1hOGTrCeMHSC9YShE6wnDJ3QoKfTp0+PGDFCTU2Nx+Pt2LFD+Qqlonh8C6YfUVZPWVlZAQEB7u7uGRkZoaGhERERu3fvpsUzURSPb8H0M0r+/ufh4eHm5kbthoWFGRgYUDPL/izKx7dg+hdl+6cHDx5MnjyZ2vX19a2traU9qZfi8S2Y/kVZPXV1dYmG+xgaGgJAeXm5ktWKoXh8C6Z/UVZPQ4cOvXXrFrX76NEj+D2PCo00NzeLZU0ZOHBgU1MTva1glEdZPYWGhp4/f/7QoUMCgeDmzZvffvst/DHCEPOPQlk9BQcHBwcHh4SEqKurz58/f926dQBAe/pKbW3t5uZm0ZKmpiZtbW16W8Eoj7J6YjKZBw4cqKurKy8vf/bsGRo/2dvb0+Hb/9MX8S2YvkBZPWVnZycnJ+vo6AwZMoTJZMbFxbm4uLwxrPHPQnt8C6aPUFZPxcXFfn5++/btu3379tdff33q1KmtW7fS4pkofn5+lpaWvr6+aK2ExYsX8/n8CRMm0N4QRkmUHTiHhYXV1dVt3bq1trbWxsYmKSlJ9HUUXaiqqmZkZHzyySfe3t4sFmvu3Lnff/897a1glAfHt2DoBM8vwNAJ1hOGTrCeMHSC9YShE6wnDJ38H7ZvX0Ex5uOaAAAAAElFTkSuQmCC"
<image>A toy store employee counted the number of toys in each bin in the sale section. How many bins had exactly 62 toys?
0
213
null
0
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BkE4DBSwEQToN7LxjZHvnAUEQRC4UAJh6sKPMNPWfEbQ0CpUqgrStoKVRqEmIIEingQIWgiCdBgpYCIJ0GihgIQjSabRlwKoQSXo+qjTP4lWIWvlAT6RpqFQRhNDqgBXKFfgW1cn88sRWCQv44tRa0byCmrbI2zcElSqCyKN1AWvVy1q3/OpNRXX+ZTKedWerTBnAIANAKFcQyhW0TQa/AahUEURO8gasCpHELb9639t64mXjbVhkzJ/NwJdXv6htvIFMUxZPwTgY/o+qT+0+tPvkRZNv3L0h5+6d2pcrVQ1zDYyDaQ3SqqquIhJXbV6FcbAtfls+L9f/4h/sj3EwMwezNjymPJ69eDbCfQTDiNHFrEtxSfFXPjvSXuQKWAV8sV1ulcw/7wV8sXkWj/gimdHJG3VoeLrM+kJTVJRVerN7d+va7U3pmwvRF+w97NfvWi//7p3RVyjVkrKSPSf2tEluO5otfltu3bulo6Uz03UmTfE/NfvDgv8tYPVntXcuOqiWA1Zqrcg8i5daK5K51r+Mn1or2ltSv/dDNWFul/dPXyEqDvKYNH5SXlxe4Z3CkgclS75bAgC/Hfgt9Gqo/EfoXL5OqZJIpN3Hd5dXlH9mbr80iUQi/jALkZyev34OAN4e3vs37Wepsr5IttqDQCC4eOViO2ZAKGw4G0uH0kLA8i/jN39/qvEXiaNAmtNFAQBSa0UF/NZ9CgFAjal28NeDQ82HAsCuo7vwxLyCvKlLpmpbaKuYqgxxGRIVGwUAAoFA20Ib42ABFwKI3fWs9DAO5h/s39rzfk1frVRdxrhwK7k7Du9ovGrT3k0YB3Nd6Iq/rKuvw1vl2fnZADB1yVSMg+07uW/rwa0a5hrqA9TX71ovEolW+q5k9Wf1sOxx8vxJ6aORMNL129cHTBhAM6SZOZglPkwkVl2IvjDYeTDdkK5hrrHQZyGvioen410B+07u8/zZk2HEuJtyt3EmAy4EDHIaRDekq5iqjJw28krcFTydZki7fvs6APy8/WeMg70seim918HTBzEO5rbQLT4p3szBTMlYaajr0IePHzafpcmLJkt/lkzHmGIcbIT7CPzlkcAjGAfzWuPVIIcSiWTvyb1G9kY0QxrHmvPjbz8SF4iXZ2pmKv5yzY41GAebvnw6/jI5PdlxnqPWIC2GEaPv2L4HTh0AgPCYcIU+Cu+477iVXIyD/fjbj82Xw+PcxxgHU+uvlleQZ+lmSTekD3Ye/Dj3cdLDpAETBiibKE+YM6GkrATfWCQSbT24VX+kvqKBIseas/PITjz9Uc4jjIOpD1C/n3a/p3XPCXMnAEBxSbHXGi89Kz2aIY09nL168+rqmurGb9DX1zBg+Zfx1dK42IMK/N+8whbuTHEUSI1bK7bK758LGMv7xGjt7eENAEmpSfX19TW1NaM8RgVHBg8fNNzDxSM5PdnFy+VRziMqlTpn8hwACIoMwvd68OjBi9cvGHTGlAlTPu28X0h7leqq+auoVOqBUwda28tDp9EB4O/Qv0Ovhpqbmr/jvvvtwG/Tlk1LTk82NzF/WfTSe6134ctCYvuyirJ5P80z1jfW0dRJy0xz8XKpq68DgODI4MmLJj/KfbR09lKrQVbHzh6buWomvgvejjt7+WxQZFBfw774GaX9fvj32d/PTs9OdxzlaD3YOj4pfsLcCWFXwwBg+ZzlPbr1AACbITYr569UUVJpnPncZ7lzfphjZmKm2UXzXuq9qUum4nWHprI0YsgIAEjOSAaAkrKSrLwsBQWFpNQk/ELupd0DgJFDRzbI5Lqd61ZvXl30tmiqw1QGjbH72O6pS6e2WLwlZSVjZo25dvuao53jQo+FNbU1yzcuP3j6YC+9XlMdpwKAgoLCyvkr8Sw1Uw74lfKqeXN+mKPP0WfQGSkZKV5rvGb/MNvMxIxKoUbHRa/duRY/6arNq9btXMcX8P/n/T+mCvN/2/73x/E/iDeCV81bvH4xg87g6HIAYPKiycf/Od7PsN/S75b20Omx9+TeuT/ObfG6voJGAauc39rxPqu03k/MF1v1/otkxng/l8wn1LBwvfV6A4BQKCwpL8l9ljtkwBAPF4+gP4OObD1iM8RGIBBcjrkMAJ7TPAHg6q2rlbxKAAi7FgYAbuPclJWUP+28X0h7laped7357vNramt+3f9rq85OIpEAoOhtUfz5+Cunr/TS6wUAaVlpcefirgde767dXSgU3kj4eGPk+avnZ/ef/cfvn8SLiTRF2tvStyFRIQCwef9mANiwfMOudbsuHb/Uz6jf5euX8UoHhUIBgEc5jzKiM+5fuj+o3yDpDFRUVvju8wWAQ1sOBR8KjjoVtXT2UolEsm7XOgDYuXanQU8DAJg4euLeX/YyVf81/Tae+cwnmX/v/dt/l3+UfxQA5Bfm5zzNaSZLI4aOAIDk9GQAiE2MlUgkbuPc+Hw+XluUGbDKK8p3H98NAP67/AP2BCRcSFBnqccmxj549KD54r2Xdq+ismL4oOF/7fpr7y97rwZc3bBiA7s726SPyYq5KwCATqPv/WXvxDETmy8H/EpFItF05+kBewL+WP8HACQ8SPBZ4nNq96ntP28HgKu3rgLA29K3hwMPA8DZ/Wd//eHXK6evUKnUrQe3CoVC/I0QCoVWg6weX3t8bPuxquqquyl3FRQULh65uHv97th/YtctWzfKqkPMXtoGA0dZZAy/7058kczonxuw+IL31QpFBUUzE7PgQ8GB+wLFYnFdfZ2uti4AvH7zGgD69OwzctjI+vr6S9cvwYeAhVe7Oru2KtUNyzfQFGnHzx0veFnQ2jzYD7enKdJIJFI/o374SwqFQiaT+xr2BQDpWpuujq61hTUAdNXsajHAAgAyn2TyqngZ2RkAYNDT4GXRy5dFLwf2HQgA0reAx40Yp9ddr/GpEx8m1tTWAMCMiTPwFHdHdwB4nPtYzi45XR3d4YOHA4CxvrGKsgoAvH7zupksDTAewFRlpmamikSimwk3AWDZ7GUAEJcYV11TnZWX1bNHT7xaR0hKTeLz+QDgaOcIAExVZllqWV1OHX7MZuC1mNjEWOsp1pv3bS56W7Rx5UYne6dPLgd83wEmA/CX40eOJ17ib9O9tHtCoZBEIulq674seikUCnv26Fn2riw9O504iNf09w1eBp2hranN5/P7juv7/a/fR96MXLN4zeJZi1su9C+vbUa6s8iyZ7v65ICVV5gHADRFmoa6Bp/PX715tY6FjkIfBboh/UzYGQCQSN5XWPBSDokKeVX8Ki0zrbt2d/vh9p920o6mTUq1u3b3xbMW8/n8jXs2tvZumhpTDV/AdyT6tvGXItHHOwZaXbQa7FVWUcblvZ/j0X2pew/LHj0se5wKPgUAha8+tiW7de0m89Rl78oAgE6jKzGU8BQNdQ184R33nTyZ76LWhVhm0BkAIBKLmskSiUSyHmxdU1uTlZcVmxhr0sfE2sJaS0MrLikuOT1ZJBI1bg/imWTQGQoKrXvMv6mB6bHtxzTUNe4k39m4Z+MI9xEca450L1uDU7RYDniZE+8v/k5Jv00VlRUAIBaLOdYc/MJzn+ZCE+8FiUS6cOSCsb7xk2dP9pzY4+Llom2h3UH6hb/sJBRNfeWaJ5FI8Orr+JHjMQzbvH/z3pN7e/boeen4JQ11jV/++OXarWvExpMnTF6+cfnVW1fDY8IBYKbrTJKs6bn+S1pbqj5LfI79c+zvi3/PdJ1JJJJJZACorXs/cqK0vPRzslRWUfZx+V0ZAGh10SIC3O8+vxvrGxMbsLuzP2aDLHsmWnWWOp69mtoaPNwQncfSkai1ms/SiCEjIm5ERMdFZ+Vl4beq8ZQ7KXcAYOSwhgELP1pNbU19fb2ioiIAlFeU8wV8VWVVBp1BIpHEYnFTJew53XPe1HkpGSkJDxICwwLvp92fvnx6zo2cVpUDHobkgUc0CoVy8ci/bkEO7DuQaM1IvxeWAy0zr2fmPs29++BueEx4SFTIgv8tGD18tK6Orpxn/ELa5rsdxxOC1BeJ6K8hWjHyq66pXvbLsrTMNAzDVi9YDQB4J4LLGBcne6f+Rv3xngih6H3PDk2RNsttVk1tzbZD2wBg9qTZbXA9HUNblapmF82V81aKxeJ/Lv9DJGpragNAamYq3qiRXvUJCl8W4h03b0re3E+/DwB9DfoqKynjbUkKheJk7+Rk70QikfgCPlFxa4blQEu8R/lc+Dk85cylMwAwqN+gzxnE0HyW8G6so2ePwofuqhFDRtTW1Z4KOQWyetyHmg2lUqkAEH4jHACqa6oN7Ax0LHRu3bsFH0r4Xuo9AKiqroq4EUHsGJ8Uv/b3tXeS7wwxG7Jy/srIvyIB4Pmr5wCAYRgA1NXX4TWjtioHi/4WFApFKBR21+7uZO80fuT4isoKiUQi8yD5hflb/LacOHfCoJfB3Clzgw8FmxqYisXiV8Wv5D/jF9KwhsVRIMW18hAybmN96CeWvy5wIfrC7fu3xWJx0duiuvo6DMO2/m8r/gEy7GUYcyfm7OWzDDojOi66Z4+ez189j7wZeTrk9OzJswHAa7qXn79f4cvCQf0GmRqYtjL7X0N7lSrhx4U/Hjx9UPoP8hibMVQq9W3p2xHTRvTh9Hmc+5imSKurryPa2nLCx09pa2q7eLmMHj46/l48n8/X1dF1G+cGAOuXrZ+2bNqaHWvSs9Kra6uDI4NZqqzH1x63eFiWKmvDig1rf1+7eP3i67evl5SXXLt1jUKh/O7ze+uuvJFmsjS432AlhtKTZ0/gQ3jC/899mtujW4+ePXo2OJRmF83lc5b/cfyP+f+bHx4T/uDxg7J3ZZYDLcfYjAEABzuH4/8cX7tzbUZORsKDhB7dehSXFOPFW1VTte3PbUfPHp3mNE1ZSRkPcI6jHOFDu6y+vt5xvqPrWNdFMxe1STloaWh5Tfc69Pchh7kOk8ZPSstKu5N8x2qQlcyOM2WG8s6jO6trqmMTY7trd88vzH+c+1hXR5foI2tHje4Sshk3DZSJfyNVWm4zbiqqAwAm+ePoIeK+uyuLKmc+eFW8/ML8Zy+eqSirONg5XA24umbxGnyV72pfl7Eu1TXVJ8+fnDh6YviJcMuBlsUlxTF3Y/AN+hn1wztuO2z1qr1KlcBSZf3k/ZN0CkeXE/BHgD5HPz0r/VXxq+BDwaoqqgCA38WXXz2/HgCM9Y39fP3uPrj76s2rYebDwk+E41UPdyf3cwfOmfYxPXPpTMydmIljJt4JuaOjpSPPkX2W+JzcedK4t3FIdEjiw8TR1qNvnr35+feqmskShUKxHGgJAEa9jbpqdgWAfkb98EZZ4+oVbufanTvW7NDqohUYFvi29O3S2Usj/SPxTontP2+f4jCFQqFExUbNmzpv3tR58KF4Hewczh0414fT50zYGT9/v7KKsvXL15/afQoAevbo+YPXD8pKyndT7uJ3ltqqHPx8/XxX+9Jp9GP/HCt4WbDkuyVR/lF4ha6Brppdb569OcF2wpX4K3tO7El8mDh3ytz48/Ed4RcF2HnHyOafPr7qZW3j0dUbdWibdGgAEFsltMutkk7BH4dSIZKwFUgFfVW/WM4/uplwc9SMUQw640XCC/zj1e5afKZ7xy9VBOlogpZGtfynfq8u3YxObmqso60yBR+BjX+vACC0QoD3thBVgy/n8vXLfwb8GX8vHgB+XPhjB4lW8ujIpYogHZZcdwnndlEwY5Btc3lcWT99I54lAAAVIsnql7UAwCR/HPr45ZSUl8QlxTHojEUzF21YvuFLn65tddhSRZAOS967hGZ0cqqx6gBGC/en5hbW4BWBVVq0TxvT0Crz3efXZNeUPizdvX43PmC3c+mYpYogHVYrhjVwFEixfZRdWFQmWXa/bwFfHFYhAIABDDLRlkGah0oVQeTXuloJi4yF9lJqai1HgTRShVJQL25mG6QxVKoIIqc2bkbF9ulYvzr+b0CliiC4//ivWBAE+S9BAQtBkE4DBSwEQToN7LxjZHvnAUEQRC4UAJga3tyPSJBPEOQUhUoVQdpWkFMUahIiCNJpoICFIEingQIWgiCdBgpYCIJ0Gm0ZsCoEkp5XKs1v8CoErXtqJYIgiDxaHbBCiwS+2XUyQ1JsqbCgRpzKFc1LaWGiUARBkE/QuoC1Kr3WLbF6U1adfyG/8VpbDcoAJhkAQosEoUWCtskggiDIB/IGrAqBxC2xel9+PfGy8TYsKuY/6P1j51an18pz2FmzZmFNOHz4cF5eHoZh169flzOTn2nZsmV9+/b9OudCvpry8nJnZ2cMw1JTU6XTMzMznZ2du3TpoqGh4eDg8OjRI2LV3bt3R40axWKxNDU1nZycMjIyvnamkSbIFbAKasR2t6pkVpoKasTmN3hEeDJjkjca0fB0mbWwBnx8fK590K1bt7FjxxIvnZ2dW3MhCCJDUlKSubl5YWFhg/SioiJbW1sulxsYGOjv7//mzZtx48ZVVlYCQE5OzpgxYwwMDJKSkmJiYkgkkr29/du3b9sj+0hDLT9eJpUrsrtV1VQ/un8hP5UrSuWK2AzSKn1FAJjLVvDNrgOAffn1c9ktPIDc1NTU1PT9xFx0Ol1HR2f06NHE2ry8PDkvoykCgQCfvgX5Nm3dutXb29vOzs7Kyko6/fTp0zwe7/Lly0wmEwB69eplamoaFxfn7OwcFhYmkUgOHDiAP8PWz8+Pw+HExMTMmDGjfa4BkdJCDcu/kN/8XT8iJBGtRQ6DNEdPAQBSuaKCmk+cql5abW3tzJkzVVRUunbtumLFCnwivOTkZAzDkpOTic309fV//PFHANi/f7+2tnZ4eHjXrl1/+uknALh169aIESNYLJaKioq1tXV8fDy+y+vXrx0cHOh0ura29qZNm6RPev/+/TFjxqirqysrKw8ZMgRvlvJ4PGVl5a1btxKbiUQiLS0tHx+fz79M5Es4ePDg2rVrG09mtXDhwrS0NDxaAUCPHj0AoKTk/aTKJBKJmAYZn9K5tdM1Il9Io3kJC/lq4VzsYgX+b96DFu73cRikxm1AW40Pc3+WCD8/i7/88oulpWVCQsLq1av9/PxCQkKa315BQaG6uvrAgQMBAQErVqyorq52cnIyMTFJSEhISkoaMGDAhAkT3r17BwCzZ89OT08PDw+/ceNGSUnJhQsX8CPU1dWNHz9eRUUlJibm3r17NjY2rq6ur169UlFRcXd3DwgIIM4VFxdXUlIyd+7cz79M5EvQ1ZU9tbqampqBgQHxMjIyEsOw4cOHA8D06dPJZLKvr299fX1NTc1vv/2mra3t5CRjwlHk62sUsJ7zWzuKCm8JAkBs6fvwZMZ6/9epTWpYY8eOxbvD16xZw+FwpGtVMlEolKqqqhUrVowdO7ZXr175+fmVlZUzZ840NjY2MTHZt29fZGSkoqLiq1evYmJi1qxZY29vb2Ji4ufnh/8tBQAqlZqamnr69Glzc3MTExNfX9/q6uo7d+4AgKenZ3Z2NpGH4OBgS0tLQ0PDz79MpL0UFhYuW7Zs/vz5+Puop6cXHh7u5+fHYDCUlZXDwsKio6NVVdFckB1CGwwcZVExfDQDEZ7MmG0ZsPC/ezh1dfXy8nJ59rKwsMAXDA0NjY2NPTw8tm/f/uDBAzKZPHLkSAaDkZWVBQDm5ub4ZiQSaciQIfgymUxOSUmxs7NjMBgYhqmoqAAAfl4rKysTExO8kiUWiy9evIiqV51abm6ujY1N//79Dxw4gKfk5eVNnTrV1dU1MTHxzp07lpaWLi4uxcXF7ZtPBNc2I91ZVNlzT7VJwGIwPs7Qh2GYnL0Jampq+IKiouKtW7dmzZp14sSJQYMGcTics2fPAgCPxwMAohdDevnx48fu7u6Wlpb5+flisVgg+Nft0QULFpw9e1YoFN65c4fL5U6bNu3zrg9pNykpKdbW1oMHD46IiKDR3s9ItH37djU1tePHj1tYWFhaWv799991dXV+fn7tm1UE92V/S9hUIPt8jbtRa2ubHPnVpUuXbdu2PXnyJCcnZ+zYsTNnzkxLS1NSUgIALpdLbFZWVoYvREREKCoq/vHHHzo6OhiGNfjrOnv2bC6Xe/PmzZCQEDc3N+mQh3Qi+Idh4sSJwcHBRLQCgNzcXENDQ+IDRqVS2Wz2kydP2imbyL+0TcCKKxWCVHgiesGItmGbY7FYAIAPnAGA4uLioqIimVs+e/YsLCwMXzYwMDhy5AiFQklNTcU7LB4+fIivwmtM+DKPx6PRaMTMrKdOnQKp+0QaGhqurq7nzp0LCgqaN2/eF7g45IsTCAQuLi729vbHjh0jkf71LWCz2dnZ2cTbLRAInj17xuFw2iGXSCMNx2FxGKS4Vh5Cxs3BD73vX66Gpaenp6Wldfr0aSsrq8rKyhUrVmhqasrc8vnz55MnT96xYwd+o+f8+fMAMHToUDabbWlpuW3bNn19fU1NzX379hF/Zi0tLbds2XLixIkJEyZcvHgxIyNDW1s7LS2Ny+Xi9SlPT09HR0dtbe1Ro0Z9oQtEPp9YLMaHsGRmZgJAcnJyRUUFjUYbNmzY4cOH8/Pzd+zYERf38fPerVs3AwODRYsWnTlzZtWqVYsWLRKLxXv27OHxePPnz2+3y0CkNAxY/oMY0qM9N2XVxZW2MDRhU1YdADApH8dkEaMZXLt9qUGbVCr11KlT33//vbq6OpvN3rlz56tXr4RCGVkdOXLkqVOndu/evXHjRjKZbGpqGhYWZmRkBABnzpzx9PR0dXVlMpmLFi3S09MLCgoCAAcHhzVr1vj4+Pzwww8TJ048duzYnj17fv/9dxqNtnfvXgCwt7en0Whz5sxp8McZ6VD4fL6dnR3x0svLCwDYbHZBQUFMTIxQKHR1dZXe3tvb+/Dhw8OHD4+MjNyyZYuVlRWJRDIzM4uJicE/MEi7w847Rjb/9PFV6bXEoFDCRiPaJmMaAMSWCu1uVUmn4A+ZqRBI2HRSwfj/5s3g6OhoZ2fnp0+f4gMOG0PPdEeQNhfkFNXyT3P29qebMclNjSC11aDg49rxaAUAoa8FeB9Wi7/L6YxevHiRnp7u5eXl7e3dVLRCEOQLkWuq+rlsBTMW2Taex5XVOiSe0AAAFQLJ6oxaAGBSPg4o/S9ZtWpVdHT0tGnTdu3a1d55QZBvjlwBCwDMmORUe1XXxOo0rqiZzeam1ODVq1X6tC/X496OWvxhEIIgX04r+ow5DFKsjbKLDpVJkd2bXlAjDisSAMAAJploISIIgrQVeWtYOBYVCx2m1NRaDoM0UoNSUC1uZhsEQZBP1rqA1aJYG+W2PSCCIAgBDSNCEKTTQAELQZBOAwUsBEE6Dey8Y2R75wFBEEQuFABAPyJpc+inOQjS5oKcolCTEEGQTgMFLARBOg0UsBAE6TRQwEIQpNNoy4CFPwmr+YlXEQRBPlmrA1ZokcA3u05mSIotFRbUiFO5onkpLUy/iiAI8glaF7BWpde6JVZvyqojnuMuzVaDgk9QGFokCC0SNN4AQRDkc8gbsCoEErfEauJZyTJrWCwqRjzMb3V6k5NuNeDq6orJkpeX13hjDQ2NLVu2yDxO3759ly1bJudJkW9HeXm5s7MzhmGpqanS6ZmZmc7Ozl26dNHQ0HBwcHj06JH02oyMDCMjI3xyJqTjkOtpDQU1YrfE6lRZj+7DV9lqUPb0pwOAGZO80Yjmm11XUCP2L+TL+ZTk3r17Hz58uEFi9+7dG2+5e/fufv36yXNMBAGApKQkd3f3xnNHFhUV2draGhkZBQYGCoXCjRs3jhs3LisrC5+S/uTJkytWrEBTe3VALQesVK7I7lZVU/3o/oX8VK4olStiM0j4M5HnshV8s+sAYF9+vZwBS1lZefTo0c1vIxAIqFTqnDlz5DkgguC2bt3q7e1tZ2dnZWUlnX769Gkej3f58mU8lvXq1cvU1DQuLs7Z2RkANm3aFBQUlJaWtn379vbJN9KEFpqE/oX85u/6ESGJaC1yGCR8WopUrugzp6pPT0/HMCwqKsrU1HTo0KHw7ybhnTt3zMzMFBUVDQ0NQ0JCpOeCDgwMNDc3V1ZW1tDQmDhxYn5+PgDcuHEDw7C7d+82OP6VK1c+J5NIR3bw4MG1a9c2nid84cKFaWlpRM0Ln0+kpKQEf3n37t0JE9AvqzqihgHLv5CvFs7FLlbg/5qaLIfAYZA2GtEAAG8D4okfZ1QtaWFOw+YpKCgAgK+v788//+zv7y+9isvlTpw4UU1N7d69ewEBAYcOHSJmfk5KSpo1a5arq2tycnJ0dHRtbe3kyZMBwM7Ornfv3gEBAcRBgoODu3fvPmbMmM/JJNKR6erqykxXU1MzMDAgXkZGRmIYNnz48Ob3Qtpdo4lUn/NbO4pqlb4i3gaMLRXiFS4z1vsZ6uWsYYnF4qqqKukUDMOUlJTwyeJHjBgxe/bsBrtERESUl5f7+fn17dsXAI4cOdKnTx981YABA/Lz8zkcDj7L6cqVK52dnd++faulpTV//vxdu3bt27cPD4XBwcGzZ89Gk6F+4woLC5ctWzZ//nxDQ8P2zgvSgjb4rrKoGD6agQhPZszWBayMjAyVf+vatSux1sLCovEumZmZVCoVj1YA0Lt3b2KqekVFxX/++cfQ0FBBQQHDMLxXory8HADmzZtXWVkZEREBAFlZWVlZWXPnzv2Ua0b+K3Jzc21sbPr373/gwIH2zgvSsrZ5pntTM3rJGbD09fX/+usv6RQymUwsq6mpNd6Fx+PhN3QIRH/E8ePHf/nll6NHj06ZMkVVVfX69etEo09HR8fBwSEgIMDNzS04ONjKykq6XYB8a1JSUiZMmGBtbX3mzBkaDc3z1Am08SQUDcg5NaGSkpK1tXWrjqykpFRZWSmdUlZWhi9cvHhx9OjR8+fPx18WFxdLb+bp6Tlt2jQejxcSErJ06dJWnRT5L8nJyRk7dqybm9vRo0dRt0Bn0TbvU1ypEKTCE9ELRrQN25yhoaFAICAG+z169Ahv9AEAj8dTUVEhtjx9+jQASCTvs+To6Kiurr5r167c3Nxp06Z9oewhHZxAIHBxcbG3tz927BiKVp1IwxoWh0GKa+UhZNwcLH1/c/DLTf7s5OSkoqKybNmy33//vba21sfHh+j2srS0PHr0aEJCQteuXXfu3Kmvr3/t2rXk5GQ2m81gMMhk8ty5c7dt2+bu7t6gUYn8x4jF4vj4eADIzMwEgOTk5IqKChqNNmzYsMOHD+fn5+/YsSMu7uPnvVu3bgYGBuXl5enp6QDw9OlToVAYGxsLANra2kZGRu1zGYiURncJBzGkR3tuyqqLK21haMKmrDoAYFI+jskiRjPInCC6TXTp0uXixYsrV660trbmcDjbtm3bu3evQCAAgLVr1+bl5Y0dO1ZVVXXJkiU+Pj5Pnz5dunSpoqKiu7s7ALi5uW3dunXevHlfKG9IB8Hn8+3s7IiXXl5eAMBmswsKCmJiYoRCoaurq/T23t7ehw8fvnfvnvQgLPwIc+bMaTCwBmkX2HnHyOafPr4qvZYYFErYaETDJ6OPLRXa3aqSTsEfMlMhkLDppILxHbEKs2bNmtDQ0KysrMbjCdsKeqY7grS5IKeoljvd9/anmzHJTY0gtdWg4OPa8WgFAKGvBXgflpy/y/masrKybt68uXv37rNnz365aIUgyBci113CuWwFMxbZNp7HldU6JJ7QAAAVAsnqjFoAYFIA/2lhh2JjY4Nh2I4dO6ZMmdLeeUEQpNXkHdZgxiSn2qu6JlanyXpmA2FuSg1evVqlT/tyPe6frLS0tL2zgCDIp2vFDV0OgxRro+yiQ2VSZPemF9SIw4oEADCASSZaiAiCIG2ldQNHWVQsdJhSU2s5DNJIDUpBtbiZbRAEQT5ZG490j7VRbtsDIgiCENAYXwRBOg0UsBAE6TRQwEIQpNPAzjtGtnceEARB5EIBAPQjkjaHfpqDIG0uyCkKNQkRBOk0UMBCEKTTQAELQZBOAwUsBEE6jbYMWPiTsJqfeBVBEOSTtTpghRYJfLPrZIak2FJhQY04lSual9LC9KsIgiCfoHUBa1V6rVti9aasOuI57tJsNSj4BIWhRYLQIkHbZBBBEOQDeQNWhUDillhNPCtZZg2LRcWIh/mtTq+VPxNxcXGOjo66urqKiordunVzc3NLTk6Wf/fPFBwcjGEYelTWf1V5ebmzszOGYampqdLpd+/eHTVqFIvF0tTUdHJyysjIIFZlZmY6Ozt36dJFQ0PDwcGBmJwJaXdyBayCGrHdrSqZlaaCGrH5DR4RnsyY5I1GNDxdZi2ssejoaPxzc/LkyYSEhAMHDhQVFdna2mZnZ7e4r5aWVkFBgTxnQb5NSUlJ5ubmhYWFDdJzcnLGjBljYGCQlJQUExNDIpHs7e3fvn0LAPjHj8vlBgYG+vv7v3nzZty4cQ0mwUTaS8uPl0nliuxuVTXVj+5fyE/lilK5IjaDhD8TeS5bwTe7DgD25dfL81j3EydOmJiYBAYG4i8HDhw4ZswYS0vLuLi45idWev78eUlJSYvHlyYUCslkMnqa+7dj69at3t7ednZ2VlZW0ulhYWESieTAgQMUCgUA/Pz8OBxOTEzMjBkzTp8+zePxLl++jM8l3qtXL1NT07i4OGdn5/a5BkRKCzUs/0J+83f9iJBEtBY5DBI+LUUqVyTPVPV4EJFOUVFRefTokbe3N/7y/v37Y8aMUVdXV1ZWHjJkyPXr1wEgNjaWzWYDQM+ePfHJmpSVlXft2kUcxNPTc/Dgwfiyurr6/v37nZyc6HQ6l8sVCoXLli1TU1NTVVX18PDgcrnEXiKRaMOGDb1796bRaLq6ukuXLq2urgaAESNGjB07VjqTkyZNsrS0bPHqkPZ18ODBtWvXyvwTRSKRiA+eoqIifJhtd+HChWlpaXi0AoAePXoAQGv/NCJfSMOA5V/IVwvnYhcr8H9NTZZD4DBIjduAH2dULWlhTkMAcHJySktLmzRpUkJCgkjU8IHxdXV148ePV1FRiYmJuXfvno2Njaur66tXr4YPH37u3DkAePDgQUBAQPOnUFBQOH78uJmZWXx8vLKy8vbt248ePbpr166UlBRra+tff/2V2HL37t27du3asWNHenq6v79/eHj4unXrAMDT0zMmJub169f4ZtXV1dHR0XPnzm3x6pD2paurKzN9+vTpZDLZ19e3vr6+pqbmt99+09bWdnJyAgA1NTUDAwNiy8jISAzDhg8f/pVyjDTvvGOkRMrIeB5ceNfiv42ZtcQu7/hiPHFOcjWe8rBC2HizZmzatElJSQkAVFVVHRwcjhw5Ul39/lBCofD58+c8Hg9/yePxAODcuXMSiSQqKgoAnj17hq9SUlLauXMnccwFCxYMGjQIX+7evbuFhQWxqk+fPpMnTyZezp49GwBKSkokEklFRUVhYSGx6ocffjA2NpZIJDU1NUwmkzj+uXPnaDRaRUVFU1fUoFSR9pWQkAAADx8+lE6Mj49XV1cnkUgYhvXo0SM1NbXxjgUFBRoaGgsWLPhKGUWadd4xsg0GjrKoGD6agWgAmjHf17TlaRICwMaNG9+8eRMaGjpnzpynT596e3sbGhri04uTyeSUlBQ7OzsGg4FhmIqKCgCUl5e3NpMWFhb4Ap/Pz8vLMzc3J1YNGzaMWJZIJJs3b9bR0cG7unbv3o2fi06ne3h4EFW5kJAQNzc3otWAdDp5eXlTp051dXVNTEy8c+eOpaWli4tLcXGx9Da5ubk2Njb9+/c/cOBAe+UTaaBtRro3NaOXnAELAJSUlFxcXPbv35+VlXXjxo3q6uoff/wRAB4/fuzu7m5paZmfny8Wi/HJ6D+BmpoavoDX3aRjjfTy0qVLo6Kizp49W1NTI5FI8PYgzsvLKz09PT09va6uLjIyEs1036lt375dTU3t+PHjFhYWlpaWf//9d11dnZ+fH7EB3l0wePDgiIgIGg1NAdVRfNnfEsozNeHr16/xhh7Bzs5u0qRJ+KiZiIgIRUXFP/74Q0dHB8OwBn8DpTXoWK2tlT0QjMFgAIB0R3tZWRm+IJFIwsLCli9fbmtri/fCSp/O3Nzc3Nz83Llz0dHRampq9vb2LV4a0mHl5uYaGhoSnxkqlcpms588eYK/zMnJGTt27MSJE4ODg1G06lDaJmDFlQpBKjwRdxWJtmFT3rx5w2azt27d2iD9yZMn2traAMDj8Wg0Gn7vGQBOnToFH+7m4IhlFoslPVimwShBgqKiIofDefjwIZESGxuLLwiFwtraWrzVCQBcLhe/+U1s6eXlFRQUdO7cudmzZ5NI6HfjnRibzc7OzibeXIFA8OzZMw6Hgy+7uLjY29sfO3YMvcsdTcP3g8No9Tsk4+Zg6fubgy3WsLp27bp69ert27cvWLDg8uXLd+/evXDhgouLy61bt3x8fADA0tKytLT0xIkTr1+/PnjwYEZGhra2dlpaGpfLxVt5ERER+EDkwYMHX7x4saSkpKam5tdff21Qa5M2Y8aMS5cuHTlyJCMjY8eOHURoo1KpgwYN8vf3z8/PT0lJcXNzc3NzKy8vz87OFgqFAODh4fHq1auQkBB0f7BTEIvFsbGxsbGxDx48AIDk5OTY2NjExEQAWLRo0ZMnT1atWpWVlfX48ePFixfzeLz58+cDwOHDh/Pz82fOnBkXFxf7QW5ubjtfDIJrfD/rZomA+NfUTUPp23/sKC5ceMe89O4dX4ynrEyrwTd7Vi2Sp/P/9OnTI0aM0NLSUlRUZLPZbm5ut2/fJtauWbNGU1OTyWR+9913lZWVvr6+SkpKK1euFAqFEyZMoNPp48ePl0gkeXl5I0eOZDAY3bt3/+2339auXTtgwAD8CN27d1+3bh1xwLq6Ok9PT1VVVWVl5WnTpoWEhADA69evJRJJenq6hYUFjUYzMTEJCwt7+fJl7969NTQ0iHuRjo6O1tbW8tzOkOfCkS9KZrcAm83G10ZHR1tbW7NYLHV19VGjRt25cwdPd3FxabyXt7d3u10G8sF5x0jsvGNk808fX5VeSwwKJWw0ouGT0ceWCu1uVUmn4A+ZqRBI2HRSwXjVTw2kHVFJSUmvXr2OHj06Y8aM5rdEz3RHkDYX5BTV8k9z9vanmzHJTY0gtdWg4OPa8WgFAKGvBXgfljy/y+ksSktLnz59+v333/fq1cvd3b29s4Mg3yi5eqzmshUejlJhNhHc/AcxiIc0VAgkqzNqAYBJAfynhf8NgYGBNjY2ZDI5LCyswQ+JEAT5auTtYjdjklPtVQe0dNdvbkoNXr1apU+TZ0xDZ7Fy5cr6+vq4uDj8RhKCIO2iFfcEOQxSrI2yiw6VSQHXbtTGGxTUiMOKBAAwgEkmWogIgiBtpeU+LGksKhY6TKmptRwGaaQGpaBa3Mw2CIIgn6x1AatFsTbKbXtABEEQAhrIiyBIp4ECFoIgnQYKWAiCdBrYecfI9s4DgiCIXCgAgH5E0ubQT3MQpM0FOUWhJiGCIJ0GClgIgnQaKGAhCNJpoICFIEin0ZYBC38SVvMTryIIgnyyVges0CKBb3adzJAUWyosqBGnckXzUlqYfhVBEOQTtC5grUqvdUus3pRVRzzHXZqtBgV//kxokSC06BPn40IQBGmKvAGrQiBxS6wmnpUss4bFomLEk/xWp8ueZUumuLg4R0dHXV1dRUXFbt26ubm5JScny797i0pLSzEMCw4ObsNjIp1IcHAwk8l0dXWVThSJROvXryeRSHv37pVOf/HixcyZM3V0dFRVVYcOHRoWFvY1s4o0T66AVVAjtrtVJbPSVFAjNr/BI8KTGZO80YiGp8ushTUWHR09atQoFot18uTJhISEAwcOFBUV2draZmdny30VCCIbn89fvny5p6cni8WSTi8qKrK3t79w4UKD58fy+fxx48Y9f/780qVLKSkp48aNmzRp0o0bN75qppGmtRywUrki8xu8VK5I5lr/Qn4qV7Q3v35v3vvKF/Eo98ZTV8h04sQJExOTwMDAsWPHDhw4cNKkSdeuXeNwOHFxcfJdAoI0KT09PTY2Njk52djYWDo9MDBQU1Pz3r17DQJWampqVlbWjh07LCws+vTps3nzZj09vXPnzn3dXCNNaiFg+Rfym7/r1zg8cRgkfFqKVK5InqnqhUJhgw+NiorKo0ePvL29ASA5ORnDMOkWor6+Pj6L/aFDh7S0tB48eDB06FAGg9GzZ8+//vqL2OzIkSN6enp0On348OGPHz8m0kUi0YYNG3r37k2j0XR1dZcuXVpdXQ0Av/zyC5PJlJ4Yav/+/XQ6vaKiosVLQDqs3r17JyYm6uvrN0ifPn16UFCQsrLsx7cRE/cCgKKiokSC7np3FA0Dln8hXy2ci12swP81NVkOgcMgNW4DfpxRtUTYYg6cnJzS0tImTZqUkJAgEsmux8lEpVIrKyvXr19/+vRpLpc7a9Ysb2/vV69eAcCtW7cWLVqEz3e/du3aH374gdhr9+7du3bt2rFjR3p6ur+/f3h4+Lp16wBg/vz5PB7v0qVLxJbBwcGurq4NmhJI56KmpqakJOP5t7q6ujK3Hzx4sLm5+ebNm0tLS0UiUWBgYH5+Ppo3t+NoFLCe81s7ioqYHYeY8NmM9b7GJE8Na8GCBZs2bbp69aqVlZW6urqjo+PRo0drauQaGFFfX+/j42NoaEilUr29vQUCQVpaGgAEBARoaWnt3r3b0NDQ0dFx6dKlxC7e3t45OTlTpkwxMDAYPXr01KlTr169CgAcDmf06NEBAQH4ZsXFxXfu3Jk3b568pYD8J5BIpIiIiJcvX2pqaioqKnp6ep46dcrKyqq984W81wYDR1lUDB/NQIQnM2YrAhYAbNy48c2bN6GhoXPmzHn69Km3t7ehoWFmZqY8+5qZmb3PBosFAO/evQOAzMzM/v37Ey3NYcOGEdtLJJLNmzfr6OiQyWQMw3bv3l1eXo6v8vT0vHLlytu3bwHg4sWL3bp1Gz16tDx5QP4zBALB5MmT6XT69evX79+/v3btWk9Pz5s3b7Z3vpD32make1MzeskZsABASUnJxcVl//79WVlZN27cqK6uxjuqWkSn06Vf4t0NPB6PyWQSidLLS5cujYqKOnv2bE1NjUQiwduDOLwB+M8//wBAcHDw7NmzSST006Vvy7lz5xISEkJCQuzt7c3NzTds2DBhwoT169e3d76Q977sF1KeqQlfv37N4/GkU+zs7PDuJwDAsIZHkO4Xb4qSkhKXyyVelpWV4QsSiSQsLGz58uW2traKiooAUFxcTGymoKDw3XffnTt3rrS0ND4+HvVcfINyc3OZTGa3bt2IFH19/SdPnrRjlhBpbROw4kqFIBWeiF4ws5YmXn3z5g2bzd66dWuD9CdPnmhra8OHhl5lZSWeXlxcXFRU1GJ+DA0N09PTiS782NhYfEEoFNbW1qqoqOAvuVxuWFiY9D0gLy+vhISEffv2DR06tE+fPi2eCPmPYbPZXC5X+jOWm5uLZs/tOBpO88VhkFo7/EnGzcEPve8t1rC6du26evXq7du3v3371tXVtUuXLsXFxadOnbp16xY++EVPT09LS+v06dNWVlaVlZUrVqzQ1NRsMUszZszw9/dftWqVl5dXTk6Ov78/nk6lUgcNGuTv7z9+/PiKioqffvrJzc3tr7/+ys7O1tfXp1AoxsbGlpaWO3bs+PPPP1tZDEhH9PTp0+fPnwNAeXm5goIC/qfLyMjo9evX+F9BsVicl5eHpw8bNszNzW39+vUzZ87cvn27urp6VFTUpUuXTp482Z7XgEg77xgp+bebJQLi38h4Hlx41/jfxsxaYnt2FBcuvGNeeveOL8ZTVqbV4Js9qxZJ5HD69OkRI0ZoaWkpKiqy2Ww3N7fbt28Ta6OiooyNjel0upGR0eXLl62srFauXCmRSI4dOwYAAoEA3wxvVwYEBOAv9+zZ061bN0VFRUtLS7x1eebMGYlEkp6ebmFhQaPRTExMwsLCXr582bt3bw0NjWfPnuE77ty5E29RypPzpjQuVaRd/Pzzz40/83/99dfQoUMbp+Ofgezs7EmTJmlrayspKZmZmfn7+7f3RSDvnXeMxM47Rjb/9PFV6bWNx6xvNKLhk9HHlgrtblVJp+APmakQSNh0UsF41U+Kou1GIpFYWVn179//yJEjn3Mc9Ex3BGlzQU5RLc/8vLc/3YxJbmoEqa0GBR/XjkcrAAh9LcD7sIhB8J1CbW1tXl7ewYMHMzIy8BuFCIJ0NHJNVT+XrWDGItvG87iyBq4TT2gAgAqBZHVGLQAwKR8HlHYKmZmZw4cP19PTCw0NZbPZ7Z0dBEFkkCtgAYAZk5xqr+qaWJ3WxK+gcXNTavDq1Sp9mjxjGjqOQYMG1dXVtXcuEARpTiuGNXAYpFgbZRcdKpMCrt2ojTcoqBGHFQkAYACTTLQQEQRB2oq8NSwci4qFDpPxU1Ich0EaqUEpqBY3sw2CIMgna13AalGsjezndSAIgnw+9Fs5BEE6DRSwEATpNFDAQhCk08DOO0a2dx4QBEHk8n8+6q588IT6NwAAAABJRU5ErkJggg=="
<image>A cable company analyst paid attention to how many new customers it had each day. On which day did the cable company have the most new customers?
Saturday
214
null
Saturday
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"
<image>A stock broker followed the stock prices of a certain set of companies. On Thursday, how much more did Houston Sporting Goods's stock cost than White and Company's stock?
3
215
null
3
"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"
<image>A personal trainer recorded how many laps each of her clients ran last week. How many clients ran fewer than 2 laps?
26
216
null
26
"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"
<image>The table shows a function. Is the function linear or nonlinear?
linear
217
null
linear
"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"
<image>Some teachers compared how many years they have been teaching. What is the range of the numbers?
6
218
null
6
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"
<image>How much more does a book about snakes cost than a book about music?
2.05
219
null
2.05
"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"
<image>Mrs. Simon kept track of her students' scores on last year's final exam. How many students scored exactly 71 points?
1
220
null
1
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"
<image>Each sheet has 5 stickers. How many stickers are on 6 sheets?
30
221
null
30
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"
<image>How much money does Johnny need to buy a set of forks and a cutting board?
27
222
null
27
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"
<image>Jerry has $1,309.00. Does he have enough to buy an antique maplewood rocking chair and an antique mahogany armoire?
no
223
null
no
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"
<image>Ms. Wong reported her students' scores on the most recent quiz. How many students scored at least 83 points?
2
224
null
2
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"
<image>Donald just downloaded the new game Gem Excavator on his phone. In the first level, Donald gains points for each green gem he finds. However, he loses points for each red gem he finds. The table shows how the gems affect Donald's points. Which color gem affects Donald's points less?
green
225
null
green
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"
<image>Tristan has $4.00. Does he have enough to buy a duck key chain and a basketball key chain?
no
226
null
no
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"
<image>Jaylen wants to buy 3 pounds of snickerdoodle cookie dough. How much will he spend?
12.39
227
null
12.39
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"
<image>Brenna's Candies has been studying how much chocolate people have been eating in different countries. How much chocolate was consumed per capita in Belgium in 2005?
11
228
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11
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"
<image>A farm equipment company kept a record of the number of tractors made each month. What is the range of the numbers?
4
229
null
4
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"
<image>Jeanette's class paid attention to how many bottles each student collected for their recycling project. What is the mean of the numbers?
63
230
null
63
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"
<image>How much money does Marcy need to buy a pink and white striped shell and a pink conch shell?
1.01
231
null
1.01
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"
<image>A pizza chef recalled how many pizzas she had made during the past 7 days. What is the range of the numbers?
8
232
null
8
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"
<image>Mr. Martin, the marine biology teacher, asked his students how many times they went to the beach last summer. How many students went to the beach at least 3 times?
26
233
null
26
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"
<image>The county released data about how many schools there are in each town. What is the mode of the numbers?
3
234
null
3
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"
<image>How much money does Lola need to buy an airplane ride, a speedboat ride, and a limousine ride?
2,013
235
null
2,013
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"
<image>Professor Fletcher informed his students of their scores on the midterm exam. How many students scored at least 15 points?
15
236
null
15
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"
<image>Zach kept a written log of how many miles he biked during the past 6 days. What is the mean of the numbers?
6
237
null
6
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"
<image>A machine dispensed red gumdrops into bags of various sizes. How many bags had at least 60 red gumdrops but less than 70 red gumdrops?
2
238
null
2
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"
<image>Luna has $7,412.00. How much money will Luna have left if she buys an Andalusian horse and a Thoroughbred horse?
217
239
null
217
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"
<image>Look at the table. Then answer the question. At a price of $595, is there a shortage or a surplus?
surplus
240
null
surplus
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"
<image>To get a rough estimate of his melon farm's profits for the year, Andrew decided to look at some data about melon prices in the past. In 1996, how much more did a container of honeydews cost than a container of watermelons?
4
241
null
4
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"
<image>Look at Celia's pay stub. Celia lives in a state without state income tax. How much did Celia make after taxes?
819.62
242
null
819.62
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"
<image>How much more does a macaw cost than a gecko?
416
243
null
416
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"
<image>Vivian decided to record the temperature every morning when she woke up. How many temperature readings were exactly 15°C?
3
244
null
3
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"
<image>Maureen went to the store. She bought 0.7 pounds of alphabet confetti. How much did she spend?
7.70
245
null
7.70
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"
<image>Albert has $14.00. Does he have enough to buy a book about Europe and a book about sharks?
no
246
null
no
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Lv5BATlWhopoyAKw2W3shJgLHhvvueIDR0VFvdy8bp53z+XgnWrPSM5YZLqe8XWawfKC/Py8zp6qsoqmhUddwBbUpP/dtT/ePqBR36+qN4aGhy4mx/qFns19kHtlzAGnfv2NP4Zv8kGvhD14/3eW2x8f9aGryAwDIzXx1yHHfVoftD3KfRSVc7/zSsXvjjnE+H/yefO5kYPC1cHkVxZGREeu1Fu9y8s5Hh6VkP1ZaoLJtrWVp8UcAyKp4BwBHz/g8Lx47Q638WH735u2A8HNXk24MDg7Yrd+KLEnfCwYFQVldddbc2U6bd2SkpU8sRTap2saRfOv31qaW7c4OE03EXuKnljZBESFqh8zMzNUVlTUV1QAgSPhqEhARIpPJtZXVU083owUdz852LMgXABRUlCpLyy+eOtdHImGw2FOhZ4GObtacWQAgIi4a/duljLTnK341KC4oYmZhMdm4npmZWYggHBwd1ljfQO0wP/ftXlsn7/Onlq7UBYCMtPTi/PfX799euHQxAHgGer98+iL6t6iTIQFc3FwAgMXhOLnHyiB+am1LfPlo1tzZAHD09EmLlSavM7IX6/7yvWBmsoP/BbA47LWU+L22jlvWbACAnebWq9cZrTZbyzjjQgmhp4M32Vnj2fETTT3d3fBHfUkKODxbd1f3mAn/1YRsd3d1w5TMKGuqL/5aL0VWSX5oaKi2qhYAvnz+sn+Hk+J8CeTC7f27gq6ODgBYuFSbiYnRXM/oRtS1htr6WXNnI6sGQlNdw471W2z37DTbYoG0FL7JZ2RkVF+sORYTPf2CRRpvX+dNGgxBQhTRJQDIKMoDQGVZxRTBoFCQlJVKyU5LyU5jZmH51PrJ1cZxo6HZwMDATMa+epFV9qF0/R8f2d/AjKTJxcNN2cZgsQDQRyIN9PfvMNvcR+pLSL9X1t1QRWpR01JH+kjISN5+dk9cWiLwqO8S6QUmvxgW53+tkurp7P7l0+e2lq/Fx3p7eoeHh+Vmi0pxCSGv29E329s+TRoMJ/fXYLA4LACQiFMFgzIOGUU5RkaGO+kpkXeuv8vJu3N9Rnc/UuLvqmio8QkKTGpl5+AAgB6qREgmk3u7ezg4Odg5OeCPtIrQ3dUFABycHFPPOKNkTj1lT1cXAGBxuI9FJXXVtUGXL4pKiiOmT61t8/jGruYkZCRPhZ0bHR19m5N36rC3tbFlZtnYf/RYY266aJm2g4XNMoPlyIKLZ8ezsLKmZD+mnpT+O/Wnv9nJzi4AwLFNEwwKADTU1vd0dUsryFJalhnoySkrlBRMUjh8IhlP0k2s1n/PisVh5/PxVldUUVrqa+qGhoZEJcWFxQgAUFNexScwVs69pryKgYEBaZ+CGWXNd6/fULY/FBYzs7AIEYR6e3oBAMc2Vlg1L/t1bVUNcn6dn/v2bU4eANDT06tpqe8/fqi99VNbcwvSc425sb7RqnWbNxzata+tuRUAFNWUB/r7R0dHRSXFkRcrhnU+lbCoT9uryioRRSLBAIC4tOQUwaAgBHr5uO10Hldfs6uzi3J2NAWNdfX1NXVyygpT9NFevjTt3iPKMX94NwXHhlNfrClEEBYWFaG+JH2YmKK+WHPquwEwE2mSyeSm+sbzPqdrq2qepz6NibhqYLyaFYORlpfBYDFXLka0Nrc8e5jmd+i4joFeVXlle+un56lP7dZveXg3pa669kNB0eULkXyCArwC/NRuPQO8cWy4A/YuZDJ50bIlskryrjaOr19mN9TWJ936fbXW8tjIaABgYWVlxWBev8wuelc4NDREJpPZOdkP2LuWFn/8UFB06shJfiEBtYXqUwQz7Q7+R7B23FH+odTVxjEnI2t0lJyX9frATufmhkajDaYAUPSu8NWLrFcvssijo7WV1cj2QH8/Mra+ph4AhAjC43y6O7ge2+uBbO9wdqitrDlg7/I2Jy/+6o1g3zN2ro7I6d/ug643oq5FnvstP/dtgJfP89RnTof2ThvwTOprDjnsd2qorTdeYjDQ3790pd6xMz4AwD2LJyD8nP9h77s37iiqKfuHBjXWNTht2WljsjHhxf2RkRE/jxMtTS14djYVjQVXEmMp/zoIgQ3PFhgZbLHCODr00hZ7m8t3b/geOmZvYUPsJQoIC+4+6LrNcex+0869juFBFzKfvniYlz48NKSisUBb7xcbk43trW0yinLh8dFMTExTBJOY+WjaffwvoKimfCXp5nmfQDtz6/6+PnuLbbKKctfv3xYWFQEAT2f3/NyxM65rYZevhV0GgBclufxCAgDwqbUNAPAc46uvlxV/pJSlJkiIXUmM9Tl4zFLflJuH287V0cFtD2IytjQjkUgRQRcDvXxFxAkXYiM1tBdOGzBdFanlx+w6yr8HudmE/Oaymd82+kf4F/yGjvLDcdi/h57262uiWROFNqH1rw7KfxZUmig0CipNFBoFlSYKjYJKE4VGQaWJQqOg0kShUVBpotAojNV96C13FFoEzZooNAoqTRQaBZUmCo2CShOFRkGliUKjoNJEoVFQaaLQKKg0UWiU6aVpLL70+umI/9X057gbeXP5HNUf6BCFmuqSikMbHI3Fl+ryKBkRtN3X76ovrxnXZ6Cvf6PKKnO5r9Wzuj53+Np7GIv9Ysivud9k58QhFN6kZzvoWRnwaayXXR51IniEqr5mQljMJrVf9XnVrTWNH8elzCTa/1fW3HnCVUNv8iqgKLRGXy/J3cyBhZXVO+YsK5b1+LWg3s7ug+a7hgaHqLtdPRXa1thK3XJ0676Cl3l7Aj2OXgns6ezab2LX10ua6L+yqNTDwklMXjLwbvgOL+fkK/FR3sGIKenSrTCvICMb8zNJkbpmhqccPV+lZkwb8P/rmbqVG9b8f4aj/J2U5n9ob25zPu3BwcMFdHRyGkqHI/1362+uLCqVUpFD+lR9KL8bcXOlxZrXaWNFJAsy8wqz3gQkhKn8ogEABFkJK2XD1JvJRrbm4/zHhVwVkRF3DfIEANkFin1E0sXDgZautmzs+BtnL63dbrHOfiMAyKgpVJdUxJyO0FyhPXXAM62vedEjwFh86SoBTc9NLl1fOpF26gW9OLfAyWALkszDvIKGBofevXity6NU/Dqf4qequEyXRyn3adak/cdNOjI8fMX3ooWigf78BZsXrLkbeXMmoaJ8j9GREQDo+PSF0jJPkDf+QxpFl6Ojo0EuJ9bamgtLiVL61JRU0jMwKC4aO8uaNX+OtJrCm+evJvp/9+K15oollLeaK5cM9g+8z35XX17T1tiitfIXiklrxZKSN++JPb1TBzwjaT64fnd4aNjv1oV954/lv8w7t+/kuA7NtY1upjv5RARPJ0Y4nTr46EZSmOcZJe0FvCICj2/do3R7kZQ2a/4c1aWak/Yf5/O3w6fjL0ZvdbePfHnbzGFT6JHT96LvzCRalEmRVlPgmsNzwsYt71k2TFZyJ/ly/Je29s1uO6kbh4aG6Onp6KieDOaazdNU0zBubF8v6UtrO6/w1wIts3nnMjEzNVTWNlTVAQCvyFfTfGE+MpncVFU/dcAzWtBxeJzTqYMAIKksW19eHXMmsp/Ux4rFfN2rK/E4PNu+4KNIJfC+XtL7V2/p6Oj0rYziQ6J3+bgxMTMBwIuktBXmv9LT00/an3rG3u6elKu3NzhZr7RYAwD8okJlBSW3LkSv2mw6k4BRJoLBYQISwvzsPQ6sswcAz82uOmtX6pisZGBkBIDPLZ+ivEM8wn2oP1YA4CMIDg8NVxWXi8lLIi11ZVX9pL5xzpEUiMV/U8YIw4YjdvUQu8ebsHg2AOjt+hFViRUWfr1qFpOXGh4aHve9Kcv/ICYvSalQv9x8NXLOoW9hROwh5jzOAIDasqrasqoVFmum6E+hqqhsaHBISftrIULFRWoNFbWUcwmUP4GItFhYelxYehwTC3NH22dfe499xnaDA4MAEHLwlJqOpsby8ed/C5ZpzRXgPbffp7m2kdRDDPMK+tTUxvC3lP2Y0Rzs3JyUbeRbNe57Q+zuxQtMUnGZZ95sjeWLH8elLF617EVSmqy6ooCY0BT9vzrsIQKAu5k9/FEpiTw6CgCd7V84qIJB+ROIyUsyMDIEP7ya+zTba7PLoxtJc/jmvnuRE5U5yfkSIxOTR4Svt637RpVV9AwMy9evWmSwtLG6blw3HDseAJAEiUAmk0k9vWyc7HjOMROlZjGSL9k4x1dQGj/1THaGesre7h4AwOCw1B0wbNiujs5JxxpuND5he4DUQ8xIfmJks37a/gg4djYAOBh6UkRanLp9ntB/97/+/D9pqWsidveIyklSWjRXaEsoylQWlZbkFfZ29WxQ0B8zkMmjo6PL56jae+812WEpu0Ax5t295poGdm5OPCf7HsOtIjLi45xjcJjZvHMbKmspLc21jcNDw4ISIvwEQQBoqKydyz9WlbKhspaegQFpn4IZLegleYWU7cr3pUwszNQnvAAgqSRbnl9CSaWP41JcfrVBSjlqrNDGc7LfuhDdUFm71HjltP0RROUkmFiYO9s7BCVEkBc7NwfHLC5mFuaZBIwykSjv4FO7vcbV1+zp6uaazbPNwzEiIz78eRzyWr97C9ccnvDncbrrDHu7eu5F3+lq7+AjCOI52Rsqa4tfFywy1JnoX23ZwqyHzyn1NTOS0zBsWAUtFV4RAT6CYOa9Z5SeGclpCgtVMGzYiU6omYE0yeS2xpbogLCm6vrXTzKTLscvWaPHgmGl7rJ6i+nw8LCP3aHi3ILM+8/Cj50VlhJFCj4xMDCstFhz42zU4tXLcHi2afsj4PBsqzebXvUPTb+b2lLXlP8yz83UPtDp6PTRonwH051WtR8r/ew9CjLzyKPk96/yA3Z7fWps0TMznDV/joi0GOXFPWcWAwODiLQYBzcnC4Y1+lTYSbuDhdlv855lH92yV3GxmrruIsRn4J5jIe7+yLa545am6vpAp6PFuQUPYu5eCwzf4GSNnP5t2rcj5eqd+AvRJW/eR50Izn2StXm/3bQBz6S+5rCli01LXdOu5RsHBwbU9bSd/A+O68NHEPS//VvEsXN7jbazc3HorjPcdmgXxbp41bLYoCh9C6MZ9kew997LxoEP8wr60vqJcxb3IkOd7Z57po0W5XtIqcj5xf8WHRDquclloK//6BZXMQWpgN/D+aZcWJmYmXzjQkIOnTpovouJiWnxat2dJ1wp1pqSCsqpnYC4sN+tC6GeZ/Yabefg5tzgZG3pYoOYlpuv7if1xYVcjfIO5hcV8roSqLhIbdqA6Z58zv/zuzszIo6fy7z/7HL27+Oqv6L8U6wS1Eqqyvh7LrT/NH9tcLVlVfkZufEXrnlE+KK6pB0sXWzoaL++5l+aNY3Fl9LR0Vk4bzNz2PTXzYLyU/J3LOgoKH8CWs/qKP9ZUGmi0CioNFFoFFSaKDQKKk0UGgWVJgqNgkoThUZhFMHM+6djQEGZBDRrotAoqDRRaBRUmig0CipNFBoFlSYKjYJKE4VGQaWJQqOg0kShUaaXpqqATIhf0A+f2MHSduMqsx8+RWnxRwJ2Xm5Wzv80Kjr0kjie74cHQ2uUFn+0MbFSFZAhYOcp8Upar7WsKqtATCQi6dQR7yXSC2R4RHQVF4WeDqE8FtzU0Ohs7aBBUFCYK2a8xOBxysPv+X/55LnRYn1pbmFNgmKAl88wVX3NyxcidOQ0pbiElitr/x4bP5NoaSJrHvL1WrpS95+O4ieH2Eu0NrJgYcWEx1/FYDFhcZe7Ojqt11oODg4CgJvdnvhrN3e7u15NumFqtT7Qy+e3gPMAMDg4uHWNRVN9Y0T81cTM1CXLdew3bMtKfznRf0lhsa3pJlkluZgHt91PHomNjA708kFM1yOu+B06vsnO+sajBCNzk/079jx9kDZtwDTxTJ3pxvHFGlF+OO/fFrQ0NXuf9+eexUNHR6eqpX4+OsxUZ1VJYbEQQTjjyXOvQG8Tq/UAsGCRZnFB0cPEe7sOOJcUFld8LIt/mqygqgwALkfcfo+Nv3c7ceHS8SV/w89elJSV9gkJBAAVDTUikejt5uXg5szOwR4aELzZ3mbbbjsAUFZXLfvw8YJ/0DIDvakDnml9zRNunqoCMrKzRHaaW3d8HqvRODAw4Hvo+CJxFUkOgcWSaoFHfYeHh6vKKgjYebmZYyUYk+PvErDzrkdcQd4i1sI376j9U9bQ6xFXFgjJFr0rNF5iIMMjskR6QXz0WFnNoaGho66HVPilFeaKue10fpzykICd19b8Tf1cCp8/tduabpKdJaIqIOPncZyyNiXevLNaS09uNkFVQGb7us21VTUz2f2fg5GREQBob2untPALCeRUFSqqKXNycxU0lyG6RGBhZaGn+6oNRqrHgplZWMgwSQ3ErPSMZYbLKW+XGSwf6O/Py8ypKqtoamjUNVxBbcrPfdvT/SMqxd26emN4aOhyYqx/6NnsF5lH9hxA2j2d3W9evu7u4/no7Yt9R92vXoz0P+xNkBDj5efLy85F+rzOyObl58vLHDv5e/3yFQcXp5yy4qQTMTEy9XT3njnufzoyuKClbK3FusO797c0NQPAxVPnbl66fuDE4aSsxwJCgr4HjwEAI9PkWf/UkZPaektvpSXZ7LaLOPtbbORVAMjPfeuybdfy1fqJLx9dTozt7+93sLSZye7/HCirq86aO9tp846MtHTyZPU1AaC/r6+1ueXmpev3E5K3OdkBgLyKoqyS/Hnf01/aP4+MjCTevFNXVTNxlSP2Ej+1tAmKCFFa5vPxMjMzV1dU1lRUA4Ag4atJQESITCbXVlZPHfCMFnQ8O9uxIF8AUFBRqiwtv3jqXB+J1N/X/3tMvPPh/b+arQUAYVGRD4XFsZFX9x8/tFBncV52DsBuAMh5mW1hsyk2Mhpx9Trz1cKl2vTffwh6cGDAft9ugoQYAFjYbArxCyopLJ7HO//ujdsrjQzNra0AYPdB17c5eTXf37cleku32NsAgKyS/MunzxNvJmzcYS0tL5NenMMvJIDMbu2w3Xbdpva29llzZs3kIPzbweKw11Li99o6blmzAQB2mluvXme02mwtdUa0XmuVk5HFzsnh/9sZI3MTAKCnp4+6c93a2FJNUJaBgYGRiSkg4ryq5oJxznu6uwGAUgsOAYdn6+7qHjPhv5qQ7e6u7qkDnlHWVF+sRdmWVZIfGhqqraotef9heHhYbSFVCUw1ZRKRVFtZvXCp9ttXeWQyub2tvaaiytJ2c8eXjobaegDIzcxZvGzJJHNQIa0wVsKZnYMDALo7uwYHB+uqa+WUFSh9pr5s0tD+GrCMonxlWQUAMLOwpMTf1VNcJMkhQMDOs123CQC6OjpmcgR+DiRlpVKy01Ky05hZWD61fnK1cdxoaDYwMEDp4HX6ZFTC9Q3WVu4Oe6+FXQaAoaEhB0sbVlbWa/fi72Y8dNjvdNBhb/bzzL8h2hllTS4ebso2BosFgD4SqbenBwDYOTkpJg5ODgDo7eldpLOkq6OzvKSs4mOplLwMFw+3gqpSbuYregb6xrr6xbq/jJ/gW1i/rfVFJpP7iCQymYwoFYF7Fs8UHji5vwaMxWFJRBIAxF2OCTpxyickUN94NZ4dn/n0xabV67/v46dFRlGOkZHhTnrKi8fp9hus71yPs7TZjJik5KSl5KR19PVYWFl9Dh4zsVr/OPnB25y87Mr8ufPnAYCskvyHwuIzx/zinyZT+0Q+mh6qREgmk3u7ezg4Odg5OQCgp7ubnWOsoGZ3Vxf8oZYpmFHWpJ6yp6sLALA4HJ6dHQC6Ozspps6OTgDAs+Nnz5sjLi3xJvt1Tkb2gkWaAKCqtSAv6/XrjGwhgrCA8DSFFSeCiJXY+7XMZ+eXqbIdsoggdHd24dhwAJCa/GDRsiVmWyzw7HgA+NTa9r+G8a+moba+pLCYumWZgZ6cskJJQXFLU/Pta3G9VHX/5VUUB/r7mxsaqyuq8BzsiC4RhEWFayqrxjnH4rDz+XirK76219fUDQ0NiUqKI+dmNeVfTTXlVQwMDMJihKkDnpE0371+Q9n+UFjMzMIiRBCSlpdhZGR88yqPYnr7KhfPwY5MuUhnyZtXuTkZWQsWaQCAmpZ6XnZObmbO4mXTpMxJYWFlnc/H+7HoA6UlPfXJFP3zvw1YXFoSAHp7enFsbJT2hNh4APjeBcHPR6CXj9tO53H1Nbs6u2bNnd35ucPNbs/TB48ppg8FRXR0dHyC/HwC/D1d3dR3QqrLq/gEBSb6116+NO3eI8rxfHg3BceGU1+sKUQQFhYVSU1+QOn5MDFFfbEmki+mYPoFnUwmN9U3nvc5bbTBtKaiKibiqoHxalYMhhWDMdtsER50gSAhKqso/+pF1s3LMXauu5DT6oU62l7OB1ubWxYs1AAAVc0FVWWVJGKfh//RaWecFAOTX2Mjo7X1dFQ0VBNvJjTWTv7/E5BD8yjpgbSCnNIClWcP095kv/7jZpvqjUvX3+bkzZozOyLoohBB5OWT5+/fFvAJ8k/q6ifD2nGHuZ6Rq42jxbaNo6PkvKzXCTFxzQ2NRhtMhUVFflmx7NheD2JPr5iU+Pu3BWFnQsy2WGCw2BVrDE4f93PZ5uB24jAHF+fz1Kdp9x75h479Wubu4IrBYLxOnwSAHc4Oq7WWH7B32WC9sfJjebDvGTtXR+T0b/dB1wM7XQSEBdUWajxOefg89VnMg9vTBjyT+ppDDvudGmrrjZcYDPT3L12pd+zM2F1+rzMn8Rz4oy6HPn9qn8/Pu9vdZee+3YhJQ3vhp9Y2goQYz+xZAMDOySEmLVH+oVRryaI/dWDB1fPA50/tBx1cmVlYjC3W2bk67rXdzczCMjFaAPAK9L5yMfLAThcsDmu/32n9VksAcNi/p7ayZsuv5mx4/MYdW+33O9XX1Hq5HJzo5KdEUU35StLN8z6BdubW/X199hbbZBXlrt+/LSwqAgDno8NC/IJCTwe3tbTN5+e13WNvv283AHByc914mBDg5btj/RZiT6+wGME/NIhy86is+CP2j+RHkBC7khjrc/CYpb4pNw+3naujg9tYPVRjSzMSiRQRdDHQy1dEnHAhNlJDe+G0AdNVkVr+kiPxoxkaGuru7EKEDgAhfkFXLkbm1RVPPQplUuRmE/Kbyxhpu74mTfyGPhNCA4OXymrcT0iqrap5lHT/ysXIdZvQnzf/JA7790xxa5lG+NdkzeHh4aATpxJvJrS3fZrPN3+12VrHA84srKzTj0T5d/KvkSbKfw1az+oo/1lQaaLQKKg0UWgUVJooNAoqTRQaBZUmCo2CShOFRmGs7kPva6LQImjWRKFRUGmi0CioNFFoFFSaKDQKKk0UGgWVJgqNgkoThUZBpYlCo/wl0mxtaLbXtdTnVU8Ii6Fury6p0OVRev/q3fcGTsrdyJvL56gi28e27ttvbDexz/faUaipLqk4tMHRWHypLo+SEUHbff2u+vIaxNRH7Is4fs5K2dCQX3OLhtHNc5cpjwX3EfvOu/maSi0z5NfcY7j149ui7/l/k57toGdlwKexXnZ51IngEar6mglhMZvUftXnVbfWNH4clzKTaP8SaT6KTawrrz51J1THWL/mY6WlkuFfMcv/n8TIOP9dnv90FH8Tfb0kdzMHFlZW75izrFjW49eCeju7D5rvGhocAoCA3Z4PYxM37tvhF39xxYZfo7yDb5y9hAwMdPLKvP/Myd/91J3QWbxzD6yzb2+epLpEZVGph4WTmLxk4N3wHV7OyVfio7yDEVPSpVthXkFGNuZnkiJ1zQxPOXq+Ss2YNuC/5Jm6rs+dc/nnK2ipAEDu06y/YoofQlnBh+k7/SyU5n9ob25zPu3BwcMFdHRyGkqHI/1362+uLCrlFRHIe/bK0ddtxYZfAUBBS6WisPRFcpqVq21jVV363VTvmHNa+r8AgJSK7CbVX+9G3rQ94jTOf1zIVREZcdcgTwCQXaDYRyRdPBxo6WrLxo6/cfbS2u0W6+w3AoCMmkJ1SUXM6QjNFdpTBzx91izMfuu8etsaEe3VQgv3GG4tzBorjDE4MBjmFbRBfuXKeWoWigZR3mMJfI/h1ruRN2tLq3R5lPYb2/nvOtJa36TLo3QndGxx72z/4mHptEpA01h8afjRIMrC8fFt0X6TnWtFl6wS1HLQs3rz/NWMDzsAAB093YOYu1bKhvq86g56VuUFJZTpfO09zGT09HnVt6ivSQiPRdpd19g+jE1MvZmky6NU8b70f5rr38joyAgAdHz6QmmZJ8gb/yFNSkWOnYsjqToD0SUCMysz8sjl2xevmZiZ1JaNPTbOyMSkqqP1Jn2Sj+bdi9eaK74WWtNcuWSwf+B99rv68pq2xhatlV+rtmitWFLy5j2Rqo7NpEwjzT5i32ELJyFJQvCjqyGp1whyEgfNd/V0dgPA+f0+96IT7I65XMpKsPFw/D3iRvixcwBw8mawwUZjQXGRhLJnh6P8jXdYzuGbl1D27Net6xCfkcfPqelonb13ZZ3Dxlsh0cmX4wFgsH/g4PpdWDZswO/hFx5fl9dS8dzkMunC8T3qyqrT4u+5hRz3j784ODB4ZKMzslT57/IsfVd8JOpUxIt4S1fb0CNnXt57BgDHrwdJKMnomOgnlD0TkRGb+UT/UqTVFLjm8Jywcct7lg3fKacz0Nff3tx2L/rO88THSJJrrKqbxTuXiZmJ0me+MF9DRe24gX29pC+t7bzCX+ugzOady8TM1FBZ21BVBwC8IvzUHshkclPV5PVXKEyzoDfX1BN7enXXGQpJEADA0cdtqdEKJmamri+dqXEpW9x36pjoAwAfQbCiqDT5SrztESc2djwzCzM9Az0HDxcAsGBY6OjHthHUdBYab7cAAHEFqTfpr57cvm9kY87AxBj2PA7PwY5hwwLA1gP2ty9eK8rJX7p2xeSRTeBL2+ffnsRyzeEBgN1+B1zX2BZm5aku1XILPgZ0dFyzuQFAQEzobsTNN+nZi1fpsLHjGRgYmJiZqWP7icHgMAEJYX72HgfW2QOA52ZXnbUrdUxWMlAVSjho7liQmcfGgd937qjuOkMAIHb34vDfFCfC4dlIvcTR0VHqJ9mRFIj9tieGDUfs6iF2jzdh8WwA0Nv1/6tKzC8mLCRB8Nlx8MbZS+UFJfQMDIqL1FixmKqispHhYXkNZUpPKRW5fmJfY3Xd1A4BQGGRKmVbXF4KuUhkYGAoyy/Zu3a7Ib+mLo/SaqGFANDT0TWtNwoCYkKILgFATEEKAOrKawCg60un/64ja0S0dXmUdHmUyvI/dP8vbn8mRKTFwtLjwtLjmFiYO9o++9p77DO2GxwYpHRw9DvgczN41WaT087HEiPj/sFQYVppMrMwB927pLd+1YOYuzuXWVgqGT698wAAiD1EAGDjZKf0xHPiAYDUQ5x2Sg4uTso2KxbTR+oDgJqPlSds9suoKVzLS05rf5famvfd8d+BnfsbtwDQT+wb7B84bLVnoK8/5FF0amvek8/5chpK/6vnnwwxeUkGRobgh1dP3gj+kFvw6EYSxUSQEddYrr3jqIu545ZQrzN9vSQ8Jx5JexR6u3pweLZxxT9w7HgAoO5JJpNJPb1snOyIMKhNSL6kFs+kTH8ZxMHNaXvEKTo36UpOopqOlo/docqiUjZ2NgDo7aQqY9nRDQA4drbvOqJE9m2UGBwWAF6lZjCxMNt77+WZN5uOju5L2+dp/Yxj4s5j2LBVH8qbaxq2e+0RlBBBVq4/4fnnoKWuqbLom6s9zRXaEooylUWl7c1tj24kUacVCSWZwf6BtqYWfjHhtsbWwf6vlYsbKmsFJUTGOcfgMLN55zZUfj0Hba5tHB4aFpQQERATRkZRe6BnYOAnTFNmdRppNtc2Zt5/hmwLiAm5nDnMwMhQUVRKkJNgYGQsfl1A6Vn8ugDHjp90vnE1LEveFFK2K4tKhaVEAaCvl8jMwkI570m9mTxx4NTUV9RQTl8q35cCgLCkKHK4KdXMinLym6rrv7kI+M/U14zyDj6122tcfc2erm6u2TzdXzpPOXq+Sn1BMVUUldLR0c3ln6+6VJM8Opr9h6mf1Pc6LVN9+fj/zAIAassWZj18TvnIMpLTMGxYBS0VXhEBPoJg5r1nlJ4ZyWkKC1WQi4opmOYyqK2h+ejWfTu89iD3BdITUwFAWkWenYvDwMooLviKgLiwmLxUQWbe/WsJ5ru3MkwoPobnYO9oay/MejObbx4S98t7T8XkJKVU5XMeZxTl5LsGHQEAmQUK109H3L/+u7ruosx7z6o+lHPPnVVZXNY73b/wQCCTyWwc+ECno1vc7UeGRyJPnJ8nyCunqUTs7mXFsiaExWx221lZVHr9dKTmCu36itqOts9cc3jYONnL338sL/w4h2/uT38xZLrTynmVtZ+9x6rNpuRR8vtX+ak3kz41tuiZGfIRBBfoLgp29yf1kgQlRMryP8Sdv6xvtZYVi2HFYlZarAlx9wcymWvOrLjgK/QM9EbbxgqNB+45xophdfQ7AADmjlvsdDYEOh013GxSV1Z9LTB8g5M1cma1ad+OAKej84X45DSVs+6n5z7JCrwbPm3AdE8+50/dIy3+fvzF6IbKWgZ6BiEp0U37tqvrLQaAocGhyz4hafH3O9s75vDNNdxkYuG8jY6ODgDOu/kWZOZFZd4BgNaGZvd1Dp+aW9c7btFasWTnMgu/+IsJYbEFmXmsWMyqzSbbPByRUZEnzj+4/vvQ4PBCg1+c/A/eDr0eF3zFcKMJH0HgwqGAx21vAODY1n29XT0Bv4eNC/Kw1R5GRkZVHa3YoKiOtnYxeSnXs54EGXEAeJ6YGnHs3Je2z1Iqcs6BHq0Nzd62B3hFBH57Evs67aWv/WEA8Aj3VdPRgp+d/Jd50QGhle9Le7t68JzsYgpS2zwcZdQUAIDY03s9MCIjOe1za/scvrk6xvoWzttYMKwAMNg/EHH8/NM790m9JJkFCrv93JGFDgAcV2zC4LCUj6Mw602o55mqD+Uc3Jy/WptZuthQTkmTL8fHhVxtb2rlFxXaetBh8apl00Y7vTRRfj5WCWolVWVMXOJoCvQvj/6LWLrY0NF+fU00a6LQJrT+1UH5z4JKE4VGQaWJQqOg0kShUVBpotAoqDRRaBR6Zjqavu+K8t+EmY6RvpzUhKoThaZgpmMsJzX9HyjIVuUZWv+gAAAAAElFTkSuQmCC"
<image>Cindy has $30.00. Does she have enough to buy a basketball and a badminton set?
yes
247
null
yes
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"
<image>Look at the table. Then answer the question. At a price of $1,280, is there a shortage or a surplus?
shortage
248
null
shortage
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"
<image>Leon has $0.05. Does he have enough to buy a pink and white striped shell and a white spindle shell?
no
249
null
no
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"
<image>Sean wants to buy 1 kilogram of unsalted almonds. How much will he spend?
2.42
250
null
2.42
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"
<image>Jenny jotted down how many baskets she made during basketball practice each day. What is the mean of the numbers?
6
251
null
6
"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"
<image>Look at this table. Is this relation a function?
no
252
null
no
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"
<image>Each soccer field has 5 sprinklers. How many sprinklers are on 5 soccer fields?
25
253
null
25
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"
<image>Julian has $111. How much money will Julian have left if he buys a CD and a computer printer?
11
254
null
11
"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"
<image>A farmer counted the number of apples on each tree in his orchard. What is the smallest number of apples?
18
255
null
18
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"
<image>Look at the following schedule. Victoria got on the train at Lowell at 11.45 A.M. What time will she get to Kingwood?
12:45 P.M.
256
null
12:45 P.M.
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"
<image>Lucia's coach wrote down how many kilometers she had run over the past 7 days. What is the median of the numbers?
5
257
null
5
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"
<image>A county agency recorded the money donated to several charitable causes over time. In June, which cause raised the least money?
medical research
258
null
medical research
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"
<image>A farmer recalled how many watermelons were harvested in the past 4 days. On which day were the fewest watermelons harvested?
Tuesday
259
null
Tuesday
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"
<image>A gymnast jotted down the number of cartwheels she did each day. What is the median of the numbers?
7
260
null
7
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UFBAEEYOCAoIgYghvGnK6r4UgyDeD8MNji97uw1dm85Br+9M8e7sXCPK5oNMHBEHEoKCAIIgYFBQQBBGDggKCIGJQUEAQRAwKCgiCiEFBAUEQMb3wkhVnrbnu+uuxaZ6wndlWm9/0KqbsSjEr87/vTI8T3TpRl1/vflrZyctRP8H2oaGvG5Ov5R3okdZ60QAZ/e1DQ4+88slnvurxxg8PfxRTeiX6zc893jKG3s/ez/TwwZT5Va1F/6T+Z93YbvWjqG+x/v1a3oGXNfe7rdxrb146nbGSy28lE8mqUoPs+k/aaHnpen5AbNnV3upPzzqbuaaN3ypaUtFS0Fud+aIMkNFbNvjUtqSJANDUVn01d29Na0lPNX5oWMyBlHn13HIAuJEfWNbcyXvre4QCRXWB8b4/8g7/w4gAPbGxorvuYzW2VV/K2elrfKCEzahufdN15V4LCvlNr1r52GtOE59UXPfQ3zhTf/0bVlYBM7WbJb8GuY0v323dl4UIJAF8xNvQe7x9bXkTfLqFx3pSEdpTq1aS1JCT+Ptl8IlVnzGJ20TtRU1ttYlVt/75Iv9+Y0V33SfIqH9SzM6aSl3+c9bGrmt+Ke9oDC0INFd1HjNw/vmsVADQkTd1pS7XljMhESUqmwsiCk8yGpMkSTIHhj28++bCvTcXsKUIQDw47GFCZXhE4cle7f4/RSZITKEuG6o2XoGi0tRW87wqKrLoDPYr6kdRd9NfZ6xkTyFJV7cU3yv55UV1NLaUnoL5LMMtGjLUOk55ROFJoVDYaeOBI+Kj3wSpS2tbqo4lEyWyG55dztnVzGsCgIDhjyOLz5ooDTNRGrbhqXMrnzVUbfw47QX9ZXRbeayXNffDC461C7gAsMT0mEDIz2tKGT1wvjxFuYz9OiR3TwmbAQByEkru+uvo/exkJBTqOZWx5b/jI7sO7XP4zZN1l9ioT+gnqc5ub0ytjQ0vONom4EzSWTJJZzEAnB75V2h+QHZDouiIerjGtDED56tKD+Lym7Pqn4XmB7Da6wHg4LA/o4uD+kmqD9NwlSBK5jWl/Jbjj83CGSoOXWMeBAB77O6k1sWey1yDnz44Dpg5RfeHc5lr5xhtU5MeVNlcGMzYOkiONll3qTxFOa/x5UXG9mZeI76BpsojJEkyZezc8MLjrxtfvL+fZcn9hg+YfjlnF/bxH7Yvevrga3yQAITUukeTdZb0k+xf0VJwNXcvdvq81OwEAJzOWIk1bqs+0Zu+d0388DGDvER3XUzZFW054+l6q6kKQwRC/uvGF9fzD9dxygGASCBPo66wVnORpyiz2hpSah7cLDzOF/IA4MGbi0sHn1ST1q7pcrDwpVxoFAh5mfXxBopWAEAmUJYP/onDazmW5ncwZV5eU8pis6OKFDUuvyWl+r6d+iR8KcN+1nISSomVHxGwe9cswy0OA9zCCo7ufjHjVuEpJ63Z0/VWAQCJQF455OwAGb1zmWv3Js98VRvjQ983WHkkAEiR5H4wO97CYx5MmXeRsXWk5kxFyc7TFvKFvLEDvYpZmZuejQ545a0rbzbHaBs2iydsH6ExvYSdcyTVl8tvsVAdvcB4f2Z9/N7kmZcYO8xVnOYZvc3XLhDyDPtZacrq70meuS1xAlfQ+oPZcTJBAgC8aLt15E2DsjfuSZ55983P7nprzVWcOm1/zKD5YwZ+H15wfE/yzEuMHYNVHKdSVwDA/ZKLj8pCGriVG546xZVfF+28rfqkuUY7XlRH702eGZS1UVveBPt5YNs1ZtD3jdzqbUmT9r30HCRHn6izuMO25zNf/Zy9EQD2pcy6yBBL6MYX8qTIsk5ac46nLt6eNFmSLLPI5LCpssOBlNn7X87SVTAbM3AeABCAuGLwaarCkJ+zftz3clYhK3354J8GyOi/v5+NlexJBHJmfcJHtd+hS1SFwXQl+0N/ef34bExze+P3tN0f+JN5q8OuU5YcsNo8iCdsD/jL+1iqnzRZftWQc2QCBQDGDfK26z/58utdu1/MCMndY63uMllnCdZITuNznoBrpuzQ9bq+lKAAAHXcCjkJJSKBzBfy9r30/JWxrZSdU9lSEFl0RpIora9oAQAJleEaMlRtubfjKCvVMQXM1KrWrvIU9woKSUqSKC36jwAEWbKiff/J90suvqy5V8MpeV4d9aQi1EHTnUQgmyo7aMhQQ3L35Da9rGotjiw+84adNUprNgAMVnGUJSteyz1Q1vy6mJUZ8nqPDFnxA6sVVrUUxVeE8YTtpeycR2Uh5iqjKEQpABAI+TxB2+2inwqZaQLguwzyzm/662bhiarW4syGhJuFx4eqj1ekqAGAEIQUovT1vMOtfBazve5mwfF+FHXDftYAcCln55FXC/Kb/qpufZNYdbu0+bWxkj224g7tPym/4f9i2l+1D6tb3zAak1JqHpgo2QNAu4DTLuAKQdjMa+QJxRLnjRk4n9GQFP3m56rW4teNL27kH9GRN9VTMMfm1rSWxJb/3i7g1HLKMuvjdeVNO2y5QMjDst22tLO4/JYOc8kEyoPSX5ntdU1tNel1TzRkqKH5AS08VnXrm9eNyQPl6QBgojRskBz9yuv/5TQ+r2wpvJ53qI5T5qQ1+/29rKdoXtlSiA0u/nn7HUiT5a/l7m/mNXL47KSqyAEyehJEqQ98rfD+rhup6QEAv2RtLm3OecPOusjYqiKlaaHqDACD5IzLm/OyGxKxfXU8dfGzd6c5PGF7MStLX8GiixXBl3P6AAASBApfyBMIeQCgLWcyXttXU1Yf31OyZEUAKGCmVrQU2PWf9IadRQCChapzZPGZ3uz0B+y373iN90DKXCmyLJFAzm/6O0N8EStjDPF7NWltbTljAfALmX/nyy5iZlipjQUADRk9vpBX0ZKPlddyStntDfABRawMfLq8OZ9IIKtJD8KutxW9u7lDAKK2HD363SkYALxuTCYAgaow+FVtDABUtBRwBW+vklY05wNAfxlqdkOinES/Gfpr9RTMpUlvUzyLXjYrErl5RADCJB0/M2VHeYoyAYgAwGyv62J3EQlkLTnDO8XnOmzIQDkado2plP33f/Bv4bFkyPLvN9K1yua3F3pbeaxmXiN+9tHKY/WjqAOAjoKpQMjLa0zByoUgzGtKoSoMeb8p7NTvY9vvoLr1TZuAg28RAMiQ5ZvaOO/X7JSuvGkJm4Fft2rgVtW2luopDEmuuZtWFzuftsvX+GBKzYOcxqQOl0Kb2moVKd0kyP6CgkJ/GZ1GbjUADJDRW2hy6En59TOZq5lttUQgnRr5dy6jp5Xh4wYtuJEfSFUcIk2WS67u/hbLf+9U+rIOx6uqlkK6kj0AtPD+TqPe0s4CAGmSrBRZrpXHFk2E2cJjSZFlAUCKJMPhs0WbauWJfRTFEVkp9jdHeRdV8fVSiJJEAnmCtu84bR/RZeUl3uZ65HbWCJlA+cHseAO36lDK/JrWEgHw11kEiy4uul2zDDcb9Rt6IXtzITOVJ2yfortsxIDpH+ozAEgSpQlAbGkX2TM8FgBIkWTfdUMsJfzbnPAfo10ko297h+y+BAK2LiKBfMzxKV5MJJCa25veb0qGLM957yvotv336nM7lLyfTbcLUmTZQXL0E45JeAmJICFPUQGAxKrbrPaG7zQ9vOl7SATSX7V/Xss7iB9IWnksDRlq141/KUFBiiRnojzieVUUAJipOPIEbaH5R7ArcAoUscSkiZWRrtSVRv1szFQcX9U+6vCD+UIUMtPfv/vQ+vaA8HcadVkJBQBo5bM5PJY0WU60sqyEAvbjb+O3SpE6zPrQ6QOIHkKxXxTnvbF0m4DDF/Jiyq48rbgpWs56dzAXbUSSJAsAXH6LlpyhqtTA4Owt+JFHgaLSyK3qtBtDVEdFFwflNr0N5YqUjqllO+AKWgXAl5EQ2TNkBegy/PW4Vh67XcDd93KWaKEABO/XbOGxRL/EniUEoWh0+NA5RSuPndf0V8jrPaKFHP7b/N2Z9fGZ9fESRElTZQdPgx/nGG47n7UOmyVNlsf+DrvwRVxTIABxluFmCSIFu5otRZJtF3DxO1v2GlPe1gIAgGZeY2rto6HqLtZqY59VRvROjz9JafNrgZCHnycDgJ6CeSufXd3yppiVRQQSVX6w6CzscnRVazGJQMaveA2Q0Zf94DUFEG18oByNJ2yr5ZR2qCME4RtWloqkZlVrEfavllPKF7a3vPtb6S+ji8eFQXI0AKhozn8XYprxFalJDeo0oTuRQKYQJbnvakqR5IaojOr6MCgQ8krZrzvsGQD4hOfZPn4M8VYRK0OCKEkgEPHd0i7gdhr1mG113Y7AP1krj4WPj+Dd/u+0t2rSg2o4pXhvhSBgttUCwBCVUcqSmgDQLuC+qv0zrvz6ILm/L2ooUlSZbV2dykEvBgV9RQtDxaG0frbDNaavt7w4VH3c77n7saNQATNNTkJpuMY0RYrad5oeWrKGzLbagXJG+AEzoSLcrv8UgZCf0/i8t/r/CVp4zKeVES6DvM1VnJQlNe37T3UYMCOm9IoA+JkNTyta8mcbbqXKD1aT1p5GXakpa/iw9DcASK+L4/CbZxlu1pE3NVS0nmu0vYvz836S6pN1lqhJDTJVGuGkNTul5uH7w1QAeFD6q6XaaJdB3mrS2gNlad70vessgiWJ0tjc5vam+bRdmrIGA+Vobvrr6jjlecxXpezXbQKOk9ZcRYqaqbLDDL01GfVP+svoyksod2hcIOS9YWXb95+qKjVQW854iWngq9pHsmSF/tK6RCC18JgKFFUDRSsVKU3RpR6WXDJWsh870EtFStOon42b/trcppdv2FkftXsBwEzZsdNbBt1iNCSVsBk+9L0GilbKkppD1cZvsf7dcYD7+zXzm15pyFA/02ChmJWlI28ySI5OBNJg5ZE0JVt8luiue1IeKkWS9aLt1pI1VJPWnqC9cIdN2CA5YwBwHjh3oclBrJqhovVQ9XF5TW8vlJAJEjryJnnMvzpf9zu9dvqA3XASgpDVVlfATAvM98UfW8qsj79X8ss06ko3/XVptbGXX+8ePXDe2EHe7YK20PzDAJDTmNQu4CZW3RY9Cf8qXMs70MpjzzLcLC+hVM+tiioOulfyCwAIhLwTaT+4669fPuS0BFGyvDnvXOZa7CZ5M6/pXOZaD4ON6y0u1nHKbxaeGK01l0To/IuLrwiTIctvtPpNgiiZUf/kWm7nj0K/qo0Jzt46Tttnsu5SLr8lr+mvwNSFf19cbMnPqItfanZCgaJawmacyVwlEPKaeY2XGDum6a2y6z+xiJX5W46/stQAX+ODywafPJAyt0P7v732n2/kv31oaC2nLKLwRDEri6Zks87ilwMp815U37XvP3WZ2ckHpb/+VfMnvkhyzV0JkuTYgV5TqctbeazUukdh+cc+at8Ws7Iy6+Nn6K1+3fTyp/SPzvctBMHJ9KVuemsXmx6RJMnUtpZFFZ+PKbvyfk1GQyJfyDdVHoE/SNKD4ivCtOWMVw05RyAQ02pjIwpP+pkcIRLIACC666KKzx9LXTRNb9UGy0tCEJaxX59OX4nF0J+zNrrrr1tofFBGQpHVVp9W9/hm4XGscVo/WzJRMqPuSdd9+Crf0WiiNHyp2fHtzyc3fOCc9rP6Yt/R2CNP+y8yOSxNlj+RtqSnetUneRps1le02PfyS/wz6MJq8yBWW/2F7B+7rvZFXFP455Qk+5spO8yn+T+puNErEQFBACC6+Hw/ipp9/6m93ZGPYKbsqCNncqvop25rfmVBYab+hoUmh7Pqn97ID+ztviDfLmZ73S/ZWzwMNvSX1u3tvvwj/Sjq39N2XX69q+sHnDFf5elD7/piTx8QpEd8ZSMFBEE+NxQUEAQRg4ICgiBiUFBAEEQMCgoIgohBQQFBEDEoKCAIIobsxD44c6JLb3fja3I96v7pid38lxIE+Updj7qPRgoIgohBQQFBEDEoKCAIIgYFBQRBxKCggCCIGBQUEAQRg4ICgiBiugoKq1evpn7AlSudvLuuB+3YscPFBT098Y3icDiOjo729vZ4CZ/PP3r06PDhw42MjCZMmBATE9OL3evzunpx69KlS93d377Ndt26dTQazc/PD/toYGDw2buGfKuOHTtWUVGhqvr3a9SPHz9+7ty5jRs3mpqaXr161c/PLywsbMiQTtI3If9eV0HByMjIyMgIm5aSklJXV3dw6CY1JYL8SwwG4+LFi+7u7rGxsVgJl8s9f/68n5+fr68vANjZ2WVnZ589e/b06dO92dG+69OvKSxYsGDBggX4x/DwcCqV2tzcDAA8Hi8wMHDEiBFGRkajRo369ddf8WrPnz/38PAYMmSIqampu7t7UtLbvFdVVVXe3t50Ot3GxubYsWOiK6qrq1uzZo2trS2NRnNycgoODgYANpttYmLy009/v4WSz+dbW1sfOnTok7cI6XUCgWDLli1eXl740QgAiouLuVzu8OHDsY8EAmH8+PEJCQm91Me+77NcaNyzZ09QUNCaNWvu3bu3aNGivXv3Xr16FQBaWlp8fX0NDQ3DwsJu3rxpbGzs7e3d1NQEAGvXrmUwGBcuXAgJCamrq7t79y7e2rp169LS0k6dOhUdHb18+fK9e/fev39fTk5u0qRJ4eHheLWkpKT6+nr8fAf5Gl25cqWmpmb16tWihe3t7QBAJv89qlVVVWUymY2Njf9t774VPR8UWCxWSEjIokWL3N3dqVTq3LlzZ8yYERQUBADFxcVsNtvV1dXAwMDQ0HDnzp0XL16kUCiVlZVPnz794YcfRowYYWhouGvXLklJSbzBgICAa9eu2dra6unpubm5GRsbx8XFAcCsWbPy8/PT0t5mao6KirK0tNTT0+vxLUL+G9XV1YcPH969e7e0tLRouba2NoFASE9Px0tyc3MBABuWIj2u54NCVlZWe3s7PtgDAHt7+8LCwoaGBn19fX19/VWrVp05cyYjI4NEItnZ2UlLS+fl5QGAqanp2z4Riebmf6cVrK+vX79+/ZAhQ7AbHxkZGdjgwtra2sDAABssCASC+/fvo2HCV83f39/R0dHJyalDuby8/OTJk8+cOfPixYu2traIiIjo6GgAIJFIvdHNvq/ngwKbzQaA77//nvbOhg0bAKCuro5CoVy/fn369OnXrl2bMmWKg4PDrVu34F3Il5f/O9kxPs3lchcuXNja2hoeHp6bm1tYWGhtbY1X8/T0vHXrFo/HS05OZjKZU6ZM6fHNQf4bjx49SkhI2LlzZ6dzd+zYoaOj4+HhQaPRLl265OvrSyAQlJSU/uNOfiM+PZckgUAQCv9O5cjhcLAJ7Pd89OhROp0uWn/QoEEAoKSktHHjxo0bNxYUFJw/f37VqlWGhobYcJHF+jtDdkNDAzaRnZ1dUlJy/Phxff23WUNramoGDBiATc+YMePQoUPPnj179OjRuHHjRMMK8nWJiopiMpnDhg3DPgqFQqFQqK+vv23bNh8fH1VV1dDQ0IqKCgKBoKGhERAQQKVSRc8xkR706UFBQUGhrKwM/5iZ+TZruLGxMYVCqa+vx3/GdXV1RCKRQqGUlJQwGIyxY8cCgJ6e3r59+27cuJGVlYU9ppKZmTl06FAA4PF4L1++xI4D2CBCVvZtcu7k5OQ3b94MHvw2ZbuysrKLi0tkZGRsbOyRI0c+eVuQXrdu3bqFCxfiH2/evBkaGnr58mV1dXUAuH37to6ODvZgQnt7e0RExOTJk3utr33dpweFIUOGREdHZ2Rk0On02NjYZ8+eYeXy8vKzZ88+evSokpKShYVFaWnp7t27tbS0goKCysvLlyxZsmnTptGjRwNAZGQkAFhYWGhpaVlaWp4+fVpXV1dZWTk4OBg/CBgbG0tJSQUHB69evTorK+vkyZNOTk4FBQW1tbXYwy2enp4LFixQU1MTvYqBfHU0NDQ0NDTwj2pqaiQSiUajYR+jo6NTU1P9/f1VVFSCgoI4HA72zALyOXz6NYVZs2ZNnDhx7ty5VlZWUVFR2IUDPp8PANu2bZs3b97+/fudnJxWr149dOhQ7NEDOzu7I0eO3Lx5c/Lkya6urrGxsUFBQdiA4sSJEwYGBn5+fj4+PoMGDZo2bRqPxwMAZWXlgICA+Pj477777ty5c4cPH/b29i4rK/Px8cG6MWLECElJSTc3NyIR/T+OPuvAgQNDhw7dsGHD3Llz2Wz21atXRZ93RHoW4Y87977qdzQ+fvzY19c3Li5OU1Pzv1nj9aj7X/UeQ5AuXI+6/+mnD72uvLycwWBs2rRpzpw5/1lEQJA+7ysOCrt37378+PHkyZO3bt3a231BkL7jKw4KZ8+e7e0uIEgfhC7OIQgiBgUFBEHEoKCAIIgYFBQQBBGDggKCIGJQUEAQRAzhjzv3ersPCIJ8QcgAgB7a/SjoMWekD0Op6BEE6QgFBQRBxKCggCCIGBQUEAQRg4ICgiBiUFBAEEQMCgoIgojpKii4urrOmjVLtCQuLu79PPTr1q2zsbH5qLW6uLjs2LHjoxb5BPX19VQqNSoq6nOvCOkRLS0tBw8edHR0pNPpzs7OZ8+eFQgE+Nzg4ODvvvuORqONGTMmLCysF/vZ53UVFBwcHFJSUlpbW/ES7JXNT58+Fa327NkzlI0a+fc2bNhw/fr1FStWXLp0yc3N7dChQ3he6cuXL+/bt+/777///fffXV1d169fHxMT07u97cO6CgqOjo7t7e0vXrzASxISEkaOHJmYmIingSksLKyoqEBBAfmXGhsbnzx5snnzZg8PD1tb22XLlo0fPx5LDwcAp0+f9vLy8vX1tbS0XLFixaRJk06dOtW7He7DugoKVlZW0tLS+LiAxWJlZmbOnz+/vr6ewWBghdjYAQsKtbW1a9assbS0pNForq6uogOK5OTkiRMnGhkZOTs7R0dHEwgErPzy5cvW1tYZGRnTpk2j0+mOjo7Xr1/Hl0pPT58zZ46xsbGZmdmiRYtKSkqw8vb29r179w4fPpxGow0bNux///tfW1sbNiskJGT48OF0Ot3NzQ1LQ4rh8/lHjhwZOXIkjUazt7ffvn17S0sLAAQGBg4ePBhPbwUAwcHBdDqdyWR+2g5FPk2/fv3S0tLc3NzwEklJSey1/QUFBRUVFWPGjMFnOTs7//XXX6IpxZAe1FVQoFAotra2CQkJ2MfExEQKhTJy5Eg9PT089UtiYqKhoWH//v35fL6Xl1dKSsqpU6fu3LljYWHh7e2dk5MDACwWa+HChYqKihEREYGBgZcvX66ursYWJ5PJbDY7ICAgMDAwPT192rRpW7ZsqaysBICysrLZs2dTKJQbN26EhIQwmcy5c+dyuVwAOHv2bHh4+IEDBx48eLBv3747d+5geSWeP3++devW8ePHR0VFLVu2bM+ePfi2BAUFBQUFbdq0KTo6OiAgICYmJiAgAAA8PDzYbPbDhw/xmtHR0S4uLgoKCj22j5GPweFwqqqqrl69GhUVheWMKiwsBABtbW28DjZdXFzcW53s4/64c0/4YT///DOVSm1sbBQKhbt37547d65QKNy8ebOvry9WYejQobt37xYKhY8ePdLV1U1ISMDK+Xy+s7Pz5s2bhULhzZs3dXV1GQwGNquoqEhXV3f79u1CofDq1au6urpJSUnYrPLycl1d3ZiYGKFQuH//flNT06amJmxWWVkZlUqNiIgQCoV+fn6zZ8/GO5mXl5efny8UCjdt2mRtbc3j8bDyP/74Q1dX986dO0KhkMlklpaW4ovs2bNn9OjR2PS8efN8fHyw6erqaiqV+vjx4y72Sdd7DPmXPD09dXV1hwwZEh4ejpWEh4fr6uoymUy8DoPBEP1jQ3rQH3fudXNL0sHBQSgUJiYmAsCzZ8+wpI/29vbPnz/n8/l5eXm1tbXYuUNqaiqJRLK1tcUWJBKJNjY2KSkpAJCbm0smk/EUYDo6OioqKqJrMTExwSaw4zOWaT41NdXMzAw/Ymtqampra2MNuri4PHv2bPny5VFRUU1NTfr6+np6etiK6HQ6nqHc0tISX4VQKDxx4oStra2enh6VSv3555+xtQCAp6dnXFxcbW0tANy7d69///7oEkkv8vf3/+WXX2bNmrVp06ZLly71dne+Rd284p1Go6mpqT19+tTOzi47O/t///sfANjb22PXF1JTU8lksp2dHQCw2Ww+n29qaoovy+Px8CSxcnJyos12SA8tJSUl+lEoFGINZmZm4qEEANra2rCfrpubm7Ky8m+//bZ27VoejzdhwgQsy2Bzc7Oamlqna9m+fXtiYuKJEyesrKwoFEpAQMC1a9ewWdjJwu3bt318fKKiombMmIEy0PUiOp1Op9OdnJwkJSX37dvn5uamqKgIAEwmE/9CsSs+WDnS47rP++Dg4PDy5cvk5GQpKSks7a+6ujqVSk1OTk5JSbG2tpaRkQEAeXl5SUnJO3fuiC6L/bqkpaXZbLZoOZ5pvgvy8vI2Njb79u0TLcTTTzs5OTk5OXE4nEePHvn7+2/ZsuXcuXPS0tKd5rMXCoUPHjxYsWIFNtIBgJqaGrwahUKZPn16ZGSkq6vr8+fP9+7d223fkB5XWVkZHx8/fvx4/PgxePBgLpdbUVGBDQMLCwu1tLSwWYWFhUQiUVdXt7d627d1f0h0cHBgMBjPnj2zsbGRkJDACu3t7V++fPnq1St8pG1hYcHlcgUCgf47UlJSAwYMAAB9fX0ej4dddASAnJwcfOjeBQsLi+LiYm1tbbxBAoGAJSZ/8OBBaWkpAEhJSU2YMGHu3LlZWVnYihgMBpbkFgCwsx4A4PF4HA4HDygsFuvBgwfCd3dVAWD27NkpKSnBwcEWFhZUKrXbviE9rqGhYcOGDaJPH2DfqZaWlo6Ojo6Ozv379/FZ0dHRtra2+BeK9Kzug4KjoyOfzw8NDR02bBheaG9vHx8fX1ZWhgeFESNGmJiYrF69OikpqbS09NatWxMnTsSefXR2dpaVld25c+erV6+SkpI2b978T1IGY/mF169fn52dXVhYePLkybFjx2ZkZADAL7/8snz58qSkpJKSkqSkpMjISOyRyilTptTV1e3evTs7O/vOnTuhoaFYUxISEoMHDw4NDS0uLk5PT/fz8xs3blxjY2N+fj6W29rAwMDKyurs2bPu7u4fvQuRnmBsbPzdd9/t3LkzJCTk+fPnFy5cOHv2rIeHh7S0NACsXLkyJCQkKCjo1atXhw4devz48erVq3u7y33XP7mW7uLioqurm5KSgpdUVVVhl4jxS/1CobCmpmbNmjUWFhZGRkajR4++cOECPis+Pn7s2LEGBgajRo2Kiopyd3fHbkxgdx/a29uxamw2W1dXNywsDPuYlpY2Z84cOp1ubGw8ffr02NhYfEWrV6+2sbExNDS0t7fftm0bi8XCZl24cMHW1tbIyGj69OlZWVm6urrYDYvs7OypU6diD8nev3+/oqJi5MiRlpaWJSUl2ILnzp0zNjYWvcTdxeXZbusgn4DJZO7du9fBwYFGo40aNerIkSOtra343MuXLzs6OhoaGrq4uNy9e7cX+9m3/XHn3lefir5HCIVCNzc3Op3e4RJGp9A7GpE+7OtORd8jOBxOUVHRb7/9xmAwTp482dvdQZDe960HhdzcXHd3d01NzfPnz+MXtxHkW/atB4XBgwfjt0UQBAH0khUEQTpAQQFBEDEoKCAIIgYFBQRBxKCggCCIGBQUEAQRg1LRIwgiBqWi/2joMWekD0Op6BEE6QgFBQRBxKCggCCIGBQUEAQRg4ICgiBiUFBAEEQMCgoIgojpKiisXr2a+gFXrlwpKiqiUqnx8fH/TUd37Njh4oKeDujLuk5Fj+FwOI6Ojvir+pHPoauXrCxduhR/u/G6detoNJqfnx/20cDAQDQpK4L8exs2bEhKStq4caOuru6LFy8OHTrE4/GWL18uWufYsWMVFRX/5G3gyCfrKigYGRkZGRlh01JSUurq6qL51IqKiv7lutvb2/FEEsg3DktFv3PnTizxtK2tbWZmZnR0tGhQYDAYFy9edHd3j42N7bWOfgP+7TUFDoezatUqU1PToUOH+vv7Y+O9tLQ0KpWalpaGV/vuu++wzEvBwcE2NjZ//vnn0KFD9+/fDwDPnz/38PAYMmSIqampu7t7UlIStkhVVZW3tzedTrexscGSSuNSU1PnzZtnbm5uYmLi6uqKncKw2WwTE5OffvoJr8bn862trQ8dOvQvtxH5D3SRih4jEAi2bNni5eWFH6iQz+TfBoWjR49aWVmFhYX5+vr++uuv0dHRXdenUCgtLS2XLl0KDAz09vZuaWnx9fU1NDQMCwu7efOmsbGxt7c3lj9q7dq1DAbjwoULISEhdXV1d+/exVrgcrleXl6ysrIhISERERE2NjZ+fn6VlZVycnKTJk0KDw/H15WUlFRfX4/yu3xd3k9Fj7ly5QqW76P3uvat+LcvbnV0dPTy8gIAGo0WEhKSnp4+adKkLuqTSKSWlhZvb++RI0cCQHZ2NpvNdnV1NTAwAICdO3dOnjyZQqFUVlY+ffrU399/xIgRALBr1y58xEgmk6OiohQVFbGsYWvWrLlw4UJycvLkyZNnzZoVGhqalpaG5byMioqytLTEMhEiXwtvb++kpCQFBYWDBw+6urpihdXV1YcPHz5+/DiWMAr5rP7tSMHa2hqfVlRUbGxs/CdLYT9aAMCSRK5aterMmTMZGRkkEsnOzk5aWjovLw8A8BzWRCLR3NwcmyaRSBkZGbNnz6bT6VQq1czMDN5lr7e2tjYwMMAGCwKB4P79+2iY8NXpNBW9v7+/o6Ojk5NT7/btG/Fvg4Jo5CYQCEKRrK1dwJOIUyiU69evT58+/dq1a1OmTHFwcLh16xYANDc3g3gueXz69evXy5Yts7KyiouLKygoyM3NFW3Z09Pz1q1bPB4vOTmZyWROmTLl320f8l/D8tBv3rzZz89v3759zc3Njx49SkhI2LlzZ2937VvxWR5eIhAIHUq6uH+ppKS0cePG2NjYP//809HRcdWqVdnZ2Vis6TSvfExMDIVC2bZtm7q6OoFAEE0qDwAzZsxgsVjPnj27e/fuuHHjRMMK8iWrrKwMDQ1ls9l4CZ6KPioqislkDhs2DBtX7tmzp6qqSl9fPzg4uBc73Id9lqCgoKAAAPgXXFNTU11d3WnNkpKSBw8eYNN6enr79u0jk8lZWVn6+voAkJmZic3i8XgvX77EppubmyUlJcnkt1dDbty4AQD4CEVZWdnFxSUyMvLOnTszZ878HFuHfA5dpKJft27d3bt3o95ZvHixqqpqVFTUtGnTeq27fdpnyRClqampoqISFhZmbW3NYrH8/f1VVFQ6rVleXr5kyZJNmzaNHj0aACIjIwHAwsJCS0vL0tLy9OnTurq6ysrKwcHBkpKS2CJWVlanTp26du3aqFGj7t27l5OTo6amlp2dzWKxsHGBp6fnggUL1NTUhg8f/jm2Dvkc8FT0bDbbwMAgPT0dT0UvLS2toaGB11RTUyORSDQarRd727d9lpGChITEkSNHXr16ZW5uPmvWrBkzZujo6PD5/Pdr2tnZHTly5ObNm5MnT3Z1dY2NjQ0KCsKGCSdOnDAwMPDz8/Px8Rk0aNC0adN4PB4AODk5/fDDD4cOHRo7duyrV6/2798/d+7c8PDwo0ePYm2OGDFCUlLSzc1N9C438uU7efLkzJkzz5w58/3331++fHnRokW7du3q7U59i/pgKvrHjx/7+vrGxcVpamp+jvbROxqRPqyvpaIvLy9nMBibNm2aM2fOZ4oICNLn9amgsHv37sePH0+ePHnr1q293RcE+Vr1qaBw9uzZ3u4Cgnz10KU4BEHEoKCAIIgYFBQQBBGDggKCIGJQUEAQRAwKCgiCiEGp6BEEEYNS0X809Jgz0oehVPQIgnSEggKCIGJQUEAQRAwKCgiCiEFBAUEQMSgoIAgiBgUFBEHEdBMU/Pz8Ok1F32l2WUtLy5MnT3bajouLy44dO/59d5E+rItU9BwO5/Dhw6KzOn3lJ9Ijun/Jira2NpYbVpTo23Vx27ZtQ+/YRT5ZF6nod+zYERsbe+jQIX19/VevXm3YsKG1tXXNmjW93eW+qfugICsrK5qBvlNYUnnRlMEI8lG6SEUvEAgiIyOXLVs2atQoABg0aFBcXNzt27dRUPhMPv2aQnZ2NpVKjY2NHTt2LJaWQ/T0ITk5eeLEiUZGRs7OztHR0aI5o27evDlp0iQTExNLS8uFCxcWFxcDwNOnT6lUKp7xBW8/Li7uk3uIfEW6SEWPpSMkkUj4LAqF8g8TFCKf4NODAoVCAYDjx48vWbIkICBAdBaLxVq4cKGiomJERERgYODly5fxDFGvXr1as2aNi4vL7du3f/31Vw6H88MPPwDAsGHDtLW1RRPJR0dH9+/fv9tBCtLHvJ+KnkAgzJ49OyQkBMsbmpmZGRUV5enp2ds97bO6P30QCARYulccgUCQkZHBIretre37Zw0xMTFNTU3+/v7YJYZ9+/ZhAz8AMDY2fvz48cCBA7GDgI+Pz8KFC2tra1VVVT08PM6fP79jxw4s3ERFRc2YMQMldPnWdJqKfuvWrbW1tS4uLkQiUSAQeHt7L1mypHf72Yd1HxRycnKwdO84aWlpLM8fiCSVF5Wbm0smk/GLjjo6OnjaOAqFcvv27evXr5eVlWEZnwCgqalJVVV15syZgYGBjx49GjduXF5eXn5+Pkok/w3y9/evqKhITEzctGkTk8n8/vvvAeDAgQOJiYknT57U19fPysras2ePuro6NsZEelz3QUFHR+fw4cOiJaJnd3hSeVHNzc1ycnKiJXj2599//z0wMHD//v0TJkyQl5ePj4+fP38+NktdXd3JySksLGzcuHFRUVFWVlZ6enofuz3I145Op2PZ6CUlJfft2+fm5tbY2HjhwoVjx45NnjwZAIyNjVks1oEDB+bPn9/hzwzpEd0HBRkZGRsbm49qVFpaWjSnOIgkkr93756Dg4OHhwf2sUMieU9PzxUrVrDZ7Lt37+LBAvkWVFZWxsfHjx8/Hv+d46noq6urhUKhgYEBXllXVxebZWho2Ev97cs+yxm7vr4+j8fLycnBPubk5DQ1NWHTzc3NsrKyeM2wsDAQSSTv7OysqKgYFBRUUFCAHRaQb0QXqei1tLQAIC8vD59VWFgIACgz4GfyWTJEOTs7y8rK7ty5c9OmTVwu9+DBg6qqqtgsKyurq1evpqSkqKqqnj9/XkdHJz4+Pi0tTUtLS1pamkQiubu7nz59etKkSfgZB/It6CIVvY6OzsiRIw8dOiQvL29gYMBgMM6cOePu7i56dEF60GcJCkpKSufOndu1a9fMmTMHDhy4cePGX375BbusuGzZsqKiIuxscP78+UuXLi0pKcHuOGBDg3Hjxp0+fXrmzJmfo2PIl+zkyZMnT548c+ZMTU3NgAEDFi1atHTpUnzW8ePHd+zYgc3y8PBYtmxZ7/a2D/viUtEfPHjw/v37Dx8+FH3e6YuC3tGI9GFfVir6vLy8Z8+eBQUFnThx4ouNCAjS531BQWHmzJkEAmHTpk0TJ07s7b4gyLfrCwoKf/31V293AUEQ9JIVBEHEoaCAIIgYFBQQBBGDggKCIGJQUEAQRAwKCgiCiEGp6BEEEYNS0X809Jgz0oehVPQIgnSEggKCIGJQUEAQRAwKCgiCiEFBAUEQMSgoIAgiBgUFBEHEdB8UkpKSfHx87O3tjYyMbG1tFy9enJaW9h/0DBMVFUWlUuvr6/+zNSK9jsPhODo62tvb4yV8Pv/o0aPDhw83MjKaMGGC6EufkR7XTVB4/Pjx7NmzFRQUDh06FBYWtnv37urq6lmzZuXn53fbtLW1dWlpaQ/1E/mGHDt2rKKiQrTk+PHjZ8+e9fX1vXTpkpGRkZ+f3395ZPrWdPPmpWvXrhkaGh4/fhz7aGZm5uDgMGPGjKSkJH19/S4WLCsr+9jDO4/HI5FI6O2M3zgGg3Hx4kV3d/fY2FishMvlnj9/3s/Pz9fXFwDs7Oyys7PPnj17+vTp3uxo39XNSIHP54smiQMAOTm5+/fvz5kzB/uYmpo6b948c3NzExMTV1fX+Ph4AEhMTMSyRTs6Ovr5+QGAiYnJ+fPn8UZ+/PHHKVOmYNPm5ubBwcELFiyg0+ksFovH4+3YscPc3NzMzGzlypUsFku0M0eOHBk5ciSNRrO3t9++fXtLSwsAeHh4dEgntXjx4hkzZnzqPkF6jUAg2LJli5eXl5GREV5YXFzM5XKHDx+OfSQQCOPHj09ISOilPvZ93QQFZ2fn7OzsxYsXp6Sk8Pn8DnO5XK6Xl5esrGxISEhERISNjY2fn19lZaW1tfXJkycBIDIyMjAwsOtVUCiUa9eumZiY/PHHHzIyMmfOnLl69eqWLVtu375tY2ODtYMJCgoKCgratGlTdHR0QEBATExMQEAAAHh6eiYkJFRVVWHVWlpaHj9+jJLTfo2uXLlSU1OzevVq0cL29nYAIJP/HtWqqqoymczGxsb/tnffim6Cgqen5+rVq588eeLm5mZhYeHj4xMSEtLa2orNJZPJUVFRgYGBpqamhoaGa9asaW1tTU5OlpCQwPI7KSoqdpsClEQiSUpKrl+/3srKikwmh4WFjRkzxtPTk0qlzp8/387ODq85d+7cP//8c+LEiXp6eg4ODhMnToyLiwOASZMmycnJRUREYNWwq1D4SAT5WlRXVx8+fHj37t3S0tKi5dra2gQCIT09HS/Jzc0FgObm5v+6i9+G7u8+rFq1Kjk5+fz5825ubiUlJVu3bnV2dsa+FRKJlJGRMXv2bDqdTqVSsYz1eNrIfw7PZ9/W1lZUVGRqaorPsrS0xKeFQuGJEydsbW319PSoVOrPP/+MrUtKSmrq1Knh4eFYtbt377q4uKCsc18df39/R0dHJyenDuXy8vKTJ08+c+bMixcv2traIiIioqOjQTz7OdKD/tFzCjIyMmPHjvX393/48GFISEhLS8vevXsB4PXr18uWLbOysoqLiysoKMAixSfA89ljYxDR37Po9Pbt22NjY0+cOMFgMAoLC0UTh82ePZvBYGRnZ3O53EePHqGsc1+dR48eJSQk7Ny5s9O5O3bs0NHR8fDwoNFoly5d8vX1JRAISkpK/3EnvxHd3H2oqqqSlZUVPQUYNmzY+PHjHz16BAAxMTEUCmXbtm3Y+V6HvPKiOtxT4HA4nVbDxo2iFxfxHPZCofDBgwcrVqzAb1+Lrs7U1NTExCQyMtLc3FxRUXHEiBFdbxfypYmKimIymcOGDcM+CoVCoVCor6+/bds2Hx8fVVXV0NDQiooKAoGgoaEREBBApVIlJSV7t899VVdBoba2dsSIEX5+fhs3bhQtLyoqUlNTA4Dm5mZJSUn8CtCNGzdAJK+86LSCggKbzcbLs7KypKSk3l8jhUIZOHBgZmYmXpKYmIhN8Hg8DoeDJxpmsVgPHjwgEv8e6cyePfvChQslJSUzZswQLUe+CuvWrVu4cCH+8ebNm6GhoZcvX1ZXVweA27dv6+joYKeZ7e3tERERWDpi5HPo6sejqqrq6+t75syZjRs3Pnz48OXLl3fv3l20aNHz58+xdMBWVlYNDQ3Xrl2rqqq6dOlSTk6OmppadnY2i8XCzghiYmJycnIAYMiQIffu3aurq2ttbT1x4kQXl4imTJmCnaQwGIyzZ89mZWVh5RISEoMHDw4NDS0uLk5PT/fz8xs3blxjY2N+fj6Wz9rV1bWysjI6Ohrdd/gaaWho0ESoqamRSCQajYadI0RHR//www8PHjxISUlZuXIlh8PBnllAPos/7twTdunGjRseHh7W1tZGRkbYwOHFixf43IMHD1pZWQ0ePHjNmjUsFuvYsWPGxsa7du3i8XheXl40Gs3Ly0soFBYVFXl6etLpdDs7u1OnTh06dGjChAlYC3Z2docPH8Yb5HK5P/74o5mZmYmJyfLly6Ojo3V1dauqqoRCYXZ29tSpU2k02pgxY+7fv19RUTFy5EhLS8uSkhJsWR8fH3d3964359/rdo8h/96FCxfs7Ozwj01NTStXrjQ3N6fT6fPmzcvNze3FvvVtf9y598Wlov9kdXV1I0eO3L9//9SpUz/ritA7GpE+rI+8o7G+vv7Vq1eLFy/W1taeNGlSb3cHQb5ufSEoREREeHh4kEikoKAgdO8aQf6lLygV/Sfz8fHx8fHp7V4gSB/RF0YKCIL0IBQUEAQRg4ICgiBiUFBAEEQMCgoIgohBQQFBEDEoFT2CIGL+D3g6RLQr9cD8AAAAAElFTkSuQmCC"
<image>A restaurant's average food preparation time was tracked from day to day as part of an efficiency improvement program. According to the table, what was the rate of change between Wednesday and Thursday?
4
261
null
4
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"
<image>How much more does a sheet of animal stamps cost than a bird postcard?
0.15
262
null
0.15
"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"
<image>The table shows a function. Is the function linear or nonlinear?
nonlinear
263
null
nonlinear
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t2S3MuoK2zFP5G/5uvDPYkQ5lYmYbqyGx5vxiwlfPmhJLO5/DhQQlq9qu4l7eWwtVO6uxpZdmrGzzvDmJC7GnaM2fob1ITVYXh3m7RwW8ShenHQDQ3Fvbw2UMIY1B0dBTGZq3ery8saWqA0l1mqPOUhc9vzRaTHzlIEz2OgrGdd2lAsmpjFfwBgZgDRXJiTVRgpqlHc8xAENUtn7Rkg4AaOqtYfPfWsbgwcrjlTrZ75jIXrY+XE36PsAiJLc5taTjn8beqiEMc4jzbF80py0mfAXnCiOLVzBQJJ92/EdQgsNIKUmrAwBmjl+6kLAptvSHvOa/mLxu8jj7rTZnBdV6uOK4cIaHNz2Vb3oq0+tiZXDyPqa7XfVXPW9OqmYUiNlcFidPZ/9nAevldsEb0lgZLAb/uWHAPMO1wvWVpN5ateAvUWH6+7SyG+8yOO2zdZf7k4NxGFxeS9q18hD4iBefYZs23cvtKu/MiysNFi5k8roBABM1nIvb//n7zVtvpbJ0X1P+SIPD4MfJaAmuywAALF7PHWr4dO2FBoqkPnJC79r/pITsfyxerxxeUfBSQeqtwZbNZ/IgbnpdbFbDbeG2DE7roPIsaMssaMuUwspYqc3yMd3lZ7b/XCFlUD0M21OhKsZrTTmDZiatsbcK/oMAHz6WZXEKsK4w9toLAQAYzPtthCOBlwll35RrfS6CtOSNAAB0dt93vJfLkMbKCJ4wGCiSBKHG3mo9BXPMv2+aucrb30WCAFTDKFSX0RWMvYVJ40GcQX2J2KjPUZPRBQBw+KwXLWmP6m8Ivt3FZ9jkfFx/UxansIZ0WE/BTFPO8HPDdd/Z/WGgaAEAqKS/tFB1ICrbaMjq+Zrtbe6tAQAYKlpKYfv+WMEIkU6LYfOYQZMuOekuN1OZYj7O7jP9NessQmq6igrangAAerh0A0WyviJJAT+umlGIAdgZOkswAKMjbzJL5z+P3/OmRCUptWWmQXoKZpM1Pps+fpEglEq7NEnT1c3AX1POUF+B5E8+Qpl4QQYrJzqxHi5dWVrDVGWyuqyui/7KdZYh8LaZypSpWvPKO3MHO9JhO9m2sRpO5q9fYrwtaNLvEIDqukojXm2t6SoEACTVRGnKGWy1jmTyujPqryXXRGvI6a8w28OFPuD6Gy5amHWheWs+M/jCVW+liowWl89uYzb8RbucUX8NvrF7SLvibxG8zeZsdNGeovbsW9STC4wCvU12VDMKrpYdPTD1JnwFV9SefbMi7DODNbN0ltYwii6XHNo35RocetGSfqFo3zzDtR6EzSxeT3ln3on8dSx+r+jEnjUlTddetGXCmVTapfOFO71NKOssQuSlVBjstpetGbeppwY7UnSuEKJA/6OCKFA5EQUqJ6JA5UQUqJyIApUTUaByIgpUTkSByokoUDkRBd65K2TZAjdJpzE4btxPiVgwUjNRPl1u3E9BP52IApUTUaByIgpUTkSByokoUDkRBSonohiEnB0dHfv373dwcLCyslq0aFFqaqogVFNTExAQYGVlZW1t/fXXX7e0tIgTysnJ8fX1tbGxmTx58pdffllc3Gd9hLFFQEAA8V327ftvMZkLFy7Mnj2bRCLNnTv3jz/+kFiW1xOSITHg8XjLli1zcHC4detWVlbW1q1biURiXl4eBEG9vb2zZs3y9vbOzMzMyMhYsGDB4sWL+Xy+6FBFRQWZTN67d29FRUVhYWFAQMDkyZObm5vFSUbMnIcXHx+fdevW/S1ERUUFHLp8+bKpqen58+dzc3NPnz5NJBLT0tJGP8PrCcniypmXl0cgEDIyMuCXHA7Hzs7uhx9+gCDoypUr5ubmLS0tcKi8vFxQU0QoMjKSRCJxOBw4RKPRCATCn3/+KWbegxjlMOHu7g6Ptz8ODg7Coa+++srT03O08vqP6wnJ4p5syWRySkqKg4MD/BKPx2tpabW1tQEAsrKyJk2apK7+dm67iYmJoaHh48ePRYcAAFgsFod7OztZWloa9FuKcEzR1dWloKDQv7yysrKhoWHu3P882C4uLnl5eQzGiBtv+iOunLKysmZmZlJSUvDL+vr60tLSqVOnAgCoVKqhoaFwZUNDQyqVKjq0cOFCHA536tQpNpvd29sbHh6uqanp4uLy8UMaIbq7u+Xk3jMNGh6O8DDh7erq6v6VR5qhXNmy2ext27YZGRl5e3sDABgMhpLSOyvdKCoq0ul00SE9Pb2oqKiLFy+SyWRLS8vU1NRLly71qTym6Orqevny5eLFiy0tLZ2cnEJCQnp7ewEA8KdQOHNFRUUAADzMUWbQs+C7u7sDAwNpNNq1a9fgM+TQqKqq2rJli5ub28qVK3k8XnR09Pr162/duqWp+Z6lyiQOn8+Xlpaurq7esGGDnp5ebm7uzz//XF9ff+rUoCeqjyiDk7OtrW3t2rXd3d03b97U03u7upSKikqfI5FOp6uoqIgORUZGqqiohISEwN4ja2vrGTNmXLx4MSgo6GPGM0Jgsdj8/HzByylTpvD5/GPHjh08eBAeDp1OF3xA4SHD5aOdp/hVe3t7165dC0HQjRs3BFoCAIyNjeHvDwFUKtXU1FR0iEqlGhsbC3xkUlJSenp6VVVVQx3IaGNhYQEAoNFoxsbG4N9vUBgqlYrFYgkEwuhnNQg5v/vuOwaD8fvvv6uqvuOsc3Jyys/Pb2pqgl/m5+c3NDTMmTNHdEhPTw++b4NDHA6ntrZWX1//Ywc0MlRWVm7atKm09L/1R/Py8jAYjL6+vpGRkZGRUUpKiiCUmJg4bdq0914Gjzhi3sMVFhYSicTw8HDh+2j4MQKLxXJ1dfX09MzMzExLS3NxcfHz84NbiQg9e/aMSCQeOnSorKyspKRk586dJBKpvLxczBusQd+UfRwsFsvR0dHFxSUhIeH58+fwTfPu3bvhaHx8vImJyblz5/Ly8kJCQohEYnZ29ihnCA3qMUJUVBShHy4uLnC0rq5u/fr1FhYW1tbWFAqlo6ND0FBEKCMjw9vb28bGxtbW1tfX9/nz5+LnLfYYhw0ajbZt27apU6eSSCQ3N7eoqCjBMxAIgmJiYhwdHc3MzNzc3JKSkkY/PQiCrickY64nJH+Kc4U+uZxHAXSuENJA5UQUqJyIApUTUaByIgpUTkSByokoUDkRBSonosBcT0iWdA4owwYeAPDJPTBDH/K9F/QhH9JA5UQUqJyIApUTUaByIgpUTkSByokoJGkILCgo8PPzI5PJtra2u3btkoipY1DweLywsDAikRgdHS1czmQyjx8/7ujoSCaTXVxczp49y+ONyGJqH0ZShsC2tjYbGxsfH5+MjIw//vjD1tY2MDBQ/DlOQ5wd9RE0Njb6+Pi4urqamJhERUUJh4KCguzs7B48eFBTU3Pnzh0SiXTixInRz1CShsCTJ09aWVl1dnbCoXv37hEIhJKSEjHzHsQoh4lff/1106ZNXV1d5ubmwnLyeDwLC4vw8HBByY4dO5ydnUc/Q0kaAktKSqysrJSVleGQm5sbBoN58uTJ8J13hpmFCxdGRET0nwyNwWAgCBI4GwEA0tLSkIScjRIzBHI4HDz+P4eMlJTUuHHjJGKiExMdHZ33lmMwGF9f37i4uLKyMgBAQUHB/fv3fXwks5DEUNZREccQ2NraKjpEIBBu3brFZrNhG1pzc3NHR0d3dzf4BNm3b19LS4ubmxsWi+Xz+f7+/hs3DnqtxmFh0Dcq3d3da9eupdFoUVFRH2MIXLFiRVtb2+HDh+l0en19/bfffquoqCh8yvqEOHbsWHZ29pkzZ+7duxcWFnb79u3IyEiJZCIxQ6CJiUlwcHBwcHBsbKy8vDyFQqHRaIJv2U+Iurq6qKiokydPenh4AAAsLCwYDMaxY8dWr14N+3ZHE4kZAgEAfn5+ubm56enpOTk5Pj4+9fX1ZPKgF1GTONXV1RAECQYFACAQCCwWq6GhYfSTkZghkEqlxsXFycrKEolEWVnZu3fvYjAYJyen4RjUqAIf2eXl5YIS+AjW1dUd/WTEPdkWFRXFx8dTKBThH3OSlZWdOHGiu7v7L7/8snHjRgqFwmKxjhw5MmPGDHt7ewCAiBCTyTxw4EBpaamnp2dFRcXRo0c3bdokEceymLx+/bqrqwsAwOfzq6qqsrOzAQCTJk0yMjJycnIKDQ1VUlIyNTUtLi6OjIz09vYe0/7OkTAEJiQkuLm5mZubz5gxIyIiAn5aJOb9spg1h5ElS5b0fwdqa2shCOrs7Dx8+PCsWbNIJNKcOXOOHz/e09Mz+hmihkBEgc4VQhqonIgClRNRoHIiClRORIHKiShQOREFKieiQOVEFKghEFGghkDkgD7kQxqonIgClRNRoHIiClRORIHKiShQORHFiBsCAQDFxcWurq42NjZ9OhTdagwykCEQjJkVAsWVk8/nBwYGpqen79q16/z580QiccOGDS9evAAAMJnMlStX0un0c+fO/fLLL5WVlevWrYP+9dxcv3596dKl/ae3i241Bmlqalq5cmVSUlL/scTExPz4449ffPHF1atXFy9evGPHjvT0dIkkObKGQAiCHBwcHjx4EBERYW1tLdyh6FYfnLImTrXhZSBDIPT/s0IgACA+Ph6eJ90H0a3GIAMZAv+PVggEA/voRLcag4gYCPg/WSFQBENrNQZBVwhEGSkG9+lsa2vz8/NrbGy8efOm4PQiwvUngqG1GoMIVggUlCB2hUARDK3VGOT/aIVAEQyt1RhkTK0QOLKGwI6ODrh+TU0Nl8uFTXSampomJiYiWo1NBjIEysjIbN26defOnQYGBnZ2dikpKRkZGVeuXJFMliNqCHz48GH/VhQKRXQrce6XB3eDPRyIMARC6AqBHwM6V+i9oHOFkAYqJ6JA5UQUqJyIApUTUaByIgpUTkSByokoUDkRBWoIRBSoIRA5oA/5kAYqJ6JA5UQUqJyIApUTUaByIgpUTkQxODnT0tKWLFliaWnp4OCwZ8+e9vZ2Qejx48eLFi0ik8nTpk0LDQ3lcrmC0EA+uo6OjoCAACKRWFhY+JHDGE2YTKajo+P06dOFCz8xQyAA4NGjR+vXr7e0tIyOjqZQKCkpKRQKBQ4VFRXBTs24uLg9e/bExsYeP34cDg3ko3vx4oW7u3tdXd1wjWTUOHnyZJ9FNT49QyAEQWvWrBH2uf3+++8EAoHBYEAQtG3bNg8PD0EoJiaGRCLR6XRoYB/dunXrwsPDc3JyCARCQUHBYKesDar+MFJUVEQikXbt2mVvby8o/PQMgQCAkJCQ8PBwwUvYUSXwBLq6ugpCLi4uLBbr6dOnYGAf3eHDh7ds2YLBYD7mWBxl+Hz+3r1716xZY25uLij8JA2BAABtbW3hpV4ePnyora2tr6/f3d3d3Nws7IjT0dGRkpKC5/kP5KMbqHwsExsb29zcvH37duHCMWUIHMoKgQCAtLS02NjYEydOYLHY/o44AICCgsKn6O4TQVNT0/Hjx0+dOiUnJydcPqYMgUO5UUlJSdm8efOmTZs8PT2HPaExy6FDhxwdHZ2dnSWdiCgG/em8cePGnj17KBTKpk2b4BJ4hVzhgxGCoK6urk/R3TcQDx48ePLkifCPtQgQGAIFH1AJGgIHJ+e9e/f27Nlz9OjRZcuWCQrl5eXHjx8v7Iirra3lcrmfortvIO7fv0+n0wU/DQFfSZqYmOzfv9/FxQUAQKVSBSZJCRoCByEnlUqlUCgHDhwQ1hLGycnpr7/+olAo8JVqYmKivLz8tGnThjNTiUKhUNatWyd4efv27Zs3b8bExGhpaamqqsKGwFmzZsHRT8AQCAAICQnR1dUlkUiwFw7G1NRUQ0Njw4YNCxYs2Llzp6+vb3l5+enTpzdu3AhfMrzXR2dra5ufnw8AgNeLfvnyJZ1Ol5GRmTRp0vAOb7gYP378+PHjBS81NTVxOByJRIJffnqGQAiCrK2t+zvi7ty5A0ezs7MXLVpkbm5ub29/+vRpHo8Hl7/XRwf/ilAfZs6cKf798iDurkeAqKgo4ccIEGoI/BjQuULvBZ0rhDRQOREFKieiQOVEFKiciAKVE1GgciIKVE5EgcqJKFBDIKJADYHIAX3IhzRQOREFKieiQOVEFKiciAKVE1GgciIKSa4QWFZWFhAQMHHixEmTJvn7+5eUlHzMSEYaHo/322+/ubi4kMlkFxeXs2fP8ng84ehAiweOJhJbIbCpqWnFihUMBuPUqVNhYWEtLS1ffPGFRGw6YvLzzz+HhYWtWLHi0qVLS5cuDQ0NjYqKgkMiFg8cbSS1QmBkZKTANAhBUGlpKYFASE1NFXPKmjjVhhEOhzNhwoSQkBBByebNm93d3eFtEYsHjibXE5LFnWcLrxAomNktzgqBTk5OAID4+HgdHZ2ioqI+Hfr6+rq5uQmMAML2wjEIFou9e/eu8AIyOjo6eXl58PbChQsDAwMllNo7SGyFQBUVFXh9IJiHDx8CAOAOxyCwSUFgO+FyuZmZmYJsx465cSiGQHFWCGxtbRW/w7q6uu+++2758uXCAo9lQkNDq6urIyIiJJ1IXyS/QmBlZeWqVavIZPLhw4c/vrdRICQk5OLFixEREWPw4JPYCoEwr169WrZsmbW19YULF2RkZAaVzOjD5/N37959+fLl6OhoYff82EFiKwQCACorK1evXj137tzIyMixryUA4ODBg8nJyVevXhWYxcYaElshkMPhrF+/fubMmceOHcNiP4GHU/Hx8Tdu3Lh06dKECRMkncuASGyFwNjY2Orq6t27d//zzz+CDrW0tMbgFxIAgMlkhoWFubq69vT0CPshJ0+eLC0tLWLxwFHOU1wHWXR09A8//NCn0NjYOC0tDQBQX19/6NChzMxMPB7v5uZ24MAB+LszIyPD39+/TysvL6+wsLDAwMD+3nQ/P78jR458MJnRn1xSWFjo7u7ev/zp06eampqenp7wAzJhHj9+rK+vPxrJ/cuN+ymoIRA5oHOFkAYqJ6JA5UQUqJyIApUTUaByIgpUTkSByokoUDkRBWoIRBT/AwsUXD1TRa2hAAAAAElFTkSuQmCC"
<image>A school administrator who was concerned about grade inflation looked over the number of straight-A students from year to year. According to the table, what was the rate of change between 2008 and 2009?
-32
264
null
-32
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"
<image>How much more does a designer coat cost than a designer skirt?
694
265
null
694
"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"
<image>A store recently released a new line of alarm clocks that emits a smell to wake you up in the morning. The head of sales tracked buyers' ages and which smells they preferred. What is the probability that a randomly selected buyer is a teenager and purchased a clock scented like bacon? Simplify any fractions.
3/11
266
null
3/11
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"
<image>A newspaper researched how many grocery stores there are in each town. What is the range of the numbers?
8
267
null
8
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"
<image>For a class project, students in Mr. McLean's biology course counted the number of red and gray squirrels at each of the local parks. Which park has the most squirrels?
Pinecone Park
268
null
Pinecone Park
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"
<image>How much money does Jasper need to buy a blue glass bead and a long red bead?
0.16
269
null
0.16
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"
<image>Mr. Gupta, the English teacher, had his students track the number of books they read last month. How many students read exactly 2 books last month?
1
270
null
1
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"
<image>If Wyatt buys 2+9/10 pounds of pomelos, how much will he spend?
11.60
271
null
11.60
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"
<image>In trying to calculate how much money could be saved by packing lunch, Brody recorded the amount he spent on lunch each day. According to the table, what was the rate of change between Thursday and Friday?
8
272
null
8
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"
<image>Look at the table. Then answer the question. At a price of $1,000, is there a shortage or a surplus?
surplus
273
null
surplus
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"
<image>How much money does Ling need to buy a striped shirt and a purple T-shirt?
11
274
null
11
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"
<image>What is the total cost for 1/2 of a pound of pine nuts?
5.50
275
null
5.50
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"
<image>An Idaho farmer has been monitoring crop prices over time. Per cwt, how much did lentils cost in 2004?
14
276
null
14
"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"
<image>A city planner counted the number of floors per building in the downtown area. How many buildings have exactly 63 floors?
2
277
null
2
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"
<image>Look at the following schedule. When does the train depart from Snowy Mountain?
9:10 P.M.
278
null
9:10 P.M.
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"
<image>Look at George's pay stub. George lives in a state without state income tax. How much payroll tax did George pay in total?
208.86
279
null
208.86
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"
<image>A county agency recorded the money donated to several charitable causes over time. In April, how much more money was raised for hunger than for medical research?
11
280
null
11
"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"
<image>Cody measured the length of each scarf in the clothing store where he works. What is the length of the smallest scarf?
69
281
null
69
"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"
<image>Each bucket has 2 red blocks. How many red blocks are in 5 buckets?
10
282
null
10
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8ml7mlTPXzWVsJ/Hqu+gvKntdTpczhq3ysp4vMFoyRdiELGDkarDo2YN8TE6hUIK2nzaXtVPn1rVWnhkVfGWQHUEAwP79+4uKirB7DAB4eHgAADtNTk7G4XAPHz6kK3/+/Hnz5s0hISHc3Nx0YUtLCwBgo8sfEhYW5ujoaGJiIisrGxERwUazt7fXzs7u8uXLjMKYmBhLS8vB9m3Q3L/9kIfIY/r3k4WHl2e+tyN2q2clPyLhyHkPC7CkbSGblm7xYHwiYLS1tAMANvb8ITfDblk7WmibaEnKStyKSGKj2dtLMbYzTLyczChMiknVtfzJWC4bc3d1deFwOH9/fyxp3rx5sbGxzGYdkrmZIZPJjY2Nra2tjMJfbus1+30Si67Ru8nFww1/d7O7q5uEI5/2vwAAwiJCOU2ZmOega2JqT9JzCVwE/am6mJxA4NSz0nl0d7BxQlXy+ObGlvbW9u+7OVxrsnAeLU2tpYXlpjOMmL+UfAxfx0/va9xNlxG4CJHZFy7eO9XS1LbIwqu7qxsAkq/e3bFk7yyPGVHZFxw9Z/kt2pN6/bsfe+nq7PKxXyejKOV/cQcOh0uIuL19ib/tfOu4l9HHrh4ofFbkZbemX5BuIOo+13d1dmO3VtjRyItHItceXBn3Mnpf2I7MxKzArScxNQIXobSwvLig5GxykKaBxsucwk2ufuYOxlefRZxNDurq7Fo9eyOmmZf1fNey/RazzG4URC3dsvDQugDmSjvaO5fbrVYkyV9+fDEmJ0xFfazntJXNjS0AcHDt8bCjkT67PBMKryxc53poXUDsuZuD6QiCDpVKbW5uzs/PX7JkiZqampWVFQCIi4vb2toyBjRWrlxpZWVlY2PDmBd7EPDx8f2wluLi4tzcXDc3NxwOt2DBgoiICDZfOSqV6ujo+PDhw6qqKkySn59fXl5ub28/UJafpuRV2Rj5MXevp9tPdNIWMnbRX/TiybeVAFFxEWNbAyERQex0tNQoliW0t3YAAC8fzw/reldc+Sr3tYObHQ6Hm7HAJiEiic1F6KP2WTta5D8sqKn6jEne5BdXlVeb2RsPlGUwsDQ3Ho+3tbVVVlbGdKSkpFjmHby5WfLu3Tt+fv5+vuc32ZpKpbY2t73JL96xxF9FTVnPSgcAOPB4Y1sDWeXvZntdnV1fPtXFnruZEpvmttYFAN6XVo2WEufiItB1pBXGVJYMNr5U9e4jkZ/YbzAxfGuycB71n78CwBg5CbqEQqG0t3XQP1QqFQCiT8YCwOHoveM1VFTJpIORuz9W1qTdzASAi0cjLWaZLt7kNkFrvNsaF48NC2qrv9BLo9Fovgu2d3V0nbh5BLscYccu61poL9u2SF5FTsds8sajqwufvSl4/JJli2k0GoVCoVAoPT295UUVW9x28hJ5rB0tAcDRc/btt9enzjGXGyurazFl6lyLR6lPsFx4Tvz70g/+odu1DCeNEBNWUVdOKY9b7rdYYZycKpm0YJVz8YuSr18aACAhIklUXGTj0dXyKnLGtgbO3nNZGKO8uq2lfbrLNMXx8kokhc2B604nBXJxc7U2t109c8N9netM9+myyjJOy2bb/2V78UjkII2BwMjKyhIWFtbS0uLh4UlPT+fi4gIATU3NxMREejg7KSkpNTU1MDCwX17saRIeHq6srMzHx6empnbx4kWWtVy8eFFFRUVHRwcA3N3dKyoqsrKy2LRKT09PTk6OvhgbExNjbm4uLs466DwcGusa6z7VXQ6+6huwLiThGBc3YclUn4a6RgAgaY47lRigRFJgXwI2xowPv22tPFOLz8BBbR7L2T8A3LyYIK8iq64zEQAc3KdXV3zMy3rOpuRJeupj5CTvxKRip0kxqTrmk0XFWa9IDRKW5iYQCImJiU5OTuzzDt7cGFQqFXt6NDQ0REREhIWFubm50ecEdH6HrfOyCqYIm8zRcuXi4QpNP4U9+ggEzlOJAdOcrBg1PaetMhkz7ejGE3su+NnNtwaAtuY2PsHvPByfIF97azt9Ob0ffX93s6mhOSHidlxYooObHXM3h2lNFs6Dk8BJ/xfj+vn4yQJG9E9eVgEAFD59Q9IcR4+sSUiPllIYU/D4ZV9fX1F+8cTJ/6xZrTu4csEqZ/rpMd+g/OwXZ+6cwBb6enspJS9LNQ006AoTtScAQHFBCcsWR56IUSPoqBF0NLh1p5Pm1nz4fDY5SFJWAgBoNNqp3eeMJKaq4rVJOHLY0cjmhhZ6RhklaaER34ZsXNxcd2JSbVRmq3PpkHBkr+lrAABTLn/zbqyaEn1dDruv+iGvIqs4Xn7D/G3nDoS9yS/G4/GTjbV4iTxvX5T09vROMZtM15xsolVZ8r7paxPLviBYMmnSpMzMzLCwsM+fP5uYmHz92j+G2dHR4e3tvW/fPiw8zUhXV5eQkFB1dXVgYGBSUpKRkZGHh8e5c+f6qVGp1MjISFdXV+wek5WV1dfXv3TpEvuGOTs7Y9EMGo125coVZ2dn9vo/B6WX0ljfdPzaQV1z7cnGWsevHeyj9l09w24rVD96unoEhPhrq2u3BK4/nRRINtLc5rGbeQZMpVJvRd6Z7mqDXQRJ2dGa+urxl26zL9zGeWri5RQAoNFod66k2jhPHWoH+/FDc7NhkOamIyYmRiAQCASCqKioh4eHp6fnkSNHWGr+cluPn6QSnnlmX9jO+s9f3Uw82TwTtgZtOH07cM6SmdsX+18OufoTdemJWWAPST1R820eux09Z204soql5nCsyWLdeKSEGAcHR1X5PwsYZg7GSqqKAFD/+euaud+2G7W1tBc9f6vBo0dX6+3p/Vrb0NnRRaFQuXm5gRWvcl8/zczj4iZ0dXRhks72zr6+PsG/H+sAgB1jcVtmbJ2nYlM5HA4nPmbkyNH/LKD5ex/Mzcw7Er1PQ3ciFzdX4LaT18/H01OFRgjQj6+djwvafmbX2S1Wc8z5Bfkfp+UssvTGktpbO8RG/7PLgnkrCwBwcXNFZJ27eCTy+oX445uDJWRGrz2wwtZ5KtbmJVN96BE/Wl8fAHz90si4pQHBHiEhIWNjY2NjY3t7e1lZ2ePHj9Nj3xg7duyQlJRkXM+kY2ho2NTURD81NjauqKgIDAxcsmQJo1pqauqnT5/8/Pz8/PzowlevXgUFBfHy8g7UMBcXl3379hUVFTU0NNTW1s6cObO3t/enuzkQfAJ8IyXE6F9sYREhRZLCu6KKwZegZTgppymTfjrZWKu64mNEYMzcJTMZ1bJTn3z5VHfC79QJv1N0Ycmrsq1BG3h4Bwx52blYn90XWl5U0dzQ/LW2wWKmKaWXMvi2MfNDc7NhkOamk5GRgQWpiESioqIi42pZP365rQWE+Ccba002BjN7YwtZu/Djl1f5s35vYexEpbETlYxs9Ll5uA6vD7R3sxMcIdjW3Mao09rUxi/IxzyZwAjLOEPk5wUAHiKPjKIUFzfXQK0ajjVZOA9eIo+mgcbdG/e8dnxbnR85+ttXmfGNCgEhfk0DjZ1ntjDm5RMg8vByc3Lim742s6yPm4crLOP0rmX7N7r4RT0KJRA4efl48Xh8S+M/U4TmhmYY4KkNACLiIqpkFlvxaDTavfj7ntsW0XeYYPE3lqTdzNC10J7lYc+sycvH28pgp4E6IiwqvGa/z5r9PpUl70MPR2x02aZIksfafDByz9iJ3+3bkZKXHKglCEaSk5N5eHjoO2eEhYUVFRWZt0heu3btw4cPWHwDALDJe0xMTF5enrq6ej9lNTW1+/fv9xOGhYXp6+szvjHQ3d1tamoaFxfHZoxJIpHU1NRiY2Pr6upsbGyEhITq6+t/opvskR0rkxSTSqPR6EMQKpVKGPj+HwwqasrP7uf3E8aFJWrqq/sGrKNLerp7FpouS4+7bzvwCFSJpKCippwSm9ZY12hkoy8gxN9Y3/RzrRqkuYcES3PT0dDQoO+2Ys8vtHVW8iNuHm76c0lQWEBaUep9aVU/tdqPXx7dzbGabcYn8G0JZwJ5fHdX9+eqWnkV2c9Vn7u7url5vnm7ypL3CuNZ770GgHEaY+kxIfYMx5qsHZfbWpeSV2Xn9vePHr7K/efNlInaE6rKq6UVpRTGyWEfDg7cSAkxPB4/TkMl78E/kdP9q4/uX30UOx6rpjxBa/zByN1lr8tDdp4FAAKBU0VdueDRPysc2LHq5AE3a7OEQqF2dXbzCXxbFGptbrsXf3+g1b/21g66JgBgU3VMWV5FtuRlGbauAwC5mXnM2asrPqbHf/uCyo2V3XlmCycnvrigREVdmYubq7GukX5NhEWFREYKs/H8CEbOnj3r5eVFv/itra3l5eXy8v1vkpSUlBcvXhT8jampqa2tbUFBgYqKSnx8/Lx583p6eujKOTk5CgrfLRJgr3e4urqSGdDX17ewsPhh5MrFxSUlJSUxMfE3xawAwNBat7ur+0FSNnbaUNdY/qZi7MQh7BFPj7+/bt6Wnp5/RsovcwqlFMYw6mCvd0x3tVElk+gfTX0NHQvthB9FruxcrLNTnmQmPhxmzGqQ5mbDYMz90/wqW8eevbnH6wC9m+2t7VXl1cwDyqavzVsX7spM/Gc/YXFBCQ6Hk5SV0LWc0tdHoyd1dnRl3XlkZKM/nFbR+WlrsnYe5vbGC9cvCNh60nvG2oSI2w/uZF87H+djv3bdvC22zlPVdVQBwGnZ7LaW9q3uO9++LH1f+uG0/4XpJMc3+cUAsGC185N7T0/4nXqdVxQZdOVy8FUN3e9WDuRV5NYdWnnhYDi26XDh+gWP7uaEHr5UXfHxyb2nh9cHTDbWYjm9YAOBwDlBa3xcWOKH8urXeUUrZ663mGna3ND8rriSQuk/EdPQVXt0N6fg8cuqd9W7lu+XUZIGgNfP3nR2dNk4T/36peHA6qNvX5Ymx6bFhd1irqvmw+fVszdePBpZ8bay4m3lmb2hAKA2RZVfkH/u0pnBO84kX737sfJTbmbeYkvvbR67h9SRP5m1a9eWlpbOmzfv7t27d+7cwWIFixYtAoDnz587ODgUFRUBwNixY1UZEBAQEBISUlVV5eHhUVRUjI+PnzlzZlpaWmZm5tKlSzMyMnx9fRlriY6O7u3tnTWr/wtxjo6Od+/erampAYDFixevXLmSuYXOzs65ubn19fXMLyH39PTo6OiEhYUN8yKMnzTO3MFkm8fu5Ni0J/eerpq9kU+AiL1xVfS82MdhXXlRBQD09fXlZublZuZhN93rZ0W5mXnYviwZxTH34u+vnLn+cVpObmbejqV7czKeLfZ1Z6wlKTqF0kuxmGXar3ZrR8tHd3PqauoBwG/xnr0rDzO30MZ56qvcwsb6JhM7A6aL0DtPx/0mq7uGGTbm7u3tdXBwiI2NxTTz8/MzMzMzMzP7+vrKysqw466ursGY+4f8blu7rXV5X/ph/bwtj+7mPLiTvWLmBkovBXsRoreX4uOwLjk2DQBU1JQNrfX2rjh09eyNvKzn4cejLhwMn+Uxg5fIIykz2sHdbu+KQ8mxaXlZz9c5bcbj8c5eLPbysOGXW3PAd+U2HF5FNpoUc/LakQ0nmhtbREaO0NBTO5cSrPf3LmBJWYmwjNNHNwXN112Iw+HGqimfTDyOPfGnu0zrbO+8eCTywqFLY+Qkd5ze3G87AQDM93a8n/jQd8H2my8u2zpP7e7sCj0cEbj1pICwgJm98frDrJd32LPngp/foj32qk5SCmPW7PeeoDU+597TBYaLrz7tP5xcumXhh7KqxVY+/IJ8zl5zlmxeWP3u4x7vQ1zcXNaOlr7H14Yejog9F0fSHOcfun2Wxvx+ccDJxlr7wneGHY0M2XGGA8+hNEExKP6owjg5ANh0bI2gsMDhDYH1NfUi4iLmDiZrDrB+kQfBjIGBQXJy8u7dux0dHfF4vIaGRkZGBrZfs7a2Nj4+fv369exLUFVVTU1N3blz59y5cwGARCLdvn2733be8PBwIyMj5s0zDg4OS5cujYqKWr9+fWFhIcu3B6SlpfX09KSlpZmXRvr6+nJyclj+ssVQORCx+8iGwF3L9nd1dKnrqJ6/G4KFMuprG+7F31+4fgEA9Pb0upv+83b99iX+ACApK5FWeUtZVel8anDIzrNr5voCgCJJ4fTtwH4D1bjwRLLRJOatNeYOJjuX7k2MurNw/YLSwnKWL4tISI/W0FMfLT2KeWmE1tf3MqfQxM5wMN1kY24qlRofH08mf3tD3svLKyfn22sNISEhISEhAFBRUTEYc/+Q321rLQONM8lBp3afX+voy4HnGKehEpZxRlZZBgD6qNR78ffpA+WjV/ad2nPh/IHwupr60dKj3Ne5LtnsjiX5hWw65hvs732wvbVDQ3diaPrJEWLCQ+rmL7cmbsJpIfgD/ugu4t/GH/JHreGP+bvW7PlDzP2H2Br9DXMEAoFA/CTIeSAQCARiyCDngUAgEIghg5wHAoFAIIYMch4IBAKBGDLIeSAQCARiyCDngUAgEIghg5wHAoFAIIYMch4IBAKBGDLf3jBHIBAIBGLwoJkHAoFAIIbMtx9G/J//MRbEv40/5MeO4I/5vSP2/CHm/kNsjX7bCoFAIBA/CXIeCAQCgRgyyHkgEAgEYsgg54FAIBCIIYOcBwKBQCCGDHIeCAQCgRgyyHkgEAgEYsiwdh4+DutIODL9oz/SwsN8eV7Wcyy1tLCMhCPnPSz4zzXzZ5kibMLYES0+g5nqztEnY6lUKqawes5GDwuv39eAT+9rdnrus5Cbrs6tayQx1XPayocpj39fdf9O/H0OzVB1GmquU6dO4XC48+fPs0ytrKx0dnYePXq0gICAtrZ2fHw8Pam9vd3Hx2fUqFFEItHAwODp06dsanFycsLhcGfPnmWjExAQgMPh7OzsmJPU1dVxOFxaWtrg+jQoVs/ZyPilxT47l+1j1uxo7/T3OWQ4ykqTqO9qsOjV09eDSWJmrdNmEo589ewNNjqXAi6TcOTldquZk2aqO5Nw5MdpOYPtISvYmxsAAgMDlZSUeHh4xo8fHxERQZcP0tyYEekICAhoamqGhobSaDRmtd9n65hT10g48rXzcQMpUKnUwG0nJ3BMvhRwmVFOFjDq95VIiklhzo6Zif4hCxjN1nS5ERrfr5u/xJqcAyXIKErtPu+HHdfV1F87d9PNxPNC2skppuQfFvofZs3cTUa2BjPdp7NMtZptNt/n25OrraXtYfJjf59D1RWfNhxeBQCOnrN7unt+U8NePX29dOoKPkE+15Xz5FVkG+oab0UkLbVeseHI6oXrXH9Tpf8bfP78eevWrXg8nmVqa2urubn5iBEjzpw5IygoGBoaOmvWrMzMTENDQwDw8PDIzs4ODg6WlJQMCgqysrIqLCwcM2YMczlNTU0JCQnq6urh4eFLly5l0x4ikZiamvr161dRUVG6sLi4uLS0dHgdZYHPLk/6NxYAujq61jr6kjTHMWtu89j9PPvF1uCN4pJiUUFXl1j5xBdeGTVGnH1SP1qaWjMSHoxTHxsffttx6Sw2DeMl8jxKfdL0tUlYVJgufFdc+b70w093FoO9uQHg1KlTGzZsOHjwoK6ublpamru7u4iIiK2tLQzF3ABw69Ytfn5+AGhqakpOTl60aFFVVdWOHTsYdX6fres+1wduPcmmm3U19eudtzZ8acDjvxvW02i0zvZOr+1LtBkev4ok+YHKOXnrOJGfCACtTa1ZyY+2LdpTU1XrveO7b/jwrTmg8yDyE7VNtOinlrNMrZVmRgRG/wudx+u8YiNbg4FSR0mNYuyI2QzjzvbO6JCrq/Z6cXER9Cyn/JI29PZSCATOfpL187aISYhFPjwvNEIQEzq42W1f4h+wOdhqttkYOclfUvVwoFAoeDweh8P9txvSn1WrVllbWyclJbFMffDgQU1Nzb1792RlZQHAyMgoLS3t5s2bhoaGZWVlV69eTUhImD59OgBoa2srKioGBwfv37+fuZzo6GgikXj8+HEzM7OysjIlJaWB2iMhIQEAsbGxy5YtY8yuo6OTkZExzM72Q2mCIuNp4LaTMsoycxY79FN7X1aVfPVuSMIx0+lGADBRW9Va0f5y8NU1+33YJDFXlxSdwkPk2XR87UKzZe/LqmSVpAdq2EgJMQBIiU13WjabMbu6zsScjGc/3+EfmRsA9u/fv2LFijVr1gCAjo5OYWGhv7+/ra3tkMwNAAYGBsLCwtixg4NDQ0NDYGDg9u3bGW+B32fr/auOGljrPkjKHkghMeqOyEjhk4nH9cUsGOUdbR00Gm0CeTzjo4wNmgYagsIC2LG5g0lzQ0tkYIzX9iWM3Ry+NQe75sHFzaU8UbHmw2fmpNvRKQ5q89S5dQ1HWe1dcairswuTU6nUE36npiraa/DomUrZ7PE+2NHeiSXlZT1fYLRkirAJWcDI1WDRswf5mLyhrnHTgu1GElM1ePSmjZ0VeSKGXovhKKvIoCvHfIMMR1lNFjRebre6vvYrAJBw5OqKj1sX7poibDLIvqhNUe3q7G5uaIa/w1btre2TePXPHQij6/T09E4RNjm+JQQAvn5p2LRgu56YuQaPnpO225N73+bFb1+WknDkB3eyp09wnDfFrV8tmbceVL37uPHoarrnAAAcDrfx6Jpr+ZGY52Df34jA6N1eB7SFjHVFzI5vDm762rRi5notPgNzGdv4S7cxNe8Za1fO2hB+PMpM2ladW9dJ2+1NfjGW1NtL2bvikK6o+WRB460eu9Pj75Nw5LqaegDQFTGLPBGz3G61Jq9+a3MbAORnFywwWqJJ1CfzGy40W0aPciy3W804t70VmUTCkdvbOgBgrdPmNY6+t6LuWCvPnMSrP0fL9WVuIab25VOdp83KSbz6RqOnhuxkFxFiyZ07d1JSUo4ePcooTE5OxuFwDx8+BABbW9uOjg7McwAAHo8nEAgcHBwAkJ6ezsXFNXXqVCyJQCBYWVndvXuXZUVhYWGOjo4mJiaysrKMkRBment77ezsLl/+LpIQExNjaWk51N4NiZqqz2FHozYcWYX1Liv5ET1i/CQ9l8BF0J+qi2kSCJx6VjqP7uawT2LmZtgta0cLbRMtSVmJWxEDPr4BoLeXYmxnmHg5mVGYFJOqO7wRGEtzd3V14XA4f39/AHj79m1VVRXmHjDs7OxycnJaWlqGZG5myGRyY2Nja2sro/A32frBnezslMcbj65hFHZ3dZNw5NP+F7DTafOsjsce5OMn9svb1tIOAEQm+SBRJY9vbmxpb21nFA7fmkNYMP9Y8QlzVoykXk/fMH+rkY1+3MvovWE70uPub1/sjyWFHY28eCRy7cGVcS+j94XtyEzMCtx6EgA62juX261WJMlffnwxJidMRX2s57SVzY0tALDZbUfh09fHrx6IexntudXj0Lrj6XGZWGmcBM6wo5HiY8RTKxJuFES9yS8+tfs8AGRUJwHA1qANKe/iYXBUvH3PzcMtKi5Cl/AJ8BnZ6Kfd/GdY8SQtt7W5zdZ5KpVKXWq94sXjl0ev7L/+PEptygTPaStLC8sAgMBFAICTu84t3uS2L2xnv1qePXjOw8vNPLMREOJXVv02wmXf3/Djl8lGk7JqU5du9Th3IGyZ7er5Po7Z9WlTHS13LdvX0tSKqT17kF/2+l3cq5i097d4+Xi8Z6zFAnFn94VePXtz3cEV1/IjpeQlD68PwPSxll87HzdOY+ylB+eI/LyVJe8XWXiLjRaNehR66cE5PgGih7lX7ccv7C8jJ4Hz5ZNXT9Jyox9ffPA5ZYSY8NaFu7Ek3792lLwsO5l4PPTeqYa6xrs37g3SNADQ0dHh5eW1b98+bABIR1xc3NbWVkREhFHY1tZWVla2cuXKlpaWJUuWAEBpaamUlBQXFxddR0FBoaSkhLmi4uLi3NxcNzc3HA63YMGCiIiIfnFhRqhUqqOj48OHD6uqqjBJfn5+eXm5vb394Lv2E5zafV7TQF3XXBs7FRUXMbY1EBIRBID3pVWjpcS5uAh0ZWmFMZUlH9gn9eNdceWr3NcObnY4HG7GApuEiCQ2F6GP2mftaJH/sKCm6tsg8k1+cVV5tZm98U93cCBz4/F4W1tbZWVlAMDiRYqK/0zIFBQUaDRaWVnZ4M3Nknfv3vHz82OBLDq/w9adHV17vA6u3ufd7xHKgccb2xrIKn+b7Y2WGsUye3trBwDw8vH8XO1V7z4S+Yn9fM/wrcnOeVD+pvbjl8MbAt8VV85cOKOfzoVDlzQNNNYeWCGvImc0TX/NAZ/b0SnYc8fRc/btt9enzjGXGyurazFl6lyLR6lPAKCqvLqtpX26yzTF8fJKJIXNgetOJwVycXMBwN6LOy49OKdlOElurKyDm52K+tjs1Cf0umQUpVxXOPESeaQVpIxs9AufvgEAYVEhACDyE4VFWP+2PI1Go3ekubElIeJ27NmbcxbbY0M5OtOcLAufvqE/MVOupSurKo6dqJSd+qTo+dudZ7fqmmsrjpffHLheSl4yKugqAOA58QBANtK0/8tWRU25X731n7+OkhrFJr75w/4qkuRt5k3l5uGevcgeAEia43TNtXl4eWa623V1dle+fQ8AOBx0tnf5BqwTFBYYOVps7YEVtR+/PL2fDwC3IpIsZ5nOWewgqyS93G8xYzgCz4nn5uFe5e+loavGyckZc+o6Fzdhf/jO8RoqJM1x/hd39HT3xIcnsmk5RktT29bgjSPEhAWE+GcssCl/866zo6v245cn6bmLfd10zbWVSApbgzZgxh0kO3fuHDVqFGPEAENTUzMxMZFEIjEKBQQElJWVU1NT09PTVVRUAKC5uVlQUJBRR1BQsLW1ta+vr1+BFy9eVFFR0dHRAQB3d/eKioqsrCw2DdPT05OTk4uJ+TY7jImJMTc3FxdnsYrwq6j9+CX+0u0lmxfSJSTNcacSA5RICgDQ1tzGJ/jdU49PkK+9tb2vr49NUr8qbl5MkFeRVdeZCAAO7tOrKz7S98WwZJKe+hg5yTsxqdhpUkyqjvlkxnHYUBnI3AQCITEx0cnJCQCam5sBgNGs2HFTU9PgzY1BpVKxR0FDQ0NERERYWJibm1u/RwH8BluH7DwrOkqEMUD0dzc5TyUGTHOyYp8dmzTEh9+2Vp6pxWfgoDbvxsUENvp9f3ezqaE5IeJ2XFiig5sdczeHac0BnUfxixI1gg72MZWyuXEhfueZLVPnmDPqUKnUovxi+rAIALRNtGg02sucQgCg0Windp8zkpiqitcm4chhRyObG1oAQF5FVnG8/Ib5284dCHuTX4zH4ycba/ESeQCgqb5pi9tO+hap13lFWBaMcRpj6ccCwgLYZOWHRJ6IoXdEV8Rs17L9szxmbPh+8ggAxnaGvEQebOBPoVAyEu7bzrcGgMKnbzg58WSjSd+uFweHluGkgscv6RlVJ5OAFZwEzr6/93QNBPv+KpIUsAMsfElfHxMQFgAAbOaByenzXMUJCgBQUVzZ09Nb9e7jBK3x9NIMbfQZq2Zs9uu8IpLmOB7eb+MaYREhGUWpooIfD99klaWJfLzftaqx5V1RBQCMn6SCyTk4OCZqT/hhURgvX74MCgo6e/Ys8xedJVlZWdevX1dVVbWwsHj8eAjb2KhUamRkpKurK3aPycrK6uvrX7p0iX0uZ2dnLJpBo9GuXLni7Ow8+Bp/gmvn4iSkR/2+VUYqlXor8s50VxvsIkjKjtbUV6dHRAfCxnlq4uUUAKDRaHeupNo4T/3pBgzV3MNHTEyMQCAQCARRUVEPDw9PT88jR46w1PyFtn77sjQq6Mqus1t/ups9XT0CQvy11bVbAtefTgokG2lu89gde+7mQPp6YhbYE09P1Hybx25Hz1kbjqxiqTkcaw64YC43VvZQ1B7sWFhUSFJWgrnnXZ3dFAr1zN4LjKsFAPC1tgEA/L0P5mbmHYnep6E7kYubK3Dbyevn4wGAi5srIuvcxSOR1y/EH98cLCEzeu2BFbbOU7u7ur1nrB0lNSr6SZiMkhQnJ6erwSLGYrl5ub+rfuD5NSO2zlPd1rpgx9s8douOEvEL2cSsxkvkMbYzTLuRMd/bMTcjr+lrs63zVABoa2mnUKhkfiO6JpVCxaY7GEIjBFjWO2rMyM9Vtd1d3dw83CwVftxfHq7vT78rhx5e4BPgY+wFAHR2dHW2d9JoNAHhf9omMlKYMbsgQ7PbW9qlFaW+TxVsb/kuQsoSHt7+XaPRaNgUW0Don5Ev4zEb+vr6li5dunr1ajU1tcHoA4CBgQEAzJo1y9jYeMOGDQ8fPhwxYgQ2UKXT1NQkKCjY79ubmpr66dMnPz8/Pz8/uvDVq1dBQUG8vLwDVefi4rJv376ioqKGhoba2tqZM2f29vYOsqk/QVJMirWT1UDbGQRHCLY1tzFKWpva+AX5ODg42CQxCrNTn3z5VHfC79QJv1N0Ycmrsq1BG+gjCWbsXKzP7gstL6pobmj+WttgMdOU0kv5id4N3twjRowAgObmZiGhb/ddU1MTJh+kuelkZGRgQSoikaioqMjNzfrehF9n676+vh1L9/612pk5ODF4tAwn5TRl0k8nG2tVV3yMCIyZu2QmS/2wjDNEfl4A4CHyyChKsZn6D8eaAzoPHl5uVTLrMTUdXiIPgcDpusoZi6vQER0lQqPR7sXf99y2iL49oP7zV7qCsKjwmv0+a/b7VJa8Dz0csdFlmyJJvqe7p+rdx0NR/grj5OhZRg0QBBw8IuIi9I5sDdrgZuJ5K+rOdJdpzJrTnCzXOvo2NTSnXk/X0FXD1rQFhPi5ebivP49i1Oy3kY4lOuba5w+Gp8dl2sz7zpl3dXad2Rv61+r5Ve+qf0l/WxhmYNiDm8jPiz3WGZfImr42M+fF4Bfib/l+Gtfc0DxKShwAcDgcYxC8q7P7h+3h5eMFgFaGhxebqhmpqqrKycl59uzZ4cOHMQmVSvX09PT19a2vr2fULCgoKC4unjdvHl2ipaUVFRUFACoqKlVVVV1dXTw83x5/JSUl48ePh+8JCwvT19cPCAigS7q7u01NTePi4tiMMUkkkpqaWmxsbF1dnY2NjZCQUL+G/UJqqj5XvH3PZjegvIrs56rPjKOTypL3CuPl2ScxEheWqKmv7huwji7p6e5ZaLosPe6+7cAjUCWSgoqackpsWmNdo5GNvoAQf2N90090cPDmxgKSJSUlMjIymKSkpASPxysrKw/S3HQ0NDTou63Y86ts/bmq9mVO4etnRaGHv+3IoFKpOz33HfMNelT/83/2Q0VN+dn9/IFSx2mMFRRmPajtx3CsOazZIgcHB0lr/Kf3NQrj5LCPlMIYAhen0AhBCoXa1dnNJ/AtnNLa3HYv/j72GKqu+Jgefx+Ty42V3XlmCycnvrigBHvw0bPkZxd8KK9ms3zHyCDVJhtr2TpPPbjmWFMDi8eZ4TQ9bl6e7JQnGQkPbOd/u3kmak/o7uru6+uj95GHlxt7sLJH21Rr7ESlIxtOfK6uZWzn/lVHw49FtTa3Dae/jFS8fU+P4BUXvAUApQmK3Dzco6VGlbwso6tl3Xk0UAmq5PFv8ou7u745hq9fGj6UVU2cTAIAAWGBNoYpSNHztz9sj7yKLKMmhUJ5nv1iMB2RlJR89epVAQMCAgI7duxgXop48OCBi4tLdXU1XVJQUCAvLw8AlpaWfX19iYnfFmw6Ojru3LljY2PDmB17vcPV1ZXMgL6+voWFxQ8jVy4uLikpKYmJib87ZpVz7xkAkDRVBlLQtZzS10fLTHyInXZ2dGXdeWRko88+iQ72esd0VxtVMon+0dTX0LHQTvhR5MrOxTo75Ulm4sPhxKwGb25FRUUlJaW4uDi65Pr160ZGRvz8/IMx90/zS2w9UnJk/KuYGwVR9A+fAJ/XjiURWQO+DslMevz9dfO29PT8M/V5mVMopcD6XZah8tPWHG6o0WPDgrvX750/GP6+9ENRwVvfBdsXGC5pb+sgEDgnaI2PC0v8UF79Oq9o5cz1FjNNmxua3xVXVld8XD1748WjkRVvKyveVp7ZGwoAalNUx6mP5SXyRATGfPlU9yAp+8iGE8a2BpVv32NbcgeCm4ebh5f72f38N/nFvYOYcG04srq7q+fIhkCWRZnZG184dKnhS6O147dteboW2uMnqWxy9Xv2IP9j5afb0SmzJ7lcOX39hxVxcnIejNzT29M7R9P11J7z6fH3r52P+8t4aVzYrV3ntskoSv1cf5kREhHc5rG75FVZ0fPig2uPj5GT1DTQAICpc83vXElNikn59L7m7L7Qj5U1A5Uwz2tub0+v32L/8qKKooK3W9x2CggL2LvZAYAqefzrZ2/e5BdTKJSMWw9y7rF7WxtDUlZCQ1ft3P6wrORHr/OKtnns5uIZ1II5gUBQ/R4ODg5JSUlsIPn8+XMHB4eioiIAmD9/voSEhJ2d3Y0bNzIzM1esWJGRkeHj4wMAMjIy7u7uK1asiI2NzcrKcnJywuPxXl7f/YhAdHR0b2/vrFn9X4hzdHS8e/duTU0NACxevHjlypXMjXR2ds7Nza2vr2d+Cbmnp0dHRycsLGwwnf0hHys+iYqL8H+/7l30vNjHYV15UQUASMqMdnC327viUHJsWl7W83VOm/F4vLPXXPZJdJKiUyi9FItZpv3qtXa0fHQ3B9vS7bd4z96Vh5nbZuM89VVuYWN9k4ld//erenp65+m43wy79cMOsjd3b2+vg4NDbGwsprx9+/YzZ84cPXo0Jydny5YtycnJ2Jt9gzH3D/mttiYQOJVVlRg/HBw4ccmRiuPlAaC3l+LjsC459ttb62/yi3Mz83Iz82h9fR/KqrHj7q5uGcUx9+Lvr5y5/nFaTm5m3o6le3Myni32dR9SN3+5NYfrPCxnmR2M3HP7cvIMVScPc6+e7p7wzDPY+u2eC344HM5e1cn3rx0LVjt77VgiKSuxwHCxtILUvvCdiVF35motcNJ2y7rzKCj+qMI4uRFiwnvDdj5Oy7VWcrhw6JJ/6HaXFU6f3tcst13Nvg2Lfd1Tr6V7z1jb+fd7JGwQlxzptX3xjdCE3Mw85tRpTpbFBW91LbTpWw7wePzZ5CBlVcWVszbYjptzave55dsXu61xGczFUVFTjs2LsHGeGh+euH7eluAdZ8RGiUQ9CsWCZj/d334oTVAwstH3mr5mns5CTgJnSMIx7HXFFXuWW8wy277Yf7am69cvjYs3/QUAXNwE5hJkFKUupJ2s+fB5jqbrAsMlABCeeUZk5AgAmLNkptUc80UWXvpiFimxaav3eQMAlfKDjQCHL/srjJdf4bB+mc0qKfkx012n/VxYnJHa2tr4+PivX78CgJiYWGZmpoqKire3t52dXXZ29qVLl1xdv720HxIS4uTk5O3tbWVl1d7enp6eLib23f7I8PBwIyMj5s0zDg4OHBwcWPirsLDwzZs3zM2QlpbW09Ozt7dnXhrp6+vLyclhnA8Nh7rP9fxMa0X1tQ334u/Tw4B+IZumOVn5ex9cbOXT2d4Zmn5yhJjwD5Mw4sITyUaTmLfWmDuYcHDgEqPuAEBpYXn5mwrmtklIj9bQUzezN2ZeGqH19b3MKayt/sE+7x9CpVLj4+Pfvv02f12wYEFQUNDJkyeNjIxu3bp17do1Y+NvO0p/aO4f8l+0dR+Vei/+PrZzEgB2ex1wN/V0N/Xs7aVcDrmKHdd//qqsqnQ+Nbinq2fNXN+VM9eXvX53+nag3XzrIdX1y62Jm3BaCP6AP7r7v8rqORtbmtpC004yJ/X2UlqbWjEfAACn/S9EBEZn1/3KX2EaDn/IH7WGP+bvWrPnDzH3H2Jr9DfM/8c5fyDMSsE+OTbtQ3l12s2MiMBo5td0EAgE4ucYcLcV4v87Sza7d3V2H14f8LW2YbSUuKPnrGXbFv04GwKBQAwC5Dz+fxNw7dBASZycnGv2ea/Z5/2fbA8CgfhDQGErBAKBQAwZ5DwQCAQCMWSQ80AgEAjEkEHOA4FAIBBDBjkPBAKBQAwZ5DwQCAQCMWS+vWGOQCAQCMTgQTMPBAKBQAyZby8J/s//GAvi38Yf8mNH8Mf83hF7/hBz/yG2Rr9thUAgEIifBDkPBAKBQAwZ5DwQCAQCMWSQ80AgEAjEkEHOA4FAIBBDBjkPBAKBQAwZ5DwQCAQCMWQGdB40Gi0uPNHVcLG2kLEWn4Hd+DmB2042NTT/wrqzU5+Yy9pN4tV/nVc0yCxThE1IODL2mcAx2VzGdqPLto+Vn7DU1XM2elh4Ycd6Yuan/S8AQFTwlYmcU35hs9nj47CO3kISjqxGmGKtPPPg2mOtzW3/sTb8/yUvLw/HxOfPn5k1KysrnZ2dR48eLSAgoK2tHR8fT09qb2/38fEZNWoUkUg0MDB4+vQpmxqdnJxwONzZs2fZ6AQEBOBwODs7O+YkdXV1HA6XlvaL/zL880cvFpotmyJsoj/SYrnd6pJXZSzVOto7/X0OGY6y0iTquxosevX09WCSmFnrtJmEI189e4ONzqWAyyQcebndauakmerOJBz5cVrOoPrGwODNDQCBgYFKSko8PDzjx4+PiIigywdpbsyIdAQEBDQ1NUNDQ2k0GrPar7X167wixmcC9qn7XM9SmUqlBm47OYFj8qWAy4xysoBRvxKSYlKYs2Nmon/IAkazNV1uhMb36+YvseaAf0nQ968diVF3bOdbu/g4cvFwv3725nLw1ZTY9PD7Z0aOFvthuYPh3P6LI8SEg+OOyI6VHXwuq9lm832cAIBKpX4oqwo9dGneFPf4wisiI0c4es7u6e75JW0bDjKKUrvP+2HHPd09b/KKzh8Mz89+Ef34IgfHb5/qGYhbXskNHyMn+bsr+h20trYCwI0bN0aMGEEXioiIMKuZm5uPGDHizJkzgoKCoaGhs2bNyszMNDQ0BAAPD4/s7Ozg4GBJScmgoCArK6vCwsIxY8YwV9fU1JSQkKCurh4eHr506VI2DSMSiampqV+/fhUVFaULi4uLS0tLh9NfllS8rVxs6T19gc32U7493b0ntp3yMF8eX3hFVLz/ddjmsft59outwRvFJcWigq4usfKJL7wyaow4+6R+tDS1ZiQ8GKc+Nj78tuPSWWwaxkvkeZT6pOlrk7CoMF34rrjyfemHn+vpIM0NAKdOndqwYcPBgwd1dXXT0tLc3d1FRERsbW1hKOYGgFu3bvHz8wNAU1NTcnLyokWLqqqqduzYwajzy23d3toBACduHBYcIUgXComw+F2oupr69c5bG7404PHfPShoNFpne6fX9iXapmS6UJEkP1CNJ28dJ/ITAaC1qTUr+dG2RXtqqmq9d3z3DR++NVk7jxuh8bcik3ae2UL/MpnbG9vOt3aa/Ffw9jO7zm4dZOnsaaxvIhtpjp80bki5RkmN0jbRwo51zbW1DCfNmOCYGHXnr9Xz9Sz/czMMNhD5ifQWAoDBVF0xCbFtHrufP3qpZaDxmyql0WhUKvXLp/qGusbfVMV/AOxpYmFhISAgwEbtwYMHNTU19+7dk5WVBQAjI6O0tLSbN28aGhqWlZVdvXo1ISFh+vTpAKCtra2oqBgcHLx//37mcqKjo4lE4vHjx83MzMrKypSUlAaqUUJCAgBiY2OXLVvGmF1HRycjI+Nnu8uae/H3aTTatuCNnJycALA1aIOF3PQn6U9tnacyqr0vq0q+ejck4ZjpdCMAmKitaq1ofzn46pr9PmySmKtLik7hIfJsOr52odmy92VVskrSAzVspIQYAKTEpjstm82YXV1nYk7Gs5/o6SDNDQD79+9fsWLFmjVrAEBHR6ewsNDf39/W1nZI5gYAAwMDYWFh7NjBwaGhoSEwMHD79u04HI6u88tt3d7aDgC6Ftp8AnzsNROj7oiMFD6ZeFxfzIJR3tHWQaPRJpDHMz5Y2KBpoCEo/O2SmjuYNDe0RAbGeG1fwtjN4VuT9UD4UkC02hTVfsMQxfHyEVnnfAPWYaf52QULjJZoEvXJ/IYLzZbR58Uxp64ZiFvmPSyYoeqkwaM3a5JLaWHZrcgkKwV7Mr+hp83KxvomCoVCwpFLC8ujT8aScORtHru1hYy7OrvodUWeiJnEq9/S1PrDDiiRFHh4uWs+fIbvw1Ys6enuObwh0EzaVp1Lx1zWLmDrSQqFAgDGktan9pzHdOo+15Nw5LVOm+m5jCWtQw9f6u2lHFofYC5jq8GjZyZte3DtsZ6e3h82D0NtiioA1FbXYqev84o8zJdr8RlMFjT2sV9bXfERk9dUfV7j6Gs4ymoSr/500lzGMML1C/HTSXPVuXX1xMw3umyrr/2KyVfO2rBu3paQXWfJ/IbnD4RbyNoBgKX8DB+HdYNs27+KlpYWAODjY3GPJScn43C4hw8fAoCtrW1HRwfmOQAAj8cTCARsVpeens7FxTV16rfnLIFAsLKyunv3LsvqwsLCHB0dTUxMZGVlGSMhzPT29trZ2V2+/F0kISYmxtLScsidHAQcHBx4PB47JnATAAALO2QlPyLhyHkPCwDgSXougYugP1X3mxqBU89K59HdHPZJzNwMu2XtaKFtoiUpK3ErIolNq3p7KcZ2homXkxmFSTGpuj87aGNj7q6uLhwO5+/vDwBv376tqqrC3AOGnZ1dTk5OS0vLkMzNDJlMbmxsxHwYnV9u67aWdgDg5eNlTuru6ibhyFiAHQCmzbM6HnuQj5/IsgQik3yQqJLHNze2YD6MzvCtycJ5tDS1lrwqM7M3Zk4aP2kcL5EHACpL3i+y8BYbLRr1KPTSg3N8AkQPc6/aj18AgJPA2dbSHnki5kJaSEp5XEdr+5q5vll3HsXmRVzLj3yV+zrsWBQnJ2d2XZrCOLnZi+yz69KWbFnY3tqRkfCAXlHKtXRzB2O682RD3ef6rs5uzIv+kN1eB66du7n+8MqEN7Gr93pFnog5tikIAHTMtZ9nv8B0nt3Pl5AelZf1HDt9X/qhrqZe13LKhYPhtyKSdp/3u/Xm6s4zW5KvpoXsZBcoZ6Ty7XsAkJAZDQCf3te4my4jcBEisy9cvHeqpaltkYVXd1c3AGxduLvuU93JxONxr2JcV87z9z6YnfoEABIibm9f4m873zruZfSxqwcKnxV52a3BniYELkJpYXlxQcnZ5KDZi+yPXdkPANfzIw9G7B5k2/5VtLa28vLysgzuiYuL29ra9otptLW1lZWVrVy5sqWlZcmSJQBQWloqJSXFxcVF11FQUCgpKWEusLi4ODc3183NDYfDLViwICIiol9cmBEqlero6Pjw4cOqqipMkp+fX15ebm9v/3M9ZcO0eVM58Bwnd53r6e7p7Og6uzdUbLSoiZ0BAIiKixjbGgiJCALA+9Kq0VLiXFwEekZphTGVJR/YJ/XjXXHlq9zXDm52OBxuxgKbhIgkNhehj9pn7WiR/7CgpurbssSb/OKq8mqWz4rBwMbceDze1tZWWVkZALB4kaKiIj1VQUGBRqOVlZUN3twseffuHT8/PxbIovPLbd3R2sHDy82ymxx4vLGtgazyt9neaKlRLEvAAl+8fDw/14Cqdx+J/MR+vmf41mTRn/rPXwFAUlaCTbaYU9e5uAn7w3eO11AhaY7zv7ijp7snPjwRS+3p7lm43nXkaLFRY8SN7QzfFVduPLZGaISg3FhZbROt4udvAWCEmDAHHs/Nwz1CTFhWSVrXQjvh71FP3ef659kvZi6cwbJqGo1GoVAoFEpPT295UcUWt528RB5rxx8PCpq+NiVcur1o418286bKKklPd7Vx9Jx19cyNnp5eXQvtgscv+/r6AODp/Xw7l2ntLe0fyqsB4NmD5yIjR4xTH/smv1hZVVHfSkdaQcrIRv9C2smZ7ixW1TAof9PZ0fX0ft7h9QEqasrqOhMBIPpkLAAcjt47XkNFlUw6GLn7Y2VN2s1MACjKL9afqjtx8gRZJWmnZbMjH15QUVcGgLBjl3UttJdtWySvIqdjNnnj0dWFz94UPH4JAHhO/PvSD/6h27UMJ42UEOMT5AMAwRGCP5wg/ztpbW0lEAje3t6SkpLCwsLGxsaPHj3CkjQ1NRMTE0kkEqO+gICAsrJyampqenq6iooKADQ3NwsKCjLqCAoKtra2YsZl5OLFiyoqKjo6OgDg7u5eUVGRlZXFpm16enpycnIxMTHYaUxMjLm5ubg4i1WEYSIpM/pUYkBk0BVNogGZ3/Be/P2zyUH8gvwAQNIcdyoxQImkAABtzW18gt899fgE+dpb2/v6+tgk9avr5sUEeRVZ7Jvp4D69uuIjfdjEkkl66mPkJO/EpGKnSTGpOuaTmRdjBgkbcxMIhMTERCcnJwBobm4GAEazYsdNTU2DNzcGlUrFbsyGhoaIiIiwsDA3Nzfmx/qvtXV7azsngXOP90FjSespwiZ/GS99/ujF393kPJUYMM3J6oclAEB8+G1r5ZlafAYOavNuXExgo9/3dzebGpoTIm7HhSU6uNkxd3OY1mThPDgJnFj1bLK9zisiaY7j4f3mCYVFhGQUpYoK/nH4iiQF7EBQWEBYVEhs1LelJwFhAZbBqDmLHbJTHn/90gAA6TczxSVH6lpos6w68kSMGkFHjaCjwa07nTS35sPns8lB7F0dRvGLUgqFqsmw6qCmPaGjvfNDWZWO+eS2lnZsT8vTzDwtw0lqU1Sxuygv67muhTYOhzOzN87JeLbWaXPKtfTmxhaFcXJyA6zzF78owVqoRtDR4jNYaLZcVlnmdFIgZrzCp29ImuPokyoJ6dFSCmMwT2DmYHJ238VD644/Ts/t6elVm6IqNkq0t5dS8rKUsdkTtScAQPHfV1tGSVpohCD8T0ChUPB4PDc39+XLl6Ojozk5Oc3MzAoLCwfSz8rKun79uqqqqoWFxePHjwdfEZVKjYyMdHV1xe4xWVlZfX39S5cusc/l7OyMRTNoNNqVK1ecnZ0HX+PgeV9WtWaur7mDcfSTi1HZF9R11Xzs1w20OWc4UKnUW5F3prvaYBdBUna0pr56/KXb7HPZOE9NvJwCADQa7c6VVJvvV2KGxFDNPXzExMQIBAKBQBAVFfXw8PD09Dxy5AhLzV9oawqFisfjubgJhy/vPRy9l5MTv9BseWkh6x10LOnp6hEQ4q+trt0SuP50UiDZSHObx+7YczcH0tcTs8CeP3qi5ts8djt6ztpwZBVLzeFYk8WC+UgJMQ4OjvelVWyytbe0SytKMUoERwi2t/wTU+Pm4WI45mbUZDkvNnMwERAWuBOT6rpyXuq19Bl/2Q60McnWearbWhcAwOFw4mNGDn7rF9Y8xg0P2HF7S7sSSUFeRTb/YYG45MjKkg8aemqaORp5Wc9nuk9/9uD5Mr9FAODgZicyckT0yVjfBdupFIrlbPOtQRtERo5grkhurOyhqD3YcXRI7IOk7MPRe+nP97aW9qLnbzV49Oj6vT29X2sbAGD3ua3jJ6kkRt0JP36ZT4DounKe144lne2dfX19zM1u+/tqC434cXDv/wubN2/evJlhtcnYWE5O7vTp08HBwSz1DQwMAGDWrFnGxsYbNmx4+PDhiBEjsIEqnaamJkFBwX5fp9TU1E+fPvn5+fn5+dGFr169CgoK4uVlEZvGcHFx2bdvX1FRUUNDQ21t7cyZM3t7B7vuNXjOHwgTHCGw57wftrw5gUwyl7aNCrq6eu9363mCIwTbvt//3drUxi/Ix8HBwSaJUZid+uTLp7oTfqdO+J2iC0telW0N2kAfFzJj52J9dl9oeVFFc0Pz19oGi5mmlF7Kz/V0kObG9mI1NzcLCX3bodTU1ITJB2luOhkZGViQikgkKioqcnNzs1SDX2rrpZsXLt28kH462VjLUm76ldM3tgVvHGQJWoaTcpoyGUuorvgYERgzd8lMlvphGWeI/LwAwEPkkVGU4uLmYqkGw7MmC+fBS+RR15mYei3de+fSfjZIuZbOxU0wnW7EL8Tf0tjCmNTc0DxK6uen8FxchBkLbO5cuWs73/rZg/wdpzcPpCkiLqJKJg2UygZ+IX4AYGx2c0MzXY4te4iOElWeqCQoLDBJX33visO1H79UV3ykz4GMbPSNbPS7OrseJGXvW3lkp+e+EzcOM1fEw8tNb+GGo6szbj04uvHE7nPbMImAEL+mgcbOM1sYs/AJEAEAj8e7rnByXeHUWN8Uf+n2cd8gkZEjnJbPwePxzM0WEPouLvE/CXaHV1ZW9pMXFBQUFxfPmzePLtHS0oqKigIAFRWVqqqqrq4uHp5vj7+SkpLx48f3KyEsLExfXz8gIIAu6e7uNjU1jYuLYzPGJJFIampqsbGxdXV1NjY2QkJC9fW/fkJQWfJBTkWWvjGGQOCUkB3NvIFSXkX2c9Xn7q5u+uCssuS9wnh59kmMxIUlauqr07fAABZwNl2WHnffduARqBJJQUVNOSU2rbGu0chGX0CIv7G+aVgd/puBzI0FJEtKSmRkZDBJSUkJHo9XVlYepLnpaGho0Hdbsef32ZqXyCOtKEV/O+3nUFFTfnY/f6DUcRpjB7NgDMOzJmv/vGDVvPKiCvoGJIySV2U7lvhn3soCAFXy+Df5xdgyLwB8/dLwoaxq4uSfeabTmbNkZsHjlxGB0WpTVGWVZYZTFEtU1JU5OfHPH72kS54/eikgxI+tVulaaOdnv3iamadlqAEAGroTq8qrU6+lK4yTk5AeDQDp8fcxe/Pw8ljNNndaNrvo+dsfViosIrR6n/f1C/H0UPJE7QlV5dXSilIK4+SwDwcHbqSEWGtz262oO729FAAYISbsvtZFy3BS0fO3BAKnirpyAUOzsWPVga82mzXPfzn79+/fuvWfjeAtLS1FRUUKCgr91B48eODi4lJdXU2XFBQUyMvLA4ClpWVfX19i4rflt46Ojjt37tjY2DBmx17vcHV1JTOgr69vYWHxw8iVi4tLSkpKYmLib4pZAYCkrERFcSXdiL29lI8Vn5hf3NG1nNLXR8tMfIiddnZ0Zd15ZGSjzz6JDvZ6x3RXG1Uyif7R1NfQsdBO+FHkys7FOjvlSWbiw+HErGDQ5lZUVFRSUoqLi6NLrl+/bmRkxM/PPxhz/zS/ytZn918M2HqSftrW0vauqEJKgfWbKCxJj7+/bt4Wxu2dL3MKh1QCG37amqydh7WjpdOy2SE7zy63W50QcfvujXvHfINcDRYpkhTWH14FAPO85vb29Pot9i8vqigqeLvFbaeAsIC924ALyINBcby8hq7ahYPhDu7Tf6w9dIRFhGZ52IceupR2M+Nj5aebYbeunbv51+r52G56bVPyl491GQn3yUaaAMAnwDdWTSkiMIa+cS0i4PJap83PHuRXV3x8ej/vzpW7mJv5IXMWO0zQGr9j6V7M9k7LZre1tG913/n2Zen70g+n/S9MJzm+yS/G4cDf++DOpXuLCt5+KK9Ojk17mfsaq2Lh+gWP7uaEHr5UXfHxyb2nh9cHTDbWYjn9woJj928/HFJE9d+DuLj4vn371q9f/+jRo6SkJDs7OyqV6uPjAwDPnz93cHAoKioCgPnz50tISNjZ2d24cSMzM3PFihUZGRmYmoyMjLu7+4oVK2JjY7OyspycnPB4vJfXdwGf6Ojo3t7eWbP6vxDn6Oh49+7dmpoaAFi8ePHKlSuZW+js7Jybm1tfX8/8EnJPT4+Ojk5YWNgwL4LTslnvS6v2rz5aXlRR9rp89/L97a0dszxmAEDR82Ifh3XlRRUAICkz2sHdbu+KQ8mxaXlZz9c5bcbj8c5ec9kn0UmKTqH0Uixmmfar3drR8tHdnLqaegDwW7xn70oWc2sb56mvcgsb65uwPWDfX4TeeTruN8NuDaanbMzd29vr4OAQGxuLaW7fvv3MmTNHjx7NycnZsmVLcnIy9mbfYMz9Q363rUXFRc7uCz20PuD5oxcPkrKX262hUvtcfBwBoLeX4uOwLjn221vrb/KLczPzcjPzaH19H8qqsePurm4ZxTH34u+vnLn+cVpObmbejqV7czKeLfZ1H1I3f7k1B3zDfMepzZONNa+euXFgzbGerh5pRall2xa5rHDCJsIyilIX0k4e8w2eo+mK58RrGWiEZ55huQAwJCxmmrx9UWLtaPFj1Z9iS9AGfiF+f59DDV8aRkuPXua3eMnfBhAUFiBpjnv19DXdJWgaaEQFXaHHrI5e2X9oXcBap83NDS2i4iKmM4zWHmDxyhUzHBwc20I2OussPLf/oveOpZKyEmEZp49uCpqvuxCHw41VUz6ZeBzzBOfvhgRuPelhtryrs3uMnITPLs9ZHvYAYOs8tbuzK/RwRODWkwLCAmb2xpgLZ2YCebzhNL2jG09MNtY6c+fEsC7Wf4NFixYBQFBQ0KlTpwQFBXV0dHJzc8eOHQsAtbW18fHx69evBwAxMbHMzMytW7d6e3u3traOHTv20qVLrq6uWCEhISG+vr5Ykq6ubnp6upjYdwtj4eHhRkZGzJtnHBwcli5dGhUVtX79+sLCwn47ODGkpaX19PSkpaWZl0b6+vpycnJY/rLFkNDU1zidFHja/4KLngeOg2O8xtjQ9JMK4+QAoL624V78/YXrF2CafiGbjvkG+3sfbG/t0NCdGJp+coSY8A+TMOLCE8lGk5i31pg7mOxcujcx6s7C9QtKC8tZvlsgIT1aQ099tPQo5qURWl/fy5xCEzvDwfSUjbmpVGp8fDyZ/O2F6gULFrS3tx8+fHjLli1jx469du2asfG3HaU/NPcP+d22nr3IHgCigq5cOXWNT5BPXWfildxwbLtNH5V6L/4+fSC42+vAy5xv+wUuh1y9HHIVAO5WJCirKp1PDQ7ZeXbNXF8AUCQpnL4d2G8q+UN+uTVxE04Lwb/jj+7SaLT5eh4qasr91gMQ/5P8IX/UGv6Yv2vNnj/E3H+IrTFrDjjz+E/S1dn1oaz6csjV0ldlR2P2/bebg0AgEIgf8K9wHuVvKlz0F0nIjA6KOzKYNzYQCAQC8d/lX+E8JmiNL+h69N9uBQKBQCAGC/pjUAgEAoEYMsh5IBAIBGLIIOeBQCAQiCGDnAcCgUAghgxyHggEAoEYMsh5IBAIBGLIfHvDHIFAIBCIwYNmHggEAoEYMt9eEvyf/zEWxL+NP+THjuCP+b0j9vwh5v5DbI1ZE808EAgEAjFkkPNAIBAIxJBBzgOBQCAQQwY5DwQCgUAMGeQ8EAgEAjFkkPNAIBAIxJBBzgOBQCAQQ4a18/BxWEfCkZk/78uqSgvLSDhy3sOCX9WCqOArEzmnDJT66cPn3V4HrBTs1bl1dUXNnbTdIgKjqVTq8OtNuZZOwpEb65uGXxTiF0KhUHbs2DFmzBg+Pj49Pb3s7OyBNBsaGqZPn47D4QoKChjlAgICuO+JiYkZqBAnJyccDnf27Fk2TQoICMDhcHZ2dsxJ6urqOBwuLS3txx0bCs8fvVhotmyKsIn+SIvldqtLXpWx1y95VaZGmLLR1Y8uIQsY9bt5k2JSBsq+1mkzCUe+evYGmyouBVwm4cjL7VYzJ81UdybhyI/Tcn7QKyby8vJwTHz+/JlNls7OTgUFBSkpKbpkkObGjEhHQEBAU1MzNDSURqMxq/1yW1MolOAdZ0zGTNPiM5iv55GfXTCQZkRgtLWSgwaPnt34OQkRt+nyjvZOf59DhqOsNIn6rgaLXj19zTI7Zib6hyxgNFvT5UZofL9u/hJrDviXBGUUpXac3txPOGrMyKry6h8W+qt49fT10qkrBIQFnL3nKoyTa29tz07NObj2+JP0p8HxR3E43H+sJYj/GJs2bYqMjAwICJCRkQkMDJw2bVp5efnIkSP7qeXk5Dg6OgoJ9f9xHRqN1t7evn37dlNTU7qQRCKxrKupqSkhIUFdXT08PHzp0qVsWkUkElNTU79+/SoqKkoXFhcXl5aWDq17g6DibeViS+/pC2y2n/Lt6e49se2Uh/ny+MIrouIiLPVpNNpOz339JJ3tnV7bl2ibkulCRZI8y+wtTa0ZCQ/GqY+ND7/tuHQWm4bxEnkepT5p+tokLCpMF74rrnxf+mHwvWOktbUVAG7cuDFixAi6UESEdTcxdu7cWVVVNWrUKOx0SOYGgFu3bvHz8wNAU1NTcnLyokWLqqqqduzYwajzO2x9bFPQrcg7vgHrJGRGRQTGeE5blVIeJzJyRD+1mFPXjmwIXHtwhYau2uO03C3uu4REhIxtDQBgm8fu59kvtgZvFJcUiwq6usTKJ77wyqgx4iyrO3nrOJGfCACtTa1ZyY+2LdpTU1XrveO7b/jwrTmg8yDyE3UtBpwQDB4ajUalUjk5h/z3bnt7KeuctohJiEU/DuUX5MeENvOmTjHV8lvs//R+vraJ1uCLIhD+FX9wF8GeT58+BQUFRUdHz549GwCwsSGFQmHW3Ldvn6enp6mpqZ6eHqO8ra2NRqORyWQTE5MfVhcdHU0kEo8fP25mZlZWVqakpDSQpoSEBADExsYuW7aMMbuOjk5GRsag+zco7sXfp9Fo24I3YnfN1qANFnLTn6Q/tXWeylL/yunrdTX1jHdrR1sHjUabQB4/mHskKTqFh8iz6fjahWbL3pdVySpJD6Q5UkIMAFJi052WzWbMrq4zMSfj2eA7SAdzHhYWFgICAoPRf/XqVVBQkLu7+507dzDJkMwNAAYGBsLCwtixg4NDQ0NDYGDg9u3bGUeiv9zWXz7VRQVdORy912q2OQCQNMfdCE2gUliET87tv+iywsltjQsAqOtMLC0sP+1/wdjW4H1ZVfLVuyEJx0ynGwHARG1Va0X7y8FX1+z3YVmjpoGGoPC3S2ruYNLc0BIZGOO1fQljN4dvzeGueVy/ED+dNFedW1dPzHyjy7b62q+YfOWsDevmbQnZdZbMb3g/8SEA3Iq6M2uSC5nfUE/M3HvG2g8/msFkJNyvrvi4yn853XNgzFhg++hrOv2uaKhr3LRgu5HEVA0evWljZ0We+DZjffuylIQjP7iTPX2C47wpbgBAoVD8fQ7pjDCdLGi8Yf7WtuY2epkUCiVo+2lzWTt1bl1r5ZlRwVfoSYajrCKDrhzzDTIcZTVZ0Hi53Wp6H6+dj5uh6qRJ1NcTM181e+Pn6trhXEkEANy+fZtIJM6YMQM75eXl9fb2xm7m5ORkHA738OFDLCkkJGTLli3Ms8+WlhYAwEaXPyQsLMzR0dHExERWVjYiIoKNZm9vr52d3eXLlxmFMTExlpaWg+vZ0ODg4MDj8dgxgZsAAFjYISv5Ub+gcd3n+uObg/1CNmFqGG0t7QCAjT1/yM2wW9aOFtomWpKyErciktho9vZSjO0MEy8nMwqTYlJ1LX9ylIkZi4+Pjzmpq6sLh8P5+/vTJX19fUuXLvXx8ZkwYUK/EgZpbmbIZHJjYyPmw+j8clvfv/2Qh8hjOsMYO+Xh5Znv7Yg9u7u7ukk48mn/CwBQ8baypqrWZLoRPaOJncHLnMK2lrYn6bkELoL+VF1MTiBw6lnpPLo72DihKnl8c2NLe2v7990crjWH5TwSIm5vX+JvO9867mX0sasHCp8Vedmtwb7lBC5CaWF5cUHJ2eQgTQONlzmFm1z9zB2Mrz6LOJsc1NXZtXr2RvaF5z98wcHBYWxnyJzEx3BXbHbbUfj09fGrB+JeRntu9Ti07nh6XCbWAAA4uevc4k1u+8J2AsD5A+GxZ29sOLL6Wl6EpoHGqT3n6YUcXHs87Gikzy7PhMIrC9e5HloXEHvuJpbESeAMOxopPkY8tSLhRkHUm/ziU7vPA0Be1vMdS/cuWDUv7tWV07cDm742r3XsH+VDDJVXr17Jy8tfv3594sSJQkJC+vr6T548wZLExcVtbW3pMQ3GqDcj2IOA5fOoH8XFxbm5uW5ubjgcbsGCBREREf3iwoxQqVRHR8eHDx9WVVVhkvz8/PLycnt7+yF1cDBMmzeVA89xcte5nu6ezo6us3tDxUaLmtgZAICouIixrYGQiCBded/KI3pWOkY2+owltLd2AAAvH88P63pXXPkq97WDmx0Oh5uxwCYhIonNReij9lk7WuQ/LKip+rYs8Sa/uKq82sze+Od62traysvLy8HB4imEx+NtbW2VlZXpktOnT3/+/Hnnzp39SoDBmZsl79694+fn7+d7frmtS16VjZEfc/d6uv1EJ20hYxf9RS+evMKSOPB4Y1sDWWVpAHhfWgUA0opj6BmlFMbQaLQPZdXvS6tGS4lzcf0zPpBWGFNZMtj4UtW7j0R+Yr/BxPCtOaDz6Ovra2/rYPx0tHf20wk7dlnXQnvZtkXyKnI6ZpM3Hl1d+OxNweOXAIDnxL8v/eAful3LcNIIMWEVdeWU8rjlfosVxsmpkkkLVjkXvyj5+qWBTcvqaupHjRnJGG7q7OiiN6arswsT7r2449KDc1qGk+TGyjq42amoj81OfYI1AADIRpr2f9mqqCkDQPyl26YzjGYvspdVlnH2mjvZWBMrobW57eqZG+7rXGe6T5dVlnFaNtv+L9uLRyLp9cooSrmucOIl8kgrSBnZ6Bc+fQMARc/fcnFz2bvZyShKqU1RPXpln2/A2kFedMRA1NXVffr0KTg4OCAgICEhgZube+rUqXV1dQCgqamZmJjIJpyNgT1NwsPDlZWV+fj41NTULl68yFLz4sWLKioqOjo6AODu7l5RUZGVlcWmZD09PTk5OfpibExMjLm5ubg466DzcJCUGX0qMSAy6Iom0YDMb3gv/v7Z5CBs/k3SHHcqMUCJpIBpPkjKfpT6ZEvg+n4lYGPM+PDb1soztfgMHNTm3biYwLKumxcT5FVk1XUmAoCD+/Tqio95Wc/ZtG2SnvoYOck7ManYaVJMqo755IEWY35Ia2srgUDw9vaWlJQUFhY2NjZ+9OgRlkQgEBITE52cnLDTmpqaLVu2hISEEInEfiXA4MyNQaVSKRQKhUJpaGiIiIgICwtzc3Nj9l6/1taNdY11n+ouB1/1DVgXknCMi5uwZKpPQ10jABAInKcSA6Y5WQFAa3MbADAGWvgF+QCgpam1rbmN7/sADJ8gX3tre19fH8sa+/7uZlNDc0LE7biwRAc3O+ZuDtOaAzqPkldlkwWMGD9Go6wYFXp7KSUvSzUNNOiSidoTAKC4oAQ7lVGSFhrxbYjExc11JybVRmW2OpcOCUf2mr4GAJobWti0jJPAyfn9QsVUBXt6YzynrcKETfVNW9x2ThE2wXYXvM4rYixWdfK3Z01PT++Hsqrxk1ToSdgNAwBvX5T09vROMZtMT5psolVZ8r7paxN2Ok5jLD1JQFigubEFAHTMJ3MSOBcYLr569sbHyk9io0TVtFXZdAcxGHp7e+vr669du2Zubm5sbHzt2jUqlXrmzJnBl9DV1SUkJFRdXR0YGJiUlGRkZOTh4XHu3Ll+alQqNTIy0tXVFbvHZGVl9fX1L126xL5wZ2dnLJpBo9GuXLni7Ow81A4OhvdlVWvm+po7GEc/uRiVfUFdV83Hfl3d5/p+ap0dXXu8D67e540FQBjp6eoREOKvra7dErj+dFIg2Uhzm8du+mSaDpVKvRV5Z7qrDXYRJGVHa+qrx1+6DWyxcZ6aeDkFAGg02p0rqTYDrMQMBgqFgsfjubm5L1++HB0dzcnJaWZmVlhYyKy5cuVKKysrGxubfvJBmpuOmJgYgUAgEAiioqIeHh6enp5HjhxhqfkLbU3ppTTWNx2/dlDXXHuysdbxawf7qH1Xz7Db2zZM9MQs1Ag6agQdPVHzbR67HT1nbTiyiqXmcKw58G4rJem9F7/bhIDHf+dpOts7+/r6BEf8M4PGjrF4KwAIjfhnEeza+big7Wd2nd1iNcecX5D/cVrOIktv9i0bLSX+ufpLT3cPFzcXJglOONrbQwGAs/tCuzq6AaC7q9t7xtpRUqOin4TJKElxcnK6GixiLITehs72ThqNxi/E4NX/PsYavGSqDz2ATuvrA4CvXxqxfQjcvNzftYxGAwClCYrRj0MvHokM2BKy03Of2hTVHad8x08ax75TCPYICAhISEiMHj0aOxURESGRSEVFRYMvwdDQsKmpiX5qbGxcUVERGBi4ZMkSRrXU1NRPnz75+fn5+f2zvRVbj+Xl5R2ocBcXl3379hUVFTU0NNTW1s6cObO3t3fwbRsk5w+ECY4Q2HPeD/tCTiCTzKVto4Kurt7rxagWvOOMuORIxtVOOlqGk3KaMumnk421qis+RgTGzF0yk1EtO/XJl091J/xOnfA7RReWvCrbGrSBh3fAkJedi/XZfaHlRRXNDc1faxssZppSelnsaBgMmzdv3rz5n2CvsbGxnJzc6dOng4ODGdWSkpLS09Nfv2axOXWQ5qaTkZGBBamIRKKioiI3NzdLNfiltuYT4BspITZy9DcfLywipEhSeFdU0U8NG2q3NrcJ/P1oamlqAwChEQKCIwQZ12gBoLWpjV+Qj2XEDwDCMs4Q+XkBgIfII6MoRX+EMjMcaw6824qPV4thVsEMLx8vHo9vafxnmN/c0AwAAkIsFq/SbmboWmjP8vgWNKz//PWHLdOz0jl3ICzjVtbUOeaYhD60FxUX+VhZAwBvX5ZWvft4KMpfYZwcveRRUqNYtJbIAwCMBmj62owdYA0+GLln7MTvNttIyUuyb6HSBMW9F3f09fUVPH55bFOQ57RV6VW30bau4TB27NiYmBgajUZ35FQqlc0dPhjU1NTu37/fTxgWFqavrx8QEECXdHd3m5qaxsXFsRljkkgkNTW12NjYuro6GxsbISGh+vr+E4LhU1nyQU5Fln4FCAROCdnRzBsoU6+l13z4rM71bREVi2DciUmNzYsYpz62n7KKmvKz+/n9hHFhiZr66r4B6+iSnu6ehabL0uPuD7SzCwCUSAoqasopsWmNdY1GNvoCQvy/6mUp7IFeWVnZTx4bG9vU1CQt/W0bGI1G6+vr4+TkPHbs2MqVK/spszQ3HQ0NDfpuK/b8QlvLjpVJiknt960mMD3Q5VRkAeB9yXtJmW+Dp/cl7/F4vIyyjLyK7Oeqz91d3dw83+6FypL3CuNZ770GgHEaY+m7rdgzHGv+/II5gcCpoq5c8OglXYId0yNFjLS3dvAJ/BOsxKbGbJbmAGCyseYErfGH1wd8+VT3XVFtHeV/O21sYZBecn52wYfyapbFcnFzjZGTLHr+li55mpmHHaioK3NxczXWNSqMk8M+wqJCIiOF2bhrAHiZU4it7nBwcGjqa6zZ71Nf+7Xu+6Yihoq1tXVXV1dS0rc9P3V1dW/evJk4ceLgS4iPj583b15PTw9dkpOTo6CgwKiDvd7h6upKZkBfX9/CwuKHkSsXF5eUlJTExMTfFLMCAElZiYriSvrXuLeX8rHi0xi5/kOZcylBN19cvlEQhX2mmJKNbQ1uFETJq8imx99fN29LT88/I+WXOYVSCmMYs2Ovd0x3tVElk+gfTX0NHQvthB9FruxcrLNTnmQmPhxOzAoA9u/fv3Xr1n+a1NJSVFTUz1gA4O/v//Lly4K/2bBhw6hRowoKClxcXAZj7p/mV9na0Fq3u6v7QdK3110b6hrL31SMnajYT01GUUpGSTo97h/Pl3r9HtloEh8/UddySl8fLTPx21bDzo6urDuP+u2S+Gl+2prD2m21cP2CR3dzQg9fqq74+OTe08PrAyYba6mSWTgPDV21R3dzCh6/rHpXvWv5fhklaQB4/exNZ0fXgC3j4DgYuaeP2jd7ksupPeczE7PSbmac8DtlqzK7qrzaa8cSABinPpaXyBMRGPPlU92DpOwjG04Y2xpUvn1P303LiI3z1IyEB1fOXC95VXb+YHhxwTdHwi/IP3fpzOAdZ5Kv3v1Y+Sk3M2+xpfc2j93s+56V/MjHfl3q9fSqd9VFBW8jAqMlZSUk/h4yIH6OSZMmOTg4eHh4xMbG3rt3b/bs2QICAosXLwaA58+fOzg4YCGsvr6+zMzMzMzM/Px8AHj27FlmZia2L0tRUTE+Pn7mzJlpaWmZmZlLly7NyMjw9fVlrCU6Orq3t3fWrP4vxDk6Ot69e7empgYAFi9ezDyqBQBnZ+fc3Nz6+nrml5B7enp0dHTCwsKGeRGcls16X1q1f/XR8qKKstflu5fvb2/tmOUxAwCKnhf7OKzDBk9yY2WVVZXoH6IAkV+IX1lViZuHW0ZxzL34+ytnrn+clpObmbdj6d6cjGeLfd0Za0mKTqH0Uixmmfar3drR8tHdnLqaegDwW7xn78rDzC20cZ76Krewsb4J2wP2/UXonafjfjPs1mB6Ki4uvm/fvvXr1z969CgpKcnOzo5Kpfr4+ABAb2+vg4NDbGwsAIwZM0aVgdGjR3NycqqqqoqKig7G3D/kd9t6/KRx5g4m2zx2J8emPbn3dNXsjXwCxDmLHQCgt5fi47AuOfbbW+te2xdfPXP94tHIlzmFx7eEPEx+jD3oJGVGO7jb7V1xKDk2LS/r+TqnzXg83tlr7pC6+cutOawYi63z1O7OrtDDEYFbTwoIC5jZG68/zHpZZumWhR/KqhZb+fAL8jl7zVmyeWH1u497vA+xH90rjJOLzYu4dPzy7cvJ5w+E4TnxMkrSc5fOdF05D4sPjhAT3hu289imoFuRSRO1Vf1Dt396X7N+3pbltquPxOzrV5r3jiWNdY1HN57o66MZ2xqsP7xq1eyNWIBv07E1gsIChzcE1tfUi4iLmDuYrDnA+u0bOsu2LaJSqEc3nqj9WMcvyKehp3Y2OQi99D58IiIiNmzYsGzZso6ODh0dnbt372JvkNXW1sbHx69fvx4Aenp6GN8oxgLcsrKylZWVqqqqqampO3funDt3LgCQSKTbt2/3W2gNDw83MjJi3jzj4OCwdOnSqKio9evXFxYWsnx7QFpaWk9PT1pamnlppK+vLycnh+UvWwwJTX2N00mBp/0vuOh54Dg4xmuMDU0/iQVm62sb7sXfX7h+AfsSlFWVzqcGh+w8u2auLwAokhRO3w7sN1CNC08kG01i3lpj7mCyc+nexKg7C9cvKC0sZ/myiIT0aA099dHSo5iXRmh9fS9zCk1Y7bBnZtGiRQAQFBR06tQpQUFBHR2d3NzcsWPHAgCVSo2PjyeTyexLGIy5f8h/wNYHInYf2RC4a9n+ro4udR3V83dD+AT4AKCPSr0Xf58+4J6xwLazvSv08KWALSFyY2UCrh2cbPzthTa/kE3HfIP9vQ+2t3Zo6E4MTT85Qkx4SN385dbETTgtBH/AH91F/Nv4Q/6oNfwxf9eaPX+Iuf8QW6O/YY5AIBCInwQ5DwQCgUAMGeQ8EAgEAjFkkPNAIBAIxJBBzgOBQCAQQwY5DwQCgUAMGeQ8EAgEAjFkkPNAIBAIxJBBzgOBQCAQQ+bbG+YIBAKBQAweNPNAIBAIxJD59sOI//M/xoL4t/GH/NgR/DG/d8SeP8Tcf4it0W9bIRAIBOInQc4DgUAgEEMGOQ8EAoFADBnkPBAIBAIxZJDzQCAQCMSQQc4DgUAgEEMGOQ8EAoFADBnWzsPHYR0JR6Z/1AhTrJVnHlx7rLW57YclRgVfmcg5BTvWEzM/7X/hV7b3X8YUYZP9q4/+psIb65tIOHLKtf/xPeOMzJkzB8fEsmXLmDXb29t9fHxGjRpFJBINDAyePn06mCRmnJyccDjc2bNn2egEBATgcDg7OzvmJHV1dRwOl5aWNuguDoqi58Ue5ss1ifq6ImZ+i/e0tbC+7z5WflrvvMVo9FSygJGTtlt6/H16Ukd7p7/PIcNRVppEfVeDRa+evmZT3VqnzSQc+erZG2x0LgVcJuHIy+1WMyfNVHcm4ciP03IG1bfvoVAoO3bsGDNmDB8fn56eXnZ2Nku19vZ2X19feXl5IpGooqJy8ODBvr4+etJgzI0ZkY6AgICmpmZoaCiNRmNW++W2plAowTvOmIyZpsVnMF/PIz+7gL1+V2eXlYK9qZQNXUIWMGJ8JpNw5KSYFOaMmJnoH7KA0WxNlxuh8f26+UusyTlQgoyi1O7zfthxT3fPm7yi8wfD87NfRD++yMHxvzBfMRC3vJIbPkZO8r/dEMQ/7Nq1y8fHh37a0dHh6OioqanJrOnh4ZGdnR0cHCwpKRkUFGRlZVVYWDhmzBj2Sf1oampKSEhQV1cPDw9funQpm4YRicTU1NSvX7+KiorShcXFxaWlpT/f2wFo+trkYe41Vk05KO5ow5eGfauONn1tDrp5pJ9ae2u7h/lywRGCO85s4RfkuxGasGrWhvDMM1qGkwBgm8fu59kvtgZvFJcUiwq6usTKJ77wyqgx4szVtTS1ZiQ8GKc+Nj78tuPSWWwaxkvkeZT6pOlrk7CoMF34rrjyfemHn+7spk2bIiMjAwICZGRkAgMDp02bVl5ePnLkyH5qCxcuvH///v79+5WVlbOysrZs2UKhULZu3QpDMTcA3Lp1i5+fHwCampqSk5MXLVpUVVW1Y8cORp3fYetjm4JuRd7xDVgnITMqIjDGc9qqlPI4kZEjBtIP2Xn2c9Vn0VHfGkCj0TrbO722L9E2JdN1FEnyA2U/ees4kZ8IAK1NrVnJj7Yt2lNTVeu947tv+PCtOaDzIPITtU206KcGU3XFJMS2eex+/uilloHGIEsfKr29FAJhwCb9Qj59+NxQ1zikLBQKBY/H43C439QkBABMmDCB8XTbtm3KysqLFy/up1ZWVnb16tWEhITp06cDgLa2tqKiYnBw8P79+9kkMVcXHR1NJBKPHz9uZmZWVlampKQ0UMMkJCQAIDY2lnEaFB0draOjk5GRMYwesyAq+CqFQg2KOyIoLAAABG6utY6+Za/LlSYoMqo9e/C8rqb+4r3TkrISAEA2mvQ4LSftZoaW4aT3ZVXJV++GJBwznW4EABO1Va0V7S8HX12z34e5uqToFB4iz6bjaxeaLXtfViWrJD1Qw0ZKiAFASmy607LZjNnVdSbmZDz7iZ5++vQpKCgoOjp69uzZAIBNBSgUSj+1hoaG1NTUEydO/PXXXwBgaGj4/Pnz69evb926dUjmBgADAwNhYWHs2MHBoaGhITAwcPv27Yz39S+39ZdPdVFBVw5H77WabQ4AJM1xN0ITqBTqQPolr8qigq44uE/PuvMIk3S0ddBotAnk8YzPZDZoGmhgXx4AMHcwaW5oiQyM8dq+hLGbw7fmEOYQalNUAaC2uhY7zc8uWGC0RJOoT+Y3XGi2jP28GABe5xV5mC/X4jOYLGjsY7+2uuIjJo88EWM0empmYpbhKKsjGwIB4MunujWOvtpCxroiZmvmbqr9+AXT/Fxdu9Zps66ImTq3rv1Ep1tRd+iFv3r6epGll66IGZnf0EnbjT7n6u2lHFofYC5jq8GjZyZte3DtsZ6e3tzMPAtZOwCwlJ/h47AOACgUStD20+aydurcutbKM6OCr9BL1hUxizwRs9xutSav/mCidnRuRd2ZNcmFzG+oJ2buPWPth/JqTB5z6pqBuOWb/GKnKW6aRH1L+Rk3LibQc105c91cxnYSr76L/qKy1+WDr+5/j6qqqqNHjx45cgSb6SYnJ+NwuIcPHwJAeno6FxfX1KlTMU0CgWBlZXX37l32ScyEhYU5OjqamJjIyspGRESwaUxvb6+dnd3ly5cZhTExMZaWlsPuaH/KCsvHT1JhvPk5ODgep+UCQFbyIxKOnPewAACMbQ3yO7IxzwEAeDyeQODEcXAAwJP0XAIXQX+qLpZEIHDqWek8uss6EHEz7Ja1o4W2iZakrMStiCQ2DevtpRjbGSZeTmYUJsWk6lpO+bme3r59m0gkzpgxAzvl5eX19vbGnt1dXV04HM7f3x8AREREmpqaMM+BwcPDg30rhmRuZshkcmNjY2tr6/fd/MW2vn/7IQ+Rx3SG8bfG8/LM93bEnt3dXd0kHJkxtt/X17dj6d75Pk5KExTowraWdgDAJhM/gSp5fHNjS3trO6Nw+NYcgvOofPseACRkRgNAZcn7RRbeYqNFox6FXnpwjk+A6GHuRX/KM/PpfY276TICFyEy+8LFe6damtoWWXh1d3UDAIGL0NHeeTn46oGI3a4rnSgUiue0ldXvPp64eSQ4/ujHypplNqtoNFpPT+9iS+/yN+9O3Dwc9zLaYqbpJle/jFsPAKC7q3up9Uo+Ab7Q9JMxueFahhorHNZjjblwMPxWRNLu83633lzdeWZL8tW0kJ1nJ+mrH7uyHwCu50cejNgNAAfXHg87GumzyzOh8MrCda6H1gXEnruJtZzARbh2Pm6cxthLD84R+XkHea1e5hRucvUzdzC++izibHJQV2fX6tkbsSROAmdbS3vgtpMHLu3Kab4/3XXaLs99WGvzsp7vWrbfYpbZjYKopVsWHloXMHjr/O+xe/duAwMDc3Nz7FRcXNzW1lZERAQASktLpaSkuLi46MoKCgolJSXsk/pRXFycm5vr5uaGw+EWLFgQERHRLy7MCJVKdXR0fPjwYVVVFSbJz88vLy+3t7f/FX39jt6eXk6G+TeBwCkkIogNPkTFRYxtDYREBBn129s63pdV7V15uK2lfe4SBwB4X1o1Wkqci4tA15FWGFNZwiIc8a648lXuawc3OxwON2OBTUJEEpuL0Efts3a0yH9YUFP1GZO8yS+uKq82szf+uZ6+evVKXl7++vXrEydOFBIS0tfXf/LkCZaEx+NtbW2VlZUZ9Ts7Oz99+nTu3LnY2Ni1a9fCUMzNknfv3vHz82OBLDq/3NYlr8rGyI+5ez3dfqKTtpCxi/6iF09eYUkceLyxrYGs8j+zvSunr9d//uq987sQU3trBwDw8vH8XAOq3n0k8hP7+Z7hW5Od86D8TWdH19P7eYfXB6ioKavrTASAmFPXubgJ+8N3jtdQIWmO87+4o6e7Jz48caCiok/GAsDh6L3jNVRUyaSDkbs/Vtak3cwEADwnvqOtw3XlPH0rHWkFqUd3c96+LN1/aZeO2WQtw0m7zm2VGyvz5VNd1p1H74ord57ZMtlYS15FbsXuZRO0xkcFXQEATgLnjYKo/Zd2jZ80Tomk4L3Ls6O983n2C+xyKKsqYiUb2ehfSDs5092OQODkE+QDAMERgnwCfK3NbVfP3HBf5zrTfbqssozTstn2f9lePBKJtRzPiefm4V7l76Whq8bJOdiQmoq6ckp53HK/xQrj5FTJpAWrnItflHz90oCl9nT3LN28UF5FjkDgdPSc1dtLefuiFAASIpJExUU2Hl0tryJnbGvg7D13kNX97/Hx48dLly5t3ryZLtHU1ExMTCSRSADQ3NwsKPjdA1RQULC1tbWvr49NUr8qLl68qKKioqOjAwDu7u4VFRVZWVlsmqSnpycnJxcTE4OdxsTEmJubi4uzWEUYJjLKMqWvynp6erHTus/1zQ0tHa0dAEDSHHcqMUCJpMCoP1nAaJryzEepT0LTT8mryAFAW3Mbn+B3D0Q+Qb721nbmi3DzYoK8iix2Uzu4T6+u+JiX9ZxN2ybpqY+Rk7wTk4qdJsWk6phPFhUX+bme1tXVffr0KTg4OCAgICEhgZube+rUqXV1dQBAIBASExOdnJwY9adNmzZmzJiNGzdeuHBh/vz5wPabwLJGKpWKPdMaGhoiIiLCwsLc3NyYF3F/ra0b6xrrPtVdDr7qG7AuJOEYFzdhyVQfLGxOIHCeSgyY5mT17YLU1AdsCfEL2cRL/M5PYJOG+PDb1soztfgMHNTmMYYrmOn7u5tNDc0JEbfjwhId3OyYuzlMaw7oPIpflKgRdLCPFp/BQrPlssoyp5MCsRa8zisiaY7j4f3WQ2ERIRlFqaKCAR1+4dM3JM1x9Jm4hPRoKYUxBY9f0hVUJ5Owg9fPiniJPPTbY7yGyvHYg6PGiL/JK8Lj8di3HGOi9oTighIAwOPxb/KKF5ou0yTqk3DkyQJGANDc0AIAZvbGORnP1jptTrmW3tzYojBOTm6sbL+2vX1R0tvTO8VsMl0y2USrsuR909emfm0bPFzcXHdiUm1UZqtz6ZBwZK/pa+hNwhinMRY7EBAWAIDmxhYAKH/zbqyaEh6Px5IYO/unce7cOWlpaVNT099UPpVKjYyMdHV1xe4xWVlZfX39S5cusc/l7OyMRTNoNNqVK1ecnZ1/R9vmLHZorG86sPpoS1NrTdXnzX/t4BMg4jnxA+lHZJ0PvH5IWVVxkYUX4z31Q6hU6q3IO9NdbbCLICk7WlNfPf7Sbfa5bJynJl5OAQAajXbnSqqN89TB19iP3t7e+vr6a9eumZubGxsbX7t2jUqlnjlzZiD9oKCg27dvL1myZPHixSEhIT9Ro5iYGIFAIBAIoqKiHh4enp6eR47034mA8QttTemlNNY3Hb92UNdce7Kx1vFrB/uofVfPsNjbtm/lYT0rHSMb/X7ynq4eASH+2uraLYHrTycFko00t3nspkdHmNETs8Ae3Xqi5ts8djt6ztpwZBVLzeFYc8ChtNxY2UNRe7Dj6JDYB0nZh6P3Co345uTbW9qlFaUY9QVHCLa3tPcv5W/aWtqLnr/V4NGjS3p7er/WNjBk/+ZXWpvbuHm5WZbAL8TP6DwFRwhiocCy1+VrHX0dl80OSTgmNlqUSqWqEXQwHQc3O5GRI6JPxvou2E6lUCxnm28N2tBvkwNWyJKpPvTVJFpfHwB8/dKI7UOgt23wXDsfF7T9zK6zW6zmmPML8j9Oy1lk6c2o0L+PNBoAtLd2iI3+Z4OHgNB3g8c/ipiYGGwTLcvUESNGNDc3M0qampoEBQU5ODjYJDEKU1NTP3365Ofn5+fnRxe+evUqKCiIl3fA4KSLi8u+ffuKiooaGhpqa2tnzpzZ29v7M91ji8I4ue2nfA+tPR5z6hqRn7hyz7KPlTUiA48HsQ0slrPM/jJeemRDYOTDC4IjBNu+X59rbWrjF+TrdxGyU598+VR3wu/UCb9TdGHJq7KtQRvo40Jm7Fysz+4LLS+qaG5o/lrbYDHTlNLbf4l7kAgICEhISIwePRo7FRERIZFIRUVFA+lPnDhx4sSJNjY2PDw869evd3NzG6S56WRkZGBBKiKRqKioyM3N4lGD8QttzSfAN1JCbORoMexUWERIkaTwrqiin9qDpOwn6U8TXl9lLkHLcFJOUyb9dLKxVnXFx4jAmLlLZrKsMSzjDBZj5yHyyChKcXFzsVSD4VlzQOfBw8utSv424t5wdHXGrQdHN57YfW4bJuEX4m9pbGHUb25oHiU14LROQIhf00Bj55ktjEI+ARbrP3wCxNamtr6+vn7mFxDib2tuo9Fo9AdKc0Mz9ni9f/shgZtr07E1WFip/vNXxoxGNvpGNvpdnV0PkrL3rTyy03PfiRuH+5UMAAcj94yd+N1mGyn5n9/Fm3YzQ9dCe5bHtyBpvyYNBC8fL+OafNPXZjbK/8NUVVW9ffuWzfqkiopKVVVVV1cXD8+3Z1xJScn48ePZJzESFhamr68fEBBAl3R3d5uamsbFxbEZY5JIJDU1tdjY2Lq6OhsbGyEhofr6+p/tJTscl86ascCmtvrLKClxKrXvmG/w2ImK/XSKCt5WFFfazPtnqDhBa1xiVDIAyKvIfq763N3Vzc3z7eFYWfJeYXz/nZ1xYYma+uq+Aevokp7unoWmy9Lj7tsOPAJVIimoqCmnxKY11jUa2egLCPE31jf9XDfHjh0bExPDeFNTqVTmB/rHjx/v3r07e/ZsAYFvwzgymdzV1VVVVTVIc9PR0NCg77Zizy+0texYmaSY1H7dJDA90FNi01qaWs2kbbFTGo3W19c3kXPKpmNrXFfO66esoqb87H7+QDWO0xhLD/OwZzjWHNSCubCI0Op93tcvxNPjoark8W/yi7EVbwD4+qXhQ1nVxIHDOxO1J1SVV0srSimMk8M+HBw4bL9BP1TJJCqViq1YAEDZm3dzyQvK3rybQB5PpVJf5hTSNQsevcQCSu2tHdw8XPQFCWzpBVv3S4+//7HyEwDw8PJYzTZ3Wja76PlbegmYjoq6Mhc3V2NdI71twqJCIiOF2bjrH9Le2sHoGrFQAJulSAx5FdmSl2VU6rc9fLmZeT/dgP/X3Lt3DwBYvt6BYWlp2dfXl5j4bY2to6Pjzp07NjY27JPoYK93uLq6khnQ19e3sLD4YeTKxcUlJSUlMTHxN8WsAOB96YerZ2/w8PLIKsvw8PLciUnl4MDRt07RyXvwfKOL3+e/dz8CQHFByRh5SQDQtZzS10fLTHyIyTs7urLuPOoXDMFe75juaqNKJtE/mvoaOhbaCT+KXNm5WGenPMlMfDicmBUAWFtbd3V1JSV92+JVV1f35s2biRP7R2u/fv26cOFCuk0BoKCgAIfDycrKDsbcP82vsrWhtW53V/eDpG/vPzbUNZa/qWAeDaz0Xx73MvpGQRT28diwQGyU6I2CKDsX6/T4++vmbaEvgwHAy5xCKQXW77IMlZ+25mB3W81Z7DBBa/yOpXuxDszzmtvb0+u32L+8qKKo4O0Wt50CwgL2bixey8RwWja7raV9q/vOty9L35d+OO1/YTrJ8U1+MbOmnpWO4nj5HUv3Zqc+yXtYsHPp3p7uHnkVWQNrPaUJiruWH3jx5NX70g/HfINKXpW5rXUBAA1dtcb6pusX4r98qrsccrXkVbnYaNHiFyWtzW0RAZfXOm1+9iC/uuLj0/t5d67c1TLUAAAs/nb/9sPSwjJ+Qf65S2cG7ziTfPXux8pPuZl5iy29t3nsHuSV+fS+Jiv5EeOnq7NLQ1ft0d2cgscvq95V71q+X0ZJGgBeP3vT2dHFpigb56lfvzQcWH307cvS5Ni0uLBbg2zD/xgVFRXi4uL9FkKfP3/u4OCAxTRkZGTc3d1XrFgRGxublZXl5OSEx+O9vLzYJ9GJjo7u7e2dNav/C3GOjo53796tqakBgMWLF69cuZK5bc7Ozrm5ufX19cwvIff09Ojo6ISFhQ2z+12d3Xu8Du5defjV09cJEbePbAhctMkN+8YWPS/2cVhXXlQBALbzrUdKiHnZrbl7415uZt7eFYdyMp65+DgCgKTMaAd3u70rDiXHpuVlPV/ntBmPxzt7fbf/Iik6hdJLsZjVf1XJ2tHy0d2cupp6APBbvGfvysPAhI3z1Fe5hY31TSZ2BkwXoXeejvvNwX11J02a5ODg4OHhERsbe+/ePWxugb3W09vb6+DgEBsbCwBqamrW1tYrVqw4e/ZsVlbW8ePHDx486OHhQSQSB2PuH/K7bT1+0jhzB5NtHruTY9Oe3Hu6avZGPgHinMUOANDbS/FxWJccmwYAo8aIK6sq0T9io0XxnHhlVSVhUWEZxTH34u+vnLn+cVpObmbejqV7czKeLfZ1H1I3f7k1B+s8ODg4toVsrHj7/tz+iwAgoyh1Ie1kzYfPczRdFxguAYDwzDNsXpiUlJUIyzhdX9swX3fh7EkuD5KyTyYep4fFGCEQOM+mBCmSFFbP2eQ9fY3oKNHTSYHYHvZzKUFyY2WWWq+Yoer06G7OiZtHdMwmA4CRjf4SX/fjm4Onk+a+zCncfW7rvOVzEiPvBO84c/TKfrmxsmudNtuOm7PJdftkY02/kE0AMIE83nCa3tGNJ45sOAEAm46tmbd8zuENgTZjZ21y9dM00DgY5T/IK5Mel+k5bSXj52ttw9ItC6eYTV5s5bPAcMloKfFtwRsNpuru8T50P5Hdfh59Kx3f42vv3shw0na7dPyyf+h2APjpgPL/Xz5//iwkJNRPWFtbGx8f//XrtwBgSEiIk5OTt7e3lZVVe3t7enq6mJjYD5MwwsPDjYyMmDfPODg4cHBwREVFAUBhYeGbN2+Y2yYtLa2np2dvb8+8NNLX15eTk1NdXf2z/f6GiprykZh9uRnPFhguCdx2atEmN6/tS7Ck+tqGe/H3sXjmCDHhsMwzciqye7wPetmtzs9+ceDSrumu3wbdfiGbpjlZ+XsfXGzl09neGZp+coSYMGMtceGJZKNJzFtrzB1MODhwiVF3AKC0sLz8Tf/QPABISI/W0FM3szdmXhqh9fW9zCmsrR5w134/IiIiZs2atWzZMltbWzwef/fuXSw2RaVS4+Pj3779Fie4cuXKwoULDxw4YGVlderUqXXr1gUFBWFJPzT3D/kP2PpAxG6LWaa7lu1fbrsaj+c4fzeET4APAPqo1Hvx97G3INigrKp0PjW4p6tnzVzflTPXl71+d/p2oN1860HWjvHLrYmbcFoI/oA/uov4t/GH/FFr+GP+rjV7/hBz/yG2Rn/DHIFAIBA/CXIeCAQCgRgyyHkgEAgEYsgg54FAIBCIIYOcBwKBQCCGDHIeCAQCgRgyyHkgEAgEYsgg54FAIBCIIYOcBwKBQCCGzLc3zBEIBAKBGDxo5oFAIBCIIfPtZ8z/53+MBfFv4w/5sSP4Y37viD1/iLn/EFuj37ZCIBAIxE+CnAcCgUAghgxyHggEAoEYMsh5IBAIBGLIIOeBQCAQiCGDnAcCgUAghgxyHggEAoEYMqydh4/DOhKOfPFIRD95Y32TGmEKCUemUCg/XeXqORs9LLzYKJQWlpFw5LyHBT9dBZ28rOckHDntZgZz0ob5W40kpha/KKHXFRV8ZSLnFCxVT8z8tP+F4TcAMSTmzJmDY2LZsmVssrx69YpAILi6utIlAgIC/UqIiYkZKLuTkxMOhzt79iybKgICAnA4nJ2dHXOSuro6DodLS0sbROdYUPKqzHbc7CnCJv3kVe+qvaavIQsYaQsZr5u3pb7260AlNDU0e01fQ8KRiwreMsrJAkYkHJnxkxSTMlAha502k3Dkq2dvsGnqpYDLJBx5ud1q5qSZ6s4kHPlxWg6b7CwZkrmpVOq2bds4ODgCAgIY5YM0N2ZEOgICApqamqGhoTQajVnt19p69ZyN/WxBwpF3LtvHrNnR3nnMN8hSfoYmUd9GZfb5g+F9fX30JH+fQ4ajrDSJ+q4Gi149fc2yLsxM9A9ZwGi2psuN0Ph+3fwl1uQcKIGXyJN4OXnh+gWMwpTYNE4CJ4VC/WG5bHD0nN3T3cNGQXyM+I5Tm2WUpIZTC4aW4SQZRamEiCSLmaaM8va2jnvx9+d5zZWQGf2r6kIMn127dvn4+NBPOzo6HB0dNTU1B9Kn0Wienp79JO3t7du3bzc1/cfiJBKJZfampqaEhAR1dfXw8PClS5eyaRiRSExNTf369auoqChdWFxcXFpa+sNODcSN0Ph9K49Iykn2k3d1dnmYe42SEg+KO0KlUI/5BnvPWBvzJAyHw/XTfJlTuMbRV0CIv5+cRqN1tnd6bV+ibUqmCxVJ8iyb0dLUmpHwYJz62Pjw245LZ7FpMC+R51Hqk6avTcKiwnThu+LK96UfftRX1gze3DU1Nc7Ozl++fMHj8YzyIZkbAG7dusXPzw8ATU1NycnJixYtqqqq2rFjB6POL7e1zy7P+T5O9NOujq61jr4kzXHMmlsX7np2P3/Nfm9ZZZm8rOcBW0KoFIrn1kUAsM1j9/PsF1uDN4pLikUFXV1i5RNfeGXUGHGWNZ68dZzITwSA1qbWrORH2xbtqamq9d7x3Td8+NYc0HloGmhkpz55V1ypME6OLkyKSVXXmZiT8WyQpbNEz3IKewWhEYJOy2YPpwpG7N3sTvtfaG5sERohSBem3cjo7Oia6W73a+tCDJMJEyYwnm7btk1ZWXnx4sUD6Z8+fbqmpsbCwoIuaWtro9FoZDLZxMTkh9VFR0cTicTjx4+bmZmVlZUpKSkNpCkhIQEAsbGxjOPi6OhoHR2djAwW89rBELLz7LHYA29flJ4/EMYoT4xKrqupv5IbLjJyBABIykrYjZ+TnfrEYKpuvxLO7gt18pylbUqer+fBKO9o66DRaBPI47VNtH7YjKToFB4iz6bjaxeaLXtfViWrJD2Q5kgJMQBIiU1nvGWSolN++pkweHNHRUWNHDkyMTFRTEyMUT4kcwOAgYGBsLAwduzg4NDQ0BAYGLh9+3ZGx/zLba00QZHxNHDbSRllmTmLHfqpNTU0P0p9suXEBvu/bAFAy3BS0fO3qdfveW5d9L6sKvnq3ZCEY6bTjQBgoraqtaL95eCra/b7ACs0DTQEhQWwY3MHk+aGlsjAGK/tSxi7OXxrDrjmITZadJz62NuXk+mS2o9f8rKe6zI8+qlU6gm/U1MV7TV49EylbPZ4H+xo78SSenspe1cc0hU1nyxovNVjd3r8fRKOXFdTD9+Hrb58qlvj6KstZKwrYrZm7qbaj1/g+7AVmyrWOm1e4+h7K+qOtfLMSbz6c7RcX+YWMnfE/i9bSi8l+epdRuGtyCRVMklpguJgQmS3ou7MmuRC5jfUEzP3nrH2Q3k1PenKmevmsnaTePXdTT3fFVeScOTb0d+CA7ejUxzU5qlz6xqOstq74lBXZxebKhDMVFVVHT169MiRIxwcHACQnJyMw+EePnxIV/j8+fPmzZtDQkK4ubnpwpaWFgDARpc/JCwszNHR0cTERFZWNiKif5CWkd7eXjs7u8uXLzMKY2JiLC0th9QpRqIehRpN02eWP0nPVdeZiHkOAFAYJyejKPXobg4AZCU/Yvy6bgvZtHSLB/OMpK2lHQCwsecPuRl2y9rRQttES1JW4lZEEhvN3l6KsZ1hIsMzAQCSYlJ1fzQcHAz9zN3V1YXD4fz9/bHUefPmxcbGMpt1SOZmhkwmNzY2tra2Mgp/h63p1FR9DjsateHIKqyb3V3dJBwZi5ALiwjlNGVingODi4cbU3uSnkvgIuj/PXogEDj1rHSwr8RgUCWPb25saW9tZxQO35oDOg8qtc/a0YL+KASAO1fuKqsqyirL0CVhRyMvHolce3Bl3MvofWE7MhOzAreexJLO7gu9evbmuoMrruVHSslLHl4fAACchO8mOhQKxXPayup3H0/cPBIcf/RjZc0ym1X9YnNsquAkcL588upJWm7044sPPqeMEBPeunA3c0ckZSW0TbRuRd6hS+o+1+fce+bgziKsyczLnMJNrn7mDsZXn0WcTQ7q6uxaPXsjlpSbmbdr2X7LWWY3CqKcvR03zN9K72Pq9fQN87ca2fxfe2ce1sS1NvATMGwBomARWQRBTKUIiFSR1QACBoQEBUSgIIJUUdTrUlzQ6wJXrX5tar0uuLC4xKJCNEATEcKDWuGTRZFNgcgqKCAIQsh6/xhNQxKyYHnu4vye/DHnzFnnnZlzzvu+J+OU8+x6ctqB+znF+2OOyFMdjIBDhw45Ozt7eHhAQT09PV9fXx0dHUGChIQELy8vHA4nnAt6EaBQKJnl19fXl5WVRUZGIhCIiIiIzMxMkXtPGC6XGxwc/ODBg7a2NiimoqKiqakpICBgAl2D0DeaITG+5WWbsbmhcIyRmWHLi1YAgK6ejpuvM1pHW3oJHwaHAQDqKDWZbWiuf1VdVoOP9EMgEP4RuDuZeVIuAo/L8wn2rHhQ9bqtC4qprahva2p3D3CTWZFMRMStrKzs6+trYWEBBY2MJCuW5Re3RJqbmzU1NUXGnsmQtYAzhy7YOdss8VgEBZWUld18nU0sxqz2mCPMN51vs1KzqVkFkX8LAwC0vGzTN9JTUUEK0hibGb56Ia9+qa25Q0NTQ2Qy8fnSlOZt5bvGp7WxTWCZySfRcKHewgmC41bmNtzyXuVhOtdkiedi7yDPR7TH0Km7mXnLArGrYvAmc4w3JMVIXAs/ulfa8OzlPzIOOrh/u9BlwcHUvaZzZ73pfCtnFQCA9/1De3/dNW36VC20pn8Erqm2eWRYwgQfH7Wi8uHTdkYHFMy9RlVSVhLpy3hgbCyoTTkbkmLMvja1sreM2BJa//RF75s+AMDdK3l6Bl/tOrl1NsbUe5XH8hAvQa6LxzPsnG3/dnTzbIyp63KnbUc35V6nQusqGHno6OjIyMjYvXu3IMbOzo5CoQjU2Xl5eTQajUgkimSE3ibp6ekWFhYoFMra2vry5csSq7h8+TIGg3FwcAAAREVFMRiMkpISKU1ydHQ0NTUVGGNJJJKHh4eenmSl8+cwODCkqT3mdaapjXrfPwgAsLT7+gzl5zmWZtJLgOaY5PRcHwvCQpQz3nr17ct3JKbMvnxnNsbExmE+AAAftaKd0VFeUiml5AWONoamBvkkGhTMI9EcPL7V1dORkkUexMWNRCIpFEpISIiUXEARcUNwuVwOh8PhcPr6+jIzM9PS0iIjI6HZvTCTJOvujjfkjNzY3WsFMUjklDOUn4VfHQCAuOVblhouP7nrl8MXk/zW+AAAhgaGUGNvCZQ26sPgB4E5XQTep2729w3cyczNSaPgI/3Eu/mZ0pQ2eBiaGixwtMm9RgUAtDa1P39Si1s9ppN8Pv/MoVTXmd5WyossEfZpJ68M9L0HALBY7Lbmjm8WzhOkdMFJWJ7XPKlT11ATPAnzbDE/ZR0TMQGNVwWEiYWxBkodOtaaqgUAeP/uPRBj2Up3dZQ65erHBdrdK3nu/q5TdeT6kImKqko+iYbDrLRRcbBE2G9csQ0AALWhue7VvAUYgUhcP/WRy+XWVdQLJhcAgEVLF/L5/GelErRqMBJJTU01NjYWtoIKMzw8HB8fn5KSAqmnhWEymWg0ur29nUgk5uXlubq6RkdHp6amiiTjcrlXrlwJDw+HnjETExMnJ6eMjAzprQoNDYW0GXw+/8aNG6GhoRPt3+TCYrK00Jrd7d17iDvO5hHtXe32RR/KSs0WScblcu9eyV8RjoMugoGJvp2TDTkjV3rhuFBvyjUqAIDP5+ffEJ1QTgzp4paCnOIWMH36dCQSiUQidXV1o6Oj4+LiTpw4ITHlZMj6ZmrOTOMZi4W8GCSy99TOs7nEVbGE/TFHrp3+bQIVOU73tEY6WCMdHHU99kUfCo4L3Hlii8SUnyPNcQ3mEL5rvM8lX9p1cms+iWq92MpotmFNeb3g7JH4Y2X08hPXU2yXzFdRVSHu++etC2QAwMiHET6fr/XJYgMA0PlqqnjhgwNDquqq4vHCjFcFhJpYdomLbg2Uuvcqj7tX8r7ft66pjlFX2ZBweIP0egXcvJBzav+5g+f3eK3y0NTW/KOgdN2yeOjU8NCw4ew/XWWmfeojc2SUw+GeS76YOtYQ2tvdJ2elMCQSCXKilXj2wIEDBgYGEn06XVxc+vv7BUE3NzcGg0EkEmNjY4WT0Wi0zs7OpKSkpKQkQWR1dfWpU6fU1dXHa1VYWFhKSkpdXV1fX193dzeBQGCz2Yp2TSboadqDA0PCMe/7h9DTtMZLL85ClwWl/XRB8Fu3he2MjkwiKSiWIJzsIe3xm863vySd+SXpjCDyRXXj3lM71dTHVXn5hfmcT7nUVMcY6Bvo7e7zJGA57Ik77kNIF7cU5BS3gKKiIkhJpaGhYW5uLmwtE2EyZJ1HovqEeMns5tz5c+bOn+OKc1JVU/lxBzEg0k97mvbQ2FtisH9IUxslvpiASCs6p6GpDgBQ01CbZW6koqoyXl2fI00Zg4dP8LKjW09WPKjKI9FE7jw+n19ILo7bt07g0dHT9dEbHXqnC9tn+nsHxAtHaWkM9g/xeLzxLoGUKhQFH+WXnXa3przufg59ur6us4+o48p4FGQXLfFcFBgdIN4AVXXVYaE+Dnzqo7qGGhI5JXxL6Mp1Y5SkujM+d3X/hdDW1tbQ0CDFPnnz5s3W1lYVlY+PBLR4J5FI5eXlNjY2Iomtra2Li4tFItPS0pycnIR3DIyOjmKx2JycHClzTEtLS2tr66ysrLdv3+JwODQa3dPTo2DnZGOKMWl50SIc0/KixXeNz+eUibG2eFJcIRKZk0axc7JJ/Hm7IIY1ylqL/f5+TrHv+DPQOZZmGGsLalbBu7fvXHFOWmjNdz39n9M2meJWCIniFmBrayvwtpLOXy7r121djIYWKb6m3R1vHt0r9VrpjtL6aML5xn7eKHO0q617Nsakq61rlDmqqvZxtHv1osVsnmTfawDA17ZztafKNdv4HGnK2GGu89W0JcsW/3budlMtwzvYU/gUh8NljoyitD4aYQYHhgrJxdDEX1VNVd9oxotnjYLEJfmPxAu3srfkcrmVD59Cwcba5iD7iMbaZnmqUBR7Vzuj2Yb3c+gF2fQV4TgRb3EpfBgcFjQAAAAt6qE2mFjMapDURyUlJcuF8zpbXpt9bQr9jMwMkSpThH2FYaRQWFgIAJCyvYNKpT59+rTqE1gs1tfXt6qqCoPBkMnk1atXs1h/biQqLS01MxtjJIC2d4SHh9sL4eTk5OnpKVNzFRYWRqVSKRTK5OmsnL0dqstqINdEAED1/9e8but2laT4HY/75OLtq/ewWH/OlJ+VPjcyG2OEh7Z3rAjHWdlbCn52TrYOnovuyNJc+YX5PKQ+plMe/CU6K5niloI84p4wf62sSwufAAAs7TDjJejvHdi79iCd8qc/YX3VCwQCYWAyc8myxTweX3BqZJhZkv9IoVtCChOWpuy/J/Fb45N/494irP1X+mM8rJHIKd8snJeTRmltaq8pr0sg7PAkYAf6BprrX3E4HO8gj/wbtDwStbPl9fmUSx2vXouX7OjlYD5v9oH1yQ9pj8sfVP19fTJrlDUbYyJnFQr1E4FABHzne+siubGmiSCfnxWE7RLrR/dKq/541tbcfnDDP2bNMQYA1DypHRlmegd5dLzqPLX/bDujoyC7iHarUJAremfEvVuFF46lt7xsratqSIzYH+ES+2FoWKE2f7EwGAw9PT1t7TFjbWVlJR6Pr6urAwDMnTvXSggtLS00Gm1lZaWmpmZubk4mkwkEQkFBAZ1OX79+fVFRUWJionBR169fZ7PZgYGiG+KCg4Pv3bv3+vVrAEBMTExCQoJ420JDQ8vKynp6esQ3IbNYLAcHh7S0NHn62N83UEYvL6OXtzd3cDlc6Li5/hUAwDt4mbG50ZaVu/64X1ac+yAxYr+DxyJ7VzsAQF1l/Sb89qY6BgCAx+NBuWor6gEANU/qyujlTx9XAwBmmRsWkosTCDv+KCgto5cfWJ9cWvQkJjFKuAF516kcNsczUNTM4BO87NG9UmjoSoo5nJzwo3jjcaHe1WXP3/X0L/VzFrsI7NUOUdlpd+W5CBASxc1ms/F4fFZWFhSsqKig0+l0Op3H4zU2NkLHTCZTHnHLZLJlDdHB6NTV0xFxhWCzOZvw23/PKgAAYKwtXHwckzcf/+387fKSyvSfrl48lh4Y7a+uoWYwSx8f5Ze8+fjvWQXlJZXbQ3YrKyuHbgxSqJt/uTRlDx7u+KUqqkgRUznE4YtJCAQiwCok8bsDEVtDNx6INTCZGeES093+ZvPhDZ6B7vtjjqy0C+998y7mh+8AACqqSOHsSOSU89RT5pZmW1f9EL9im+4M3bN5RJE1gZQqZLZchIBI356uXmh7h/y51u9Zu9j92xivTREusfpGevt+3eXsveRw/PFiSom7v9vW5I2/nbsdYBVy+9Kd/WcSAQCqaioAgGWB7seuHM699ru/VUi0x0bWKCudfg4ln989TFdXFxot6s7Q3d1NJpN7e2XoLa2srGg0GpPJDAoKIhAINTU1ubm5a9asEU6Tnp7u6uoq7jyDx+OVlJSuXr0KAHj+/Hltba14+cbGxo6OjgEBAeKmER6PV1pa2t7eLp5LnOqymihsXBQ2Lis1e/jDCHQM7RZUUUGm0n7V0Zu2OWD7rrB9Ng7zf8o6CuXq6e4rJBdDSmA2iw3lOhx/DACwP/ZIFDZu++o9AAALqzkXaL+ymKxtQYkJhB2NNc1nc4l+YxVfOekUe9cF4q41HvilSkoIytV8AMDL501NtQzxxs801rd1tHEPcBM3jfB5vGelzxV6PCWKm8vlksnkhoaP/7myceNGLBaLxWLZbPbp06eh466uLnnELZPJljXE264eTbH/AuBxuYXk4lcNH7WUJ2+kENb6XziaHuO1iXTmVtT28L2ndkKnkk7/sDzE60j8sRivTSMfRi7d/+e06VPlrx1MgjQR35xFg0n46C6bzRnsHxRsdDp75GIm8frDtxP8C6D/TPh8fk93r2BBVv6gKsIl5s7zGwoNTl8sX8hHrcEX811r6Xwh4v5CZD253zC/cDTNyyzg96yC1qb2guyiTOJ1wlr/Sarr30V5SaXbTJ8zhy+0vGyteFh1bNv/WS+2Mpflgw8DAwPzP4AMb6sJE7s7ijky+uOOn3u7+/SN9ILjAr/ft26S6vp3Ye9qdzTj4MXjGedTLqN1tBctXbjjxy0TcDeEgYGB+a9jsgaPKVOmbEuJ35YSP0nl/4fgH+HrH+ErOx0MDAzM/xbwx6BgYGBgYBQGHjxgYGBgYBQGHjxgYGBgYBQGHjxgYGBgYBQGHjxgYGBgYBQGHjxgYGBgYBTm4w5zGBgYGBgY+YFXHjAwMDAwCvMvRkO5JDgrZgwAAAAASUVORK5CYII="
<image>Look at the following schedule. Isabella is at Gecko Paradise. If she wants to arrive at Magician Village at 7.30 P.M., what time should she get on the train?
3:30 P.M.
283
null
3:30 P.M.
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"
<image>A baker wrote down how many pies she made in the past 5 days. What is the mean of the numbers?
5
284
null
5
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lX0asrY9SCs+MR4IvADy6+wwARi7J04CGswCA+PO8AZ1Ef6n4Gh35/T1QCWmxE5cO4XA4yik2AJDJ5N6eXvSGI7V3REe+Q20jchI7KZ55edk/OXEiLVDRUMrLLEA2CQGgqaG5suyLqpYS7VIY/wOc2H92q+PuoaEhNGV4eLi9lcTHz1NeUulk4VFcUIJmZaRk09PTi4gKUSlJjkuNjnzLxc0pKiHCwMDw8M4zdR1Vgal8ZDLZ02EX5UwL+VBPE/+x+J4Y+0lZnXpvnAbjB9Ph4eHa6tqzRwIqy768j467ffX+ErOFLCzMXNycazaYBfpdexUeU11Z8/D205Drjxzc1uNwuFkLDGUVpHa5Hc74lFVRWnl0j19R3mcnjw1Umg/57WZjZ92+cQ9VXKCjo9vr4ePteiA/u7Cy7MvzJ1FZqTlUa8DzlsxiZmHe5+n7ubA0MzXnkNdxJCbSxtpxTSepc6vD7sLc4orSyvPHAmerLsvNLAAAU/OlTQ3NB7cfK8wtfv4k6tGdp6NqQEyNCn8T/vDll4qvNwLupSZmmK01RQUsbVc9vhtBz8BgMFtvZHEFFTkWAsu1i3fqahveRcX67jo1d7FR2ecK2uNTTT21lqbW0BuP62obbgaGFOV95p/CW5BbjMwSJgINZwGAqoZSVPib5saWnu6ec0cDOzu/h7+a6m9OazyunLtR9rmi7HPFheNXAEBdR4VSMyMjo4qG4qM7TyvLvuRk5DuYuy0yndfW0l5aXE4mk1U1FbPT83IzC8hkcsyL9wnvk9GCnFwcjXWNyXGplG+njWT9Rsv+/gEv530lRWX52YWeDruInOyrrZZPsOEY/13s3dZ/Lij1sPVO+pg6NDSUmpCxzWlP7de6FZbGwqKC+dmFTms8XoRFpyVlBvgFB5wOtrBdyc3LBQDemw4gb0kCQFFeictaz9tXQnMy8s/4XIx4+HLn4S0AgMPhBgeHvF3337ockvEp68m98C32O2UVpOYtMUIKDg0N1VbXiUlOm7jB47+0Tx4gu3lv/FpVs8zQvK+3f86imb7n9iJZPmf3EIns+7b4NjW0CIpM2bLbZZOXIwAwMjLefR58eMcJK2On3p5eWUXp4Ef+I4MLGzvruWvHV81bfyPgHuWrLexEtpCX104eOLdmoW1vT6+wqNC2/W5UW1V8ArxXQs8d3H5skY6ZrKK0z9m92zfuxePxQBNhUaGHr28d3eNnMtOSjo5OXlnm5tNAZMhsNN/g4Omdl89cD7n2SEldwe/qkQXaKwYGqL/gSB4gA8DhM3uuXbyzzWkPgZVl8w4nS9sfthnO0cMzM622MqVcMkbh5uU6G3z06B6/sJBIdW1lv6tHvlbVbrLeZrPc+WXS47HMnrPIaJOX4/F9Z328T85fNvtkoE/QhVuBftfwePwGF1pvHVAylrMAYO9xLy/nvXoy8zi4iDYbLVeuNXn7KhYA9Gdqn7127Oq5G36HLzIw0MsoSF17fFFKVoJK86krvl4b987TMJkmLrLT11NZXTHxwyezOVYvEh6ttVudk5FvudhuaGho/rLZ3j6eTmvcyeRBADA1X/Lw9lOb5c7OW+0Fpo7y3RUEMclp919dP7b3zGLdlQw4Bh0DzUcxt3j4uCfYaoz/LuraKveeB585cslh9ebenl7HNe6KavIPoq4j06kHUTdOHDi/d4tvB6lTTEJkp8+WDS7rkIKfC0rRT5+Ns2VLU4v/yavNDc2SshJBDy+ggehk4OEpgvxXzt1o+NYoIMi/YNnsrfs2o2/mNzU0Dw4Oso9YqaMB3de+wvGl/pW0trSxEFiQF2v6+vqVp+rvPrJt4sHlb+J9dJytmWti0WtBkam/1xIMjP8ZZLg1Cxo+oStdtCnKL/E7dCHoof/fbRUV/7Gvk6J0kDoN5RcazNbz3OMKdHRXzl6np6dbsmL8byn8fdRWfyvM+7zDZZ+VozkWSTEwJhE3b6dRp3qj8vjOs4UmE92Cn0T+wyPTzNSco3v8cjPycTicgqrcLt+tyPfMfheOa9w/vI43Wb34yIX9yHgZAwPj/w//4WCKgYGB8e8B+3FoDAwMjEkAC6YYGBgYkwAWTDEwMDAmASyYYmBgYEwCWDDFwMDAmASwYIqBgYExCWDBFAMDA2MSwBEZeMeXwsDAwMCgCTYyxcDAwJgEsGCKgYGBMQlgwRQDAwNjEsCCKQYGBsYkgAVTDAwMjEkAC6YYGBgYkwAWTDEwMDAmASyYYmBgYEwCfymYyomq+Ow/Olmm/MP8ReOvXArmwk+ZRHtooKs6Y7v7zpHpYgKyJ4+c+QcMeBvzXlFCnZ9NJDM9e3xpjMlgLKfDP+j3305BXuEqY0sxAVkijm8ar9TKpRYlxaVo7uDgoM/+oxyM/AHnr9BQ0tzU7LDeRYRHchqv1LpVG77V1lHmPnsSIcwtYWm2njJxcHDw6KETCuJqvASh6Rqzol/GTMTa3zAyXb/G/t6t0H++3sll5izDMxdP/m4r/iHOHD/Pw8sdE/dSRk7qd9uCAUdPHVqw+Df8x9E/TGdnp9nSNSwsLA+e3iEQCCFPbre2ta1cZtHf3w8Add/qjReYRTx9wcDAQEPJ4ODgKmPLspKym/eDr4dcrSivXLd6A5LV39/v5bHLzcmTg5ODqtRxn1NnT/pv8nB++uqhgqKcpdn6jLSscQ3+DX+ol5WRvXDJ5NwKZDKZgYGBjo5uUrT9EvKKcvKKcv98vb+F5uYWgxn6qurKv9uQX2BgYICRkfF3WzE6f/q+RRq1dr3FpJjxb+4iAMhMz66t+XYu4BQPLw8dHZ2egc6Ne1fnGS7OycrT0tF4GPKYl5f3Yfg9cQFaH8OIp89zsvIKKjIFpggAwLRpIinJqUjD83IK4mITPnyK8XLfRVmkt7f3gl+Ax/ZNm7Y4A4DhzOm5OfnnTvnffnCNtsHjj0yFuMTPnfJ32+g5jVdqClF07UqbluYWNJeBgeGEr5+UkKIQl/hqk7UN9Q1Ies3X2g2WDqJ80rwEIT21mQ9Cvv8pPBHHV1lR5WLvLsIjiaTcvn5PW9mAlyAkJiDrYO2Maqit+bbaZK0A+zQZEaXzpy/67D+qofD9D69F+aQv+wetNlnLzybS3k4aHBz0PXBMVUabj1VYTlRlm5t3V1cXIrlmudW6VRsunbssL6bKSxCarb8gKyNnXOMpGRgY2LPjgIK4Gh+rsLyY6q7t+5AHI+U0fyxTiws/E3F8CR+TrM3tBDnFJAUVvLbsGhoaQko1NjQ62riKCcjysQrP1l8Q+z4OrTQ54ZOB5mxegpCGgl54WCSNT93Q0NDObXvFBGQpXbNotvHyRaspxdat2jDXcDFVWRr9hkImk4k4voK8wqDA60QcX2pyGo1SkoIKgReubt28Q5hbQpRP+uAe35bmlrUrbaYQRRXE1ULvPEDVjuX01SZrV5v8+LPuB/ceEXF8nZ2dAPC1usbGwl5SUIGfTURb2eBG0O2RvXHZP0hKSDHqxWtJQYW93gcBoKmxydHGVVpYkY9VWF1e97J/ECr8rbbOxsIeMXX9Gvvamm/j+oWKuzdDNBT0+FiFNRX1794MGbdXqe5bKm1jOT0vJ5+I43sd9UZHxXDO9IXwxzS/o6OTn03kzInzqIb+/n4RHslDe31ptGJkF/1rGRwcBICG+kY0RVRsWsnXfC0dDQBYuWbF7QfX2NjYaCt5Ef5q1tyZSCQFABk5aasNa5FHiLik2NuEV5JSElRFKsoqe3p6Zs6egVzS0dGZrFj64W3suAaPH0xxjIzn/S5paKmX1ORHxz5PT83wcNmO5oY9Cm9qbHocGRp0OzA+NvGErx8A9Pf3my5aVVT4+d7jW0mZscbLlziud3n1PBoAiqpyAODU+WPZJWkAcP/uQ7eNnqstViZlxt66H5yRnmVuum54eBgAHNe75OXk339253nM05TktCcPn6FPUUYmplvX76qoKUW9j2BjY/U/E3DBL+DQsX1JmbGB1/2jXrw+vO/7YigjI2NCXFJhQVFS1sf88gwCgWCxwqqvr4+G8VScPel//+4j/6tnU3Ljzwf6PX0Ufuww9ex+LFNxjDgA2Lltj91Gm6rGkss3/K9euhYeFgkAg4ODZkvXpCan3QwNik97p6WjuXKpRUFeIQC0t5PWrLDm5OR4nxR99WbAtcs3677Vj+WdOzfukQfIYS8eXAo+H/ch3nOTFwDY2Fl9ePcRXRvq6up6E/1u3YjhDI1+++F9HK6irkhGTnq93bqKuiJ1LTWavY27dP7y9Bn6pbUF23d5njlxfpXJWqdN9hX1RStWm25x9Wpra6ftdBq42rt/+1b/MPxeUlas82bHbW7eb2PeU8kwMjF2d3VdvXTt6q1LzpsdAWCj7eaMtMxbodeSMmO9dnnu9tr/PPwlAJDJ5JXLLCorqu49uRUadudL1ZdVxpbDw8M0/EJF2KNwt41brTesff3xhZ2jzSbHLYhnafXPz/ctpTYaTmdiYgKA4z6nPb3cAq/9+C94dna2BYvnRYa/RFM+vP3Y3k5atcaMRitGdtG/Fm1dTX4B/g1rHd/GvB95ewgJC05ESX5eoYSU+JGDxxXE1UT5pK3N7dCO5eLiZGVlHVmkv38AABhxP2btfPx8bW3tLS2t41RGIjfSPrh5uPUNddHLQ0f34XC4b+2VJHKjoNBUTR0NNGudjSVyGRp2GwBiPr5As9Q1VefMm0UiNzZ0VgNA4LULSLqKmhKSjhwPw+8hBQsrswHgXMBpJL2OVMXNwy2vKIdcCgpN1dRWR0tVN5fll2eil25bXWXlZZBzUzNjZmbm2rYK5PJdQhQAPH31kIbxVIfx8qVGs2egl2l5iRkFySRy46nzxxgYGEjkRhqmZhZ9AoA9B3eixSUkxT22byaRGx8/DwWAyJgwJL2tv15aVsrWcT2J3Bh85zIAJGd9RLKyilPo6OicXO1HdY2Ckjx6uWv/DkZGxjpSVX3HFw4Oou+Jg0j6zdBgZmbm6uYyquI0+o3qkFeUQw2gUUpQaOr8RXOR8y9NpQDg4GyLXCZnfQSAdwlRNJxOIjcuXDJ/4ZL5aFbQrQAAQNzHxcVJ2ZPvEqJKa/Kp7PS/chYAHkeGoimlNflltQWU9yFiEtL/KTnxSHp82rvlK02KqnJo+IXq0NTRWLHKBL3c4uV24syRcfuH8r6lPGg4HbmLkNsG9fveQ7sQz9LR0RVV5SDpVhsskfuBRitGdtG/+UjO+qiipoREqkVLFwTdCmjp/UYlg8fjj/v5jqVBYAq/wBT+9Xbr3iVE3Xt8U2SasI6+NpXMvAVzlposRi+rm8vo6ekpdTq62AFAXlkGbWsntAGlqa2BnssrypHJ5IqySuRSb7oOmsXFzdna0goAWRnZDAwM2npalBpysvOo1A4MDOTlFOgZ6FKIqQNATnZecdFnAFDTUEXSCQSC4czplGU1tNTR8+Hh4RO+p6WFFTmZBIg4Pv8zAa0tbWiunIIMOheQU5QFgJKiUhrGU7HUZNHHD/EbLB2ePYlobW2TkZOWkpGkFBjXVPRuAAAOTmJbaxsAZKRm4XA4gxn6SDo9Pf10Q72U5DQAKC4sZmRkVFCSR7IkJMV5+cb8mUTKulTVlQcGBirKKllYWFZbrrx/7xGSHhEWabx8CQcHkaos7X4bi/F6WxY54eTkAABZeZk/Gs4BAG3t7TScTrvepaaL/Y6f2+21/8O7j/39/Vq6mvwC/KNKamipoefNTS3Otm4iPJJEHB8Rx5eZno14OTMtm0AgoNaqqCnffnBNUGgqDb9QMjQ0lJ2RQ3kTHj6238Xdadz+oSxCybhOp2wUyqKl8wkEAjrWfhkZvdrCDGjeXTS0/QtRUJKPT3sfn/YOj8c31Dc42rgaLzBDZ5YTYWCAzM3D7X/lrJaupvHypecv+6UkpSbFJ9MowsFBXGm+/MzJC0nxyf39/Q9Dnzx7EgkAONw4O0wTCqbs7D8WJlgILADQ092DXBIILGgWHR0dDAMAkEgdRA4iPf0P5ZxcHB2kDiq1XV3dQ0NDnFwcFGKcANBB6ujq7AIADs4fn39ePh7KspSltrt5x0S9vX7van3HFxK50Wu3J6UkG4XxBAIBALq7u2kYT8Xa9RaPIkK6urqdbDZJTpW3XevY1Nj0UyvGM5WZhZnyEpmwdHR0kMnkqRxifKzCyHH3ZiiyPNTR0clOZKcsQuT46ZISbh6uH61jJQBAd1c3ANjYW+fl5Ofl5Pf29r5+9WbdBsuRZWn321jQLsXMjP/5krrtNJxOu17/K2cPH9+fnJhiunCVxBQ53wPHyGTyqJKIQgDo7e21WGHd3dP9NiEKGdGgQZxEIlH5BYGGXyjp7u4mk8mjaqDdP5QN/7necZyONooSAoGwaOn8yKcvAODjh/iW5pZVFmYTacWo2v61qKgp43C4N/GvHkWEpCSl3bt1f+Jl2dnZlFWV0AVofQNdACguKqFd6vgZXwkp8YWzjHkJQkGB1zd5bKSnp6f8rI3KhHbzW1vb0PPOjk4AYGUbZa0BhYODSGonDQ8Po21obWkjjhgZsbISGBgY2lrbf1TU0goARA4icpt2dvzYD2lpHn3BYnh4+EVElNduzxlGBkhKfd1P+0iU+jsmYPxIFiyet2DxvJ6entev3uzYstvDZfu9xzfR3ImbSgmRSGRmZo5Pe0eZiLzkwcpKoIosNBRS7mO0t7XDH61TVVdWVVcOe/RMQ0udk4tz1pyZVAXH7bdR+XOlKKHhdACgo6OjXB3r6elFzxkYGJw3Ozpvdmxuag698/DAbh9eXl5nN1qrfnk5BRXllcG3A2XkpJGUhroGIaGpAMDGxtbe1j40NET5yAeafqGEhYUFh8ON9Muf7p9fcjolZubLbSwcWlpaI8Ke6+hri4pNm3gr/uVUVX4htZOUVX9M7BYuma+mqZo73iSGEilpyebGZvRyaGgYAPB4Jtql+Pj5Xsc+r/laS0dHJyg01Wf/UUlpCaqRwUgmNDJNpZgg5GTl4fF4cUkxGvLqmmqDg4Npn9LRlE9JqZQzC+QDw8jIqKyqmJKUSikGABpa6sgWW35uPpLe09MT/zFx1LrIZHJPTw86/GxvJ72IiKL8QJYUl6IPg9ysPAD4pVeaXkS8qqr8AgAsLCymZsZ2ThtysnIpBSZuKiWaOuq9vb1DQ0MyctLIwczCLCg8FQCkZaQGBgbQTY+CvMJR1x8QUik6OTf7J9fY2Fs/fRwR9vCZpbU5VciACfTbqPy5UpTQcDoAcHBydHT8iCloV7e3kx6EPB4YGAAAHl6ezZ4u0w31sn92xEiQ1wBQa5MTPpWXVSDWamipDQ4OJiekIFlFBcVGuvOKCopp+IUSBgYGFTWlxLgkNMV76x7vrXv+dP/8ktMpmb9oLgsL89vX719GRiFzfKB5d/2HOLz3iKuDO/r2CwAMDw+3tbbxC/BNXMm8hXMS45PR2WR8bAIAKCgp0C71+MHTjLQsIWFBQaGpAwMDD0OeLDNdMm5dEwqmtTXfjh46UVZa/jrqzeWLQaYrjVlYWGjIz1s4R15RznOzV2pyWllJ+YHdPvm5BZs9XQCAmZmZhYUl/mNSVkbOwMCA29ZN7958OH/6YmVFVez7uL07DhoaTdfQUpOQFFfTUDl55ExywqeykvKNGzZTzZ1RGBkZ1TVVQ27fLy+ryEzPXrfSxnj5ktaW1s9FJcg0kIubc5ODR35uQXZm7m6vfaJi0/QpFuzGJeD8lQ1rHRM+JlVWVMXHJoY9eqZvqEcpMHFTKZk910hVXdnRxiXhY1JV5ZdH98NmaM25fuUWACxauoCdnW27x860lIz42ER3l21jLQ4ODw9//fL1uM/p8rKKmOi3wZdvUrpmteXKbzV14WHPR30tcdx+G5U/V4qKsZwOABqaaplp2VkZOWQy+dXzaPSFHjo6uu1u3u7O23KycsvLKp4+Dk9PzZj+syNGoqyiSCAQAv2vfqute/3qzd6dhxYumV/yuayhvmHO/Fmy8jLuLlvfxrxPik92d9nW19cvLStFwy9UuLhvjH0f53vgWGZ69uWLQVcvXdPR0/7T/TNxp1PBzMy8xGTx+dP+jQ1NZqtNkcSJt+LfjIv7xsL8Yicb1/jYxKGhoaSET64OHjXVteZrVwFAVkZOXGxCXGzC0NBQeVkFct7b2wsAHi7bPFy2IUrW21vx8HKvWWH94d3HZ08iPDd5zV84F3ljuqK8EinV2tra3NyCnNfX1QNARNhza3Pbl5FRKUmpdus29vT0bt7iPL7F426ocfNw79rv5ezmyMXNRSAQlq80+dJUiu5Oeu32RCXdtrpKSIoj50VVOWarTTk4iExMTGoaKqFht1Gx3Qe8WVlZBYWmInouBZ2XkZNmZGTk5eO1sbdClWcUJOsb6jIxMYmKTbtw+Yz9xg3qmqqj1puUGauprc7MzCynIHv/6Z2iqhwJSXEeXp7c0nRTM+PZc40uXD4zTVSEiYlJS1czKTN2XOMpj7LagjXrVgtM4WdiYhISFnR0satprSBR7ObTMBXZhw2PfoxqU9dUXW+3DtVsYWXOzcONx+Nl5KQpdw8jXj+RV5RjZGSUlJa48/C6vqHuqBvK7OxsR04e2rjJYaRrkGPhkvmUb2JQHTT6jUqScjefRimqLgUA/ytnkXPknYcnL+4jl2M5vY5UZWFlzsXFycFBtLAyv/voBgAgue+TXs+ZN4uLi5OZmVlGTvroqcMjW4RsVVNu+N66HywmLsrCwmJoND0tLzHs5QNOTg7EOwUVWSYrlrGzs3FycpisWFZQkTWuX6iO84F+ktISTExMUjKSaEsn3j9Ux1hOH3kXobv5yIG8DjFvwRyq+3bUVozson/z8eLtsxlGBshmJhcXp9HsGW/jXyFZWrqaI6MZcuvqGehOn6GHKsks+jR/0VwCgcDBQVyzbnVlfTGS7rnDfaQG5EWjL02l5pYrkY/VnHmzUnMTJmItHXLT00BMQNbVfeOOPVvHD8yTSnd3d3//AOcf3/QyWbCSk4tz3C8hUGFtbtfe1h7x+snfYOAPJsXUSaepsUlFWuv85TPo7A8D4z/KVA6x6ubScffTEQryCo8cPEG5sfHP8Bu+TjpB1pha1dc3nA84zcfPF/0yJvZ93KOIkN9t1Oj820xtbmquKK/a7bVfTEIMnfphYPx32bZzy8h1/7EIufNgmSn19/3+Af69wfT6vSvennvWrtrQ090jISV+9ealf+2PO/zbTH0Y8mTfzkPaepqhYbf/c3u4GBgj2b5ry8SFfU8c/LvsoMn403wMDAwMjHHBfhwaAwMDYxLAgikGBgbGJIAFUwwMDIxJAAumGBgYGJMAFkwxMDAwJgEsmGJgYGBMAlgwxcDAwJgEcKTBpvGlMDAwMDBogo1MMTAwMCYBLJhiYGBgTAJYMMXAwMCYBLBgioGBgTEJYMEUAwMDYxLAgikGBgbGJIAFUwwMDIxJAAumGBgYGJPA+MFUWVD//LHAv9uOovwSYbx8SkL6+KJ/mb1bfOaqG49Md7LwsFhs9w8YUPOldon+Kkmi6rWLt/+B6v4K/4z3bwTcEyUojS83dqlftfOfvN8w/jRF+SXrTTcqC+oL4+UVBXStTZzKPlegufnZhavmWUtxqmuKzTy848So//+KlKU6wh++pJ21YYULVfrOzQfHtfbv+tuSjZZb5i42Ml+/YoLyUwT5j/kfEJOc9jfZ86/iwe2npcUVIS+vSUiL/W5bMDD+pXR1dlkZO2roqN54EmC5xD740cWje/ysTZw+5LxgYmKq+VK7ZqHt3CVGO322fqn8um+LLyMT4y5f6v/9vP74EnngR5AtzCs+5HVCXlmGdlZXZ9eCZXMc3W3QXAHB8f95++8KprmZ+XMXG01cnpOLw9pplL93/5+ktblVeJqgrqHW7zYE429keHh4cHBwgn+oiTGSnPT8upr64xcPcvNy0dHRaU9XD7jjZ2pkkZ9dpK6tEuAXPFV4yrlrx+no6LT01fn4eQYGBkYq0Z6uQXl56tCF9RstZeSlaGd1dnQpqyvqG+n8ksETWjMdGho+uP2YsqC+NJeGw2q31uY2JL25scXd1ltDdIYkUXWG4qLrl+4g6cJ4+S8VX7c67lbgH8WakOuP56obS3GqKwvqO65x//a1Dn6edg0MDOzz9FWaqifHq7XNaU905FthvHz9t0YAcFm31XmtZ1hopKHCIikOtcV6KzNTcxC1ZDL59KELutJzJdhVDBUW3Qi4h9ZYV9tgbbJRikNNfdqMMz4XaXUHPd39m0/0ZedJElWXTl+dm1kAAKcPXZDn0+7p6UXFrl+6I8Wh1t5GoiqelZZrucROaYqeDLfmMgPzuLeJI6tYMXvdjYB7nwtLhfHyl04FAUBYaORCHTMZbk1lQX1bM9fKsi+IJNLY21dCtcSNpDjVbc1c29tIR3afVhbUV5qqt8/zCKrz29c6l3VblaboSbCrzNMwCQuNRNIvn70uw61JKSaMl3/z8gPSyT7eJ3Wk5kgSVbUlZx/yOt7f3z9qn4zlfRqNHdXFANDU0Oxu660sqC9JVF1mYJ7wPpmi5+kzPmUt1lspSVSdLjc/LCQCzRqrfyaCHK9WgF+wl8s+RQFdKvspGbUK2n5/9uDFPE1TCXYVNRHDfZ6+qJijuZur1dYzvpdkuDWRrsb4cwwODgJAY8OPHw8RERPKqIpT11YBgOiItyssl9HR0SFZM+ZOn7NonNHb8ydRRXmft+7dNG5WB6mLlY3wqwZPKJjev/mETCbfjQzyu+qbGPtpl9shJH2L/a7stNzAe2dj0sPddzof3nEyKuINAKSWfwAAn7N7E4peU6n6FJ/m7brffvP6N+nht59dbmtpc17nSSXjf+LqveCHu49sf5X8RERM2Mf7FAAwMuIAAMeIy0jJjn+XFPExNONLHDcv1zbHPUipQ14nrpy7uW3f5reZERu3bPDxPhFy7dEfdu4szCu++TTwQfSN5qaWV89ixmppSVF5WGjkmaBjd58H9/X1263a1N/fv8ZmZWdHV8zzd6jYi7DXC03mcnASKcv29vZZGTuysbHej7r+POGBjoGm/Wq3bzX1VFXcenbZ0nallKxETk2i3WbrzJRs9w07FprMfZn06G5kUG9vr5OFByKJY8Slf8qqKq+OzX15/9X1d1EfzWav45/Cl1L67tRlnxsBd2NjEgCgv7/fcol9SWFp0EP/mPTwRabz3DfsiHnxnrZPA04HPwmJOBXo8y7r+YlLByOfRJ3xuTSq5Kjep9HYsVw8ODhoZeyY8Skr8O6ZqJQwdR0VaxOnovwSpBY6OtjnecRjt0vY+3tqWspb7HchWTT6ZyLgGHGXz1xX01TO+BL39P3drLQc700HqGTGqoKG318+fb15/fY5i2bGpIefCToaFfF2h/M+RIaRibE4v6Qgu+hu5FWd6ZqA8WfR0FXlE+B1Xbc1NiZheHiYMqu1pa2utoGbh8vNxktZUF9L3Mh356lRR6YoQ0NDpw5ecN5qx8XDOW5WV2cXCyvLrxo8oTkIOzur77l9AKCqqVRaXOF//EpPdw8LgeVM0BE6Ojpefh4AkJAWuxFw9+ObxEUm8xCbWNkIXNzUdudnF+LxTKusTZmYmMQkpwXcPfP1Sy2VTFhIxOLl89farQKALbtd0pMzK8uq0FxSG8n33F4CKwEAVq41cbf17unuGRgg3wt+4LrdAVmlFZcSy8nMv3z2+lr71d9q6uPfJfmc3Ws4Rx8AfM7ufRf1cayWNtY1vUx8xCfAi0iunr8++WPazHnTZ8zVf3IvwmT1EgBoqGtMTcy4E3GVqiwjI+51ylMOLiIrGysAbNu/+er5m2lJGcarfvoLbyIHO54Zz8BAz83LBQDyKnIJha9FxISQvwW337x+wwqXpoZmpFe7O7t3HN6CxzNp6avLKkoP9A8g6ziLTedz8XDmZxcazTd4Hx1XWlz+7EOIlr46AGw/4P4u6uONgLvzl86m4dO8zAJZRWmj+QYAICohcv/V9bH+l3xU7zPhmcZq7Fgujo1JyMsqfBB1w2C2HgAc8tv98U3ijYC7Jy4dAoD+/oFNXo6LTOYBgF/Q0ZgXH8IfvJA7vIV2/4wLHR2dlKzEOgdzAFBSU7DbZH3ywPnurm5KmbGqEBETGsvvAX7XdAw0dx/ZBgCSMuK7fLd62HrvPrp9qpAAAw5XUVr15N1dTi6OiViIMRYEVkLoq+sett7rljkAgMNqN5PVi03Ml+BwuJamVgA443vJbpOVg7tNenLW0d2nGXAMI9dMUV49i6mrrd/gsm4iWZ0dXdlpecsMzD8XlvEJ8Cw1W+i5x5WFME54ndDIVG+mNnqupCY/MDBQWV4NAC3NrZ4OuxT4dZANr5yM/LaWNtqqDGbr4RhxZnOs7wU/rK6s4RPgRQbtKP39/VXl1coaimjK7IUzKQXEpUSRSAoARE4iALS1kgpyivr7Bwxm6aFi+jN1yksqW5vbSovKELO/N5ieXk3rpxopkZQRQyIpWqS0uBwALG1XxcYkNDU0A0BU+BsBQf4Zc/WpyjIwMORk5psv2CDFqS6Ml5fl0QKAtpZ22h2CxzNFPHo5U2mJOJuKMF5+wwoXAGhr/V5KVEIEj2dCzjk42aXlJdGCHJxEZL6Zm5HPwMCgoauKZqlpq+RnF9Gud4Hx3MQPn1zWbX0RFt3W2i4lKzHWbtio3qfR2LFcnJ2eh8PhdGd8Xymmp6fXMdRMT876UdGM7xWxsDBLyoghPU+7fyaCmpYyei6jIEUmk6vKqykFaFQxqt8HBwfzMgsMZ/90sw0PD6MrTmKSolgknRTkFKWjU8KiU8LweKbG+iZ3W2+LRbZ9ff0DA2QAmL90lrOnnaqmkt0mK3u39df8b9MYnN4MvGe8ajGRg33crKGhISYmxsqyLw7uNiEvgtdvtLwZGLLDZf+41k4omFIOMAkEFgDo6eru7e2zW7mpp7snIu5+ZVfu175CqgXdUZFVkA7/GCojL3l8/1l92XnGMyzysgooBbq7eoaHh4kcP2bQPHzclALMLMzUSoeHOzu6AGDdMgdJoipyINP/psbmzs4uAGCn6ER2DrYxW0oxBSCwsgBAT3cPACw0mUvkZI949BIAXjx9vWqd6chxXHFBicvarRq6agmFr6t7Cyq7csftDQAIvf749CH/zTscc2oTv/YVhr68RpmLZ8bTuETmPh2kLnYONkp7ODiJnaRO2vWutl5+61lgd1e3h623mrChq9XW5saWUSVH9T6Nxo7l4k5SJ5lMluXWRH308NZTJE4hcHL/CEAEVgLS87T7ZyKwsbOi5ywszPCHT1FoVDGq33t7eslk8oXjV9CGGMovAICm+u+rexxcP63/YPxFFFXlGXC48I+ht55dTk/OfnT7KRsbAQAUVRVQGV1Dzd7evq9VNaNqqP/WmPQxFZlhjJtFT0+fX/8pOiVs+ZqlWvrqG7fYeu51fXr/OTIcpsGEpvmk9k6K8w4AILCxFuYWV5VX+988KSUrgWQ11jdNFRIYV5usgvSZoKNDQ0PpyVlH9/hZm2xMKfuxLIXEyq7OLjRl1B0DKtiJbABw4eZJOSUZynQRMeHa6joA6GjvmIjCn1ra1gEAyCiYiYlp5VqTiEevlq9Z9iku7fhF6nU3AHj7KpYJz3jglDeygdtYN6Ff3X4V/mbGXH2LDSuRy8b6X/6tbiIHW0d75/DwMLoY39bajjw80BSE3t5eyss5i4zmLDLq6el9H/Vx/9YjOzcdCHroP1L/qN6n3dhRXczOwc7MjI9KCaOUZGD48QzoIHWiy9CkNhIykf/r/dPW+mOfEHmyEthYKQVoVDGq31kILIyMjPabrS1sV1LqmeDKA8YEqa6s6SB1KKjIoSlzFxspayjk5xRZ2q1iZmFuafrx+B8cHAIAJiamUVXFvU1kZsbrGI6yhE0jC0VeSRYAqqtqkKW5sZjQyDQjJRs9R1bERCVEujq6AID1j8d+amJGZdkXymViqjVjhMyUbGRmR09Prz1dY6ePZ2N9U31tAyrAzIyfKjylMLcYTXkfPeYSJ4qCihwez9Tc2CIlK4EcXNycPLzceDyTpIwYAORlFSKSZDI5LSlzLD3lnyvQPfr87EIAkFWQQi7X2q9OT866dvG2uo6KuJTYyLJdHV14Zjz6Ksyju8/G6oSfSnV2sVJ8th/fC59IKUpUNJUGBwczKXyUlpSpqqkEAEQOdmQYhaSjnQAA0ZFvqytrAICFhXnJigVWjhZ52YUwGmN5f6zGjuViNS3l3t6+oaEh1EfMzPgpQlN+VPQpG+2TyvJqpOf/ev9kfMqisL8IsZ9SgHYVI/1OT0+vrKHw9Ust2pBp4sKMjIzY1H5yObH/7FbH3UNDQ2jK8PBweyuJj5+HgYFh5tzplDvJSbEpHJzEqcJTRtMEibGfpOUlmX+e2I2VVV5S6WThUVxQgqZkpGTT09OLiArRNnj8YDo8PFxbXXv2SEBl2Zf30XG3r95fYraQhYVZQUWOhcBy7eKdutqGd1GxvrtOzV1sVPa5orG+iZkZz8zCnByXmptZQLWK8f51vN2qTS+fvq4qr87PLrx28Y6wqKDQNEFKmWVmCyMevQp/+PJrVY3/iStjDd0pYSeyrbU39/O5GPn4VXVlTVJsiuUS+21OewBAWFRIU0/t0qmr76PjcjLytzntwTOP/vgaHh4mcrJv37i3KL8kP7vw2N4zImJC2gbf1y6k5SQ19dQCTl9bbT36NxE09dRamlpDbzyuq224GRhSlPeZfwpvQW4xiWJQPEopXbW4t4npyVlV5dW73A6JSYoCQE56HtVUlAazFhjKKkjtcjuc8SmrorTy6B6/orzPTh4bAEBVU2loaOj+jSdDQ0NF+SX3/ni9AQCC/W+7WG1Njkv9UvE16WNq5KOXOgajPJzH8j6Nxo7l4hlz9ZXU5N037EiOS62urHn24MUi3ZV3gx4gteBwuIsnr36KT6sorTqw7dhA/4DpmqWT0j91tfV+h/0rSqveRX28fukOYv/EXTCq35232r98+jrgdHBFaWV+dqGH7c6Vc60op1MYfx17t/WfC0o9bL2TPqYODQ2lJmRsc9pT+7VuhaUxALjvci7IKd6+cW9qYkaw/61bl0M2eTkii13emw5QvbNRXfkVcetIRmYJiwrmZxc6rfF4ERadlpQZ4BcccDrYwnYl7WEpTGSaTx4gu3lv/FpVs8zQvK+3f86imb7n9gIANy/X2eCjR/f4hYVEqmsr+1098rWqdpP1Npvlzi+THm/ycgz0uxb3LultRgQHJyOqzWOX8yCZfGT36bqaejYim5ae+t3IIKrZqNdB96bGFi/nfUx4xpVrTV23O3jY7WTCjx4BUQ6c8ubgZPfddbrhWyMPP/cik7no1t7FW6e9XPY5rN7MzsFu7bhGSETw+ZOoUVuqqaduNM/AZrlzY12joprC9ScBjIw/jF9kOq8gp9h41aJRDZizyGiTl+PxfWd9vE/OXzb7ZKBP0IVbgX7X8Hj8Ib9dY5m92dupsqxq7VJ7diLb+o2Wm3c4famo3uPhM257URgZGe8+Dz6844SVsVNvT6+sonTwI39kx1xBRW730W3njgUe2nFCVVPR9/z+eRomyEA18O6Zw94nXa22trW08/DzLFg2e5fvtlH7ZFTv02js/pM7RnUxAwPD3cggn50nHde4d3d2i4gJb9nj4uBmAwBkMpmNyLrTx3PvFt+SwtKpwlMu3TmNLB/99f5Za7e6rZVkPGMNpf0TdAHyJsZIvy9ZPv/CzZOXTgWdPnSBwEbQNdB6FHOL9efVA4y/iLq2yr3nwWeOXHJYvbm3p9dxjbuimvyDqOviUqIAoKalfCMs4Pi+M2EhEdx83Ju8HJ23fv8u+OeCUqotjYa6JvEx9ldHZjExMT2IunHiwPm9W3w7SJ1iEiI7fbaM+hoAFXRf+0af3P1GBgYGSG0d6L7T+WOB1y7eyakZ5QX4f5Lh4WFTI0t5ZVnkVR6M/wTKgvoObus9drn8aQ2Y3/8NyHBrFjR8muDXyYryS/wOXRh1A+Bv5d/4XbdLp4ID/YL9rh5RUlMozCu+dvHOmvVmv9Genp7eyrIvty6HFOWVBNzx+42WYPyTYH7/9+Dm7TTWe9AjeXzn2UKTeX+rPaPybwymm3c49vb0+uw81VTfNFV4ipXDGvddzr/RnpLCshWz1gqKTL32yF94vEVojP8ZML//e3Dz3jhx4b3Hvf4+S2jwb5zmY2BgYPznwH4cGgMDA2MSwIIpBgYGxiSABVMMDAyMSQALphgYGBiTABZMMTAwMCYBLJhiYGBgTAJYMMXAwMCYBHBEBt7fbQMGBgbGfx5sZIqBgYExCWDBFAMDA2MSwIIpBgYGxiSABVMMDAyMSQALphgYGBiTABZMMTAwMCYBLJhiYGBgTAJYMMXAwMCYBMYPpmICsiePnPkHTPkrWJvbmSxYOb7cX6a5qZmI43v2JIIqvSCvkIjjS4pP/gdsOHvywjReKfEpcuOL/lYm1yl/8T68cimYCz/6/wDTAG3Cn/DvP3lL/K9SkFe4ythSTECWiOObxiu1cqlFSXEpkjU4OHj00AkFcTVegtB0jVnRL2No6Hn2JEKYW8LSbD1V+r1bodM1Zk0hiiqIq21x3d7c1Iykm5uuI+L4KI8trtvHtXb8YHr01KEFi3/DH6r8ErZO6109fuGPDf67kMlkn/3HTMyWPY8J+922/Nu5GnDN2c7td1uB8Sfp7Ow0W7qGhYXlwdM7BAIh5Mnt1ra2lcss+vv7AeC4z6mzJ/03eTg/ffVQQVHO0mx9RlrWSCX9/f1eHrvcnDw5ODmosu7ffbjJcYuDs21SVuzVmwFxsQlW5rZo1UuMF714+ww9Nm8Z/z8Zx/8PqLXrLcaVoWRgYIDy75H/GebMm/UP1/i7ILWTyGTy3AWzFZUVfrct/3ayMrJ/twl/L2QymYGBgeqf0v9nyEzPrq35di7gFA8vDx0dnZ6Bzo17V+cZLs7JylNSUbjgF+CxfdOmLc4AYDhzem5O/rlT/rcfXKNSkpdTEBeb8OFTjJc79d+tP7ofNmvOTDsnGwAQlxDb5u3hbOdW961+ylSBzo5ONQ3VGUYGv2Twr03zM9OzjeebTSGKCnGJW6ywrqyoQtIv+wdJCSlGvXgtKaiw1/sgANy6dldXdYYA+zQxAVmr1bY1X2sRycaGRkcbVzEBWT5W4dn6C2LfxwFAR0fnVA6x08fOoZUODg5KTJU/uMeXypiv1TU2FvaSggr8bCLaygY3gm4j6ZQzyqT4ZEOt2XyswjoqhjHRbxcYLfNw2QYAwZdvSEyVz8rImT19oQD7NGUpzbs3Q1DNYzUNAK5fvaUgrsbPJjJ/5tLC/GIafdXY2GRuum4KUVRMQHbfzkNDQ0Ox7+OIOL5PiSmoTF5OPhHH9+b1O6qyTY1Njjau0sKKfKzC6vK6l/2DRup//zZWTEAWAGwsHPhYhQEgPTXTdOEqUT7pqRxis/UXvH8bi0gWF34m4vjev401XbiKn01EUUI97FF4VkbOLL35AuzTpmvMykz/Hmj6+vr2eh+UF1PlYRFUlFA/vO8ImUxGsqZyiF3wu4TWvtlpi5Hu9zlKYlzyotnGIjySgpxiC4yWJXxMGrVD6Onp79wIUZbS5GMVnqU3PysjB0kfHBz0PXBMVUabj1VYTlRlm5t3V1fXxDXHxybyEoQQ75PJ5CMHjytKqPMShNTkdK5cCkZklsw1vXszNOT2fSKOLycrFzEmNTltps5cPlZhFWmtB/cejWvMuGRl5BBxfC8jo0wWrBRgnyY+RQ7xO5XYWFUcOXhcmFuip6cHlbzsH8TPJtLW1g4Aj+6H6asb8RKEJAUVvDx2oWKifNKX/YNWm6zlZxNpbydN0NT/HIODgwDQUN+IpoiKTSv5mq+lo1FRVtnT0zNz9gwknY6OzmTF0g9/3PyUiEuKvU14JSklMWoVDDgG9JwJjweA4eFhACCROtjYWH/V4F/YgPpSVb1s3nImJqbXH59Hxjxtb283Xbiqt7cXABiZGLu7uq5eunb11iXnzY6Jccnuzltd3JySsmIfR4S0tLTYWDoAwODgoNnSNanJaTdDg+LT3mnpaK5calGQV8jOzrZitcn9ew/RuuI/JjY1Nq0bMSh2tXf/9q3+Yfi9pKxY582O29y838a8pxRoa2tfs9yKk5PzbcIr/8tnjhw4XlleiYyUGRkZO0gdPvuPXr1x6WtL2Zp1qzxcttfWfKPdtMS45C2u241XLE1If79955Y9O/bT6KIDu33mzJ8VHft88xaXC36Xrl25OXOWoYSk+P0/PrcAEB4WKSg0deRQeqPt5oy0zFuh15IyY712ee722v88/CWVjOHM6RkFyQAQEHy++EtOb2+v2dI1bOxsEa/D3idF6xvqrTWzQVqEY8QBwOF9Rw8e3VdRX6Shpb7FZdvB3T7X7l4prs5lJ7J5bfn+oN66ecet4Ds+Jw6m5Mbv99l92T9o/67DNG8E6OrqMjddKycv+yb+1bvEaGUVxZXLLFpb20ZKFhd9fnDvUeA1/6cvH/b19VuaWSNzNP8zARf8Ag4d25eUGRt43T/qxevD+45OUHNZSfm61Rs8tm+ydVwPALu27/M/E7j7wI5P2XFunq57vA7cDL4DAKFhd9Q1VVetWVFRV4SM4uno6Ly27NqxZ1t07HNNbfWNtpsL8gppGDMRGBlxALBnx4Fd+72+NJX4+Z+4eDYwKPA6ldhYVVhtWNvR0fkyMhqVfBYWscx0MScnR3hYpL3VxgWL5yVlxgZev/A8/KWbk+f3SpmYbl2/q6KmFPU+4k985v8raOtq8gvwb1jr+DbmPRLjUPr7BwCAEfdjYs3Hz9fW1t7S0kqlhIuLk5V19C7a4GAd+y4u+mXM0NBQ3bf6qwHX5i+aO1VwCgB0dnQRCIRftphEbqR9cPNw7z20i0Ru3OLlxs7O9qWpFEkvqMiip6e/dvcKidzof+UsADyODEWyTp49yszM3NRdg1yW1uS/S4wmkRsfPw8FgMiYMCS9rb9eWlbK1nE9idwY8/EFAHxIjkGyHJxtdfS1RxrDxcW55+BO9PJdQlRpTT6J3GhqZjxrzkwSuTHoVgAApOcnoQIA4ORqjxoZ9T4SySqszEZtptG0DQ7WfPx8rX11SFZA8HkAuP3gGpVhyVkfAWDjJgc0ZYaRge50HRK5cb/PHi4uTrQ3ZOVltu30GNm00pr8stoC9FJdU9XB2XakWEVdEWpAa19dQUVWbVsFklXbVgEAN0ODSeTGzKJPAHD42H4kK+TJLTSLRG48df4YMzMzidxYWV+Mw+H2++xB9bttdWVlZUWsZWVl9T1xEM1ab7dOXVOVRG5MzPhA2ZMtvd9evg2vI1VRmWpqZozD4RAHkciNL9+GA8CzqEckcmN1c1l+eSZlpbLyMrQ1I/dhZX2xpLSEpfUaRKC6uYyJicl77zZUlY29lZSMJHKupau5dr0F2mQAuPPwOnJZ3/GFQCBs37WFhjGU9xXi3+gPkaP6fceerWjK/IVzkVuXsgiNKubMm7VwyXzkvORrHj09/dNXD0nkRk0dDX1DXbRI0O1AOjq6oqocErlRUGiqprb6yHvjf+9IzvqooqaERKpFSxcE3Qpo6f2G9Cc9Pf1xP19U0tHFDgDyyjLGUjVvwZylJoupEk+eO8rAwIDD4QDAYKY+GgEIBMLylSaa2uqsrKziEmKeO9xH3t4jj18YmWakZqpqqHD+sY4rLCIkJiGakpyKCmhoqSEnRnNmMDLiFs4yvhF0u6ryC78Av5aOBgBkpGbhcDiDGfqIGD09/XRDvZTkNADQna4jpyCLDE6HhoYin70YOSwFgKWmi/2On9vttf/Du4/9/f1aupr8AvyUAsVFn1lZWaVlpZBLLV1Nbh5uSgHlP3zDwUkEAGTUQ6NpRYWflZQVGBi+Twe0dbVodJHBTH30XEVd+XNRCQBYbbAkkTqQ3cbiws/FhZ/XrbccWba5qcXZ1k2ERxLZPcxMz24d8ZilgoGBISsje9m8FQLs04g4PkFOcQCgLCWnIPtHYzkAQE5eBrnk5OTo7e3t6+vLzcknk8n6BrpoEU1tja6urvLSChr1SstKycrL2FtvPHPifFZGDgMDg6HR9FGf5NKyUqiDVNSVAQDpk+Hh4RO+p6WFFTmZBIg4Pv8zAa0tbeNqHhjoX7d6g5CQ4MWrZ5GUvOz8/v5+dLoHAIZGBqWfy1qaW0a13HDmdOSEhYVFWlbyc1EpDWMmjqa2BnoupyhbUlRCJUCjivX2Vm9fv29saASAyGcvpwpOmT3XaHBwMDsjZ9acmaiGGUYGw8PDaSnpyKWGlvovWfgfRUFJPj7tfXzaOzwe31Df4GjjarzArK+vj4ODuNJ8+ZmTF5Lik/v7+x+GPnn2JBIAcLjxN4FQnoe/PLDL5/Cx/bGfYh4/D+0gddiv2zg8PDw0NMTExFheVu7q4fzs1UMHZ9url665b9w6rsJfCKYdHR2Jccl8rMLoUVFW2UixosHJxYmcyCvKvYl/JScve2jvEWUpzTkGi7IzcxENZDJ5KocYquHuzVB0TWS97brH95+SyeTkhBRSe4eZ+fKRNvhfOXv4+P7kxBTThaskpsj5HjiGLvAhdHZ2IVEShYf3p2DKwsL8k8bhYdpN6+zoJHL8UEh5PhLKwM3KSuju6gaAKVMFFiyed//uIwB49iRSd7qOlIwkVcHe3l6LFdbdPd1vE6KQZ68eRYAbi8L8IhsLB209rezPqe0DDS2936gE8Mx4GpfDw8MdpA4A4OT6sdGJnCPpY4HH46M/RK5Zt/r2jXszdeYqSWo8uj/6qwXcPFzoOSsrAQCQPtnu5h0T9fb6vav1HV9I5Eav3Z4T0Rx44WpS/KempmZkNQ0AOjo6AGDFYnPUca727gDQ2NA0qj1c3D/sIfzhoLGMmThs7Gw/1BJYurt7qARoVLHMdDEHJ8eTB88AIPxJpKW1OT09fU9PD5lMPnX0LNouVRltoFhApHTZ/zwqaso4HO5N/KtHESEpSWn3bt0HgONnfCWkxBfOMuYlCAUFXt/ksZGenp7yfhuXvTsOWlitdtvqqqyqtGDRvCs3LsVEv33/Npaenv5LU2l82vvVFma603Xctrru3Lf9YegT9MWpsfiFQE4kEvUNdc8H+FEmUt5GlMgrygVeuzA0NJSSlLp/t8/KZRaFlVlEIpGZmTk+7ae9F3TQZ2ltfnCP78cP8dEvY4yXL+EYLWwxMDA4b3Z03uzY3NQceufhgd0+vLy8zm6OqAALC0tnRydlkZbmccZ3tJtGYCWQKNb4xxryIFBKtreRWP9Yz7Kxt9pg6djR0Rnx9DkyH6EiL6egorwy+HagjJw0ktJQ1yAkNJW22dEvY/B4pmOnfZAHcn1dA235kSDPhrbWdjQFGTEh6VS7xL09veg5Nw/3wSN7Dx7ZW/q57LzfRQdrZzl5GWVVJSr9pPYfQbm9rR0AWNlYh4eHX0REee32RHdLKS2noVlWQfbsxZNL5pge2O1z4swRACASiQAQdDtAUemndxtExaeN2l4SqQOdf7S3kfj5+WkbM0HaKFZ1Ozo6WX9ex6RdBRMTk4XV6iePnq22NEuISzoXcBoACAQCIyOji7vTett1lKr4BPh+1bb/LlWVX0jtJMqbauGS+WqaqrnZeQDAx8/3OvZ5zddaOjo6QaGpPvuPSkpLMDMzj63vJwYHByvKK51c7dEUCSlxACgrKR+5n6GoogAAVZXVPLw8NHT+wshUU0ejoqxSXFJMRk4aOejp6adMFRgpmfYpPSUpFQDo6en1DHQP+u5tqG/4VlunqaPe29s7NDSEamBmYRYU/h4yeHh5lpkuDnv47NnjiHUbRpkIt7eTHoQ8HhgYQIQ3e7pMN9TLzsqllJGUkiCROqoqvyCXGWlZ4z5PaDdNWkYqL7cAHQrFxSbQ0JP6KR09z8nOlVf8PsteuGQ+Fzen/5lLpZ/LRh1xd3Z2AsWTKTnhU3lZBdWi+6il8MzM6NQm5PYD+GM7coIoqSjicLhPST9eNviUlMLBQZSUlgAADk4OZOj3R4vykJPKiqoXEa+QcykZyfOBfjgcLvePXEpKikuRjWm0uLyiHJlM7unpQRvb3k56ERGFmE1b88LF81XUlE+dP3bZPwjZeFRSVcTj8U2NzajjuHm4ePl48PjvY3Cq3kj9lIZ2XUVZpbyiLA1jJg6yVIWQm5WH+h1h3Co22FunJKUG+l/V0tVEep6enl5NU7W6qhptl5iEKCMTI9cfk7//Dxzee8TVwZ3y1Yjh4eG21jZ+AT4AePzgaUZalpCwoKDQ1IGBgYchT5aZLpm4cgYGBkGhqcVFn9GU0s9lACAqNq30c5m1uV1hfhGalZqcTk9PLyomQlvnLwRTOyebDlKHi51bXk5+WUn5ySNntJUN0JddKImJfmdhtj48LLKivDInKzfQ/+o0URGRacKz5xqpqis72rgkfEyqqvzy6H7YDK0516/cQguut7cKvfOQgYHBiGIVDIWOjm67m7e787acrNzysoqnj8PTUzOmG+pRyixaOp+FhcXLY1dRQXFaSsau7XtHDfcTb9oqixWNDY07t+7Ny8l/+jg85Pb9UTUgn43IZy8eP3haWVF15VJwckKKxTpzJJeBgWGdjYXf8fPGK5YSiewjiyurKBIIhED/q99q616/erN356GFS+aXfC5rqKc1StLR025uar59/d632rqrAdcK8goEpvDn5eRP/HUZbm4ua9u1509fjHz2oqryy71bobeC77p6bEQCtLqmWuSzl02NTd3d3Sd8/dAh/9cvNVarbf3PBJQUl5YUl546ehYAtHQ0R/YJBydxs+OWgrzCnKzcg7t9RMWm6RvoMjIyqmuqhty+X15WkZmevW6ljfHyJa0trZ+LSqoqvoyr2dJ6jamZsau9e0tzC5HIvsHR+uihk2GPwqsqv8TFJpguWu3q4IFIcnFy5mTlZmfmNjc1Dw8P43A4v+PnEuOSy0rLvT339Pf3r1pjRsMYqhUkGryIePXoflhlRdVl/6D4j4mo3xHGrUJWXkZHX/vsSX/KfQKPbZvCw56fPXmhrKQ8JyvXycZ10Sxj5KH7/wQX942F+cVONq7xsYlDQ0NJCZ9cHTxqqmvN164CgIiw59bmti8jo1KSUu3Wbezp6d28xRkp6OGyDXkbEgAqyivjYhPiYhNaW1ubm1uQ8/q6egBwcLYNuf3gRtDt8rKKlKRUz807ZOSkZ842nCYmkpOVa2Vu++xJxKfElHOn/M+d8l9vt472sBTgV3bzSeTG2E9vZs2ZSSAQWFlZdfS1n7y4j6QjG+XIYh+J3NjaV7djz1ZxCTE8Hs/Lx7vUZHFaXiKSVVZbYGFlzs3DjcfjZeSkKffjSOTGtv56dnY2yr1RquN90us582ZxcXEyMzPLyEkfPXUYSUd3XUnkxkcRIZLSEkxMTGoaKjEfX8jISbttdR1pJLL3HXQrgHbTSOTG436+UwWn4PF4HX3thPT3AIBs9FMeH1PeAkDYywfzF81lYWHh4eXZvmtL+0ADKvAhOQYAIl4/Gatpt+4Hi4mLsrCwGBpNT8tLDHv5gJOTA9k9pzwod/NJ5Mat3h68fLwcHEQLK/Oa1ordB7xZWVld3J2Q3fzw6MeI2Iu3zwAgs+gTcom889DQWU0iNzZ113hs3zxVcAoOhxMTFz3guwc1O6s4Bdn/ERSaut9nz/ZdW5RVlb5ruB2oqq7MyspKJLLr6Gs/fh46skWLly00WbHsXMBpkWnCTExMWrqaSZmxSFZSZqymtjozM7Ocguz9p3eKqnIkJMV5eHlyS9PH0kx5H1bWF0+ZKmCyYhmJ3NjS+8177zaRacKMjIyCQlOdXO3R1xsePw/l5uHm5uF++urh0VOHubi5Xsc+V1FTYmJiEpcQu3U/eFxjJribf+t+8MIl8wkEAqXfKYvQqALR43viICsr69eWckrl1+5eUVJRZGJi4uLmWmqyOLPwu/sEhaZ67fYc95P7P3C8ePtshpEBsjLDxcVpNHvG2/hXSNaXplJzy5Vc3FwEAmHOvFmpuQloKT0D3ekz9JBzzx3uI4Ne4LULJHJja1/dyXNHFZTkkTvcfO2qgoospFReWYb52lX8AvwsLCwKSvLH/XzRuEHjoCORG0dWRsk0Xin3bZu379oyTlSeDGKi364xtcopSRMWEfrTSlpaWgkEFmT1pK+vT4xf9tCxfZSLI7+FA7t9noe/TMtL/F/9vsr/TwryCvXUZkZ/iNT/eYb0SwwPD8+bsURJWeF8oN/40v8vmcohVt1cOsHN+oK8wiMHT9x7fPNvNooaWsa1tLSmfUpvbydNmcpPQ2xS+Fpdk59b4LbR087J5q9EUhKpQ01G22jOTO+92+jo6C6cCaCnpzM1WzaJpv4qxYWfP36I9z8TcP3eFSySYlDS09NTXloRFHi9ILfwxr2rv9ucfy/bdm6hp5/ommTInQfLTBf/rfaMCq1g+vplzGYnTz0DHRMz47/bjp1b976Jfmdmbup78uBf0UMksoe9fHhg1+GFRstwOJyyqlJ49BOBKeMvm/59LJxlTEdHd/jY/uUrTX6jGRj/QooKPi+YuVR4mlBI2K1pouPsb/x/5pdmxr4nDv5ddtBk/Gk+BgYGBsa4YD8OjYGBgTEJYMEUAwMDYxLAgikGBgbGJIAFUwwMDIxJAAumGBgYGJMAPfzat5AxMDAwMEYwDPQN5EosnmJgYGD8eYahgVz5f9AyLjNdK/oVAAAAAElFTkSuQmCC"
<image>How much money does Nathan need to buy a photograph signed by a famous race car driver and a book signed by a famous author?
7,576
285
null
7,576
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"
<image>Look at the table. Then answer the question. At a price of $740, is there a shortage or a surplus?
surplus
286
null
surplus
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"
<image>The parks department compared how many soccer fields there are at each park. What is the range of the numbers?
5
287
null
5
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"
<image>How much money does Ayana need to buy an African safari vacation package and a Jamaican vacation package?
1,640
288
null
1,640
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"
<image>Look at the table. Then answer the question. At a price of $820, is there a shortage or a surplus?
surplus
289
null
surplus
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"
<image>Rick's school reported how many members each sports team had. Which team has the most members?
volleyball team
290
null
volleyball team
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"
<image>Gardeners at the Swift estate counted the number of flowers growing there. Of which color are there the fewest flowers?
white
291
null
white
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"
<image>Oscar went to the store. He bought 2.3 pounds of 66-mm washers. How much did he spend?
13.80
292
null
13.80
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"
<image>Fred buys 1 kilogram of chocolates and 2 kilograms of gummy bears. What is the total cost?
4.21
293
null
4.21
"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"
<image>A food critic counted the number of menu items at each restaurant in town. What is the largest number of menu items?
64
294
null
64
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"
<image>Jordan buys 3 kilograms of dried apple and 5 kilograms of raisins. How much does he spend?
24
295
null
24
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"
<image>Look at the table. Then answer the question. At a price of $1,035, is there a shortage or a surplus?
surplus
296
null
surplus
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"
<image>Mason has $16,248.00. How much money will Mason have left if he buys a bulldozer and a crane?
920
297
null
920
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"
<image>Look at the table. Then answer the question. At a price of $345, is there a shortage or a surplus?
shortage
298
null
shortage
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8GIEQbJAPIxCCDfJhBEKw6UgfLq0j6sZqDX3Rp7QOPRo6DFSrCN60+ba4UUT7M0um2fvpSanYJ6ZwYgVlSYpSR9j2G4FqFdFu2ubD69Pknd6o7P4oG5hPbxo7nF5pJF4DADeKaDeKaB1i3+8AqlXEr8CvD5fWEZ3eqBzJadBMKKtrZn9mOol9Uq/hn4Mb0vjdm9t53maqlDn2oclaaupPmjl38+Mn8a2nFHw6r1ZVNMdTpcxVtW0rKn5s1Lp+00GqlLmXj/8vGf0znz7nY79daVmX7gKb9Slv9IQ/pJWslTXGFXz51pWX7mnw5cOfmMLjXqs12wh8YgoPfdEHv7f6i9dsUS/CwgPzG+97xgMaTVSjj7KigsyXryXXbj4eP3nlzt3/8f/fd0GtFhaV+P3dvDCvoOPl4x8Tm6ggLzNj2lhM/+G3pXUfTqwgD32hkVjRvJxXYD49sYLilyPtl93QmMxRLMUOjua0Qehosp3Vu1dXPry5mp0etsTFEQC8fc/dCHvCfw6CRdfUKpFIPHTkYnFJ+a8Z2+lwOBxMiYJ/snO+AIDr/Mm+3u50yd96iNGKDwfmSw59ocFjRrTpvaVGYc1WKAOAxArKJ2abRbGl6BIHfdaZDjIAgINHLmCBGZk5s+ZvUdexk+092nKUy937sQDAYtWp69hRpcwvBIXjybX7OVClzAMvhLX1ul1Jl9XqxAmWZeUVvof+bRr1JPoVVcpcQe2HUNsIm0VUKfNT/1wFgOOnQ6hS5k6zPW7fjTEYMK2X8sjpszZWVFSd+/eWlqG9Up+xazceqK//SXYwO+eLrcMqaSVrLUP7swE38PA379IdnNbJq9n0Uh45aap7WnrD7tPYGOrI8ct/rNwrrWT97Hkzu/NfCAo3t1ogpWgl23u0je2y+w+eY+F0BauHj18AwJadx6hS5jm5jaWk09I/z5izSVF9rJzq6FHj/4iMeomF7/Y6Q5Uynz5rI/aVyazBBgLvP3wCgNkLt1GlzP/0PrP9f8f76E6UUrRydFr35WvDvv8FX74tW+Wl3c+BrmDVt5/Dhs2HKiur+fsdOpfGt1FgvqRilA71kR72WZzaylyoGoXVtJs3nN6g4vGkpJ1burrMnwwAL+Lf1dTUVlUxx01eEXr9kdkQI6epNi9fp06btfFdcoawMGnWzAkAEHrtIZbqdeL7nJwvoqIUh0nW7btuJ9Fdter2h5OwMOn4qeC2jhipFDIAfEj/vGmb3+CBBkxm7c3bUa5/7Nr31znzoUalZRXHTl65EhrBnWThYk8xUYqBnkZu7tflq71fJaTC91Fr+L2n48aYz5tl9/Bx/PjJK8rLKwGATCYDwJWQ+6HXHxroaVC+S0Dh/HXoX5el/3vzLn38GHPzoUbRTxMmT1tz8/YTAPhj8VQVFXkAsDDr77Z0Ok38pwrJyy8cOW7p9VuRffuqjbUxj4t/O3GKe/TThFZLjUlVnTgdGv8qedmSaXKy0nfuPV2+yguLnTlv89mAG4b6mktcHVVU5P3+Dlq8fHebarWTaOLDBfS2vod0691wfzwpbRAQMqIxsYNPzHYOVDT6qABAXV19YVFpWsbnwQP0nKaOOe+/+8iBjRZm/Vmsutt3YwBgwZyJABDxKA67LW7djgKASbYjxMV71nbQ3VWrvVXk5822q6pieu0/26arYzqmqe+z/j272//UzlkzxgPAzdtRN0MOBJz+31THUQAQ8TCOO8kUh1GXz3s/vndygLEuh8M5ffYaAPgdCyovrxxpNfjcKc+/9q1ZvNAhN6/w3PlbAEAiCQHAu5TM+OjA6If/DDD+6f9zpWWMP/f9AwCHfddfOLfn+pW/lrpO4XA4O3efBIC9/3PT1uwNAHbjLffvXS0p+ZPwkt/fQUXfSo2N+j6883fgmf9tXDufSCQe4WNegEgkAoAIWfj6lb/Wu889c3w7ANy+G5OT86WiourZ8zciIsJBgXu9d6+8d/PIxrXzRlgObC3LrqADlg3QSWzs5Qfex+svXoMdtKMvjYEp6wAAmSzcv1/fC+f2+J/ayWazmcwaZSU5AMjPLwIALc3elhYmNTW1YeFR8N2HZ88c/0vl6Rl0VK16rFtAoYicDbz56XN+W23orSLfz0ALAPoZagGAlqYK9mw1MtAGgC9ff2rbp08ZDQBCQkJjbcwAIOX9RwB4FvcGAAz0NXNyv+bkftXX0wCAyCcv8VQ2I4f07q0ATYh78a6qigkA06fYYCFTHEYBQHJKZqvD+5inCQBgM2qokJAQAGz1cCkteHwpcC+fpR45YrCwMAkAzIcaEYlEDofzIf2zqChFQb5XbS1roPnsDVsOh9+PXbd6zmKXtgnudBIds/RHktRYkR2j3T6ckZkDABSKiEwvem0ta8PmQ310J0rIjZBStA4KvgfftXwAYOG8SQBw7cbj3LzCpLdpykqy1iMGte+iPY0OqVVlJdlFCx1ra1m79p4mt3H+VoreIBZJIYsAAD51hOXTSNhZVkYKO6DTaQBQXFwGANgLJ79jl7QN7bUN7Ves2QcAn7ML8FSKCjLNXrq4pAwAqFSymFiDcmIv6YYxRWlpKz78rbgMAKTo7ZzokpJqSEgkEsXFqQDw7VspkUi8FLBHV0c9PSPb79ilac4b1XUn9pBpl87dE4/ewl3IG7wnNmbUUAKBsGffP35/B6mrKQVf3NdLWnLX3tMPHv3oxdlPtFpD/yviUdyduzEA4DRtLNYj+g/T1lpd7z7nbMCNi5fvzpj2YwYL0/uuZtbgIUXfSn/FquKSchpNDL57L+bSmCM5O43DWlEM8e9uiZvRFOzxUV1dU1XFFBWlcJsnLd3K2zXsWYM317W1rOKSciKRICcr3ajURd/KmiYvLCzBDmpqahmMKgCQlZUCgCGm/V4/u5CW/vlZ3Js7d2Ou3ni8dMVe6xGDVZTleNvT2XTM7R5VKgpc9xY+9jMSr2kxTQtUVla7r/dNeptGIBBWLJsBAHHx7wBg4gTLCWMt+hlofUj7BAB13ydFKRTyzOnjqqqY+w8EAMAsp3EdUJ6eQUfVqqyM1PIl09hsNvcslLxcLwCorWUlvU0DgPhXKZkfm9nZm3+u34oEADabfS/iGQAY6GkAwJDB/QCgvLxywliLCWMtFOR7VVVW0/loIYeYGlKpZAAIvtpgM9b/GmCs2+qbJPOhRgBwL+IZNnN++OilProTp83yAAB5OWkASHqThg3Wgn+elsO4/+B5w/TKnWgOhyMkJKTTVz3zY46Xj79/4E1tLdU5zrYXzu3R19Ngs9l5+d2vjdq4HVajsKLamAU+cWpJb1gShE/DtNQbbMr1W4+fPktkszkFX4qYzFoCgfC/bUuHmRsDQF8t1UeR8ZdD7lOplPsPnqmrKWXnfAm/H3v+0h1srmXB3EnHTl75nF0wwFgXG3H1NLqrVnFWr3A+cTqUeymVRh/lvtqqH9I+T3PeOMraNOLhc309jeSUTE4bdT7x97onz4S+fJ3yObvgdeJ7IpGIjRXd/pgecCHs1p0oB6d1igoyodceMiqqQi/tNzLU5p0tXZK2af2C7f87vnKtz8PH8UXfSh88iiORhP70XNaqSSuXzTh/6U7S27TRtsv6qCmFXHtIJBI91s4DgFHWpsLCpK+FJTa2yzQ1VFJSP1IoIkxmLXepKVTycBvXQQP0b4RFAoCjvbWigsyXr8UH/M5XVjKfRL9SUpL9+DE3OSVTWVnOyLDN+pUdTuN2+JRe3l2TT/gHv4F4sPujLABICtXjbzWjvr/8mCTL7/o7BqMq82Nu1qc8mrjYuDHmt0IPrnOfg0Vt3eQ6cYJlZRUz4Pwt2/HDQi/tH2Jq+OXLt0eRDesxDQ00e6vIA4DzjB7aCHdXreLQJWnuK525Q4hEYuA/u0wHGRQWlTx/8fboQQ893T4A0FaZT0ygVEhI6PK/Xtk5X14nvNfoo3zu1E4DfU0A6KOufD/s2OiRptFPE66ERujqqgdf8MYmvVplvfvcE0c26/ZVu3bzcVz825FWg+/eOGI1vPXJjt69FSJu/z1hrMW75IxrNx8b99cJvuA9fqwFAKipKv5zfLumhsqbd+l5+UUXzv0pQRNrVGqHiVZT7Efdi3hWX892tB95yGcdAMjLSYffODJ29NCIh3F+x4Kex7+b42wbEXaMQmn8SqzrIezx0OW989P6NPkjTdYGbVEv2tqnEACelIqOfa3GHVJaR9SL1S6tI6qSWe/N0zvN8h9ERr0cN2mFqCgl7e01aSmJLrhiq7S6n1bPr9XfkEXLdv978bbb0un7967ublv45YD3wtbntPZrfzESZ7a0LGE4vQpbP4TdagBws5CGjdzmKDYzYdCxhIVHnzwTir2+X+3m3EMcmB96cq0iBAu+5qXnKJYZ0ZhjX6mV1Tfzx5pTenn4cWkdcUO6AgBICtXjqxQ6j6Ki0qiY16JUiusC+03r53f25TqWHlurCMGC33dL/cVrnpt+nP6md1IFrwHA4hQlrLlw611CJ7VtFXs7mDfbbt5su86+SufRM2v1t+XUsa2njm3tbivaTBveLalRWHdNsibKMCSF6ifKNvOe/RNT+GYRDQCMxGvwTiCCN6hWEb9I29Z40Ensy/1yWopVo7As6VWfqoUv98v+ZcN+I1CtIn6FDl6ndc/kU8dmiABUqwie/MeXJSIQ/3mQDyMQgg3yYQRCsEHapQiEYEMCgE17U7rbjP8aezfpoVpFdAF7N+mhvjQCIdggH0YgBBvkwwiEYIN8GIEQbDpUu5TF6XO33OQho5TVtr0gEAhEu2mzD1/LZ3mmMpv10sdFdVlV7ISy+gUvW9+nAoFAdAht8+HVSdUOzyp3pjD9PzWzY4uVDKm/pBAAXMtnXctndYyBCASCJ3xrl7I4Ds8qD2XU4F+bnkMXJvgPbNjzyT2JLyma2bNnE1rg+PHj6enpBAIhIqKZzQc7Azc3N0NDw6651u+Gr69vo99XV7dhcdHEiRMbRS1duhSLqq+v37Fjh6qqKplM7t+/f1hYj9jPuafB1/+WsqrYDs8qE8qa2U4Ri7KSIR0wogKAsaTQDl2KZyozq4rt/6l2vlorm5Jv2rRp/vz52PG8efMMDQ3Xr1+PfdXT06uu7hGaVIhfh8FgqKqqnjt3Dg8RFRXFoyZNmuTu7o5HKSk1bFHk6em5b9++vXv3mpiYnDp1yt7ePjY2dtCg/4gGQEfRug8nlNVbR1W0NE3l/6k2oaw+oaxeTZS4WosMAPPVRDxTmQBwKKOmVR82MDAwMDDAjqlUqqKi4ujRo/HY9PRf3fyNxWIJC7dTawLRgTAYDBkZGSsrq2ajBg4c2DSKyWT6+PisX78ec+8RI0YkJiZ6e3tfuXKl8+0VJFrpS/t/quU9z4x7Kd7NVhclzlMVAYCEsvqsqg7YOKa6unrWrFk0Gk1eXn7lypXYhsbx8fEEAiE+Ph4/TUtLa926dQBw+PBhBQWFW7duycvLY616VFTU8OHD6XQ6jUYbNmzYkycNssZ5eXkTJkygUqkKCgo7d+7kvuiLFy9sbGykpaXFxcVNTU2x/jyDwRAXF9+zZw9+Wn19vZyc3KZNm369mP9tysvLxcXF2xSVkZFRXV09cuRI7CuBQHB0dOyygZUA0diH/T/VSt0qI1wtxT4LXrUyw6wuStyhSwEArPOMBVrJNDTvjwvrft3E7du3m5mZxcbGuru7+/n5hYSE8D5fRESksrLyyJEjgYGBK1eurKystLOz09fXj42Nff78ef/+/cePH19SUgIAc+fOTUpKunXr1sOHDwsLC0NDQ7EcmEzmuHHjaDTagwcP4uLiLC0t7e3tc3NzaTTa9OnTAwMD8WtFRkYWFhbiwwFESzAYDDExsTZF1dbWAgB3N0peXr60tLS4uLiTjBRQmvjw59q2vt3FutAA8LiowWON6Q0bNXZIOzxmzBhstsnDw0NdXZ277W0WEolUUVGxcuXKMWPGaGhoZGRklJeXz5o1S09PT19f/9ChQ7dv3yaTybm5uQ8ePPDw8Bg1apS+vr6fnx+miAsAwsLCCQkJAQEBJiYm+vr6np6elZWVMTExAODq6pqamorbEBwcbGZmpqOj8+vF/G/DYDCKioomTpwoJSWlqKg4Y8aM7OxsPOrFixempqbi4uKampoeHh5VVVUAoKGhQSQSuX/u5ORk7PxuKUKPpSO0S4UJ2Csl3GONJTvShy0sLPBjaWlpPh/DgwcPxg50dHT09PScnZ29vLxevXolJCQ0YsQIUVHRlJQUADAxMcFOIxKJpqam2LGQkNDLly+tra1FRUUJBAKNhgn5FQOAubm5vr4+1hSz2eyrV6+iRphP8vPzR40adevWLV9f37i4uFGjRlVVVbHZbBERkfT0dHd393v37i1btuzIkSOLFi0CAElJSScnJy8vr+jo6Nra2gsXLgQHBwMAidS5Qn8CR8es06ILE5oN7xAfxicwAYBAIPApCCQl1SClSSaTo6KiZs+efebMmYEDB6qrq1+8eBG+P84lJX+I6OHH7969mz59upmZWUZGBpvNZrF+etft4uJy8eLFurq6mJiYsrIyJyenXyvfb0FYWFh2dvbq1astLCycnZ2DgoLS0tJu375NJBJLSkpev349c+ZMc3PztWvX7tix48KFC0VFRQBw8OBBLS0tS0tLMpl89OhRd3d3IpHYq1ev7i5Nz6Jz10u35Nu/DoHQOGceL6J69eq1d+/etLS09+/fjxkzZtasWYmJidgYrKzsh2zCt28N26+HhYWRyeS//vpLUVGRQCAUFBRw5zZ37tyysrJHjx6FhIQ4ODhwPwUQfGJkZAQAWVlZvKPk5OSio6Ozs7NzcnJiYmIqKiq0tbUpFEqX2trj6RgfjiyqAy6PxUfUeKe6w6HT6QBQXt6wIXNBQUF+fvM69x8/frx+/Tp23Ldv3xMnTpBIpISEBGwQ+/r1aywKa1exYwaDQaFQ8D4b9lYTb/9lZGTs7e2DgoKuXLmyYMGCTijcf426urr58+dj3R+MZ8+eAYCGhsaHDx+mTp367t077igikaiurg4Aly5dio+PV1FRUVZWZrFY58+ft7e372rrezyNhxbqosTINmbRzHT098mtzmuHVVVV5eTkAgICzM3Ny8vLV65cKSsr2+yZnz9/njJlire3t52dHQBcvnwZAIYMGaKmpmZmZrZ3714tLS1ZWdlDhw7hD3gzM7Pdu3efOXNm/PjxV69effPmjYKCQmJiYllZGdbqurq62traKigo4G8+EDwgkUj19fWLFy8uKSkZMGBAWlra1q1bDQwMsF/k9evXU6ZM2b17t5KSUnR0tLe3t4uLi4yMDACEhITExcX5+fnJysr6+vpWV1evWbOmu0vT89jjocv5mUeFLPwz4gkDQkuafnYkV+Pnq90pg9ASyRslJbVsLGRVYhV22sfKeg7faGpqzps3jzskLS0NAO7fv4+HDBw40MXFBTu+c+eOnp4elUrV1dW9efOmubn5qlWrOBzOqVOnAIDFYuGp/v33XxMTEzExMQkJCTMzs9u3b2PhHz9+HDVqFJlMlpOT2759+5YtW/r27YtFeXh4yMrKSkpKzpkzp7y83NPTU0xMDMufw+HU19fTaLStW7e2VJamtfqbU11dvXHjxj59+lAoFA0NDTc3t2/fvmFRWVlZs2bNkpeXp1KphoaGBw4cwH+7kpISZ2dnaWlpUVFRGxub5OTk7itBD2WPhy5hj4cu752fVidV4+s3cHboUnbqUQDgcVGddVQFdwj2D8RSFkeNSswaJzBChG0iPDx84sSJmZmZvXv3bvYEtJ8WomvYu0mv9Wn6g0ZUY0mhlhZ7WMmQsFVZmAMDwLU8FjYebnWhpSCSnZ2dlJS0aNGiJUuWtOTACERXwtertvlqIsZ0IasnjLLmll3h/1UCgFIWx/1NNQBIkn6s/fgvsXr16vDwcCcnJx8fn+62BYEA4F9vyVhSKGGUhP2zysTm/r2EM/9lFdYIr9aidN6EVjfS6kpPBKKLacO7JXVR4mNL8cmKwpIksFdq5s9AWVXs6/ksAOgvKYR3rREIRKfSRu1SYcK1oc2vXAcAdVHiCBlSViWbxzkIBKJj6eClp48tm/9/GQKB6CTQ3rQIhGCDfBiBEGyQDyMQgg3SLkUgBBukXdopoLWWiK4BaZciEAIP8mEEQrBBPoxACDbIhxEIwQZplyIQgg3SLkUgBBukXYpACDbdrF0KAPb29s1qlzYrmCYjI7N79+5m8zE0NHRzc+Pzooguhod2KQAkJCRgG/crKSmtXbu2rq5hrwkesqYInG7WLsXQ1NQ8fvx4o0BlZeWmZ/r6+vbr14+fPBE9Ch7apZ8/fx45cqSdnd3evXs/fvzo5uYmIiKyd+9e4ClrisDpZu1SDHFxcW7J0mbBVEjnzZvHT4aIngYP7VJvb+/evXufO3eOQCCYm5vLy8tjamnQsqwpgpserV2alJREIBDu3LljYGAwZMgQ+LkvHRMTY2xsTCaTdXR0QkJCuJUfzp8/b2JiIi4uLiMjM2nSpIyMDAB4+PAhgUB4+vRpo/zv3r37K0Yi+IGHdum1a9dmzZqF/3yjR4+eMGFCq6kQOD1au1RERAQAPD09N27c6O/vzx1VVlY2adIkKSmpuLi4wMDAv//+G9d5eP78+ezZs+3t7ePj48PDw6urq6dMmQIA1tbWmpqa3MqjwcHBysrKNjY2v2Ikgh9aEigtLi7Oy8uTkZGZNWuWjIyMsrLy+vXrcYErHoqnCJweoV3KZrMrfqayshK+K9wNHz587ty5mAwPTlhYWHFxsZ+fX//+/U1NTU+cOIHrIfbv3z8jI2Pbtm26urqDBg1atWpVYmLi169fCQTCwoULg4KC8K5acHDw3LlziUS00KXTaUm7tLCwEAB27txpYmISHh7u4eFx5MiR7du346malTVFcNMjtEvfvHlD+xl5eXk8Flch5SY5OVlYWNjQ0BD7qqmpiWu1kMnkS5cu6ejoiIiIEAiEiRMnwnfl0QULFpSXl4eFhQFASkpKSkoKUh7tMprVLsWa3IkTJ65bt27QoEErVqxYvXr1wYMHWSwWD1lTBDcds5/WL2qXamlpnT17ljtESOiH2BquQsoNg8GQkPhJRALXHzx9+vT27dtPnjw5depUCQmJiIgIvLesqKg4YcKEwMBABweH4OBgc3Pzvn378mMh4hfBnpsYFhYW2trapqamt2/fxh7QuAo0AFhaWnp5eWVlZWlra5eUlODh5ubmbDZ7w4YNhw4dwtSYEBidK8fM5xbTYmJiw4YNa1POYmJiuOghBq48evXq1dGjRy9cuBD72kh51NXV1cnJicFghISELF++vE0XRXQUuECpg4MDlUrFetQY9fX1AEAmNyMwgKdCPsyNoGqX6ujosFist2/fYl/fvn2Lj4cZDAaNRsPPDAgIAC7lUVtbW2lpaR8fnw8fPiD5766Bh3apkJCQjY1NaGgoHvX48WM6na6iosJb1hSB09iH1UXb7NXdol1qZ2dHo9Hc3Nzi4uIiIyMXL16MD6HNzMzu378fGxubmZn5xx9/aGlpAUB8fDw2HSIkJDR//vy9e/c6Ojo26o0jOglcu/TYsWPPnj0LDAycO3curl26devWxMREFxeXmJiYgwcPHj161MPDA/NVTNY0ODj46dOn+/bt45Y1Rfyg27VLJ0+e3L9//2ajmmqX9urVa9euXdhxRESEgYGBsLCwtrZ2cHDwsGHDFi9ezOFwSkpKHBwcxMXFlZSUdu/eXV9fP3bsWBqNFhQUhCV88eIFAERERPCnDtkekHZpI3hol3I4nPDwcBMTExEREWVl5R07dtTXN9w2PGRNERi/qXaph4fHtWvXUlJSuJeFdCxoPy1E1/DbaZempKQ8evTI19f34sWLnefACERX8ntpl1paWhIIBG9v76lTp3a3LQhEx/B7aZcWFRV1twkIRAeDtEsRCMEGaZciEIIN0i5FIAQb9JcdBEKwQT6MQAg2yIcRCMEGaZciEIIN0i7tFNBaS0TXgLRLEQiBB/kwAiHYIB9GIAQb5MMIhGCDtEsRCMEGaZciEIIN0i5FIASb7tcuBYDIyEhbW1sVFRUymaykpOTg4BAfH89/8l8kODiYQCCgvxZ3Ku3TLq2vr9+xY4eqqiqZTO7fvz/3JtUIHL58OKuKbR1V0WzTmlXFNnnIwD0W0y6Fn+WXeBMeHj5y5Eg6nf7PP//ExsYeOXIkPz/fysoqNTW11bRycnJZWVn8XAXRvWDapY+4wPYMhu/apWpqahEREfv37//nn3+2bduGRXl6enp7e7u7u9+9e9fQ0BDT0Oq+QvRQul+79MyZM/r6+ufPn8e+DhgwwMbGxszMLDIykvtR3ZTPnz9z7y3OD3V1dUJCQmgnra6nHdqlTCbTx8dn/fr1mP7wiBEjEhMTvb29r1y50sXG93C6X7sU8yvuEBqN9vbt2yVLlmBfX7x4YWNjIy0tLS4ubmpqGhERAQCPHz9WU1MDgD59+tjb2wOAuLi4j48Pnomrq+ugQYOwY2lp6cOHD9vZ2VGp1LKysrq6Ojc3NykpKQkJCWdn57KyMjxVfX39tm3bNDU1KRSKiorK8uXLMfW24cOHjxkzhttIR0dHMzOzVkuHwGiHdmlGRkZ1dfXIkSOxcAKB4OjoiP36CG66X7vUzs4uMTHR0dExNjYW0+nghslkjhs3jkajPXjwIC4uztLS0t7ePjc318LCIigoCABevXrFLUfaLCIiIqdPnzY2Nn7y5Im4uLiXl9fJkyd9fHxevnw5bNiwXbt24Wf6+vr6+Ph4e3snJSX5+/vfunVry5YtAODq6vrgwYO8vDzstMrKyvDwcKS3xj/t0C7FWmNh4R+7PsnLy5eWluKCHgiM7tcudXFx2blz571798zNzaWlpW1tbU+ePIlLVAoLCyckJAQEBJiYmOjr63t6elZWVsbExAgLC2MqDVJSUtzKLM1CIpEoFMru3bvNzMxIJFJAQMCkSZNcXFy0tbWXLVs2YsQI/MwlS5a8f/9+6tSpffv2HT169LRp0+7duwcA06ZNo9FoFy5cwE4LCwvjcDgzZszgv5Z+c9qhXaqhoUEkErkHwMnJyVhW3VSIHkqP0C7dsWPHly9frl27Nm/evMzMzCVLlujo6GA/mJCQ0MuXL62trUVFRQkEAuau7XgS4wKotbW16enp3EJ7Q4cOxY85HM7//vc/RUVFbNjs6+uLXYtKpTo7O+MNfkhIiIODA660iOCHtmqXSkpKOjk5eXl5RUdH19bWXrhwITg4GL6rUiNwOmad1i9qlwKAmJjY5MmTDx8+nJKS8vDhw8rKynXr1gHAu3fvpk+fbmZmlpGRwWazcYX4toILoFZWVnI4HG734z5evnz5nTt3Ll68WFVVxeFwsI40xqJFi5KSkpKSkphM5u3btxcsWNA+S35PwsLCsrOzV69ebWFh4ezsHBQUlJaWdvv2beyh3Ei7lMlkYq8bDh48qKWlZWlpSSaTjx496u7uTiQSe/Xq1V2l6Jl07nppfraYzsvLa9Q7sra2dnR0TEhIAICwsDAymfzXX38pKioSCIRGQqTcNJptrq5u/gW1qKgoAHDPY+GipxwO5/r16ytWrLCyssK0M7kvZ2JiYmJiEhQUFB4eLiUlNWrUqFaLhmgJXIVURUWFh3apnJxcdHR0dnZ2Tk5OTExMRUWFtrY2hYK2Pf6JbtYu/fLli5qa2p49exqFp6WlKSgoAACDwaBQKHj36dy5c8AlRMp9TKfTuRWJsUdAU8hkMiaoh4c8fvwYO6irq6uursZH12VlZdevX+e+1qJFi65cuRIUFDR37lwiEf1dhF/ap10KAJcuXYqPj1dRUVFWVmaxWOfPn8feQSC46WbtUnl5eXd3dy8vLxcXl5s3bz59+jQ0NHTy5MlRUVGbNm0CADMzs6KiojNnzuTl5R09evTNmzcKCgqJiYllZWVY9zgsLAxTIR40aNDVq1cLCwurqqp27drFY+Zj5syZN27cOHHixJs3b7y9vXFvFxYWHjhwoL+/f0ZGxsuXLx0cHBwcHIqLi1NTU7GVQ87Ozrm5uSEhIWhGuk20T7sUAEJCQqZMmXLjxo3Y2NiZM2dWV1evWbOmu0vT8+h27VIOhxMQEDB8+HA5OTkymaympubg4BAdHY3Henh4yMrKSkpKzpkzp7y83NPTU0xMbNWqVXV1dePHj6dSqePGjeNwOOnp6dh6PWVl5T///HPz5s24JKqysvKWLVvwDJlMpqurq4SEhLi4uJOTU0hICADk5eVxOJykpKTBgwdTKBR9ff3r16/n5ORoamrKyMh8/PgRS2trazts2DB+FCX5KfjvQ/u0S0tKSpydnaWlpUVFRW1sbJKTk7vJ/J7Lb6pd2m4KCws1NDROnjw5c+ZM3mei/bQQXcNvp13aboqKijIzM9esWaOhoTF9+vTuNgeB+AFfo9/5aiKvR9IkW/B3/4Gi+N+Verh2abs5f/68paWlkJDQ9evXG60MRSC6F35nsDDt0v6tzTP3cO3SdrNq1aqamprIyEh1dfXutgWB+AmkXYpACDZIuxSBEGyQdikCIdigxUYIhGCDfBiBEGyQDyMQgg3SLkUgBBukXdopoLWWiK4BaZciEAIP8mEEQrBBPoxACDbIhxEIwQZplyIQgg3SLkUgBBukXYpACDa/hXZpUVERgUDAdhhHdAs8tEt5C5S2JGuKwBFs7VKEoMBDu5SHQCkPWVMEjgBrlyIEiJa0S3kLlLYka4rgpqdrl8bHxxMIBO6utZaWFibj8vfff8vJyb169WrIkCGioqJ9+vQ5e/YsftqJEydUVVWpVKqFhcW7d+/w8JbUSbdv3y4pKcmtDnH48GEqlVpaWtpqERCt0pJ2KW+B0pZkTRHc9HTtUh4ICwuXl5dv3bo1ICCgrKxs9uzZS5Ysyc3NBYCoqKilS5digi+bN29eu3YtnqolddKFCxcyGIwbN27gZwYHB9vb29PpdP5NQrRES9qlPARKeciaIrjp6dqlvKmpqdm0aZOOjo6wsPCSJUtYLFZiYiIABAYGysnJ+fr66ujo2NraLl++HE/Skjqpurr66NGjcWXDgoKCmJgYJIzWUbSkXcpDoJSHrCmCm56uXdoqxsbGDWbQ6QBQUlICAMnJyUZGRngXnR91UgBwdXW9e/fu169fAeDq1atKSkqjR4/mxwYEPzSrXcpDoJSHrGl3F6Vn0dO1S1uFSqVyf+VwOADAYDDaoU6K9ZwvXboEAMHBwUgYrQNpSbsUWhYo5S1risDp6dqljRRJoWVRUm7ExMTaoU4qIiIyZ86coKCgoqKiJ0+eIGG0zgPXLoWWBUp5y5oicHq6dinWQ8ZFSQsKCvLz81u1R0dHJykpCZ8ha5M6aWxs7KFDh4YMGaKtrd3qhRD8wEO7FFoWKOUta4rAafx+WF2UGNnGLDpEu/Tr16/29va9evUqKCg4d+5cVFRUUFAQAKiqqsrJyQUEBJibm5eXl69cuVJWVrZVk2bOnOnv77969epFixa9f//e398fC8fVSceNG1daWrp+/XoHB4ezZ8+mpqZqaWmRSCQ9PT0zMzNvb+9jx461sRoQLYJrl5aUlAwYMCAtLW3r1q24dmlISEhcXJyfn5+srKyvry+3QOnWrVstLCxcXFwWLlz44sWLo0ePenp6ogFOY3q+dumdO3f09PSoVKquru7NmzfNzc1XrVrF4XBOnToFACwWCzsN65AHBgZiXw8cOKCkpEQmk83MzLBu+YULFzh8qJPu378f64q3RUGyMUi7tBE8tEt5C5S2JGuKwEDapY3hcDjm5uZGRkYnTpz4lXzQflqIrgFpl/6guro6PT396NGjb968waamEQiBgC+tlvlqIsZ0IasnjLLmll3h/1UCQdYuTU5OtrCwUFVVvXbtmpqaWnebg0DwC796S5h2qf2zysQyXsshBVe7dODAgUwms7utQCDaDNIuRSAEG6RdikAINki7FIEQbNDrcgRCsEE+jEAINsiHEQjBBmmXIhCCzf8B/g5L5k6D/nEAAAAASUVORK5CYII="
<image>Harry wrote down how many cups of lemonade he sold in the past 4 days. On which day did the stand sell the most lemonade?
Sunday
299
null
Sunday