subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
choices_pic
listlengths
2
4
answer_idx
int64
0
3
math
grade-4
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater perimeter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHUAAACXCAYAAAAriBQ1AAAQlUlEQVR4nO2dfVQU97nHv8vusrrNxhJQ4YigqVRD2ly8tqHRShOBKgpsfbcavL60ulAji+AbaqKiIrJi4CiwlsT6Tg2+iyaathFrc4nJvZAeWVM3EvB40IuIOnZxWJa5f6xMeFP3Bzv7Mvv7nMPxLMyz++DnzLLPzG++I+E4jrvdDBhNAGMBWjhQ3AyZBFBJgRAlMNAbkNxmOe6Lh85ui2Ivwl8EZNdN1gcB3sDwH1iNU9wLxgJ882+grhn4lwnwethi/QEV6r6...
1
science
grade-3
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAj6klEQVR4nO3deZAkV50f8G9m1n11VXf1fUzPaKY1mhFISEJIIHFICIQBiWUNWtYmHGA7lo0NbIfNsuEVazts2I1dxzqWtcPrjVgM7C6XhQBpACGQQEiABo1gpUUHo7n6vrvuyroy8/mPrKo+qo+aUXVmVvX3EzExUnV195t6r7/9y8xfvpIACBARARBCYLEMnFeBrA5oTAciahGXBIQV4FgA6PcAEliAEFHVYkngmYzdoyCiTveGCOCyexBE5BznVPPvQQ9wddA...
1
science
grade-2
classify-rocks-and-minerals-by-color-and-shape
true
false
Select the light gray rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAACS4ElEQVR4nO39WZAk6XkdiB53D/fY98h9qaW7q7q7uoEGGhtFLCRlImgGcTW+SJrRAyW9UWZ6m+E8UGN6kulJ0tg14wNnRM2VdHV5ZeIFxUuQAtgACIBogL13V3UtWVWZlWvsu0e4hy/3weN88UdU9iJWVVc1UL9ZWmVlZmzu/7edc77v18IwDPF4PV6P16lLf9hv4PF6vB7l9dhAHq/H633WYwN5vB6v91mPDeTxerzeZz02kMfr8Xqf9dhAHq/H633WYwN5vB6...
1
math
grade-2
choose-the-appropriate-measuring-tool
true
false
Which tool would help you use the right amount of vinegar in a sauce?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAACoCAYAAAACcRc/AAAUe0lEQVR4nO2da0xb5/3Hv75gO8EGUyi3cs0F/7esMVsTAluXhGqNW1WNO3UlW14wpVvVTKq0vdgLJqXdu6qbJk2qJq0vpipqtaXptlYl2dpMNFOihoiEtibgLiaBcEnAlJttbHOz/fu/MOfYB5trOMcm/D4SsnzOc+znwIff+T3Pec7zqIiI3HPA7SAwFQZCBIZZM1oVYNIAu7cDBTpA5Z4luuZLdbWYB4kDWYD2VjD6pkgHWDKj1jHMWpkKA64AMDwHdAcBtS8...
0
math
grade-7
make-predictions-with-scatter-plots
false
true
Based on the scatter plot below, which is a better prediction for y when x = 7?
"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"
[ "7", "0" ]
null
0
math
kindergarten
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 6+1=7?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAAM9ElEQVR4nO3dW2wc133H8e85c9kbbxJlh5Ji2bAsubLr1m5Ry3aSNyNp2iRAEMQNgsDoU4EiCQKjaN/60ocWSB/atAX63D60aYqgaJy6fU6b2hFaIEDiGqJVBdGFoi6USe6NOztzTh6GlLjiitxZ7pmdXf8/gCCSu3tmfnuI/wzPmT2jrLV2NYJLLagnEFuEEEJMEF/BrAdnqvCRENRqx9oLm+PeLSGEEKNwfg7891vpN8dDeLqWVn0hhBCTo57AxSbciGC5BXo...
0
math
grade-2
compare-sides-and-vertices
true
false
Which shape has more sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAALPklEQVR4nO2d229U1xXGvzMzx3c7Bht7XBABCr6RilRqEvWhlZpUvaRV1apv/DO9KFIeUomnvLQP7Uv7UBKUKoSkQZSgEqFwiyHB+AYYZONbjI1nPMPMnJnTh+NxTS8Y4zl7r73393tDlu2N/dP2d9ZeZ20vDMNwtghM5IBMGQhCEGIsKQ9oTQKHmoDuOsCbLYThxRXdyyKk9rzSBqTGc9E/euqAvubIfkJMJVMGRleBmSIwlgMSK0H0AcpNbKA1GbkMANkykCh...
0
technology
grade
font
false
true
Identify this font type
"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"
[ "Trebuchet MS", "Copperplate Gothic Bold", "Eraser Dust", "Wide Latin" ]
null
1
math
pre-k
tally-marks-up-to-10
false
true
Count the tally marks. What number is shown?
"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"
[ "1", "7", "4", "5" ]
null
2
science
grade-4
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAZ5UlEQVR4nO3deUBVdd7H8ffdgSsgiCwqhCaImHsumZq2PWY6OU1mM9U8TfU0WU9Py1TTlNU8ZmXbUzY1M+01lTNptpppVkYpuCIoIKAoi7LIvlzgruf54+JVhBzUy7kX+L7+Cc49nPs7cf1wzuee3z0aRVGUchscaIZGJzgUhBDCK/QaCNZBQhBEGUFTblWU7Q2+HpYQorebEgL6/c3ub2KMMMLsTiMhhPCGRifkWaDMBvnNoG1wuB+QsBFCeFuwzp0tAE1O0Dp...
2
math
grade-5
angles-of-90-180-270-and-360-degrees
false
true
What is the measurement of this angle?
"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"
[ "270°", "180°", "360°", "90°" ]
null
3
technology
grade
peripherals
false
true
What kind of computer peripheral do you see here?
"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"
[ "Tablet", "Webcam", "Dongle", "Modem" ]
null
3
math
algebra-1
identify-linear-and-exponential-functions-from-tables
false
true
Is this function linear or exponential?
"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"
[ "exponential", "linear" ]
null
1
math
grade-5
understanding-probability
false
true
If you select a marble without looking, which color are you more likely to pick?
"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"
[ "green", "black" ]
null
0
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
"iVBORw0KGgoAAAANSUhEUgAAAQYAAABECAYAAABj0pvvAABp10lEQVR4nO39d5hdZ3nvjX9W3b3N7Om9z6j3LtmSq9zB2LQAh17CC3mBc0gOSUhCyrlySOBwSEhMOWCKwQYb9yLZltV7L1M0vdc9u5fVfn9s7YUMNki2CTnvT9/r0qWRNJq9nrWedT93+d7fW7Asy+IaruEaruEyiH/oC7iGa7iG/3y4Zhiu4Rqu4TdwzTBcwzVcw2/gmmG4hmu4ht+A/Ie+gP9/gWmaGIaBYRhks1nm5+cxTZNUKkUymSQej+NyuQiHw/j9fiRJwuFw4PV6EcVr9vv/KzAMg1gsRjKZJBaLEYvFSKVSGIbB+Pg4kUgEv9+PrussWrSIoqIinE4nLpeLQCCAw+H4D7lO4VpV4veLSCRCMplkcnKSI0eO0NfXx/T0NA0NDXg8HlRVBSCTyTA5OYmu61RUVLBu3TpKS0s5ceIELpeLbdu2EQgE/sCruYY3ilgsxv79++np6aGuro5oNMqRI0cYGhoiFovZh4Ku6yQSCbLZLH6/n2AwyJIlS6ipqWF6eppoNMrdd99Nc3Pz7/V6rxmGtxiWZZHL5RgdHaWzs5PTp0/T09NDaWkpW7dupaOjA0EQGBwcpLy8nP7+fjweD7lcjkWLFpFKpejt7WX37t309vayZcsWVq9ezeOPP05rayurV6+mpqYGRVH+0Eu9alimQTqVIhmPkYjHiM7Pk5qfJZnJIgD+UBG+YDFejwenx0MgEERRVQRBAEH4Q1/+VUPXdUZHR9m9ezfHjx9n4cKF7N69m/Pnz1NVVcXb3vY2WlpaCAQCuFwuNE1D13UkSQIgm80yNTXFkSNHOHLkCM3NzVx//fXs3LkTh8PBzTffzMKFCyktLX3LvcprhuEtRCqVoq+vj4ceegjTNNmwYQOSJDE4OIgsywQCAQ4cOMA73/lOZFnmxRdfZPHixcRiMQzDoKioiGQyic/no6qqCofDwejoKIODg1iWRVdXFxs3bqS7u5vNmzezatWq/EvznxmWRTKR4PThA+x+5WVmpyZxygLpuVkSmoHX6yEemccfCkIuC6oD0dBx+oI4fH7cvgDrNqxjyeoNON0ehP9LwqrOzk4ee+wxFEXhscceY/HixaxYsYLq6mqqq6uRJAnDMLAsC03TkGXZDjUty0JV1VeFDYIgkM1mGRgYYGxsjGPHjiHLMsXFxfh8Pj796U/j8/nesuu/ZhjeAhiGweDgIE8++SRPPfUUn//858lkMni9Xn7xi1+wcuVKFi9ezPnz55mcnGT16tWcPn0aSZLo6OhgYmICj8dDU1MTBw4coKOjww4bdu/eTVVVFW63m0WLFvGP//iPrF+/nmg0SiqV4oMf/CChUOg/nYEwdJ3IzDR7djzLdx94AIdDYeuyRSR0HdnQWLKgmYryckxJxSmDmcvgcHuIp3KITgdDg2P09PUT8vuJzs5xoruPTVuv4+a3v5vy6hoURf1DL/E1MT8/z5NPPklnZycXLlxgfn6ev/u7vyMQCNh5JkEQEEURwzAASCaT6LpONptldnaWRCJBMpkEIBQKUVFRQSgUQlVVdF1HVVW8Xi8vvfQSBw8epLm5mYceeoivfe1rbNq0CVl+86nD/xDDoGXSJJNJstkM6WQSPZclNTdJzrCQZRmHP4Tb7cHr86M6XXh8XgRB/E+32V8LsViMJ554glOnTrFy5UpM02Tt2rXs2rULy7IoKytjaGiIaDSKrussXLiQZDKJ0+lkdHSUVatWceDAAVpbW3G5XJimyeHDh7nnnnswDIN9+/axfft25ufn+epXv8rHP/5xTp06RSAQYGxsjNraWvx+P3fdddd/mvsVmZ7i4Qe/y8Hdr+BVZUqDfha0NiIpCh015bhVGQsLE9i59zgoDqZnZtm2fimnz/eyor2R4pAPQZQQVAfnB8bIiCrdF7qYnZ2jqrWDrbduZ+Hy1YiX3O4/NEzT5JVXXuH8+fP88pe/pKWlhQ0bNrB8+XJM07SfzeVfa5rG888/TzQaxeVyIUkSwWAQWZbxer243W7m5+dJJpNIkkQgEKC4uJiamhrbqIiiyIkTJ+ju7iYejxONRvnbv/1bqqqq3tR6fi+GwbKsvNvTdY7Du1/GKYvIikpJSZhMJouiKmAYSKoDTB1NN9B0A9nhIJVIks1kKK+tZ8HKNQSLwv8ps/KWZdHX18e//du/4fP5WL9+PceOHWNiYoJVq1Zx3XXX8bWvfY2PfexjvPDCC/aJn06nyWQyVFRU4HA4SKfTBAIBkskklmUxODhITU0NlmVhWRbHjh1jw4YNHDx4kGw2i8PhoK6ujvn5eVwuFwcPHmTp0qVEIhHe97734XK5/nD3xDQ5/vJz/D9/8jm2r1+Fpmlcv2YZdeVFDI9Nc254EgcmN61fiuxQwYIde49RHPCRyelU1pbTeaGPG9YtRZYlEAR0p5cXdx8mnctx641bmIhleOjHP0XLZrnxlpt4+8f+BPkPnG/JZrP84he/YHp6mp/85Cd84QtfYMGCBbYRsCwLUcwfdIXnPDAwwBNPPMGqVatYtmwZw8PDhMNhLMuyDYKiKIiiyPz8POPj44TDYWRZJpvNsmLFCtvr0DQNj8fDQw89REVFBS+88AJ/93d/R0dHxxt+d95Sw6DrGtG5WU7vfYkXnvwl6zZvYdHS5WiZFHNDPfR39xCZjzAXTRKNx3GqMvG0Rk1ZiHBRMdV1tdS2LcBXXksiHmPPC8/jKS5hw43bKausxuFyv1WX+qZgGAbnz5/n3/7t37j++uupqqrif//v/8369eu58847+c53vsMHPvABdu3aRVVVFYFAAMuy8Hq9QN6oXAksy6K/vx9RFEkkEmiahiRJtLa20tvby5IlSzhx4gRTU1P4/X4mJib47Gc/SygU+n0u/7UulPGhQb7/wL9y4dRxmqsraawuY8OqpZw4cZaMYdFaGWZofAZZkVnQXItTkbAsC920iMQS+D0uchbEIjECoQABrxMsEJ0qLx04S0t9JWWlIY6d7KaxvYORyQle2XuQ8vIKbrznfpauXf8fu+ZLmJub4/HHH+eFF15A0zS2bNnC5s2bkSTJDhksy0IQBARBYGRkhP7+fs6fP09LSwulpaVomkYgEECWZTKZjF2+9vv9hMNhBEFgenqakZERKioqSKfTdHZ2cu+99+JwOF61ny5cuEB/fz+Tk5PcdNNN3H333W/IOLwlhsGyTGbHhtm74xmMZIzK0mIwTc6fO0c8nqS4vJypsVEUDII+N2WVVWipJGnNYMnihRw7chjDgvq6euLpLIYok04k8ASCtC5awuRMhLlonOqGJpau34wk/+FOCNM0OXHiBO973/v4h3/4B1paWjBNk66uLi5evMj999/PU089xdmzZ/nUpz5lu3xvFh6PhxdffJF0Os3MzAzvf//77ZCicE133HEHjzzyCP/9v/93PB7PW/K5V4Lus6f4s//3szRWltJcV8P6jjqmpuZoa6zmbPcQbqeCgYBTVQgHvbicDkRZIiVInDtxju6RSYr9XiRRRBCg2O+jtakat9MBHh+jE9PUlAQ4cPQ8Kd2iyCWzdM1ScmqQpx57kou9vazbdiPv+tj/8x/qXabTab7zne/wyiuvUFJSwurVq5mYmOCee+4B8nulcD2WZWGaJo8++qidNzh58iRbtmwhnU5jWfmwWhRFiouLOXHiBFVVVXYp0+PxkEwmCQQCZDIZXC4XjzzyCB/96EeBfEihaRoAk5OT7NmzB6/Xy80338zatWuvOsx804bB0HVefvIX7Prlw3z8kx9lbm6eR3/2U1pqKrn5w59h98PfZ0FLEzicnD12hBUrV+B2Onnx5VfoHRpj6bKliLkMC5csxOdyoQaKAAsTAcMZ4MmHHsTrUNj89vcwNDLGmb0v847P/hmh4tI3c9lvCLquc/ToUf75n/+Zm2++GYD169eTy+Xs7PPSpUupqKjA5XKRy+Xe0s+XZZlcLsdLL73Ehg0b0DSNI0eOcNNNN+FyuXj66acRBIFMJsMnPvEJioqK3tLP/3WYhs6hl57nm1//OhXFQRbUlLN5+QJeOHCS5tpK/D4vLpfK4PA4i5pq7NPTMC12nb5Af/8oCxtrURSJFe2NSG4P0WSSufFpnKpCKqehOh2UlZfi9zi40NVPFonFC1sZGZtgJpKkrMTP8Qv9jI9PsHTtRm5/9/tRHc7f67ohn2R88MEH2bt3L+3t7SxbtgyHw8HFixfZsGHDqwyzaZqYpsnDDz/M6tWrCQQCdhgwNjaGoijE43FkWUZRFJxOJw6HA03TUFUVWZaxLAufz8f09DQzMzMMDQ0RCATo7OzkE5/4hH1vdV0H4MyZM4yMjJBMJtm2bRs333zzVRmHN2wYLMuiv+s8h19+gaDbgc/rpfvMSeKxKNUlIVKZHBu3buXw3j1k02lWr11DNp1Cz2Sorqvl9KmTVNbU4VIk9p7rZ2F1mPLqGi6cP48oSTQtW8OJ3S+hhMpora+kq6uHUDBAWfMCzp/vJFxRxcrrbsT5HxRemKbJmTNnuP/++/n617/O97//fZYvX874+Dgf/OAHsSwLp9OJruu25f59oZCb6OvrA6CxsZGXXnqJRCJBaWkp119/PT/96U/5i7/4i98rU+7wKy/xV//9i6xe3MGiunIW1Fbi83kYmZyls3+U2rIwHW11WLqBaeZzJqlslodf2IdlWSxpqmV5RxPZXI7yxmZ+8fhzWLqB06nSWFXK1Mw8HatWQXIeI5fF73FhyjKqy8Hhkz3kdJOQV6WluZ6TQ3PsfO55mto6+NSX/gZF/f1VLXK5HD/5yU/YvXs3LS0t9PT08LGPfQxFUYhEIvz4xz/mYx/72KsIaVNTU/T39xMOh+3n19vbS2NjI/F4nLNnz7JkyRIURcHn82EYBqlUilwuhyRJdh7B6/WiKAqyLPOVr3yFz372s3R3d7N161bbOAwPD7Nv3z7a29s5evQoTqeTj370o7S1tV3xGt+w33X22CFe+vmPWLtyOWdPHOPEkUM0tbVSWVKM4HDhc6n43G7cDpmB0XFOHDtOQnRyvruHTCrNz57bw//+3kMcPXGSoZ5Ojp/tYnIuilMW8ToddB3cxfTUFJU+lXDQz5YtmymrrWfHYw9T4rAoqyjnn//0T4jOzbzRJVwxCsmi//k//ydf/vKXaWxs5Mtf/jJut5tt27bR09ODKIqk0+nfu1GAfLLLNE0WL16MKIqcO3cOj8fDu9/9bjZs2MAPf/hDWlpaeOyxx35v1zA2PMQ//f1XWNHeglOCoMdN39g0qXSOmooSVi1bQFtjFXo2h64b5DSNk119fPNnzxDwerhl7VKKAj4EQaC4ug7V7WP1+rVYlkkyneHgmW4GpiPEpycZmY2R1i1EVcHQDYxUmvqqUkoCHhYtbOHUuYvMDQ2wYMkSLnZ38tiPf4Bpmr+XdVuWxZ49ezh+/DhOp5O1a9dy4403smfPHh555BGy2SyrVq36DU7B0NAQXq+XQCCAz+fD6XRSUlJi5x82btxIMBjE6/WSzWYRBIFwOExxcTGlpaWUlZXZuardu3djmiY33ngj3//+9zEMA9M07YR4T08PCxYsoKamhvXr1+P1evnWt77FzMyVvytXbRh0XWP3s09w/uWnWdHRxAuPPcLyFcuJTI4x0NXJsnXrWL16NdlcjrmJEeKpDPfccQvl1dWEZZOVK5bhFjX+x3/7BH/7hU9y40038amPvJ/73nEPDTXlXOgfJaHDVMrg+s0bCJeE86dj9wUGL5zlXe95N5ppMXJ8H+9473vZ/eQvGBvou+KE3htBLBbjm9/8JmvWrGHp0qUkk0kymQw33HADzz77rP2i/kdClmXS6TSiKHLmzBk2b95MOp0G4Atf+AIHDx4kHo+zd+/et/yzI7PT/NdPfxK328WCjmaWtzYwPhdjZC7G+HwCXdNxYpDJZNF1A13XefnIGb77+E4WtzZRUhLG43bh97pBgGw2TSoxizY3TXlRkPqyMA3lYXLZDI/s2MPxcz0kcvkMv2KZWIZJid9NW1Mls3PzyKZJR3sLd25by+133sneF55h/5MPv2X5nctx/PhxRkZGME0Tn89HZ2cnixYt4s4778TlcjE9Pc3mzZtfleswTZNdu3bhdrvx+/22d1lbW4tlWQSDQbLZLJ2dnQiCgMPhwOl0vir3kE6n7aTk2rVref/738+SJUsYHBykv78fgEQigaqqlJeXs2nTJi5evMgzzzzDsmXLaGho4Etf+pIdavwuXHUocfjFZ4n0X6C8OMDLu/dz93vfR9jn4vSenew9copiv5frtmym5+JFBFGkpa2NQCCAYJmXWGsW+vwMlqSA7ECSZRAEJFVFS6fzdWlRIq5beEWTRDJJd/8wmqbj9XpYsmw5FzvPo3p8nDp+kk233Mbxs52sve4G6lo7rmYpVwRN03jooYf4wQ9+wD/8wz/8BnnE5XL9QQxDAZIk2SWsAkRRZGpqivPnz1NSUsL27dvfsnyDZVn82z/9A0/94hfcfsMmFlWX4lQUOvtHKSspojIcQJVlBCEf8uRyOUan5/jB07t4+5Y1zEQTrF/ewcmLwyxurmN6cgqnqlDdUM3U6CQjk3NUlQSZmU8QDnhxhkuZnZwiVBwk7Hdh5HQkVQZJBMPEECXGoyma6qo52z3I+Ngkc8k0Tz6/k3/+13+nfely4K3hdyQSCXbs2MEPfvADNm7cyE033URPTw+zs7M0Nzdz7tw5brnlFpvEZFkW4+PjfOtb3+L9738/NTU1OJ1OMpkMkiQxMjJi5w90XcftdmOaJrlcDlVVyWQy9r+JoogsywiCgKqqOJ1Ofvazn7FlyxZeeeUVPvjBD6IoCplMhuPHjzM9PU1zczOCIDAxMUEsFsPpdLJlyxbWrVv3O9d6xR6DZVmcOXqQs/tfprw4wC+feJaailJOvfw80ZlpOhYv5447bkd1OJmPxVm7ZgULlyxFlhUEUWR+PkYslUHLZkmaEhnDIpbViCYSRCLzzM7Nk0xnmIlEyGQypGenyWVzxObnMQWJC10XqSwp4uSxYwgON5WlYbbecjPdxw6ydsUSTux9ibmpyTf14F8LQ0NDPPLIIzzwwAOvGa+n0+k/mFEA7G7Ny2GaJjU1NUQiEbLZLAcPHnzLPm9ysJcdzzxDc3UFy+orsASBC/0j1FeW4pQlrEsurWlaaJqOJEv84OmXKS8KEPB5WNxSi+rxUF5WgiiJ+Hwe5mIJYvMxNNOiJOhDVVX8bieSLBEO+igvK0KQZSxRxHK58j8/p4MgICsSdRUhspks6XiC2roaFrY0UlcW5hc/+gG57FuXAH7llVd47rnn+NjHPoYoinaFYXx8HE3TuOmmm2x2Y+GFPnToEO95z3uoq6ujqKjI5ilYlmWTlYqKishkMvT395PNZkmn0xiGgd/vJ5fLUVxcTCgUshOamUyG4uJi3vWud/GlL30Jn89nh7BOp5Pm5mba29uZnp5mcHCQVCrFqlWriMViPPDAA7Zn+dtwxdzJ/q7zXNy/k6WL2nlh114WNNfSUFVBTDPpPXmEhStWolo5lq1cQUVpGEF10HX8AIokE4kn8LtdDI2OsnLpYubm5vH7vQwMDeMPBEmlkhi6jtfrR9dyeDxuTp/vZtt1G6koLaWmzk1zfQ0v7XyJBa2NxCfH6E/M4/F6qKit5eTLz7Fow1ae+OED3PrOD1BeXfsGH/2rMTMzw7PPPsuyZcvQNO0tc01N07S76Apx49TUFJZlUVpa+pY0SGUyGT70oQ/xL//yLySTSQYGBqivr39TP1PXNL7w8Q8T9HvZtmYJFcUhJEmitDjI/FwUv9dt5xMUWc6vMZ5hYjZCeXk5DR3NxGfn0QWF8ZExBnqzFPl9lBX56ewZYnFLLZqmo2k6TqeK1+tGcTqoXLiS2Z4zCAiYiCiSBKqEIAoIUv5s0/UM9XUVlIZDWIbBn37hk/zpX/5PTu1/hVXX3/SmWaFDQ0PMzMxQXFxsM1hzuRznzp1D0zRKS39VJSt4lf39/cTjcSoqKvB4PGiahtfrpa+vD7/fTzQaBfJ9EGVlZZSWluJyuUin08zPzxOPx3G73aTTaSYmJigtLcU0TeLxOP39/aiqypYtW7hw4QKZTIYPf/jDAJSXlzM2NoZhGPYek2WZZcuWUVdXx09+8hM+9KEP/dZ7ckUeg6blOPry86xesZQTR49x3eYNhBvbOXuhk3I3zETmIRmhKFxCVVkYQUtj5TJYFpgWrF66AN00Wb1uA2c6e0CSONvdRzKjMTA2RTqnoRkmyXSKydkIc9EYsqqQ1XQQwMikCXmc3HjzjYiSxNDoKD3d3YyPjeP0B6muqWF2oJM777yTo7t2oOtvPgGo6zpjY2N8+9vfZuPGjaRSqTf9My3LIhaLkclkqK6upr29nXA4TG1tLStWrGDTpk309/dz5syZN813tyyLSCTC+vXrWbt2LT/60Y/edB5m9/NPMxdPsGphG81VZciyRC6XI5NI4VQVspkcuWwOAQHDNDEMk3gqg6YbFPk8HDt2lmB9K1o6yerNmygPF7F4SQtDk7OEvG4M08LtcaGqCpZloagOTMsELYPT7UV0OXCoAoJDAQEsTcc0LCzTQlZVQgEXOT1HRlRwywK337CJ//mVv2Z2fPRNrds0TQ4cOMCxY8dQFIW+vj7Gx8cZHh5mcnKS+++/H6fTad93y7LIZDJ84xvf4LbbbiMQCNjVBVEUicVizM/PU1RUhGEYjI6OoigKyWQSVVVJp9MUFxdTUVHBzMwM6XSahQsXIssymqaRyWTIZDLMz8/zvve9j6amJvr6+uzDxbIsVqxYwcqVK4nFYtx1111IksSOHTvo7Oxkfn6egYGB37rm32kYLMvilz94gMqQh2effY6A309kchw1G6O6rp6d+08gqc58W6yhgSDavxYuXkhLexuuolIWLmhjbmaGBW2tGLKDjo52ioqLWbtqOWXhYuobGmlobOTmW25iw8aN3HLTNiqrKpEsHcvIYaVjhDxO2qvD1NfXU1xeQVG4hOELp+m82M/0+BjDZ49QXl7Kvh3PvWn3PhaL8fDDD7NkyZI3fdJCPu6Px+MEg0Hq6+vtRFI2myWVSqFpGvF4nC1btrBkyRJ2795tb7Y3ikJI8b3vfY8bb7yR0dE3/oLkshlefOF57ti6BcXQ8Ps8GEb+5VdVxW4V9vu9qKqC2+UkEPDicajIksRUIkVJaRmdnd3ULVxKeqSfRes3kZidJ5ZIU1wcwrJMXMXFWFxqTBseZ2x0HMPpJSdIWIaBpoOZ1UCWEd1OwMLSdSRTR8Aip/pxmFkEy2BZWwML6mt55Ic/eFNGcXZ2lnQ6jc/nY+3atSiKwsTEBJOTk6xdu9aO/QH793379rF582Y0TbMPFUmSyGQytLS02LmFkpISFi9ezNDQEOXl5WSzWYqKikgkEjidTurr6yktLWV2dhZN0wiFQpSXl+NwOHA4HAwPD1NUVEQkEuHpp58ml8vZlQ6v18vGjRs5fvw4586dY/PmzXR0dNh5iN+G32kYxgf7mOu7gIqBaYFgalQHHWTSWWTBYElrE2tXLoVcGuvSSS06PQiShNPpwuPzcfH8OVJZjZnpCTRdZ3pkgPPnzpGKR8lmUsTm5zl+4iRTE5MkZqeJzM3gDwTyF6e6EUQZUXViaFks02LZypW4nE7S2Rxnz3XSXl9FVcsCOk+fpiLo4/yhPcxNjr3hjQBw+vRpTp48yT/8wz9cUUz221Dgyff29jI5OcmBAweIRqPE43HbbZydnWVmZobp6Wn8fj+LFi3iwQcftGnUbxQOh4OWlhYuXLjA2NgbvycTw4N0d55nZGaWdUva0DSdXE7Lx9KagSxLuFwOOxsvimKe02FaGKZJsdOB6SsiHo2za9d+ptI6//7dHyAGi0hk0lwcHGV4MoIoq7jcLnrHpnn28CnOXOjjc5/9AheGxshZEg6HBKpq6zNYkpxPaksShmHiyEbRBYmc6KGotIiaqnLOnj7J3PTUG1770aNH2b17N8uXL8eyLFauXElFRQVDQ0O0t7e/pks+NzfHmjVryGQyxGIxenp66OzsRNM0stkssiwjy7JNnS4qKmJsbAyfz4fD4XhV30Q2myUcDlNZWUkymaSoqIji4mImJiYYGBhg1apVjI2NEY/H0XXdNoKCIDAwMIDD4aC7uxufz8eiRYuYnp7mxRdf/K2l9d9qGPRcjmO7XuDet93Fxa5uKoNuKivK6B+b4fS5C1zo7KE05ELR0yA7wDKwMnFAAEFEkGQExUHr0uUUh8NkLJmcpiPIKuWNbdQ2NDAxOoqqOigvyXPCAyWl+P15YoggSQiiiGWZWJKKAFiSihGbJRgM0NPZydvfdjfj83FiU2P4Q0WMdJ3hbX/0AfbveAbt15JyV4p0Os2FCxdsV+/NuuAzMzN8/etfx7Isenp6GB8fZ2RkhHQ6zfDwMCMjIzgcjlc1zQQCAVpbW3n++eftn/NGrkPTNN797ndz5MgROjs739haLIvHfv5z2hrqsNIJPE6nTfHN5nIggENVbQOoKAqG8asGIoeiUORxExvoYfPaZRSFvJQ3NrF5xWJyhkA0kaCqrIi0aRCbGMfQNNKZHE5ZYiaVpaWyDG8uiUModBRC7lJ6TBdkBFlCt8R85QsT0cgi6QkEQaa9oRI9Gaevp/vq1w12GXHJkiVcuHCBM2fO2C/nRz7ykVe9iPlblb8va9asYWhoiM7OTkKhEA6Hg2effRbDMHA6nXYb9ZEjR0gkEnbr/NjYGJFLCfiCTsfU1BTT09NYlkVlZSXRaJRIJJ+3CQaDdj5h6dKlyLJs57AUReG6665DEAT+5E/+hPr6es6dO8f69evp6Oj4reHEbzUM83PTuLQE40P9RObncXv8TI1PsLSjmTu3ruHGLesJV9VhmSZ4QoieEGpJLbLHj+z2Ibt9SIqKKOat4h13382StevZ/vb7WLdmJW1LlrPplttZvWE9mzavZ9mKZajeAA5vAFF1AcKrGlAEWUbyBbGySWrKilm9ZhWHjx5DNwV8RSVEZqZIJZNI0QlCJeVMTbyxE/Ls2bNYlsXtt9/O7OzsFf+/wostCAKmaTI5OYkgCJSXl9PS0kJbWxtutzsfChUXMzAwgKZpuN1uTpw4gaqqdjt1JBJh48aNrF69mkQiQS6XY2oqf+oVKiFXmlCbmZmhra2NiooKOjs7r/p+5LJp9u14FtM0ee8tWzDNPJMxp2kIgoDToWJZJpKUN+KapqEoEpKqEA75kCSRFQsaaWuoIhGPMzU+gVsWKC4rY7Snm1WLOpiNxAmpCtPTEVBkbtywnA/ctY1337aVe27agCCKTEU1dNMiIzhwCgYgoAoGFgJSLoOuWVimiZHJhxJIIrWtTQR9Xh598DtvyCieO3cOQRDo6OjA5/Oxfft2IF+hCAaDQN47ujx0LfQtbN++ndHRUXK5HEVFRUiSxJkzZ5AkCbfbbZcnu7q6CAQCNqvRMAxkWSYajSIIAnV1dZSUlNiNVMFgEE3T6O/vxzRNIpEIX/rSl/jhD3/I9PS0XS41TROPx0M8HufrX/86XV1dOBwOpqamCAaDv/WgeN0Ml2VZHHj+SerKyxnqOk9rUz0l5eWMTU7x2At72Lx2BTUlAZBkDFeA//O9H7G4rYm+4XHCoQAetwtFkTB0A1GSkCQR5VJ920QgGpkHQSCnafjcThLJFLph5CvOgkDA5yGdzSGJEooio2sGOV1j/fq1uFQXlq5THPDiVBXGB/sueRH5ROTZ40eoXb6Bs/tfprK2/qoy0qZpMjo6yunTp7n//vuv+P+JosjRo0fx+fJsvnQ6TTwet6W5ysvLuXjxIqZp4nK5mJiYoLy8nHg8zuzsLB0dHfbpIkkSkUiE3t5eBgcHufHGG20PoxCDnjt3jkWLFl3R2nRdZ8mSJYiiyMWLF+nouDq+x7nTZ4jEk/icKqqioCgy2ayG1+NG0/KEGcPIGwZJEjFNA8uCVDyFqqq4nQ6GxqYYnE+xvM2FIkDfxCwVPhcnuwd41903s3PXAVyqQtDv5VTPAMtb6yivKENUBfzFAQSnG7/PSyIyR6A4AKYJooBQ4CgoCpKuYWY1RFVGUpxYloBD0li4sJUf/uJpErEovkDwitddqBZNT0+zZcsW6uvrbU3Oj370o2iXDGOhWargLUxPT1NcXIwoimzcuBHIC640NjYyNTWFrut256XT6aSpqYlcLodpmpSUlBCNRslms5SXlzM3N4ckSVRXV2OaJk6nk6mpKSRJor6+Hq/Xy/DwMN3d3bhcrlfpPhTyPrW1tYTDYUZHR6mtrWVoaIhMJoPf77eN0K/jdT2GRGye3pOH8HucSLKIy6ESdprctGk1d9x2MxW1dQiSDLkMDq8fj1PBNHUWL2gll8swOTUFpsHM7BzJZJx4PMbQyChOj4/BwaFLFtbEqco0NTTiv0QT1XQDTdPJ5jQi8zHmo1FEQSQaj6PIMpKsYJkmgqIg6xk2LGqiPByivb2VZavXoGVS6LkcTktjdGiQaOTqKNOpVApZlolEIpSUlLzm90iShMfjoaSkhJKSEruy0NraysaNG6mpqWHjxo3cfffd3HHHHTQ1NdHa2mqz3EZGRjAMg5mZGTweD4qicOHCBerr6/F4PNTX15NOp7n99tvZvn07ixcvZuPGjWzYsIGFCxdSXl6Oz+dDkiS7887j8VBcXIzH43lNY6GqKufOncPn8111Ynaw6yx1lWUsbq5DEAQ0zcDhUOzyrSSJaLp+qTtQymspYOFyOZBFgeuXL2J4apbxwSFUp5tl7XWQyCslt7S14nI6WVhfSVlRgOWLmpmcm+enO/aTTKVx+EtQ/cVkkynOnz8PLh+mYWCKIiBgATlBJYuCeGmDW6KIaeSwRBlBlCkNeakMF3H+xLGrWncul8PlcuH1enn88cdRFMXWGrn8VC78MgyDgYEBAoEAlZWVpNNpVFWlsrISSZLYtGkToVCIXC6HIAh2r0s6nbYNgGVZdkOVaZqUlZUxNzdHLBYjl8sxOZnn6oiiaPMfxsfHaWxsJBqN8vLLL78qGQrYTMrp6WmCwSDveMc7iMfjZDIZ4vH4a679dT2G04cPcP261SRjMaobWjjb2cXgyBiKLLN+/RqcviDpeAxTcqHILpYsXYLDH0TTdBoWLUUQRCQ9Q2lDC1lNQzAtNC1HTpRoXroyn6iUFbLJBEndxFnTQkgCPZVEEEVcbg9V2QySYCGKMiXNHZixOZLJJIos47BAEBVEh0oio5HJ5ji4bx9+t5O2xcsY7bnA9bdsZ//OF7jt/vde1WYoSLkXmlcK/fCFm33+/HlmZmYYHR1FVVU0TUPTNCKRCM3NzQSDQTKZjM1N9/v9pNNp2trabBqzpmnkcjlKSkqora1lamqKRCKB2+1GEASuu+469uzZQzwe55FHHiEUCtn18oKXcfr06UvKWFm7E8/tdrNp0yZ7ExeMWyAQYHBwkO3btxOLxWw3+HfBMg0mRkfpaGkilUrhdKqXYlgDSZKQJAvDMPF5PYiiYFcpMpksoigiiiLXr1rIswfP0js5xblTZ1i2fAmhpjBdh/ex5vqtzPddwDAt/EVFOENB3rZtHbuOnGViOoJnaor4fJSfPrmDrCiwJJ7llvWLEC0TBBHDElFFEwQdARFBFLBMC0sUEPUksuImEPCTyGQ5cfQwa6+/4Yr3QiaTYf/+/ZSXlxMKhXjssceorKyku7ubd77zna+iF1uWxejoqN0LUWihLi0ttUV13G43jY2NQN6LC4fDhMNhhoeHaW5uJhaLMTY2RkVFBZOTkzgcDiYnJ+nq6mJycpKGhgaSySSGYeB2u/H5fDQ0NDAyMsLZs2dt5WjTNG3jUKhO7N+/n/e///0kk0n+/d//nXA4TDweJ5lMvqZ+x2saBsPQGe/tYvOCWoaGRth/7DSNVWUU1dcTCgVxBYrIZNLs37sHWVY41tlPLpOlrLSYybkoIZ8Hn8eFT5XwB4OAxVwkmmenaTpBvw9MA0SJouo6ppI5FNkAwSQWiZBKJTjTN4qu6Ri6hqIo6JaAZOrUlYXQTYuQ101lRQkLWxtZu7CRJ3Ydpr2jDUUwicViyLKExyGjp2Lol06zK0E8HufQoUNs3brVbpt2Op2kUikqKioAGBkZYdu2bfh8PqLRKEVFRVRUVDA1NWWLeEYiEZu6+tWvfpXa2lpboquQuff7/aRSKdLpNIIg2CeJJEkkk0lWr17NCy+8wE033cTy5cvtNWQyGZxOp31qFcqdkUiE8+fP22IeAwMDlJWV2XHk5OQkqqpeFVErm8ngVyRCNVW4cklM03yVx5DLGbjdznzO4RKVF8DhyKs767qBKIh4HSJ14SJEQUDXMjTV1RMqvou/+uIX+fx77sLtVAmHA+gWFIeLeP8H3sXJA4foPnWKmppKPv7xD+H3ujBzKXQtTRYVBwayYIJpkjYlXIIOigxZDZwqAgKWIFAU8FJWHKSruwctm0W5wo7TTCZDOp2mtLSUdDpNVVUVNTU1jI+Pv6qLVpZlOjs78fl8eDweTp8+TXt7Ow6HA0mS8Pv9JJNJu7+iwGWYmppCFEWam5sZGBhAEARkWbbnToiiyIEDB1i1ahVPP/00kiSxbt06NE1jaGiI/v5+uru7WbZsGS+99BIbN260jXFBbLbw58nJSb7xjW+wbNkytm3bhiAIPPfcc1x33XWvufbXfFsyqRQOSSCrGZRUVvGejkXs2fkCgeIwkZlpSmtqcSgq8VSOTWsW09zSiqIniFlORMvAMgy8oSDJyDzIKoKq0iqJZHQDy1tE8uJplKJy1KJSzPF+XP4AbreTyPQ0Dc1NZEyB6qpK1HAFQi6DqeUQispxxKdJSy6KfC6UdBQ9lcDMZQh6nWxa3oYhqvQNjnCht58lCzrQ56cIl1WQikfxh4qvaDMMDw8zPT1NbW2tneA7duwYJ06c4J577iGbzbJu3Tq7p97r9TIxMYFp5g3SzMyM3SQTiUQIBAKkUikGBwfp6urC6XRimibl5eW4XC7m5ubwer04nU7q6uq4ePEimUwGj8dDRUUFhmEQj8d5/vnncTqdSJJkb7BQKGSr+hRCiNLSUnp6eujo6KC+vp4f/ehHvO9978M0TTo6Ojh37hzt7e0UF1/Z/TB0DQWDWCJLc20JpmnhdDngkrHJJxwtLMtEURQEScQyfpUYFQQBp1MlGPDz4pF9rFm3CsvhwohMUBYo5m8+9wlOHjtBY1UZpigTSVuUB4MogWJSmSyVpUXsPnqO2tJx2he14RDzhsDpUcEqJKfJG4VLX1uiQM4QUEWTnJbD5XQyE01QpMbJplNXbBjS6TRerxdd13E4HLS3t6MoCjfccIO9N/KhlYZpmnYJsaamhu9+97t8+MMfxuv12i9owXgX9orf7ycQCDAwMEA4HLbvVyHEjEQibN26lZGREcLhMI2NjYyMjDA8PMyWLVsYGxvja1/7mp2jmJ6eZvHixfnndlmoIwgCt9xyC7lcjsrKSiKRCNPT07+1DP+aOYZUIkHQrWDoOsNDQySnJwgHvCQzWWpb2xCNPJlkYWsDgi9Iz/AoekUH03Pz9I9P4y6r5siBw4xPT6O7vOx9cScjIyPMZ3SOPfdLyptamZqe5uf/5zvEsxrdXV38/LGnENx+OnsucmzPS/jDpYz0dNI/MIhhGpzc8SRziSxDF85w4shR5pWQnVwBiKcyWLkM161dSmtNOePzCVtfcn5u7oo2AuRprIqi2N4BQFlZmU1IKegyFk4MSZKIx+NIkoTX66W+vp7GxkaCwSC1tbUEg0G7zmyaJg6HA7/fTywWA/KhS19fHwMDAxw7doyysjLa29upqanhwIEDzMzMUFpaSn19vf2z29vb7WuCvEdT8DYymYzt4uZyOTo6OuykWGlpKUNDQ8xdxf0wclmKXTJZBLyhIKrzV0YhLzaSz1dIkoSsqmDmq0jipfq8LOd/ry0tZnlrI2dPncHjdOFweUDL4vYpOL0eNMNERUcUJUY6u4mP9FBTXUlVcxN33vc2spk0iYxGDhlLENCyOSB/HTlLzPdJiQKWlu+hUCULM6chmjmcqoQsCaRTSTJXwUmZmpoimUxSW1tLTU0Ne/fuZXBw8FVybYW1NzQ0MDk5afNRli5diiAIr0oIplIp2xsoKyujrq6O4uJi2tra7O9JJpOcOnWKdDpNKBRCURTKy8tZuHAh8/PzxGIx2tvbmZubIxQK8ad/+qdkMhk+8pGPMDQ0ZIeihV+QNxKlpaXU1dXh9/vtfeV2u8lkMq+59tc0DIlYlEwygeX04PX72X/gIK8cP8+FkyeZHujFTMextBz7T5xnx9NPY+UynHnxaTI5DYcvyLOP/pxw62IM2ckvH3qIjdtuZHYuwrmDexiN5bh47gz9vf2sWLqIwaERLvQNE8+Z9Hd10t3dy0Qsx/HDhxFklf2HjtF5cZDKtiU88fRz5CQnvlCYH33726A48wlQBKpKQuw9fg4tnWRJexPrVy0mOjGMlU2Ty1w5nblgyS+nuBZqx8FgkOrqahwOh+3yFxqrCqe22+1GURQ7pnS73dTW1tr5hc7OTns8WXFxMblcjhtvvJHq6mq7ZOVwOPB4PNx44400NDTYf385KcbpdBIMBhFFkUAgYA8tMQzDFgPRNM1u8y3kG6626cs0TRAEorNzuL1uJKeKIIkIsmwbBV3PhybmJYMkSCKFIph+SYavsqyYNSsX0jM0Rk/vIMlIPonm8ZWwbt0a5uNJjp/uYvjUCUwTcoaEkU5iGTpCJk5xRTkOwUI1cwiWhXzpTLAABRNDzxuCfNnLxEhnEC8Nq7FMi4DHTcDjJnMVqlpDQ0OEw2G6uro4evQoJSUl+QQov2I4FnIJqqpSU5NXqVq2bBkbN260c1SF5KSiKLS0tNDe3m73VmiaZqs59ff343Q6cbvdNDQ0MDU1xcDAAH19fbS2tlJTU8O+ffs4ffo0vb29WJbF9PQ0iqIwODjIiRMnbB0IQRBsDo4gCMRiMV566SW+9a1v4fP52Lp1q90Z/Fp4zVAiNj2e31B6jqnhIVxuF7U1VSxoqKG+pRlLz+aJS3WVlFZWU9/cwlhvN8UN7QSKixBS82y45Q5mO4+RmZ1k4YbryCVjlBUFWHXdDQz3XqR5zRbq6usYPnGQRDJJcX0LB154iq0bVyMXVzLVc57WRQvQMhnKy8tZtGIlE6OjLG9vICW5qa0uR3G5IRdH8ATxZrOkcjpT0TSJnIBXdBOPJSipchOPXPkJma/BK696eQpkkcKLXnj5C/H05crMpmmSyWTIZrMkk0lcLhepVArXpa5Ay7Js2XdFUZienmb37t243W5buCOZTJJKpQiHw3bz1vT0NB6Px5YYL3zW5Zu0sFGLi4ttw1RgOxYMXKEycaWQLp2OYVVA1nOAgHipyUuW8xWIQskSLiOlXYq/FUwEVcnnQqIJRqZn8AgaWiKJ5sugKC6UYJjFqxbzne8/iiAIrFq1jFAyymwsRameRVEkmjfezOEXnmR1Ry1YJohSwXHBAkQz7ykUGJGSywmmSdJ04JHyHqVfdXE1TIZcLoff76ekpIS5uTlKSko4ePCg/dLJlxrFCvfdMAw8Hg+ZTMZ+KQtDZGZmZuyZpIUcU0F7QRRFysvL7Wd65swZ7rjjDmZnZ3G73bS3t3Pu3DlKS0u57777mJ+fp6uri/Lycrti8sADD3D77bf/xt4ofB0IBNiyZQuZTIapqSkOHz6MLMuv2wP02slHLYsmyDjdXlZefwMOp4tkKsWJXS8S8rkIlZRgalkmp2cJFYXIaTks00AWLUxDzxOeBBFD03A7FdCyzMzNU1X8q+ynEJuh79Q0WiZDdG6OojqTubko5RUZRC1HMjpHNpMhp2mIQj47XuKWkS49WtOy7IdsZdM4HSqffMdNvHj4DKqi0tThJJlOUikrxNOv7S69HgpufgGWZdkJwYJ7KcsyExMT9PX1kclkWL16tZ3UO3v2LCMjIxQVFbFkyRIg70aqqkpra6vNe5+amqKlpQWfz2eXqSRJYmhoiGw2S0VFBZIk2QNIjh07hs/n44YbbrCva3x8nGg0itfrZeHChUA+HCqMOiuUwCBfsizEnVcKQ9eJZzVmkmkMUWJsfIpwcYj5SBQ9k8PndhFPZwh4XUzMxSgvDjI5F8XndZNIpfF4vYRUCUGW+OFzu7hl/UpKKytw+kOX1mBgpmJIgsyqxS2UBP0cOt3F7FyYirISRoanCHhcHNt3moVVRRiIiIZONqPjcEgIWOiCjKk4UfQsumYiKyKmpiMAbkXjqqzBZfB4PHbOqK+vj0AgwAc/+EFbH+FysdeCilJBBj6TyVBSUoIsy8Tjcfr6+tiyZYvtHRSeT+F56LpOeXk5yWSSz3/+8+zcuZPy8nIOHTpkzzBtaWlh8+bNtocwNjbGypUrOXbsGFVVVXzuc5/LJ+ovY2MWPIbLNR3q6urIZrNIksT8/Pxrrv21cwzRCKqRJS04ObjzeXY+8UuO734ZE/D6/aBreauNheRwY+gGc4kU2VQCI5Nmfj6KlYqSymTzHZL86iIBpuciRDM6bqeD+ViCWUshm83h9boRBBGnnianGThUB26HgpFOoHp8+EIhtEKlQJYxMqn8CaHnX/xfvnwElz+ECYiZKB5VwSFaqMqVdyoWHvDlKFj+ubk5amvzLd3JZJL+/n7uvvtuRkZGbPpvJpNBVVXuvfde4vE4lmXZL2QkErHj04JgRzabtZOKhc/y+/0oioKiKHYp1OVyUVtbS0dHB7lczjZCw8PDbNiwwSZUFWYYFAzZ5dWYbDZfQryaTlFRknCEwpT4fCQSabKRGFo6QzoSY2hkkq6+YeLRONFogsR8jAPHzqGpHnKpDNGZOQZ685yVobEpmivL2bCkFdPUyWUT5BIxErMTZFLzqB4fNTUVSIJAXV0NLWs2svvAEf7Ht3/Cn339u+iaRnGRH0nP5dMJaj7XIKluRCxUdARJzCe/rXznpWWYeb1JTcO0TOaTaSTpyveCruv2fIf3vve99r0v7IfCMy/sGUVRqKmpIRgM2jknTdM4f/48bW1ttghLwdsovLCFkngmk+GnP/0pk5OTzM/PMz09TU1NDTt37rQrFl//+tepqKigo6OD8fFxLMticnKSr371q7ZeQ4E8Vfi6EPYmEgkOHTrE6dOn7cFHBU/l1/Gad0nPaQTdLiRFYfmqlSiyBKKM4nSjTQ1iiSB6QwiijJ5JkdUN4oaIqeUw9BxoaaxkhOnJSXK5S40aFjicDkRZJuSQmJqe4uBLJ1m+YTPyTB9Op4pDVTAsyFy6UaJpkE4kwOvBNA0y6QwZnw9VllBUhUxWx+m6NLFKUrhjywpkfxgxEwNfCbNnzl367Cs/Ml7PFTNNE7fbjSRJ+ez7JZc1HA4jSRLpdNp2Kwv6e4UHX2i3FkXR5rwXEpFut5tYLIZpmszPz9ubp6AIXfgcr9fL2NiYHVoUsuGFfEMBDofjVS/+5V9HIhG7hHbFECVCqsCooZNKJslqOvFonEgihajImJeuRZZEYlmdUEkJzSUeojGLhcWNTE7P4XA6OHa2m7tuWEeouhwQ0JNJFLcXDAEjmUITVIrCIc4OT1AbDpKan2JBfRV/dNsWZEVBlCUEywIxHy7ImJiWhK5lEADDEpDI5zco0MUtC0ESSSdTlAcDxE0Bj/PKRWKLi4sZHBwkEAjYxjmdTtv38PJQrvBnp9OJqqqUlZXZf59KpSgtLbWfm2EYtjdXGGRrGAbpdJq3ve1tHDhwgPe///3E43E8Ho/t8p8/f55sNsu//Mu/sHjxYhYtWsRnPvMZPvCBD9giMIUD4/LwshDCOhwOSkpK7CpJ4aB6LbymYXD6fCQi41R6nRgZGdIxsAz0+WzexZAcWKaBZRoYuoaVTZEY6SVdXY5TTeQFO7UclgWhUDHZ6DzTsxHqK8vIJOIMx3I0lQRpvusuYtF55oV84qqqsgrNNJGdHiamZ0gmYpRWV5NLJ8lGZtA1jUwijukOkslk0bJJBJcXyxIQ9BwOVUFQFAzTgygrmKZFVjfQjCunRC9YsIBTp04xNzdnn7aFh164iQVKa1lZGXv37iUUCtkvdME1zGQy9u/OS01HTqfTTh4WcgbxeJzq6mpmZ2dt6x4MBm1yVDqdtpNEuVzO/uxsNmtXT8bHxykuLrYToYW49XIjJggCk5OTOJ1OysrKrvh+yLKCJMoEiouYj8Ypra9CMkzqnQ4MUUIRQNNNXKpER1M1kpzPMbjdLmSfl6AgEJfdTEWiDI1N09TRCoDid5OZn8XIZpHdbmaGh1AcCk2tdSQicQbOn2Plopb8fjMMLPJ+p6Qq+RfesjC1HKIs5qUBsfLt2IVDQBAQLk2zmp6LMjAxTXVTK07vledXCizRSCTC8ePH8Xq9jI6OsnnzZvtAKHgNlmXZfJJkMmkfMB6Ph02bNtnMyEIvTX5ZxiUuSI6enh7m5+c5ePAgX/rSl2z9hoKYS4F/Eg6HmZ6eJh6PE4vF+OhHP8r+/fttQhvwKm+h4KEeOnSIdDrNzTffbPfc+P3+1zUMr/m3qsuNhEVWNzFFGdMC9Pyocs2wMEwRI5NGEGBsdAwQmI/GiaWzJGanGJ+NMp3U0E2DSGQOsIinMkxNTYBpEBJyOJxO/AEf6VSKbC6LZJq8fPB4/malE/SPz2CYFvuOnGIuEsEC+vqHiMUT+dq4KqGqzkukWBPrEmfe0rOIehrB1BEFE13LYRhXJoAJ2JN/Ll68aL9YHo8Hv99PMBi0VXV0XaeoqAhVVe3ToFD6kSQJVVVt72BoaIiNGzfaGWfIN1xFo1GGh4dtbYaioiKy2SwjIyNAXgdgbm4O0zTth1lwFy3LstmOTqeT0tJSWzewMDnb5XKhqqp96hQ29dXoPKguFxkkYqkMliBQGvRRFPJTXBykNOQjFPJTWuzH63VTFg4RDvpRZAmXy4ms68iSyIFX9vLRd9zKqiWtPPnUy5w/142WjiOpDtKpLHPjU0zMzpPM6ViAr7KG8rIy+ofG8q3dXEowyvl8iWnljZEkCnl6vHApTBV/dQAIUt5gWDmNeDpLW20VwaAfVb1ydSy/38/o6CiTk5PU1dXhdDpZtGgR3d3dr+qNKOSgvvGNb7By5Up8Pp8t8V5IFueJYZpt4HO5HJlMhrGxMXbu3MnY2Bg7duzgS1/6kt2ybll50lhBfHh6epqvfe1rvO9978PhcODz+bj55puJRCK/YaQAO58hCAL19fWEQiEOHz5Md3c33d3deDye122iek3DIKtOsjkNZy6Bnk5eyvTmP1SRBCRZQEck4PdRHAgQS6SIZTQys5PEciayotB7YCdGJo3b6WKkvy/fS2EJ9HX3MDo9Q9/UPMO9vczNzZHToavnIm2NtaRSGbKpFIua65hL6wRlM1/qPHkCt9tBOhFnbrCXgMfN+MwcOUGhIPZpKa58a3Z+F4EgkMkZBItfu+fh9TZDa2sr586dw+Vy8cILLzA5Ocnb3/52YrEYP/jBD1iyZAmlpaWEQiG8Xi/qpZZjr9drW+Cenh7a2tp45plnmJiY4PDhw7S2ttqZ6UKDVW1tLel0mmAwyPj4OEePHmViYoJEIsHg4CCmaRIMBu3Ydn5+Pv8cLlVFgsGgXa4sKSmhsbGRgYEBm/9QW1tLb28viUSCvr4+QqHQValDSYqKpDhQLAMNCTOrYRZ0FAUB4ZJrb5lm3nu0TChsTgEuXhxi9YoFuHxenF4P22/eiMftZM/e4yA58JWEcDpU+kcmmIulGB4Y5+yx41RVFbPsum1IJZX5MEIS81Rn00Ig7zFYmoZlQtaUsLTL2JyylCdZyTKWYTIbizM0MUXHwiUI4pWvvdDHUpguLcsyAwMDLFiwwP6ey0/lQkVCVVUSiYT9cquqSiQSQVEUJicniUQijI2N0dvby+nTp20Oyxe/+MVX9TnMzc2xd+9eOjs7mZycZGpqyq6EbNiwwWa4BoPBV2kwFJKZBYNVMEpjY2MIgsDs7CxTU1MEAoHXpca/5l3yl1QwfnIfyXgMydQglySlmUgiOB0KOc2gp+cMqphnmpGc55brN6G4vbhdLto6Ogh53Tj9ARJOFUyTdatW4JIF0rpFR2sLouokG4tQWlFJZVkZgihQtmChHSMuDJUR9PkoCvjwBoJ4/QEaa6rIZNK4BBNPaSkT01PkclnqamvxySaSlgHZB6oTUXUgKg5yuo7feeWDXn0+nz2CXBAE9u/fz3PPPWeHEoVp1JeHFpqm8eKLL9oWuzCZqvAgMpkMtbW1DA8P4/F4KC8vt3kHkCdQFTYU5EMBl8tFaWkpNTU15HI5HnjgAURRpKqqCofDYTPaBgYGXtMdfO655wBsD+K//bf/RlNTE5OTk1cVSghAaVMbRCe40DvEoqpisEAoxOoWCLKMUOjmk0QEWULI6SRNi/7xKZYubkVUZCRVxekOUVuvEggWceTAEdZtWY+UzLB+SSv7eyfIxmNcv3YJDz27h5B6iIbyIpYubccwTEQp3zil6zqyJGGJAkgSKhppxY3TyAAmmiWhCCZmNguWxdDwBBNzETZc6nS8Ung8HmpqaohGo/j9fmpqashkMhw9epTrr7/efl6FvfD5z3+ez33uc7S1tdmENFVVSaVSGIbB7OwssiwzPT1NNBpFFEWef/55br31Vu6//367wjQwMEA8Hmfx4sXcfPPNdv9OS0sLVVVVNg2/urrankj167mFQvm0sE9UVWXNmjU4HA7a2tp48cUXWbBgwevuhdc2DKEQgZIycpkMbrcXQ8th6ElSusXoVIRoMo0qQklRMVkth2nmLfjc+CiOplYmp2Yg5aAtFKB60WJEUQAsJFmlqCB0appYVo0dEuqmhZhLYSouFFmkyBA4c/QQxcXFpE04c3GIkGxQVlZKZGYGWZYpKg7j9vrIaga5ZIqZaJLWOgHZ6SYxHyFcUkJSVnB5/Ve8GQp6/sXFxczMzPDnf/7n9pTpM2fOsGnTJmZmZuzEU0F4o9A2m8vl7Fg/kUjwN3/zN0QiEdtg2AInlyTnCzFp4aEWtBovpxSbpsnb3vY2e3ZEYbhN4bMLL3+hIlEYdBoMBqmoqEDTNPr6+uzM+FVBEKhqaqV33w5ygkjWBKcsYWo6YsEtN4xLowHIn9SSRCSd41+//3P+yz03IjlVnJ4QlmmgaWlyqTTF4SIaW+s5fuAIS1ctIRGNMdzbx9IlC4hOz3LXxhWkdBO/1018Po434MU0DOKpHIeOn6OysoSsbuJUZEqKgwxNRmiur2RocBin20lbXVU+CelQOHymi9JwmOrGlqtautvttmdMFpS0NmzYwLFjx4hGo5SUlNjPDPJVn8JMj+HhYfbs2cOmTZtoa2tD13Xm5ubo7u6moqKC4uJinE4n//zP/8zc3BwjIyN2iNHW1mY350H+Jfd6vbjdbpvENjExQTabJZFIsH37dnbt2sVtt91mt1sX9kKh43NsbIympiZOnjxJQ0MD4+PjbNy48er0GJxOF/OpLKV+D1o2Q9oAyTQRBItsVqO2uoqSikoQZVLpDAcPHGAmlqS0tITY+XOIArxy5BQ11VXo46NkkglS6SSSJCOqDkBAlfJqv5p+SerK7SMyM4Uiy/g8HmSXFzOXobt3gPLSYqZGp2jcuIHDp8/iVQRKioJEolG0sQk2rl1BIpfipf1H0LOLWLJqNZn5vJUfmU6w8CqmPxeYa319fXYXYjwe58CBAzz00EOEw2EqKipeFccV+PH9/f1UVVXR1dXFSy+9xH333cdPfvITBgcHyWazxONxHA4HL7/8MrfeeiuVlZVcvHiRpUuXks1mOXToEEuXLqW0tJTR0VEMw6ChoQFFUTh16hR+vx9VVdm1axfr1q1DkiRmZ2dtyuvlzVGWZfHtb3+bxsZGDh06xO23305NTY3Nyb8auLx+TF+Y6lSK3QdPcuP6ZQiWheRQsQwjz1sB0ooHl5gPNR7fsZsP3XUDda3NKKobUZRIp5MgQtSQeebJF9l+81aWNHRw/shhVixfROzJlxgeHGLx1g2cuThMuKKMyPQMtW3NZJJpnIKF162ysqOBI2cvUlrkR1E8HDx8mvZFrUwMjjAxMct1G1fkE5SqzMHDZ8lks9z7zncjXaX6tqIolJWV2X0IhaTi5OTkqwhpl6MQ9xcqEn19ffbQ2+rqau688067Jbunp4fz589TW1tLWVmZzW34dQOfTqftJPLMzAynTp1i/fr1pFIpmpqa7J+h6zqqqtpeQuH3qqoqpqen+T//5/9QVFTE5OQk7e3teL3e1x1+/Jo5BpfHSyJroDgUJKcbUc/labCmwcTMLH39g3Rf6OLkmQv09XThVGTCpWUM9/Uhun1UFQdoqiplfHyU/p4uInOzaJkc2VQaPZFAS8TR0mnmZ2dJxeLomSyzo0O4RBEVyCaTTM3OUeT3ozhd+ANBtm7ZmJ/vt7CdULiUaDKN4nBQHA7z2NM7GRiZ4AN3b+NE9xCWKJPLZjGdflLxGJ6r8BgAbrjhBg4ePMjRo0fRNI1du3bR3t7OX//1X7Njx45X8ctN0+SFF17gpz/9KQMDA6iqytjYGJ/5zGfYsWMHiUSCEydO8LOf/YxIJEJjY6MdKkSjUU6ePEkikWD37t2Ew2FbqemZZ55BEASGh4fp6+tjz549diLxueeesxmOfX19PProo6/S7zMMg1gsxqc+9SkCgQCf/vSnbXe2urr6qu4FAILA8o1bmIomUFwepmYiZNMZTN34VeigKriFHGYmy2Q8TUBVqayrxDR0dF0nm0miJROkIhFKfW623HgjR06cRZ+fJpPTSMxPo8oyxy70giKzfu1S5qenkNxeRMVNoKgYXTeIx1O8ePgshiQxGc/QNzKOQ1XIJjMkcjkaGmo43dkLgGaJ/PjpF/F6fWy8afvVrxtoaWmxKc+tra32dKhCabBgGC5vqir8WdM0ampqaGtr49Zbb2XRokV2y3xhLyxfvtxOOl+uAXm5Z1fo0ykICg8PD5PJZGhqarJp7t/5zneIxWL09vbaeQVBEOju7mZ8PM9kvvXWW9m4cSMLFy7E5/O9Kif263jdTEzb8tUMnj9IVX0jstOFnjJ4+Pm9ZC/p/hcIHZXlpUxNz1AcCiKIEj3nzmLq+X8/1dWPphs4VAWHeqm/QJYxLtvEFtgnzm84NaKEKIn0DI7SPzaNppucPHmGVDqNphv4vR4GRk7hcijE0hnO9g5z2/XrkBWZTCaNmUxS0/yrBpUrhdfrZevWrZw/fx5BEBgdHaW/v5/29nbe+c53cvz4cXuajyAIbNiwgerqas6ePWvPLnzggQe46667yOVytLe34/f7Wbx4MZqmsWDBAtuyL168mGw2y7Jly/j617/Ou971Lurr6xFFkWPHjrFmzRqbE5FIJLAsi0WLFjE1NWWXTLdv324Le0BejqympgbTNFmxYgXZbJbz589z7733XtV9uByhihoampoYHhtjZj5OaXEw36SkXEqWmUaejWqYfPlr3+Ge69ZiWRay6kR1uMDpQXV7ic9M890HH+JTf/xxwtuup/OVHUxEs2wIlXHz+uX87fceZn42guJQWLJmHbm5KXxuJyYW/tpWshfPsX5pK+6Aj1Q0DhaUlIQ4faGfRcs7OHr4NA31VSDAqdPnaawoh1Ap1XV1b2jd5eXlLFq0yNZKNAwDVVW5cOECP//5z/nSl75ke2qXyxAWOC2CILBy5UqOHDlCaWkpzc3NSJL0quTg5SzIggEo7Nlf15Osra3F7XbT2dnJtm3b7PF173jHO4jFYkxOThIOhwkEAjbHZW5ujhUrVnD69Gnq6+t54IEHeM973mPrN7wWXtMwCIJA86Jl/PjRH1BeUYG3qAxLVXj3HdtQFSUvvImBJTmg0P+tpdEl5yUZNj2vw4eFIAqYZj5DLeSS6JITwcgStxxomSRBvx9RT2MhguzEIl8EUR0OMpITU3WhmDkUPYNlmmjpDJahYVpgZWLMxdswdR1FVakM+8EVQNcNLFHm8KHDvOf//fM3tCG2bt3K7OwsP/rRj3jXu95FX18fDoeDX/ziFzYtVdPyKsnNzc2IosiKFSuAvGH5yEc+YhOjwuGw7XZqmkZ7ezuQD0MK8wslSeLzn/+8rRC0ffv2V50chfgxm81y//332z+rqqoK+BUhKxaLsXTpUl544QWam5uJRqOcOXOGe++993XdxiuB6nITqG1m+GIPUQGSqQxYFh6/F1nJV4BMTadraIwin5dtG1chyjK5dD5/Ihk6RjaDr6Kad9+znX/71nd4xz230LFmLWM7X8GSVWprK7l9/Sp2HTrB3dvWEQqWMjwbwfAW4crFCDW04/KHcDoUFFXF9LiIJNJMzkZZubgFLZ2mrrKU6tIiTN3gxIU+uoZG+K//5aOojjcuxb98+XL27t3L7t27UVWVdevW4Xa77WHGhZJg4Tlc/nUikWB2dtZO/BV4C4XKUMH7KFQjCl5I4dQvUJlt1W1NI5FI2GXPAt9lfn6etWvXsn79er7zne9w1113MTw8jNfrJRaLce7cOTo7O+0Dvaio6LcemK8r7eZyuei4/g5mJsbRcjkMJJxeP7LDhSjLqN4QiBKqL4gmyFguPx6vB9XhwOlQcbudSKqCJUp5iW9ZQfEE8Xi9eIpKKS/yU1IUwulwIDv9ON1eXA4Fn8+DNxTC7fdTWhyi1CVR5Pfi8frweH24vB5GZucZn5wiEAxSW1NNbW0VFRXlaLIT1eni8IGDuP1B6joW43S539BmKLTRVldXMzMzw8qVK4lGo9TV1fHMM8/wzW9+0x5zXniAl+PyJqvCBvhtKBiRyznuv86+lGXZbvB6rZ8nCAIlJSU8+OCDrF+/nvLycpYsWUJTUxOiKOL3X11I9es/e9GG6+kaHiWaznCudyiv76jrWKaFkc1hAXuPneE9N28mWFaG0x3AzOXQtSyZ1Dyp6CypsUFCZRW84763s2/3QfRUFNXlZD4yjeT0sLKjiRcOnWBoYhpZEqlsaCQ6NoTTG8BMRpG8ARJq0O76nJ2aZWQyQv/AKIokUVtZiqXpzGR0ui4OsnD5StZef+MbXjfkNRPXrVvHoUOHGBoa4sknn+TIkSMsXLjwVZ7B5a3YgE17X716tb0XBEF41aFSyCVcTnaCXz3/QikU8jT8dDrNgw8+yKZNm/jWt75FIpHA7/fbSlMf+9jHWL16NQ6Hg927dxMKhViwYAHNzc287W1vY8+ePbS3t78uFbqA36oSvWj1elI6RCbHEV0+RFO3O8ISySQJV5hnX3iRV/Ye4NDR42RzOcxLC05kNCQ9hWHkMMxLnWYWv0pWCQLOS12KgpCfWCUIAoLqQJYkBCHfLiUojnxJTBTRDYOuzi5iWZOSymos0ZGXdxNlLEnFIatE0znKy8LM6wKL1my66jCiAFVVee9738vZs2fp6uoiFArR1dVFJpOhpqaGsrKy150YFY1G+fznP8+uXbteN4a7GhROksKk5deaWCxJEj09Pbz00kts3ryZrq4uDh8+TE9PD3V1dbaAx5uBw+XiM3/5d5zt6SOSNZiai2EaJqauI6kKGU0nnkjT3tqArLiQVSeuolIsy0SWnYiKTCoeJzE3xXB3J001lfzi8R2sWL6Unz30S4LFYVZs3sQ7t29ldHwaLJNwuJhoNI7g8SMFwhgIzCUyGK5gvhfCsshlUlRU5ctugigQTWf453/7IYGiIj73pS/nBye/CXi9Xurq6vD5fITDYRYsWMDixYvZtGkT2WyWrq6u33D/Cyf8xMQE8Cs2oq7rNiv28gaswvdc3jdTOAAKnkeBA7Nlyxb+7M/+jHA4P3wpl8uxcOFCHnnkEb785S9TWlqKpmmsXbuWc+fO8fLLL/Pkk08yNDTEsmXL7Aa934bfumt9wRCarwTV4SQzP4Mlqnm2mqYzMDZF15G9XLdmBTduXI1lCei5HLmchmlo6Kkoc2kTU8th5TJomSTReJxYOkMuq5FOZ8hlsvn4SoCskWe0WVoOXVTANLAMHTOXxsgkyFkCF7svkpA8tLQ041JEJIcDERPF7UW1MiheP5NTM5Q0LyCeNQmX/Xar+LuwZs0a6uvrmZycZP/+/RQXF7N7927e+9738ra3vY0f/vCHpFKpVxkfh8PB1772Nfx+PzfffDNf+cpXXqXYe7VwOp0cP36ckydP8u///u/s2LGDJ5544jcMnq7r7N+/3ybZPPzww9xwww0cO3aMjo6ON1SNeC2UNbWxbvP1HD9znq7JCGktz0wUZIlYNpuna+c0BNWJaRooviIEUcIydTyhcrDy8u5ScTlZ3aAqHMKpyMwnU3Re7EfwBFmwfBVDE/muRjOdoHrBYoaGx8DQmZ2dJzY3w2xKJ6OZNNaUs3nFApyXqNhaLsfeY2fxOF1cd+vtBMNXTm57PQiCwNq1a6muruaZZ56xWYSCIJBMJm2OyeWVqsL4gKampld5dwVKe6GkffkogGw2a4eIhe+7nM1omibJZJL777+fnTt3IkkSY2NjrFixgtLSUhobGzl16hQDAwNYlkVdXR3l5eVUVFRQUVHBvn37ePLJJ/nkJz/5Ow+s3/qvoiiy9oZbefixp8hmc2iApefovthLsd/F8oWt+NwupiLztK/ZSE7T6e3vJZHM4JQFBNMklTVIpjIkkxlMXSebSpHIauiZFAnNJKfpxDULVRLIGFZ+SEwmSX70mGbfsJ6ubl7ctYdip8grO3eSU9xMTc9hyTKCJKEEy8iZed3gQ3v3sXT9FmTlyhtmXm9DfPSjH6WoqIjnn3+eRYsW8U//9E+88sor/PjHP+aee+5hz549zM/Pv+pE+NznPsdXvvIVnnjiCf7yL/+SBx98kN27d9Pf38/MzMxvNRKFMpcsywwNDXHs2DFOnjxJfX09P/zhD7ntttu46aabXsV0m5ycZG5ujj/+4z8mHo8TiUT4q7/6Kx5++GHuvvvuN1aJ+C3Xd+u97ySHxMHT5znXN4ZmGOjJ9KUZliqJaDwvoiNKmOkE7pJ6FJcfw9Qoqm0kkU6jpmNUN9TS0VzL4OgkNaUl7D58AgNoaWni4sQ0hqZhmjolbhmvlJePM/Us4bIqsrF5nMXFGFZeA8IyDEzD4GT/OHtOdiK6vdx+7zvfEo8N8pyG22+/HVVV+cd//EfS6TR79+6lp6eHDRs2cPTo0VcRniRJ4qmnnqKhoQHA5igUFJsLZUlVVe0+hwKrsdBTAXnPtcBXyOVyfPjDH+bs2bNs3LgRTdNs+b9Dhw4Ri8XsHpqC3KDP56O8vJxEIkFRURFf+MIXrkgI+HfetWBRMff+8X/l4sgEuUyWWFpDBrKZLKLqYCQSJ2I6Of7KTqLxBGtuvRtBFDBEFUvL4FV+5VYZuk4mlSKXjJHOGThyMQoy8gnNQLBM0pqJjpAfeW6aGNkMJzoHSGd13n7P7TTWVnLd5vXsf+UV0oqbRM4kMTdLxrA4vGc3qjdIUfNiSqtq3vAmuBzhcJjly5dTXl7O448/TiKRYHx8nE9/+tM0Nzfz5JNP8sQTT9g9EIXx5alUypbfmpubsyf/PPbYY6/KHRQ2k9vtZmJigqeeeoqhoSEefvhhW/rrM5/5DAcPHrTpr5cLrUSjUUzT5OjRo7zyyivceeedBINBent7WbFiBfX19W96BuavI1ReyZf+x1dJJFPsOXmePSc6yWo6AZcT0zKZicbIzo4j+ooQHW5Ix5BcHhR3AEEUCFdVMhlLMjoZQXY6GB0eomPxQkrcTkYGBnD6Q7S1tJCIRgABy8gQ8DrRYzM0NtSTG+/Hq4r0n7tAzuG2T9w9J8/z8p7D1DY08pVvfAv3mxzv9+vo6Ojg7rvvpqenh3379tHU1GTPnBQEgX/8x3+0Q4rLO2ALnbcFtSf4VbhR0IIs5JgKXkLBkDz44IOcOXOGXC6H1+ulvb2d9evX8/d///fs3bsXy7LsiduFxPXZs2ftYTa6rjM1NUUoFGJ4eNiec/G7cAXmVKBj2UrkYCmmodHf108wXMLhcxd57JfP8OKuvRCZYElbExeHJ5gdG8U0DGLxBP2TEcYjSVwKyJeSZoIokk2lECyDtCEiGFkkTDzypUsRBCRBwNANRiZnmJ0YZ9mCVo4dP4mhuJBUB6UlYTZtWMPxg/vZtXsfWdVD74XztCxbyVwyw5Zb73zLTgqAO++8k7q6OhRF4Zvf/Ca33347p0+f5tvf/jarVq3i3e9+N3v27KGrq8v+P4ZhcN999xGLxbjvvvsoLS3l5MmTbN68+Vd3VhA4cuQIL7/8Mq+88goOh4OioiKampqora3lwIEDJBIJ0uk0y5cvf9VJUthUExMTnDx5kra2NoaHhzl69CiyLDMzM8OCBQuoqXlrDOSvo6G1nU/88ae50DfA6b4R9p3pxqkq3L1lNU/sPsz+/YeIjV7ETMWwnF7QsqBlMXJZ0jNThCSLRGQOPacRdkgUhQJ4wmV878GfkIzHWLu4HVPPkcvmiXGyLJGZm8U0dVoWNrPjxd1EoglOnTiNYVr0Ts1yqnOAiXiK93z44wSLrkzs9mogSRLbt2/n3nvv5fHHHyedTtsybJIk0dHRYYcDs7Oz3HvvvXbb++WJ6EKi8fJ5FIXypWmaXLx4kZ6eHrq7u7nzzjtZvHgx5eXl9h4MBoO4XC4WL17Mhz/8YZqamli6dCkOh4MlS5bYnk1B/Gfv3r0cOnSIz33uc3YI87twRVkZURRZdcNtPP7vX2VRfTUHDx/lxo3rMDQN2eHEMjT6hsbIJmOk5mbI5TSmZmfRtBwOJcjR0114vW5KLjEQBVHEMC1kdJKJDA6vD93UMSwJTdfpHBwgnkiRVtxcv20rkz3nue3uOzm+ZxfBTetQPT78bhc3bV5HNJXFAlRZYnR0nNYt21GvcPFXCkmS7P74SCTCT37yE2KxGC0tLbz//e+3s9WJRIKmpiY7IVnYALW1tSQSiVeVLSF/aiSTSRRFYcmSJXi9XiKRCMPDwyiKwsaNG4nF8vL3lZWVr/I0Ojs7WbVqFVVVVUiSRG9vL5WVlcRiMSKRCNu3b6el5eoowFeLDbfcwWcSKR745jeQZBlFVmipCvOBW6/jdN8QP37ocVYtbqOqopRwXSOKy4s2P43kdFBeEUYfncHp9lC3oAwhG+eFkRE++cd/zC8e/jn33LoF2TIQJBFJdmAaaZzBYkZ6ezl88gxerxvZ72V1XQUv7jvGwPgsaUHmz//2f7Bg+crf25orKiq4/fbbyeVyfP7zn+cv/uIv6OnpIZPJcOutt9rt0j09PWzdutUWZSnwFSAfbhbUwgt7QZIkBgYGOHToEJWVlTQ0NNjDaQoao4VSY2F83Zo1a/jud79rT0ovKSlhfn7erj5pmsZ3v/tdysrK+NjHPkZTU9MVr/OKj9WSiipu++Bn6J+cY3FHO4ePHkfPZtDSSbp6+ujqG6K2rJiZqQmSOY2uwXFKQyEGB4dYunY9c5Eouw6fwDDN/CQhw2BgoJ+MbjA1Mcl8PEVv70Wyokoqk8Hr9SKkovSfO83uQ8cZ6uli8dJljI1NkEylsGQFb0k5lmUyNzZCNGtQvWIjdc1tV/Ocrxgej4f/8l/+Cy6Xi4GBAYqLizFNkx07dnD27FnuueceSkpKbOpqof8B8gbA5XLxoQ996DemW91yyy2Mj49z4sQJewhN4TQo9GhcjsKMAI/Hw9/8zd/Q39/P9PQ0HR0dBAIB4vE4t956K+3t7W844XmlkBWVO9/1R3zuv/85R06c4lhnL88cOovL7aAsFGLLsnZ2Hz7Fjx59gT3PvcBE92lESUZxeQhVVLJgSTvecJhguARXKAyGRnlJiMbaKgaHJkAAXcti6DnSc1MILi+n+4bJWhI33rCJ5W11fPunT9E3EeHCwAif/8u/YeGKVW+4EnWlaG9vZ+XKldx11108//zzxONxtm3bZsulDQ8PU1JSYnfcXs5ZKLzchb6aoaEhzpw5w8mTJzEMg1WrVtnTxgpGoKDeVPASC8lLWZb5q7/6K0ZGRhgfHycUCpFIJGy+y86dO2lpaWH16tUsXbr0qtYoWL+rwP5r6Dx1nINP/JSGkgAnz3Wybc0int13kntu2MBsLEU8lcLh9SNoWZyqSiQWo6ypg+FzJwkXhXC63WRTKWbm5li2YRNPPvoY3YNj3LZ1HSOjU2zYsJrxkdE8eaeunod+/jj33XsPw6Nj7D14jFUdjViqk20338zE6Ajzk+M4isqwAmWsuu6mq1r8G0E8Hud//a//ZQ+k/cQnPsG//Mu/MD8/z8c//nGqq6sZGBjg8ccfp7y8nFtuuYWysjJbeem18Fost8tRaON1Op0EAgE+9alP8cUvfhGn08mxY8dQFIWqqiqOHz/OfffdR3Nz81W1Vr9ZmKbJvh3P8I3/9b8IORWKAz6WN9fSWFmK1+UkmkzTOzpJKp3G7/fSWlNJMOBFFAQk1YHkcuFwu/nO937Ke99+Gygqh4+coKYkRNLQGZ9LgpFDdbppqi6l2O9hx75j9PSPMBmJUtu6gI9++jNU1NbbYrC/bxiGwSuvvMJTTz3FE088wT/90z/ZU8ICgQCxWMxmORaYkAWeQm9vLxcvXrRZsKFQiKKiIvr7+ykrK7Ob4grVjUJrdyERmUqlyOVyjI+PU1dXx549ewiFQhQXF5PJZHA4HDz11FNUV1ezYsUKtm/fftWHxFUbBsuy6Dx5lFMvPkW5R2VoZJTS4iANtVXE4wlePHCc4lCAVUsWMjM3R01zK0899SyiACsWtuJxe5BkmcHhERa1t9DV00swGER1OMhmMsyns4iCSCYRpaO1meHJWSZn51m3ahmmw83Y+CSh4jBGfI5kIk5ah2DTIlZsvgFFfXNViCtFJBLhX//1Xzl+/DipVIqPfOQjtLbmlYlM06S3t5dvfvOb/OVf/iV79+7F6XTaSj7pdPo3klCvR1aKx+P4/X527tzJwoULKSkpwePx8Pd///e0trZSVVVla0T29/dz3333UVdX95bmV64UlmUxOz3Fl//r5zh96gS3bV5HUjNYUlPC8rZGTMMEWSKRTPP4Swc50dPPXVvXsbilgVAwSHVTE089+iQtNWWkHG5ePniCyfFJNq5dydplLSimgWgJnB0Y5V9//Chtzc2c7+rmjz7ycd7+nve9KWbjG4Vpmjz11FPs2rXLppwXuiadTieVlZVA3rAnk0m6urqIxWLU1dXZ0m+XzwApeIcFolRhenrBqCiKYnfoptNpEokEtbW1PPvss2zdupXh4WEcDgePPfYY5eXlNDQ08O53v/sNHRJXbRgKmJ4Y46df+1s2r1jEiVOnyWoGG1cv52ePP8ut160nEAwyMTGOZUEymaCi9Fd935ZlMTgySmtzI4l4An8oZGsH7j95juvXrcI0dBSXG0kU2Lf/ILFEkj/60IcwXAEOPfs49VUVTMaSVK7YQseyVW9kCW8KyWSSRx99lGeeeYa5uTnuuOMO3v72t3Px4kX6+/s5duwYq1atorKy0h55d+TIEc6fP09HRwcej4e2tjZyuRxut9tu3S5UEApy4YODgwSDQcbGxli9ejVer5e///u/5zOf+QyaprFz505qa2u5/fbbKS8v/4MYhQIsy0LXcjzxi0d45Iffx6HINNVUoWBQ6vdQXhyksaocfyhAJpfj4ug0E5NTxJNpVFXJV7pkibrqKhprqykOucmmMoyMTzExPceBM90Mj08RCgSobW7h7e/5I1oXLbNbvv8Q0DSNAwcO8PTTT3P48GEaGxv567/+a3p7e1FVlXQ6zY4dO0ilUtx///0UFRXZep6F/pZkMonH48HlcjE0NERRUZF9PwthR6EEmk6nGRoa4uzZs4yPj9tt2tdddx1DQ0MIgsDzzz/PBz/4QVatWvWGPcc3bBgAYrNT7H7qUaz5SQIulYnJSWSXl7qyYmRFYdf+QwR9Xmory9A1nVAohHGJuLH/xFnuumUro8NDOJwu4skUAb+fQ8dPs7SjGUVVGR+fYOmK5aRMkYxuIhoas6PD+EIh5nLQsvo6GjsWIf6eY+nXg2maHDlyhEceeYQTJ05QWlrK/fffz4EDB0ilUnzmM5/hxz/+MUuWLGF2dpbx8XHuuOMOXnzxRcLhMCMjIwQCAVpbWxkaGmJ8fJy7774bwzDo7u5mxYoVdHd34/f76evrY8OGDXZew+l0cvToUd7xjnewYcOGq5oV8fuGZVlMjo6w98Xn+en3v4dmmqzpaKampZ2xoQGikQhtdVUsaGmgyO/G43EjqApmOktGN5iNxjnX1Uvv6BQz8zGKw2HIZjh0oYd1q1fz3o99ipqGRjy+N07xfqtx4sQJXnrpJXp6ekgmk7zzne9EVVUmJydpaWmhoqIi32WazdpNUwXOQSGPUGjnBmzXf3R0lLm5Oaampjhx4oQ9TGjJkiVUVVWxYMECxsbGeO6550gkEkxOTvLZz37WHlvwRvGmDAPkY62LZ0/y8oP/wvLFC8ikUlzoHaChIkxZaQknu/q50NtPVUkxG1YtR9c0JEVhcnKKx3cd5O7r1xJPJokls6xZ3ELv8AQX+oYAuP76LbQ3N9HVeQFDy1FUVMSF3kFCTYvYfMfb33AfxFuNubk5XnrpJX7+858zNzeH3+/nk5/8JG63my9/+ct8+tOf5rnnnqOhoYGOjg6Gh4dZsWIFTzzxBMuXL6ehoYFHH32U9vZ2e4zYkSNHWLlyJaOjo8zOzuJ0OlmzZg27d++ms7OTxsZGtm/fTkVFxX9oPuFqkYxGeGnHC7z0wvOMDA/hUyTqKkqwDJO5rEZ6fh5RFJBEkdGZOYr8XhwOJ6KqElBlLFkhplm0L1rCXXffRW3rgj+oV/TbEI/HefTRR3n55ZcJBAKMjY3xxS9+kZKSkldNfCpULmKxGD6fzx5NUChpzs3N8dhjjzE9PU1raytLly4lHA7T19fHunXr6OzsZPXq1WSzWR588EFaW1v52c9+xrve9S7e+c532qIybwZv2jAUkEwm2Pf0Y+iRcaR0HEWEeCpNwO/HoSpImDjcHkRByFclTJMLfUNMTOflrprrKqksr0CSJXTDxOMPMDszQyaVwun2kEolSagBFm7cRkPL7z/j/kYwODjIjh07OHLkCCdPnqSiooI//uM/pquri9tuu41vfOMb1NfXEwwGaW1t5dSpUyxYsMCeN/izn/2M++67D0VRSKfT7N69m9LSUpYsWcLg4CBPPPEEK1euZPXq1SxfvvwtJy79PqHlskxPTjI9Mc5Q/0X6ujo5efggY1Mz+SSkJOJyqPjdbuo6FtHU1Ehd2wIqq2ooKy/H7fP/3qsNbwUsy2JgYIBHHnkEn8/Hk08+yYIFC7jxxhupq6vD7XbbsyUKKl6FEnM8HufChQuMjo6ybds2Fi5ciCzL9lySglxbLBbj+eefZ3BwkOXLlzM7O8v73vc+m2X5VuAtMwyQd61npyaZ6L3Avmcfp8SjUl9exFw0iSCK+dFdZr6273a5cKkSGc1CliUkSUSS826VIheSLhrHL45QUlXDmlvupqyyGvUq9Bv/EDAMg/Hxcbq6unjmmWeYnp62RVKcTqc9D6Cjo4OdO3ciyzJbt25l37591NTU0NLSwujoKKdOnbLlvoqLi6mqqmLLli0UFRW9qfbpa/iPQSqVYmBggJdffpmTJ0+ybNkyRkdHbaXujRs34nA4GB0dZXp6GlmWcbvdBINBQqGQTYsvSMK98sorJJNJO2Tct28fN9xwA1u2bKGhoeEtPyTeUsNwOSzLorfzLKcP7sNKRhG0DAGvh3R8HkkUbFUaAEPTURwK6BqOojKSmkVcswiGS1l13TYCRSX/ad3H3wZN0+js7OTw4cOMjY0xPz/P0NAQkUiEaDSKqqp2x1wqlSKRSOB2u6mvr2fRokWUl5dTVVXF0qVL7YTUNfzfh1gsxve+9z0kSSIQCNDd3c3FixdtPkJrayvhcBiPx4NhGExOTqLrOqlUigsXLjA8PMx73vMe/H4/3d3dlJSU8PGPf/z3ekD83gzD5TB0nfnZGXK5LKl4jFw2Q3J+huj4KFgWrkAIX0kZoqwSDJcSCBXhdHvsGvD/F5BKpYhGo7bIxsWLFzl79qz9716vl1WrVlFWVobP58PtdttDbK/h/xvQdZ2RkREikQiGYdiisYXyZDweZ3x8nJaWFubn56msrESSJFatWoXf76e5uZni4uL/kJzSf4hhuIZruIb/u/B/n39+DddwDb93XDMM13AN1/AbuGYYruEaruE3cM0wXMM1XMNv4P8HxOH78+BeNoMAAAAASUVORK5CYII="
[ "11¢", "13¢", "12¢" ]
null
2
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
"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"
[ "14¢", "16¢", "11¢" ]
null
1
math
kindergarten
compare-sides-and-corners
true
false
Which shape has more sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAJmElEQVR4nO3dzW9U1wHG4fd+zFga25gx2MTeWm13QWxgAxsisagilEXohixoWlXtX9SqalMWsIEsIpQVUtjAJt4gsktTb23wYBs89kieufeeLs4MuK7HM/fjfNxz3meVCBOf4N8cWfj6dSCEEK/7wH96QDcFEgGi2ooDYD4CftUCLjWB4PWREOv7po9FVL1r54D4l578l5Um8JtZWT9RXXVT4OdDYKsP/LsHhPuJ/AXGTS6Yj2TLAHCQAmF67BeIXDBqeSCA0Ox...
0
math
grade-6
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater area?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKsAAACgCAYAAABzL5zaAAAGlUlEQVR4nO3bT0jU+R/H8ddXLcWf+9uatJ+DkUm0UiBNaVhKZKakBy+hINLBW4dE0kt4LPPSYYUOkgPlIaZTXaxAKgrqtjCJFpRrBOFh+zMWo7vV5th3D9NKYm2bo319f3/PB3wZv3w/8+X9xScf5jDjuK7rPnsvPX4jTc9KCVfAipDhSD+kS1uypf+tlpxnf7ruL1NejwX8s/L/Shnjb5InwdVS8X+SJQMrwfSsNPaH9Nt76dc3UtpUInmBULHS/JCe7FKSfp+...
1
math
grade-2
place-value-tens-and-ones
false
true
What is the value of the underlined digit?
"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"
[ "4", "40" ]
null
0
science
grade-4
animal-adaptations-skins-and-body-coverings
true
true
Musk oxen live in the Canadian Arctic and Greenland. The musk ox's skin is adapted to help the animal survive in cold places. Which animal's skin is also adapted for survival in cold places?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOzdd4AkVb3w/W91zml6emZ6cs6zO5tzgoVdwpKzBNGLiqiYMF6vmK6KgJIUUAQUJGeWXRY2592ZTZNznuk0nXOo94+97CNXVK6iPs99+/NXd/WpU6dP1anuX5/QgiiKYiqVIpPJkJWVlZWVlZWVlZX1/yaJRIJMJkMQhH91UbKy/leSZAPnrKysrKysrKysrP/3ZTIZUqnUv7oYWVn/a0mygXNWVlZWVlZWVlbW/w7Z7/ZZWf84kn91AbKysrKysrK...
1
math
grade-3
match-fractions-to-models-halves-thirds-and-fourths
true
false
Look at the colored part of each shape. Which shape shows one-fourth?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAARHUlEQVR4nO2de3Bb1Z2APz38tpTYlmPHlp2HEyuxnZchD8dJSiGdli7Q7VKWzj66lClLmWlKgYZHt6WwtJ3dLpBloKGFLFAKu2Uhw6QdmF0a2u4UOyEEpzaWEz9i7NixLVuyZL0syZLu/nEtWU78lPW07vePJ7ry9XE+n9855/c750omCIIw5IEuJ9h84BWQWEYoZaBSwMZsKEoH2ZBbEM5Y490siViwWw3KTqf4j9XpoMsR/xoklg82H7Q7YNADHU6QW73iBUn...
1
math
grade-6
identify-complementary-supplementary-vertical-adjacent-and-congruent-angles
false
true
Which angle is vertical to \angle{6}?
"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"
[ "\\angle{4}", "\\angle{3}", "\\angle{5}", "\\angle{1}" ]
null
1
science
grade-3
natural-resources
true
false
Which of these pictures shows a natural resource?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAV4AAAElCAYAAACszooYAAEAAElEQVR4nOz9WbBl15nfif3WtPc+852HvDczbw5IIAGCAGcWq1yDpFYppCqpZFttWWFb0XJHOFoRth8c4df2o178ZIfDLw53R6std7i7HVZJVlWRLLKKIwgSIEAgAWQi5+nO98xnD2vww9rnZiaYIFka/MSFOMh75rPX8K1v/b//9//Em4MQXmxBR/Hr9uv26/br9uv277GNHHw0gcclLGr4rYX4uPy10f11+3X7dft1+w/TOgpebMW/x+7J4/LXRvfX7dft1+3...
1
math
grade-2
compare-sides-and-vertices
true
false
Which shape has more vertices?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAGIklEQVR4nO3dzWsUdwDG8WfjS4uvaK0vtZHUolZqEhWqFHooPbRFfGlL/xStCN49ePDixYsXL0KNiiCVtFZbRdFalNraxqSxIFSNopjEaEw208P0p2FVjElmfzPPfj8wkGVh5jl8WRZ2J1tKkiS5+Vjq6JN6ytJgIqCwJpak6ROkJVOkeZOl0s3+JDnfHXsWMP7WzpAmtvelDxZMlpZNTesHiqqnLLU9kG48lq72SXXdg+kTxA0H0yekLUtSb1mqKw97AnAQWh5...
1
math
grade-1
select-two-dimensional-shapes
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACjklEQVR4nO3VP24VVxyG4d+9/qOIQNLFSvqQJbAK9sJSspfsgh0AqYlpbbCC46tJMUJyaux30M3zVHN0mq94NWe3LMtyeTvz583M9WHmbhn4aqe7mWcnM78+mbk4n9ldfl6W11dbz+KYvfhh5vTdzXr4+Xzmt+/XCuFrXR9m3nya+et25u3NzP7qbr0QGQ/p2cna1MzMx8PM/nDvAh7Sl6b+WWb2207h/0JoJIRGQmgkhEZCaCSERkJoJIRGQmgkhEZCaCROtx5...
0
math
grade-3
open-and-closed-shapes
false
true
Is this shape open or closed?
"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"
[ "open", "closed" ]
null
0
math
grade-5
regular-and-irregular-polygons
false
true
Is this shape a regular polygon?
"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"
[ "no", "yes" ]
null
1
math
precalculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 8,4)?
"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"
[ "yes", "no" ]
null
1
engineer
grade-6
identify-laboratory-tools
true
false
Select the round-bottom flask.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AABhNUlEQVR4nO2dd5ykVZX3f+feJ1XuMD05wQxpiKIsKoiwuKsiAo4wZMRVcA3Lou7u6yq4KGFXYUFXVwXTqiAwMIjADphIgmlBMgLDBIZhUufuCk+49573j6rqro7TcaZqur6fz0xXPc9TT92nnnuec+65554D1KlTp06dOnXq1KlTp06dOnXq1KlTp06dOnXq1KlTp06dOnXq1KlTp06dOnXq1KlTp06dOtUF7ekGzHRuueWWRtu2G4yx0sw6DSnSZEwKQqQNI0V...
1
math
precalculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x=3?
"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"
[ "no", "yes" ]
null
0
math
pre-k
squares
true
false
Which shape is a square?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACeUlEQVR4nO3Uv24UVxyG4d+s7S34k3RBuQBA4gYoc++UXEAkQnqc1gZLOF5NihFSarN6Fy3PU83o6Ehf8eos67qu1/czf9/N3B5mHtaB73a5zDy/mHn5ZObFfma5/rqu729OPYtz9vaXmcuPd9vP7/uZ10+3CuF73R5mPnyZ+XQ/89fdzO7mYTsQGcf0/GJrambm82Fmd/jfARzTt6b+XWd2p53Cz0JoJIRGQmgkhEZCaCSERkJoJIRGQmgkLh9/dZ37P/843hJ...
0
science
grade-7
compare-magnitudes-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material, but some of them are different sizes.
"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"
[ "The magnitude of the magnetic force is the same in both pairs.", "The magnitude of the magnetic force is smaller in Pair 2.", "The magnitude of the magnetic force is smaller in Pair 1." ]
null
2
math
calculus
domain-and-range
false
true
What is the domain of this function?
"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"
[ "$\\{x \\mid x \\geq 1\\}$", "$\\{x \\mid x \\geq 2\\}$", "$\\{x \\mid x \\leq 2\\}$", "$\\{x \\mid x \\leq 1\\}$" ]
null
1
math
grade-2
estimate-to-the-nearest-ten
false
true
How many marbles are there? Estimate.
"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"
[ "about 40", "about 80" ]
null
1
math
grade-3
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "no", "yes" ]
null
0
math
kindergarten
select-three-dimensional-shapes
true
false
Which shape is a sphere?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAARl0lEQVR4nO2da3AU15XH/z2SRqPRG70tCQmCHolhJUwsDAGDDWsHO8QmtY6pfLGp3VrXPhzbW1tbG3sf2a0K3toqZ21vvmQr5cifErzlBKIgxw4QYR7yijiSS3JACIMkJDSgGSTNSKN5aKb3w2i6e4YZIYnb3be7z+8LrZ6ee88MZ26f1z0tiKIoukLAFT/giwALIgiCOzIFID8DaHACFXZAcAVFscert1gEsXy2FgCZQ/7YH1V2oCk3ptUEwRu+CDA4B0yEgMt...
2
math
grade-5
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "obtuse", "acute", "right" ]
null
0
math
grade-1
match-analog-clocks-and-times
false
true
What time does the clock show?
"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"
[ "5:00", "4:30" ]
null
0
math
grade-4
multiply-fractions-by-whole-numbers-using-models
true
false
Which model represents the product 3× 1 12 ?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAaAAAACOCAYAAAB359yrAAAlR0lEQVR4nO2df1QTd7r/3xTtosUNsXtboOc0/Fx36x6IttWzZ4FQvaitxeK2iLfdih5Q6V1tQ1t7ocWurXph13aN1Z7KF6pg2/2KuIqg2xbqkpDs2bPqLsGju1WBJv2eirZbHVeu0N7YfP8YPmMCScgkk8wAz+scDsJkJh/mnY/vmefzzPNEOJ1O56Vvge4bwPWbgMMJgiAIgpCcSRHAtEggdSpw9+1AxKVvnM4T/5J7WARBEMREYu73gUkXbvA/xN0OzLiDdye...
1
math
grade-7
parts-of-a-circle
false
true
What is G?
"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"
[ "radius", "chord", "center" ]
null
2
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 8 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAACkCAYAAADFTPF2AAADDklEQVR4nO3cPXJbVRiA4efKP0XITwfDAoAmqVPiDbAfdgD7YQE4bdqkCaHHlNiJZ2KsuRTXGoPpdTS571NJo+IczdxXX6Vvmud5vrjh92uuttzOks/e8cSTI755xFenTBef5vn15ehrJeO8fMrx++vlzdenfPfFUknyubva8u4jf9zw2zWby9vlgyLImjw5Wp55+LBls/3XB8ma7J75v2c2Y6+SHIZCSBRCgkJIUAgJCiFBISQohASFkKAQEhRCgkJIUAgJCiF...
0
math
grade-1
interpret-bar-graphs-ii
false
true
Levi went grocery shopping and bought some limes, bananas, oranges, and lemons. He made a bar graph of the fruit he bought: Did he buy more oranges or bananas?
"iVBORw0KGgoAAAANSUhEUgAAAlAAAAFfCAYAAACBXPINAAChM0lEQVR4nOzdd5xfRb3/8dfMKd+yPb0nQIgkSAiGJhIIUSyUi4UrKiqgKIoFsOHP7tV77Yp4ES96IerFjqCgUhQDSAkQSIgQSghJSLIpu9n97u63nDIzvz/OZpMIhGzaLtnP8/HYR77lfM/5nJPN7jszc2aUc84hhBBCCCF2mh7oAoQQQgghXmokQAkhhBBC9JMEKCGEEEKIfpIAJYQQQgjRTxKghBBCCCH6SQKUEEIIIUQ/SYASQgghhOgnCVBCCCGEEP0kAUoIIYQQop8kQAkhhBBC9JMEKCGEEEKIfpIAJYQQQgjRTxKghBBCCCH6SQKUEEIIIUQ/SYASQgghhOgnCVBCCCGEEP0kAUoIIYQQop8kQAkhhBBC9JMEKCGEEEKIfhqwAHXXXXfxrne9i3vvvXe716+//nre+973cs455/DjH/8Ya+0AVSiEEEII8fwGJEDdeOON3HvvvUyYMGG715cuXcqtt97K1772Na688kpWr17NbbfdNhAlCiGEEEK8oAEJUIcddhif/OQnKRQK271+33338drXvpZRo0ZRLBY544wzntNCJYQQQggx0AYkQE2ZMgWl1HNeb21tZdy4cX3Px40bx7p16/ZlaUIIIYQQL2pQDSKPooggCPqeB0FArVYbwIqEEEIIIZ5rUAWofD5PtVrte16pVMjn8wNYkRBCCCHEc/kDXcC2xo0bx9q1a/uer1mz5jkDzbe1aNGifVGWEEKIQWD27NkDXYIQfQZVgHrVq17F97//fU466SQKhQI33ngjJ5988g4/I/+ghBBi/yf/YRaDzYAEqE996lM8++yzGGN47LHHuPzyy/noRz/KK1/5Sk499VQ+/elPk6YpJ510EvPmzRuIEoUQQgghXpByzrmBLmJXLVq0SFqghBBiCJCf92KwGVSDyIUQQgghXgokQAkhhBBC9JMEKCGEEEKIfpIAJYQQQgjRTxKghBBCCCH6SQKUEEIIIUQ/SYASQgghhOgnCVBCCCGEEP0kAUoIIYQQop8kQAkhhBBC9JMEKCGEEEKIfpIAJYQQQgjRTxKghBBCCCH6SQKUEEIIIUQ/+QNdwLacc/zyl79kwYIFxHHMySefzNlnnz3QZQkhhBBCbGdQtUDddddd3H///Xzzm9/k8ssvZ9GiRdxzzz0DXZYQQgghxHYGVYBaunQpJ510Es3NzTQ2NvL6179eApQQQgghBp1BFaCUUts9z+VyrF+/foCqEUIIIYR4foMqQM2cOZO///3vlEolurq6+Nvf/kaSJANdlhBCCCHEdgbVIPLjjjuO1atX85nPfIbGxkaOPPJIHnzwwYEuSwghhBBiO8o55wa6iBfyxz/+kdbWVi644ILnfX/RokX7uCIhhOi/K7yZA13CoPEh88guf3b27Nl7sBIhds+gaoF64IEHuOWWW/jUpz5FZ2cnf/nLX7jkkkt2+Bn5ByWEGPQWy1CELXb1Z7b8h1kMNoMqQB1xxBEsXLiQCy64AN/3eetb38q0adMGuiwhhBBCiO0MqgDl+z4f/vCHB7oMIYQQQogdGlR34QkhhBBCvBRIgBJCCCGE6CcJUEIIIYQQ/SQBSgghhBCinyRACSGEEEL0kwQoIYQQQoh+kgAlhBBCCNFPEqCEEEIIIfpJApQQQgghRD9JgBJCCCGE6CcJUEIIIYQQ/SQBSgghhBCinwbVYsJCCCHEnrZw4cKBLkHshyRACSGE2O8dc8wxA12C2I8sXLhw8AWoa6+9lnvvvReAl73sZbz//e8nl8sNcFVCCCGEEFsNqjFQ9957L0uWLOE73/kOl19+OXEc84c//GGgyxJCCCGE2M6gClBr1qxh2rRp5HI5tNbMmDGDNWvWDHRZQgghhBDbGVQB6tBDD+XRRx+lp6eHNE1ZvHgxM2fOHOiyhBBCCCG2M6jGQM2YMYOXvexlvO9978P3fQ444ABOPPHEgS5LCCGEEGI7g6oF6pZbbqGtrY1rrrmG+fPnM2XKFH784x8PdFlCCCGEENsZVC1Qixcv5phjjiGfzwPwqle9issvv3yHn1m0aNG+KE0IIXadJ0MRtpCf2WJ/MagC1MSJE3n44Yc56aST8H2fhx56iMmTJ+/wM7Nnz95H1QkhxC5anAx0BYPGrv7MluAlBptBFaDe/OY385Of/ISLLroIpRTjxo3j/e9//0CXJYQQQjyHc5YkqRLFZTa1LaKzvIaO7ifo3Ly6b5t82Ei+vplifjS5oJmxI46ivm4chXwjnhei1KAaSSP6YVAFqHw+z4c//OGBLkMIIYR4QalJ2NT2KCtbb2PdugfYXHmCKG2lHJXRLofvbT/5c2y70C5HIWwGQKmQYY0H8LIpb2bimJNoaZqA7+cH4EzE7hhUAUoIIYQYrOK4zJp1d7Js+XU8s/F2qnEn9XUjMUmCUsNoDiYTBlkQctQwKgbAcxP6Hqeuhkli1m9ezOq2Owl1I5OGz+GIGecxacJJEqReQiRACSGEEDuwJTgtfPRyVrfdiUtDGoqjaQwPwo9zBL03PnmqQD5fIE1qpMahcykAOg369lVfN4r2rseJbDcwip7qRp5qvY2nWm9jYsvxvPbE7zFy+NSBOE3RT9L5KoQQQjwP5yytGxZz3W1n8ts7zmT52ttxaUjot+BMSGIjUhXRVd243ef8IE8+X6AxN55QNRClFfwgjx/kqcVd4PLESUROjWR43UGMaswC04q2W/n9LW9nU/tynHMDccqiHyRACSGEEP/COsPDj/0vf/z7m2nvzu4ADLwins5RFwwn0DkCnSOfNBLobMyTnzZS50YxqXE200fNpcAIWsIDOWjYHFrCAwFIkxrVqETRH0nkNpHzhlFNu/F0jvrCMDaWlvO/v30d/3z0LzhnB+z8xYuTLjwhhBBiG85ZFi75Lose/xblqEzAaLTVFHKjKKhGcOBcF0o1EvgNjG6aTpRUyeULNBRHMqx+NM0Nw2nMD6OrtpkkqRCaPFUaKYQHkhqH7ynybho9Jmu9KuSKVKMKQQiBgj/e+T4S9SVecej7BvhqiBciLVBCCCFEL+ccDz/2vyx6/Fv0lBPiSki50kGtFhHFZYJ8nnyhhcCMxE9zDGuewPCmieSCApNGz2BMy2Ryfp7O7naitAZAEBSzUOVNJOcVGJ6bTGe5lVyQPR5RnEY1qlBLOgjUMAAi08Hv//I5nl65cCAvh9gBCVBCCCFEr2dW3cwdD32Bjq4SlUpEkmZfAEkMbT0r6KmtByDwGxg7bArdtQ4aiiMZ3TKR5obhFAp1RGmFnJ9ndMtEGvPDyPl5xrRkd+n1VLtocONpj1ZRSlfjB3kKuSL1hWHkwjoq0WYCP0fVbOK3N7+DOC4P5CXps7JiOeCWLo64vZvORMZoSYASQgghgO6ejdx234foqW4miTyiOO37MilZ91oyDN/l6EpKhLlGYmPIeQW6K5vo7G4HoLO7ndEtEwGoVst01TazatMTrO9YReh5BH7A5HFHUK9HkRpHV7mVvK0HIDY9aFfEZDfw0bphJf+48yt7/dxvaE348uO1HQajG9YlrKxYFpcM5y2q7PWaBjsZAyWEEGLIs85w532foXXtSqr4QG+CwcfXHvlgGLVajTAE0iagRhx1sWr9o4wdfhANxZGs71gFwKq2x1nVBg35Fh57+la6o5RCrp76QjNNdS2sbltCW2k9I5rGoKoe60oryGufiquhnaYSdWVH9n3Ip/z5/v/msCPO32vTG1z8SJXvP521sjX5ioun5p53u3Mnh8xfHbOkZLihNeGG1oQ3jg2ed9uhQAKUEEKIIW/lqlt5YMnVdFUUYFCh65vUMqo6Quvwgwa60h5Uvo5KbBjb3Mj6zat4Yt39TB0zm6a6Fh5+6namjj+M5WuX0tb9NIqQCSOms6ZtGflcE9VoE4qQSs6wpm0Z5bgDgBIQxRWCICEf1pGobiALUeVKjT/e8j3e8/Yf7NGlXzoTx3mLKtzQmmz32gtpDhTzZxc54vastkseqQ7pACVdeEIIIYa0OC5z/c0foKNH9b0WVTQm0lRLBcrlKqgCaRLTXe6kllYBWL95FSObJzCm6SBWbnyMUrmDQq6eKKkyrK6FEQ0HMWXEAQBMGDGd1FYp5EYyYcR0qtEmuipd1OXG0VQ3mjAI8XyoRTUqUSdJzZDUsnpC37Hk8V/RU27bY+e8smI56a6e7cLT821zxO3dXPJIte+1WU0eXzwk3/f+/FXxHqvppUYClBBCiCHLOcsDd3+btZvWANkUAqSaJHaUSglpLaZShfbO9VTjCrWkTFtpNZ7OWl56qp0U/Ozxps41VKMe/rn6bp7a8BQAa0prebZtCWvaltHRs4ZaVOLZtiWkLqGxbjSHTJiFrwsUwhYAPO3h6yLaabQKoGoIFFSTzaxc+eAeOefFJcMRt3ezuGR2uN38VTGLS4bLno64bHnU9/q2XXxbuv521tVXX82ll14KwHve8x6uv/76fn1+MJEuPCGEEENWklR5YNnPUaHDi7MWH6MtWvuo1GKp4XkeiekBWvBUjiRNeXbTEgphC37gcCZHHEOtLiZOuukul2nEJy4HJMUeUpeQJilaBcRpSkfPegphMz1uNQuWLAegri4gjg05v5ko7qYQtpCaEoaQxFh8nfL7Wz/JlClH0lA/apfPd/6qmPMe2rkB4OdODvny49lUDN9/OuoLTs2B4pxJIT9dnQWslRXLlGL/22Muu+wycrnnH2/1UiAtUEIIIYYc5xzWJixbdCWd1RW4WGWtT72UNqjQkiiDMQbnPLor3dTiKl093fi6gVpSpqeShZH6ok9POQtPDXV1BE11AGzesJEN7Rsp9WyiXIkxNiaJPYyLiKKYag2qNdi4qUISO1LbTZIaNne1U4kStJfHWEMY+qxev4zv/uidbGpfvlPnOH9VTMtNJdT1nX1fOxueAKYU9Qt2180dsbX9ZcGm9Dmf3RkXX3wxf/7znwE4/PDD+dnPfsbZZ5/N8ccfz6233sqll17Km970Jv793/+dcjmbymHFihW87W1v49WvfjWnn346ixZls8SvWbOGt771rcydO5c5c+bwwx/+cJdq6o9B1QL1wx/+kLvuumu718aOHct3v/vdAapICCHE/qa7ZyOb2hbR3fooqx/7IY2+hqIl7h1z5GkwGpIUfE/he2CMIU4cxhiU8unq6UZpiyMlimLq86MZ0TKcJ1evodTTiad8Ar0Op/Mom6cSlfG8hLaOjeRDH9MdYYxhREsLlVo3WheI4xRXdrjA4TCkqU+pq4sgVKSpDyQseezv/PGW7/Hed1zxouc5f3W82/M1XTw119cKtaAt5dzJIQBzR26NDysru7/kjNaaSqXCtddeyy9+8Qs++tGPcvPNNzNlyhTe/va3c/vtt3P66afzkY98hHe+8528/e1vZ8mSJbz//e/nrrvu4qqrrmLOnDl85CMfobu7m0996lN0d3fT0NCw27W9kEEVoC688EIuvPDCvue/+tWv8DxvACsSQgixP1n6zz+z8f5rGVbfA0Al7XnONsaC7c0EurefxhiFMQ7jIO8rjLUUveF4nsfGUivtpWdZ174GXytyQR1N9c1U4naMSanWUozRpDZlTMtYytUq3eUS+Tx0dm8mDAJcpNFO0WMhTxGlFKmtYQyAA2ps2gAHTTyE18z5wD65VpB11x3e5LGkt6tui2277PZEgAKYN28eAJMnT2bChAlMmTKl7/nGjRtZu3YtzzzzDGeddRaQtVqNHj2ahx9+mFGjRvGPf/yDOXPmMHPmTK688so9UtOODKoAta22tjbuvfdevvWtbw10KUIIIfYjS9Y+yupHltA4QjFmkoZi9rpxkDiIYzBWAYo01RjrAEsYKIz1qEUG4wzaxbQ01TOyuYXNpTJRHOPnPSq1Ko6IOEmJU4e1EAQKjMemrk1oHI254aSqQhRFpKlDK0dDXR0qrZKYrKvMGEMhn8MYQ1JWhEHIf372HxQLTfv0ejVv27f5PPZUgCoWs78Iz/MoFAp9r3uehzGG9vZ2oijihBNO6HuvUqnQ3t7OBz7wATzP49Of/nTf8/e+9717pK4XMmgD1K9//WtOP/10wjAc6FKEEELsJw57+SlMmXIkd97zS/76y28yhg00h8Pp1N3UeiKSVJGmHkkKWju0UuRVSM1FxIlDKUUYQkBIzfSwakMHdbk6At/HOYMxjigxRIlBa8h7BfLFRtq7NxAqjcVhsDi/g6hm8Lc0cXkxlVpKLUlwzuEpaCyMorOnC5umxImlodCE7w2+X9svFrD2lJEjR1JXV8c//vGP533/gx/8IB/84Ad55plnePvb384xxxzDy1/+8r1Wz6AcRN7Z2cmSJUuYO3fuQJcihBBiP9NQP4pTTv4ob3vPVwHojNtJuyKMVaSpwjmF1g5rFUlqqZkYaxWeyoJCHDsS6zDGQaro7KrQ3VOlVoFanE0N4AzEEdSSGt3VDtIYojTFw0fhYTE01zXjeyFxaokiS3clxhmNciHGeHR0d6KtxpgAjEdz0yhSs2sDtnfHHW3ZMbcNStuOrZrVtG+G2owdO5ZJkybxxz/+EYD29nY++tGPUi6X+ehHP8odd9wBwLhx46ivr8faPdMy9kIGZYBasGABs2bNyqaxF0IIIfYwpRSTph0BQPdGqMWaNAmxxsOaLBxs+QVptzzWDucczkFPNSWKHNYpnAVlNUGocIlHEmXjqHRf4ErwPIXnQ0yNXB5C30d7Kc5ZnFFY5/BUiK9CanGMSzU2dmATgiCrpLl5bL/OcVemFvhXL3jnXdvWILevWqAALr/8cn75y19y4okncuaZZ3LMMcdQV1fHe9/7Xr797W8zZ84cTj75ZE477TRmzpy5V2tRzrlBt6Tyl770JU4//XRmz569w+223L4ohBCD2RXe3v1B/lLyIfPILn/2xX4nvJCFCxdyzDHHPOf1OC7zf/97IM+uaac90XRGmjRxBIGPw6B755n0e8dIdVeyMBF4IXW5Fjq629Da4WkfY1Ocsmg8lNWkpGilUEphnCXwNEplY3nQhtD3iWNHtWrQKDztY1UKVpEkllwYUAhD4iSiEmVh5azTP8FZb/yPviVmdsa2QQfgS8tqfS1Kz+eLh+T50vSt+59ycxerqpYmH1a+vqkvLG27ft4zr2vcI2HtpWThwoWDcwzUU089xYEHHrhT2+7qPyghhNhnFr/wchlDza7+zN4b/2EOwzrmvmE+P//x6QBENVDOx1hLai2hXw8uIY4SlGcxBtIYjB9jTBtJavC0QnsOz1dYoC5swLgYW9s6y7fvfJLEYkxC4HukicLULM4pcjok9EKqcQXPV2itcZ5Do4iTFKUUvqfQuo5jj3xLv8ITbN9qBLBgTv124WdHFrSlrKpm3WAXT81v19I0f1X2+ckFPeTC0xaD7qzL5TJxHNPUtG/vMhBCCDH0TBh3AsMOmAVAztOARSnQ2idOI5zKOmnSRIOFLWv5pqnD06B9SMgCVqCym56SxOJSH2uzwGGVIfQCCkGRJHYUvHryfkgh0NQXilggF+bI+yH5UFMs5vA9D2MhNpYodhx2yLFMnnD4Hjnny2YWuOYVxRfdbu4In3MmhZwzKdyuVWr+qphSbyPWlnmhhqJBF6Dq6ur47W9/i9aDrjQhhBD7mTCs48zTf0JjvoUc2YSRceowJmt5UVjSxGFii/KgmA/JeXmUdoReQIOuJ6fzpJGHb+qwNUVUcVijCFyIb4uEKo+2kPMCtAKNIvACEmuoxRGxiUidwTlHlKbYNJv5yZKQJFlL1jvP/Eq/W5925NzJIQ/Pa6DpRfqh5s8uMn/21rDVmTguWZotLtzkb78u3lAjKUUIIcSQNnrUYbzy+M8A0OBHKGWxTuFpj9RmLUpxYjCRIolSnIXA1mESRWoUvstR8LLFgK2z5HwohIrA9/C9PMr62YyczlAINHWFYSTWkhqPclIlCKA+V6SWQGo8KkmNKI2pCwoYA6+dcxYHTXnuGK7dNavJY/GrGzm8H3fRnbuo0ncH3r926w01EqCEEEIMaVp5nDTnXKYd+jqqsUNpi6fBkbX+5MI8zno4k3Wr0Tvo2/M8YttD4iIKYR1RmlBLauSCEGdjEptSjbrorpVR1pGYGlorrIkIvIBCLqAxX4czUItTLClgyfkhYGjvLjN59BTe9+4f7bVzn1LULJhTzxljA5p8eOO44AW3XVwy/KE1G893eJO3XbfeUCQBSgghxJBXLDRx7tt+wMgxL6cWWTytsdZijKVSrRGnKcal5Pwc4KjGVay1BLoRnxBrIgphHk9rktSSWI01hsD3qMvn8D2fxEAlTklt700F1qLxSa2lmvRQDHN4WpGaGO05Cvl6Lr34D3t95vHmQHHDsXV0nt68wzmdZjV5nDjCZ3JBc8OxdXu1ppcCCVBCCCEEMHL4VD71kZ8zZfyhGFMhsRHVOCY1hi3LstbimMQYfM/inMPY7E457eXwdUA+zBH4mtBX1OWasDabvbySlHE46sMmqnGNnqhCd7VGNa1SLBRpqGvIxkZpD+cgqim+ePGvmDzxsIG9KP9iwZx6Vr5+6E1b8HzkCgghhBC9xo6exX9+9h8cOOVIcr4jDLO77SC74w5lSdME38u6uoytYWyNcnUzG7s2EqdxX1cdZHNGaeXw/BCFwjpLNa6SpAmFXB7nts7JlFChVImozzXz6Q/9hpcf+oZ9ffqiHyRACSGEENsoFpq44N1X87KpJ1PIKcKco66gKQQa7YMOFJW4ls3RpD2iJCa1CYHn9Xb9aSq1BEdKEAY47eHpAK18uqMe6nN5GnJFNI4wH4JK6Y67qESO2Ye9hq/8vzs47ugzUWroDtB+KRiUE2kKIYQQA2ni+Bmce9Z3+Mtf/5t7F/8fSVLD044odSjX2/agDOBRzDWCMvg6wBqDcZZcWCBNLWlcJnWGXODj56A+LILKWp1sEmNiS81pmsJRnPnmz3DSnHP3+pgnsWdIgBJCCCH+hdYekycexnvO/i6HTD2eJY/9mSeeXEiUriQ2DqUdVtm+rjqnFb5yGOfw0YR+SDWOMM7geQ6rLRqLVTGVKMXDo6m+iYljjuTImady9OxTGTl86gCfteiPfgeoK664giOPPJKZM2dSKBT2Rk1CCCHEoBCGdZzwqndw4vFns3rNo/xj4c9pa3+WDW3LaS+twdiIatyNqaYkHqQonHPUohoum4uT1CgCZcj5OepyLRw1Yy5TDziWl0+fx/ixB+/RCTLFvtPvALVs2TIeeeQRfN9nxowZzJ49m8MPP1zClBBCiP2S1tkteJMmHMpZ4/4TAGtitPZYtWYJjz95H51dawFoa3+WOO0EIPSbAahvGMaYEdM4ZNqxNDYMZ3jLAQAopWWc00tYvwPU9773PZ566ikee+wxHnvsMa655ho8z2PGjBkcddRRzJ49G9+XnkEhhBD7F6U0/pZb8nrvwjtoyjF7ZZZwMfj1O+kEQcCMGTOYMWMGmzdv5v777+evf/0rS5cuZenSpVx33XWcf/75TJs2bW/UK4QQQggx4PodoFasWMEjjzzCI488wtq1a1FKMX36dI4++mgaGhr47W9/y/z58/mv//qvvVGvEEIIIcSA63eA+sY3vgHAAQccwFlnncVRRx1FQ0ND3/vlcpmf/exne65CIYQQQohBpt8B6owzzuDoo49mxIgRz/v+rFmzOPjgg3e5oH/+859cddVVdHR0cMghh3DRRRdRX1+/y/sTQgghhNjT+h2gXvOa13Dvvfeyfv16kiTZ7r13vvOd5HI5crncLhXT09PD97//fS6++GIOPvhgrr76au6++25e97rX7dL+hBBCCCH2hn4HqKuuuoqlS5c+73vvfOc7d6uY+++/n0MPPZRDDz0UgA984AO7tT8hhBBCiL2h3wHq8ccfZ+7cubzhDW/Y43M/rVq1ivr6ev7jP/6D1tZWpk+fzvnnn0+xWNyjxxFCCCGE2B39Xkz4oIMO4pBDDqG5ubmvu253uu22VS6XWbJkCRdeeCGXX345aZryq1/9arf3K4QQQgixJ/W7BWr69On86le/4rHHHqO5uXm790499dTdKqauro7Zs2f3DVA/5ZRT+J//+Z/d2qcQQgghxJ7W7wB1/fXXA3DnnXc+573dDVCjR49mxYoVfc+dcy86q/miRYt265hi3zp3048GuoRBY/5IGeM3ZHgzB7qCQUN+Zov9Rb8D1Oc///m9tlTLcccdx29/+1tWrlzJhAkT+POf/8xhhx22w8/Mnj17r9Qi9pKbB7qAwUO+d4eQxcmLbzNE7Or3vQQvMdj0ewzUhAkTGD16NIVCoW/s05o1a/jWt76128U0Nzfzvve9j2984xu8//3vx/M8zjzzzN3erxBCCCHEntTvpqTHHnuM//3f/6Wnp2e71/91PNSuOu644zjuuOP2yL6EEEIIIfaGfrdA/epXv6KlpYWTTz4ZpRQnnHACw4cP54Mf/ODeqE8IIYQQYtDpd4Bqb2/n7W9/O2eeeSZaa84++2ze8Y538Jvf/GZv1CeEEEIIMej0O0CNHTuWa6+9liiKKBaL3HTTTSxdupTVq1fvjfqEEEIIIQadfgeot73tbXR3d5MkCUcddRQ33ngjCxYsYPr06XujPiGEEEKIQaffg8inTp3KN7/5TQDe+ta38vKXv5w4jl90ugEhhBBCiP1FvwNUqVTizjvvZMOGDaRp2vf6woULZfFfIYQQQgwJ/Q5QV1xxBatWrUIpRRAEe6MmIYQQQohBrd8BqrW1lbe85S285jWvQet+D6ESQgghhHjJ63cCOvnkkymVSiSJLE0ghBBCiKGp3y1Q48aN49prr+Wvf/0rYRhu994PfvCDPVaYEEIIIcRg1e8Ade2112KMYcaMGeRyub1RkxBCCCHEoNbvAJXL5XjHO97BzJkz90Y9QgghhNjG2sf+ROvj/+DIN39toEsR2+h3gDrjjDNYsGABaZrS2Ni43XtTp07dY4UJIYQQAlof/wfl0rPc+O13Uy3meeuFVw1IHSsrlpPu6qE5UPx9Tj3NgRqQOgaLfgeo+fPnA/Doo48+573/+Z//2e2ChBBCCJF58Pf/j1L7Uja0GgAKw4/eK8e5oTVhSclw0UG5FwxGN6xLWFmxAJy3qML1x9btlVpeKvodoM466yw8z9sbtQghhBBiGyuX3UBn+Wk2tsPqVsuPvvCXPX6Mix+p8v2nIwCafMXFU59/fPO5k0Pmr45ZUjLc0JpwQ2vCG8cO3fkg+x2g5s2btzfqAODhhx/ma1/72nYB7d3vfjdveMMb9toxhRBCiMHK0dP3+Ed/THewZf91Jo7zFlW4oTXZ7rUX0hwo5s8ucsTt3QBc8khVAtRgUalUOOaYY/j4xz8+0KUIIYQQA+qfvzkJRTc9xnHyO/+8R/e9smJ5031lFpfMi24zd4TP92YWAJjV5PHFQ/J8+fEaKyuW+atizp0cvuA+9meDairxSqVCsVgc6DKEEEKIAbX2wS8QJzE9FsrlOo6ac/Ie2/fikuGI27t3GJ4A5q+KWVwyXPZ0xGXLo77Xt+3i29L1t7OuvvpqLr300v4VPEj1O0A99dRT2y0ivCeVy2VWrVrFJZdcwvnnn89///d/U61W98qxhBBCiMFo0z3/RnnjX1nd/gwAn/3vzj227/mrYo64vXuHXXVbbNuytG1Qag4U50zK3ltcMn0Dy4eafgeob3/721x00UV861vf4oYbbuDRRx/dYyFn7NixHHrooXzpS1/isssuo7Ozk1/84hd7ZN9CCCEEwII//5arPjKa2t2nEG9eOtDl9ElW/pieRecC0L52JcpU6Owp7/L+5q+KabmphLq+s+/rvIcqO/35KUXNFw/JA/R1120xd8TWEUALNvWvUaVSqXDuuedy9NFHc+aZZ9La2gpAR0cH5513HieccAJz5szhmmuu6fvM4Ycfzi9+8Qve9a53ceKJJ3LFFVcA4JzjK1/5CnPmzOH444/nE5/4RF8jzwUXXMAPfvADzjvvPF7/+tdzwQUXYEzW6rZkyRJOP/10TjjhBE4++WTuvfdeAOI45pJLLuGEE07g+OOP56KLLqJWqz3vefQ7QF100UWcdtppNDQ0sHDhQi6//HIuueQSvvrVr/Z3V89xzDHH8K53vYumpibq6+t5y1vewuLFi3d7v0IIIcQWv/rR23n9nCLORujlnyG592TaFrxtwMJUvHkptUUfxWx+nLzXgIqLjBw2gUKoaa7f9akC5q+Od6qlaUe27a5b0LY1KM0duTVA9bcF6vbbb+dzn/sc999/PwcccADf//73AbjiiisYOXIkd955J7/85S/5xje+wYYNGwDQWrN27Vp+/vOf8+tf/5rvf//7VKtV/va3v3HnnXfy17/+ldtvv51HH32Uv/zlL32fufvuu7nqqqv405/+xIoVK7jnnnsA+OxnP8u5557LnXfeyUc+8hE+97nPAfDXv/6VTZs2cccdd3DnnXcyatQo/vnPfz7vefR7EPmMGTOYMWMGmzZtYvny5TzyyCMsWbKEZ599tr+7eo41a9ZQLBYZNmwYAMYYfH/HJS5atGi3jyvEQJDv3SHEk5Ubthjo7/sHf///+Lc5RVa3lkjS5Uw5aCpefjLD82Ce/i4bHljHsNlfIBjxqn1ST+2hj4NL8EMPl1ao1SI8r45c/QGMbXFYuvZJHS+kOVAc3uSx5F+66qYUt7a/9DdAHXXUUX0Tb59++ul9DTCf/vSn+1qPJkyYwLhx41izZg2jR48G4JRTTgFgzJgxFAoF2traePWrX80rX/nKvqXljjjiCFavXt13rJNPPpkgyO4UPPDAA1m/fj0Av/vd7/peP/bYY/tuXhs5ciTLly/n73//O6961av47Gc/+4Ln0e8AddVVV7F8+XJKpRLDhw9n6tSpvO1tb9sjs5DfeeedrFixgk984hM45/jDH/7A7Nmzd/iZF3tfDDI3D3QBg4d87w4hi5MX32aI2NXv+z0VvI5889e45evfIvBbqFQT1q5awYgRmwgbZqOCPMOHjcM+czUdy66m7tCLCYcdtkeO+6/idTdi1v4RpQt4OsFWS1RTRxLHGJvDpT3ExpEm/RukvTe82Izj/Q1Qw4cP73vc1NREqVQCYNmyZXz3u99l8+bNaK1Zt24d1m7dd13d1tY4rTXGGDZv3szXvvY1li9fjlKKNWvW8O53v3uHnwG47bbb+NnPfkaapqRp2neco446ii984Qv8+Mc/5uKLL+bUU0/lC1/4AoVC4Tnn0e8AtWjRIpqamjj11FOZPXs248aNQ6k9M537mWeeyY9//GMuvPBCPM/jqKOO4t///d/3yL6FEEIIgKZRR0B1JQBJamlr66axdjc6P4xi40y0n6OgFXrFDzArytgpF+6xFqmk7W7U6p+gdT06yAMlauUKPeUqceLoKm8do1Srde+RY+5t/V3SZUtgAujq6qKlpQXIhghdcMEFnHXWWQCceOKJL7qv73znOwBcd911eJ63U3f4rV+/nk9+8pPcdNNNTJ06ldbWVo4//vi+90855RROOeUUurq6+PCHP8y1117L+eef/5z99DtAve997+PJJ5/koYce4k9/+hPFYpGDDjqIgw8+mNe97nX93d12wjDkQx/60G7tQwghhNiRY9/zAH/6WoERQRNeYkispWdTQn0hIU0WUiiOIMhPQnkBUIe/5qe41VcRFw8lmHgmuu7Afh8zevybhNEyfF3E6jxaVTBpmVKpTJI64jiiq5ISRd3EUQdKD6OWhPiFiXv+AvTTHb1jn7YNStuOrZrV1L/VSR544AHWrl3L+PHj+dOf/sTRR2fL03R0dDBjxgwArr/+ejZv3kylsuNB7x0dHbziFa/A8zyWLVvGPffcw2mnnbbDz5RKJYrFIpMmTcIYw/z587HWUqvV+OUvf0mpVOKiiy6ioaGBMWPGbNcKtq1+B6gjjzySI488kjRNefLJJ7njjjtYunQpS5cu3e0AJYQQQuwLne0RYa4KFAgDj5xW9FQTIttFfa1GodhJXcMU/LAenAeeT1hbDsu/glMGdIG0/kion4FXGNsXqmx5BabaCj2P4fc8CLYKqkiIB7oILka7bsrdFaLEkaSOnnIP1WqZxIVZq5Oqp1oz1OJuTrt41we2Tylq7tjN6/SCd95tM6C8Py1QxhjmzZvH5z//eZ566inGjx/PD37wAwA+9rGP8f73v5+GhgbOOusszjnnHC699FKuu+66F9zf+eefz8c+9jF+/etfM2vWLD7/+c/zyU9+coddxS972cs46aSTmDdvHk1NTXz2s5/l4Ycf5uyzz+bHP/4xn/zkJzn++OPRWjNz5kzOPvvs592Pcs71a4j+T3/6U1avXk1rayvGGMIwZMqUKUydOpUzzjijP7vabYsWLZJxJC8xh938voEuYdBY+vofD3QJYh95j4yB6nP1rF1b+mN3ft4vXLiQY4455jmv//aLHsOHNZDPheR8D+1p/MAj73v4QUBdPiRfqKdYPxIvqANdAKtA9wYGpUFt+RVqgC0tMdusJWcS0A5cCrZKVOmiHGXblSs1qtUe4rhCQj3ORtSihMQEVGsJPT2b+ffP7t4NWtsGHYAvLav1tSg9ny8ekudL0/N9z6fc3MWqqqXJh5Wvb+oLS9uun/fM6xq3G1Q+FCxcuLD/LVBLly7loIMO4thjj2Xq1KlMmjRJFhcWQgjxkjNqytvpWX8dxjhcLsAPfLa0KfjWkhpDLU6pVXsIwxy5fDO5YhNKF0CHgGVraPLAqSxQ2RpoC86AizG1MpVKTJoYEusRJQlxklCtdIAKQYWkSRdJoqnGHkmyZ8ITbN9qBLBgTv124WdHFrSlrKpm3VcXT81v19I0f1X2+ckFPeTC0xb9DlDf/va32bBhAw899BALFy7kySef5KijjuqbekAIIYR4KTjxvP/jD99+HKJH8TyFVQpjLal1BJ4mD713aQX4cQqVhHzXBvKFegCCoA7fz8KD8rJWG2dqpGkWOpLUkqYecWowaUJqIhKjqEaONMkWCbY6IEkUUaJJjEdqfMo9VY5704/22nlfNrPArCbvRSfVnDvC75txfNtWqfmrYkq9jVhDdR082IUA9cgjj3DllVduN6jqpptu4qMf/SgHH3zwHi1OCCGE2JvO+MSD3HHNO+lZfx0UgSCA1JCmhtRC6CtS6/CTBN9PSGNFLU5Bh/je1q4wrbdvhbHWkqQKpSLiOPt9WYsrJGnWvRf13k5v4m5SmycxHkli6OnZxHFv+hHjZ5y6V8/73Mkhs5o95t7Z3ReGns/82duvT9uZOC5Zmq0+0uRvP9HmUNPvAHXDDTdw8MEH82//9m80NTXR2dnJ9ddfz+9+9zv+3//7f3ujRiGEEGKvOfG8/2PtY29nwdWnM3ZiIwQBSimSJMEajdIKXys8z2TjpJIEpSO83tCk9fa/SnuzEXGajX1LUodzKUr5JCbC4mOMIjUKVK6v5amnZ9Me6bbbWbOaPBa/upE33ldmyYssLLzFuYsqfXfg/Wu33lDT747LTZs28frXv56pU6cycuRIDj74YE499dS+tWyEEEKIl5rxM07l7G9bNveMpavUQ5IaosQQJSlpmo2FihKTDe6uplQqEZVqRC1OqNSq231Va2V6qhXi3rFOiVGkNiAyAYkJsvBk833hqVapEuRH7dPwtMWUombBnHrOGBvQ5MMbx73wIP/FJcMfWrNQeHiTt1233lDU7xaoYcOGcffddzNx4kQaGhro7u7mnnvu6ZsISwghhHipOvOzywD45RfG0FgoUawvYqzB04rUWHxPA4ZUK3TvWCelt2+FMS577voGmCcoFWLdNq1OSYVamlAtmwEJTttqDhQ3HPvia+7NavI4cYTPyrLdqe33d/0OUK973ev46U9/yoMPPojneX3Top977rl7ujYhhBBiQLz9P7I1067+1GgaCm0MH9aA0h7GGnxPoxykzqK0B9bheVmHzpbhwdm22/6KtURJ71io6joADjzxR8w4+i377Jz2hAVz6ge6hEGj3wHquOOOo6WlhXvvvZeOjg5aWlo47rjjOOSQQ/ZGfUIIIcSAec83NwBw47ffzaaNt9BQaKO5qR7l+WSNUVkoSs3WETFZC1QKRBibtULFUUqaVvCDSZz2yU37+CzE3tDvAAUwffp0pk+fvqdrEUIIIQal0z/xM/78mx8Tlddw/8OPYbvuwcttYljvMCB/mx6ttJz9ubkGJhoJgG6cy4wjZnDaeV/ex5WLvWWnA9TnPve5F93mq1/96m4VI4QQQgxWp7w1W0nhTedtfe2ppQ8QR9mkkpVqdnt/sVCgUN/IgYfM3Oc1in1npwPUlrFOAJVKhVqtJpNnCiGEGNIOPuyogS5BDJCdDlBf+9rX+h7/7ne/47bbbtvuNSGEEEKIoWLQLmDzm9/8hvPPP3+gyxBCCCGEeI5BGaDWrVvH3XffPdBlCCGEEEI8r53uwvv973/f9/ipp556zmsAb37zm/dIUVdddRVnnXUWV1999R7ZnxBCCCHEnrTTAeqWW2550df2RIBasGABI0aM4OUvf/lu70sIIYQQYm/Y6QD1mc98Zm/WAUB3dzfXX389X/nKV/b6sYQQQgghdtVOB6jJkyfvzToA+NnPfsab3/xmGhsb6erq2uvHE0IIIYTYFbs0E/ne8uCDD/Lwww/z85//HOcc3d3dnH/++Vx22WXU1z//+juLFi3ax1UKsWfI9+4Q4smEilvI973YXwyqAHXNNdf0Pe7q6uJjH/sYP/nJT3b4mdmzZ+/tssSedPNAFzB4yPfuELI4GegKBo1d/b6X4CUGm0E5jYEQQgghxGA2aANUY2Pji7Y+CSGEEEIMhEEboIQQQgghBisJUEIIIYQQ/SQBSgghhBCinwbVXXhCCCHES4EzKbbzGeymx3GllWi7lrSyDr8WAWCCBlLGk0yYS8PoCXjDDx7gisWeJgFKCCGE2FlxCbvuLmzrPzAdS6G0Gs+WgOwXqgsDALw4wQP81t8TuzF40/8N1zILNW4mYX3TwNUv9hgJUEIIIcSLMO1PYZ69DrfiRrzqs7gwyMbA+ODSEHyHy+VRUQ1S1fc5Xayg02fwH/svYuqxaiTlcSfjT3kNuWlzBux8xO6TACWEEEK8AFdbT/L4fHjm16jNbSiAvELF/zI5apz9YevGoyrtOK8BN+koXBHUpidIusooW8XrXkNu7VWkT15N7aG5qFe8X4LUS5QEKCGEEOJ52JU3kTz2TXRpHVSi7d4zuglNFWVjbHE4rmkEqmcdrrkOM+GVeKUncTqE5Y+C5wBw9eOw8TqgG6xDVe9D/+Vv1B56NcHJX5BxUi8xcheeEEIIsa24ROWRSzEPXIQurwXfQWPY95V131WhEmFzDdgRR6IqHdiDX4Xq6cZb347TW9ZvjXEzTsdOOwXSIvbgV5O+6iO40aPRtgb1Ht6Gv5Fe906iJ+8a0NMW/SMBSgghhOjlautJ77uQ4Infbf96Lo8rtGCbxmaPg1wWqPIFVLISO2Ua1EL0k6twpSegZyOsKUHaDHE3hA1w2DxomgiAOfgk7LQj+/avaEPf+g66bv1vnEn35SmLXSRdeEIIIQRZeIrvvABd+mf2XOWzN/IFXJhHxTVc3QG4yKHpBMAOGwlRHrWujCs9i+uMUGEMtQrYdbiZJ6ICg1t3O5TbsKPn4SUdqA1roaWYhagVy9Gd7QAUlnyVSvsKgtO/KHfrDXLSAiWEEGLI2zY8uVwel8uDF2ZfW7bJKVT5GQjrcbo5G0je2IIbNxU3ejJqzAjc+CbM8NHQ2oPa1InqXoprfQi9eRMkBby2h3BFcF6Kq6UwdS722NdDvZcdJNQET/8fPb+4kLinNEBXQ+wMCVBCCCGGNGdSkvv+E93+6NZWJ4DAg8DD0USqRkF3iCtMRwUWHW3AlgPUwmXotYtR7ctQG55E5x1++6OoUhsu3wJRBb15E27sgdigATor6KcfQiftqGo7bt1CVLIWq/M4r5AdN5+jfs2tJDd+eWAuiNgp0oUnhBBiSEsevBL19A1QzKGSCJzDqTwu34SxOfzGg/BMCRfUoRsOgjUPYycchtvUDcFY1IP3o1UJ11SHzRUxU1uIOhPCjgqmKySMQdcexfNCXJTiusHlJkFDHrVhDfgWVbaYMI/XFWddfkWf8IGfsGn00Yyc97aBvkTieQyqAGWt5f/+7/+44447sNZyxBFH8P73v598Pv/iHxZCCCH6ybQ/BQ9cBsZgtUIlFuc1QjElbWrCd8OwpoQyJVzzKGz30+haFeKN0HQQqknhjXgTZunfURufwY7Kk3ZUiIfliZ+uosoRQc1CXIOwhgJsw1jwuqgR4D1dIlQO11ZDTRmNGx7jANVdwhUC6m++lPKMV1E3ZuIAXynxrwZVF97tt9/OsmXLuOyyy/jhD39Ie3s7N91000CXJYQQYj/kTEq04OOoahli2/e6NTHkGvFihVu5CrVsMTAS1b0OVVqBjrqhowLrN+Fal5NW1uEaAuyMmbgxk0mSbDxTvK4Lt6yT7rzGddZgTRdsrqCXPEH1mVWY7lai0WNg2tG4w2fh4hKuaTIu3wS+Bw0hnilj539C7swbhAZVgJo0aRIXXHABDQ0NFAoFjjjiCNavXz/QZQkhhNgPpU/9BX/ZfTgVQCFAJRZDHi+u4ShggpdnG4YFImbhNnagVz7Z+5pG2Y3oJ1ajSk+jcg7XkAOg2NUDrVXCQ0ez8YgxbMjniaaPhbJDLa9A4jBrq6RPrcNVukjVZtSsWaiWYRDVUHHvpJ2pgTpFfvnNbFpy7wBcIbEjg6oLb9q0aX2PN27cyD333MMb3/jGgStICCHEfsmZFO7/McQO4hqObKiIDuuh1oXrUnjBClwIBMMIN/8layFa73A10PmN2E6LGzWB9NENJA0+0E6xVoJKStqu6TzjQDrCbCoCHZc40KtDJ90kXXnqWjyihgKmKUBVa9jli9HD89BZgVoNOlPwLNQUFDWFW/8bd/grUd7A/dpeWbGcdFcPzYHi73PqaQ7Ui39oPzaoAtQWn/70p3n66ad53etex7HHHjvQ5QghhNjPxE/fi1pyT/YkUNBRwQUWW1kP5Qou2oiOuyD0UGvbUbYLhhVxY4ZhV5fwQgON9bjQI375scT334FXqVENHGHVsf7QcWxsLbNk2SYavXFMnlEk36CYqD38w8eg4oiCreF8L1t8eG0HZlgzXr1CP1vOgltZoSpZ113+ib9QevR+mmcet1euxw2tCUtKhosOyr1gMLphXcLKStbVed6iCtcfW7dXanmpGFRdeFt8/etf5yc/+Qk9PT1cffXVA12OEEKI/Uy66Ho2tCV0bY7p2hBRWRmhatmKwCY2+NV21JoV6LZnoZiDSgobu9GFDtQZJ2BPmgejQ8hp0tLTUIQo1STtMekhE9hYF9Da1kWjNw6AVY8lLKkYXH2It2YNeuMmVGKhpxsah8PBB6GHD4e1G3Dt2ULFKjFZuINsseIFv9kr1+LiR6q86b4yX1pWY/6q+AW3O3dyyOFN2fiuG1oTbmhNXnDboWBQtUA9/PDDjBo1ivHjx9PU1MRrX/ta/ud//meHn1m0aFG/j/PRGw/a1RL3O5ef/vRAlzBk7cr37u6Y/egV+/R4g9miQz+0bw/ozdy3xxvE9vX3/fOJe0o8cdc9xBsdLXVZi0qxzsNvT/DCHrzQw+UdqsPhtEXly6hReeidpsl7fAGuqRE7bBTWFfCf/SdxrkB+zjjqwgZKy1czyoNWYNGyZfzi+vW8401jOPOMsfBMK2lXDtfUjP/EWvTYGBdH6LQTVw1R1TKu7LYvuGYhhMKKPxH3fHmPzVDemTjOW1TZLgh1Ju4Ft28OFPNnFzni9m4ALnmkyhvHBnuklpeiQRWgHnvsMf70pz/xsY99jDAMufPOO5k8efIOPzN79uz+H+jGzl0rcD+0S9dvd9y8bw83mO3za//ovj3cYLbPr/3iof0/9W3t6rXfk8Gr88lHWPfUcopKU/CyFp5i73vlSkJTXuM6soHcqhbDMxGuTkHRR9X7uDCbndy6At7qNRRffhi5fDd67CFgemhZ8QRPPV7m7jXZPt/xpjEcPK2J1rYuOifU0WxbMMfOxT62Dv3AX9DrshnHt3ScOTsaxmnUmo2wJdB4Ct3ail33CEybs9vXYGXF8qb7yiwumRfdZu4In+/NzNLjrCaPLx6S58uP11hZscxfFXPu5PAF97E/G1RdeP/+7//OsGHD+MhHPsL73vc+Ojs7Offccwe6LCGEEPuRfNuS7Z8bQ6VsqKVZa1SUQtyVoiq9X4mBssu68QAVx+CFeGkJNzyE0ePxmsZAx7OozWuhMWRyqYfjWqsUVncB0Bx30NxWhdYqHDYJXdoMIxVu9HCS4QdgJp+AmXwCzJqbhadSW1Zc4rLuu+4s6EQrt699VywuGY64vXuH4Qlg/qqYxSXDZU9HXLY86nv94qm5vsfffzp6vo8OCYOqBSoMQy688MKBLkMIIcR+bPUT/9zuec3z8LpS2rHUK4cfWsqxoxFNvl6Bp1CBg0Th4ho0+6jlrbjDp8KYkbDqUZTtROULuMY60qnjGTVhPO+Kujnt/jYWrwyY2mKpz/W2XPVUUJOnA2BGjkW7KtqNwz77KHbZ/ai4A7UhBdMbngBSi61ZvPYVu3Xu81fFnPdQZae2PXdyyJcfrwFZUNoSnJoDxTmTQn66OgtYKyuWKcU92x5jrUXrQdXG8xyDKkAJIYQQe1tp9SYAKs6n2JUllPre93qcyqY2ANY5x7geMKGlzmiogWo30BbjxoXoJcsxUw7GocFrRq1bjwL0sJGwYQ1uwlRaXuVx4msnUss1Y7t7UH490dJ7KXR34lpG4SUWetqwLc+iVj2N6tmchaZAZV+9rV6ut7HIrlq70+c5f1XMJUurOxzXtCNTivoFu+vmjvD56ers2i3YlO50N561lu9+97v8+c9/BmDmzJl85StfoaGhgfPPP59p06Zx3XXX8Y1vfIPDDz+cj33sYzz99NM453jPe97DeeedB8Dhhx/OpZdeyl/+8hdWr17NW9/6Vj70oQ8RRRGf+tSnWLRoEZMmTeLoo49mzZo1fPvb36anp4cvfOELPPzww/i+z7nnnsvZZ58NwFVXXcUvfvELrLWMHDmS733ve0yaNGmH5yIBSgghxJBSKK+lo/dxxWStHBU040lJyq7vPXCsIgsfE4OU4vgQGhS0G9SmBDpT1LAeXLEOnW7IlmBZuQH1YCsqb7H1I1AKXBqTGzeCCAjrR8HEadTuuYew+jg6r3AtOXT8JMRk0xZULK4pQG2OcZHdrnb19N07fZ7zV8e7HJ62uHhqrq8VakHb1qA0d+TW+LBlaoOd8ac//Ym///3v3HTTTRQKBS6++GKuuOIKPv3pT+P7Pg888AB33HEH+Xyer371q4wcOZJrrrmGNWvW8JrXvIZTTjmF0aNHo7Vm7dq1/PznP2f9+vWccMIJvOc97+H3v/89ra2tLFiwgPb2dt785jdz/PHHA/C9730P5xy33347nZ2d/Nu//RuveMUrGD16NFdccQV333039fX1/O53v+OOO+7gXe961w7PZXC3jwkhhBB72KaOjXQbj1rFUXE+FeezueyxtsunB4/1Jc36kqa82bG+1BuwKlBZG0O7geHe1sHdVYPOl3H5BlxDEds0CjdzOnbMAej7HoH7V6HXrUavupd89zpqrSuo6k5qo4bR1Vgk7koxagSufli2z8RhEw+1PsZujEmq2XGSqmNzpCl15V7otPaK5kD1TV2wbVDatsuuPwHq9ttv54wzzqBYLKKU4i1veQt33XUXAEop5s2b17f+7ac//Wn+4z/+A4AJEyYwbtw41qxZ07evU045BYAxY8ZQKBRoa2tj4cKFvOENb8D3fUaPHs3cuXP7tr/11ls555xzUErR0tLCG97wBm699VaKxewWgj/84Q90dHRw5plnvmh4AmmBEkIIMcS0deYp93QyrklTqzhqiSMfKNa1w5Z2hXzeo35YQj1Q3uwIJmqKsaXSnVIop6ixISQO/ehqXGcIoxpQMbiCD34n5MAeNxe1fgVq2RpUZzv2VSeT6+imUkogqkJLAVXM4QU11ObNqMSQag8/TXDlrOsuKCiqFsoVh8opyuaF52naW15sxvH+BKj29nZaWlr6njc1NdHe3r71WM3NfY+XLVvGd7/7XTZv3ozWmnXr1mHt1mPV1W2dyFNrjTGGjo6O7fYxbtw4Vq9e3XfsD3zgA/h+Fn3iOOa0004jn8/zi1/8gh/+8Id885vf5LDDDuNrX/saEyfueAFnCVBCCCGGFFU0RBs060oWz4NK1VGXQqigI87CQguG5TXNmJyh0y/QvS4maVJMGKZQvev6uqKP2hyjnq7BxgQ7qoha04Ue7mEPPwbSTehiN25EHjPxZfDUowTdHQSVgGTiBMJDjsS/+ffohR3ga/A1PgZqKUnVUarAiOFQ7rD0JFDPzgeVfak/S7oMHz58u8DU0dHBiBEj+p4rtXVfF110ERdccAFnnXUWACeeeOKL7r+hoYHu7u6+562trX2PR44cyZVXXsmMGTOe87lDDz2UK664giRJ+P73v8+Xv/xlfvKTn+zwWNKFJ4QQYkjR3mjKkSOqOipR9muwnDjyeY+63jDwbLfj2W7HA22a1i7LkxsdS59RPLHcsmldSmVtTPLPMvG6BLsxxj5dRS8toSopbn2KuuMfqPuW4ZaUIE3xnn0M/fRq3MYauaJHA4r8g3egkhrpQSPB17hyStyWsGmjpVRxqJym2p2FJ4CeBGyueZ9frzvassS4bVDadmzVrN4uvp3x6le/mhtvvJFqtYq1lt/85jfMmzfvebft6OjoCzvXX389mzdvplLZ8R2Ehx9+OLfeeivWWtavX89tt93W995rXvMarr32WpxzJEnCV77yFZYuXcrDDz/MBRdcQBRFBEHAAQccsF1L1wuRFighhBBDSv3w4VQSSwWIqgm5LbfLVxUk2S/OKpoClu5yCviMbgxZ3RbRkWpW+JoDY0uLctQHUBeC7yv8nhQVWZQHNPqQ791vJYVug8praHJ4HRtQyTroNrhhIV6QhYKk6kjTLDh191jqsSztVjxb85iYNwQ5RdC08+vPTSlq7tjNa7Xt0i5zR2yNDAt6QxX0rwXqlFNO4fHHH+fUU0/FOcfRRx/NBz7wgefd9mMf+xjvf//7aWho4KyzzuKcc87h0ksv5brrrnvB/b/jHe/gvvvu4/jjj2fatGm85S1vYfPmzQBccsklfPGLX2Tu3LkYY5g3bx6HHHIInucxYcIE5s2bh9aaUaNG8fWvf/1Fz0UClBBCiCGlefxEioGmI0pJEgeBpVo19ESGIFDktO5931JF0VPO5hAYPSLHprYIUKwoaSbmHRtrMCrvGDvRzybcBGzNokyaBamWIBt8XrYUGnQ2m3liYEMCqYWOFJdYqjXYUIaG+iw8bawpnuzWdBtFg+foTDTlMGT62MN3+jznzy4+Z3qBLy2r9bUo7YwvLcvuwGvy2W5fCzZt3ccbx+38ci5aaz7xiU/wiU984jnvXXnllds9f9e73vWcwdxbPvfwww9v9/q2z//3f/+3bw6pyy67jKambOmb+vp6vvOd7zxvXZ///Of5/Oc/v9PnARKghBBCDDFNU1/OyEZHpV2TYChbS13BI0kcSeLorsWonE99CGnqiK3j2dShayk277OmnNLtQUfq0eIDGDY+lTIqv7Vbqz7o7QLaGFEXQn5CEQfEqyN0V0qabt223NvI0+E0G9scnUnWJdZttrbsdBtFWxVmHNy/pXC2bTUCWDCnnosfqe7UDOIL2lJWVbPzuHhqfruWpvmrss9PLug9Ponm7rjtttv4r//6L/785z9jreXmm2/mkksu2SvHkgAlhBBiSBk9bTrFQkBzPUS2RhQryr7FOU1OZWOh0tRQrWZdc6WKo4pjQ97ngJxG16BkgNjRHQNkgWdVp2FyM3QmmubA9gUqldNU1tZw0dbxTPW9jTYqp2GbweGdydYw0pFCiw+rI0V37Cg2ZbXvrstmFpjV5L3ojORzR/icMylrdfrS9Hzf6/NXxZR6G6AG2zp48+bN44477mDevHl4nscpp5zCa1/72r1yLAlQQgghhpTmaTNpGn8gbZ1PkdOaXB42pxblW2KgTmuCwGNj7yzgYUHhJY6uSspTqaUeaKjzoZZSMrC64mgIFfgez9agwXOs6oRgtGZTj4K+m8I8pkyC9SVNvjslyCmIIYlUX3Da0urU0RtQOlJYU3U0eTBswliap83cI9fg3Mkhs5o95t7Z3ReGns/82cXtnncmjkuWVoGsW2/bdfEGA8/z+OpXv8pXv/rVvX4sCVBCCCGGlLC+iamvOpHS2hUkeMRRNlAcINrm7qui71NJU7zEkW/wsGVLmjp6/GxclO97pFgwjlLVMaGg+sJUE7CovTcUxb0BC1j9FLT4DvAgG16ErRnW9B62Icy2/1c27zP5Va8hrG/aY9dhVpPH4lc38sb7yix5kYWFtzh3UaXvDrx/7dYbaiRACSGEGHJGHfdvNFz3E2zesRlFXW/P2aZIE1nb1zJVb33WtCeYmqWY83FRNn6pFDu2dL21AwUfOntbcnwD4DHeZsGpIVSsqW4NRd29d/1vCVXdVvc9744dJQNNXm83IWAKPrn6PNNO+fc9fh2mFDUL5tRz7qIKCzYlOxwQvrhk+ENr1gd5eJO3XbfeUCQBSgghxJDTdOjRtMw6ke5F/2AYKWVfEaWa5iBrkaoktq81asLwgI2VlEqaUsz5eMYw3Fd9QarQ+5s0to5qCsSO4UXdN04KoAfVN3DcFHy8asraajZIvbn386WqozOFZh/Wmmx731eM1TDtmOMYefgr98q1aA4UNxz74tMjzGryOHGEz8qy3ant93eDLkD97ne/45ZbbiFNUw4//HA+8IEP9K2LI4QQQuwJyvM5+N/eRcfiOyj1vlbMWSoRkPOBFHoHfBcDTU5r2koxUZKQb/BwaTZreBNbg1NTqAhDKMWOSpzNM9WpFb6/tZsrto417b07xtHU2wrVg6ISW0KteluysrDVXBdQX+9x5HkfQXkD/yt7wZz6gS5h0Bg89x4C9913H3fddRff+MY3uPLKK+nq6uLGG28c6LKEEELsh0Yedxots04k9EPqfEWTVuR8S4ChLqcYWe9RDDSVxFIMNCOaQhqLPh0dhkqaYjwP31eEWtHcEFCKsxap5oasG6yaZmHK9zXtFUsp7m2h6lXws7v8eshCVKizP2ObtTyNaAopBppXvPpERs8+YZ9fH7FjAx9ntzFy5EguvPBChg0bBsArXvEKVqxYMcBVCSGE2B8pz+fQd32cjsV3oAxEDooAfrZGnjFZY1SYbrlVP6UYaOpzHj2RIU0NxvOoupQ63zK8qPu66RqLPuNyHm2lmK5KSsGHXCGgsztrfWoKFSrngzGk6dapE2LraCz6jKoPqNOWKZNbmPXxywZF65PY3qD6GznooIO2e/7II49w9NFHD1A1Qggh9nfNM49jzJs+ycprv0lOAYEirjrqcKR+1kkTKkXZQb3v6EkDIGtG6gHSWkpL3iNKFb7v8H2oz2l6IkNkLb6vUJ5PTjm6KgnDixq/d7+1Wgq+6g1P2bYT63zqe+eGGtOS55hLv03dmIkDcm3Ejg2qALWt3/72t6Rp+oKLDAohhBB7wuwLPk70zP2sueN2AELlSNDENUfqQ5SmtPgWrz7Aj3KUMYS5kGKQshFIU4tHFqua67Luu/qcR2QthUJ2y12SZK1SkVMUAsjprCUL2K6bsC6nIDGMaclz+DvOYdScN+77CyJ2yqALUM45rrnmGlpbW/nUpz7Vt56NEEIIsTcoz2fWxy9jw/oPkjxxN4GnAEeUU0SRphw5ypGirhozpkWTbyxSjXqo+SFhzu+dRwoqvQsRN9eH2WvbDEJ3OiVXnyeOUsKcT85XdJeT7eqo05aGIMeI4TD5De/g4Pft/ckgxa4bdAHqZz/7GaVSiUsvvRTff/HyFi1atAtHOejFNxkidu36iT1hX1/7/q2gtX/b59/33p6ZPXp/MFh/5tSNmcjrvnUlN370bNKnHwFPU28cqR9QjmI6ohRyPptrkFMxBb+AZw2+r2ku1FFNYurSlHLk6OzJFrcrBhqXpIBGBVnQaqgLsGlKlHrUaUvZZq1Oo3KKfKFAYzFi8hvO4WXv/4KMexrkBtXfzmOPPcYjjzzCN7/5TTzP26nPzJ69C78Wbuzs/2f2U7t0/XbHzfv2cIPZPr/2j+7bww1m+/zaL05efJshYlev/b4IXnVjJnL65ddyyyc/SOej94ByDM/HBDkH+IzKOZwXEZkcYeBlX0BgEyBEKwh9RQsQpwmhHwAhcbUGgUeCh01Tkt6188JCngblKLgIL9DkWgqMOeWjvPyCj0t4egkYVH9Dt99+O2vWrOGd73xn32sTJ07km9/85gBWJYQQYqioGzOR0668lvsv+zwP//rn1DlHqCwT8qByHjkFkYpxcYxSvXMUepAkCQ2BR+BqqLAOtlkUOFY5Qt+jhoc1Hg2uSuh7hFvWckFTPHAar/jIfzLmaBn3+1IxqALUhz/8YT784Q8PdBlCCCGGsLC+ieM/dzkjZs9j0eWfYfOaVuoCRRgZjKdwxvWOk6rgBRpHyPAgJiZPVHPkVbYGS5wawkLIlkkQ8hjwDF4S4aExiaWqcox/zVs58f99ZY+ucyf2vkEVoIQQQojB4pA3vJGJR8zmoZ9ewVN//AVxtQdMNlA8QRHgMIklSSIAAirU+UBSIfU1vnMEVqGIMcnWRYoT49hYtYycfhjHX/xVph4nk2S+FEmAEkIIIV5A3ZiJzLn068x4y3k8dt01PHvXAtpXPUFdADGKUFnAgadJTDaJZurn8aOse667J+rdk6LWlQ0u9w89hrlvP4uXnXaWtDq9hEmAEkIIIV7E8KkvY86lXyf+UIkVd/2dZ/9xO+1PLaa08ikau7ppCwLoXZLFK/Vs99mS9pg8bToT33A0B5x6Jgcdc5wMEt8PyN+gEEIIsZPC+iYOecMbedlrT2PzM0+z6all9DzzBCPWriXa/Cxxz9Y7LhsmHUi+scjImccy8uDpDDvgIAlO+xH5mxRCCCH6SXk+w6e+jOFTXzbQpYgBItN8CyGEEEL0kwQoIYQQQoh+kgAlhBBCCNFPEqCEEEIIIfpJApQQQgghRD9JgBJCCCGE6CeZxkAIIYTop3TD3ei0I3ti23BxGQCVn4z1W8BrQBVH4xVHD2CVYm+SACWEEELsQNr2CLr6EK7nKUi7UETbdd84G6F0LnvcdQ9K+2B6QOUx+SkQjsPVz0I1TJVAtR+RACWEEEI8D7v2JtzmW1DRKpwOwKsHm+JcDVQe5df1hadtQxRJB85EqAAoL8V1PYjquAVjCzD8BFzTHPwRMwf03MTuG3QBqquri8svv5z29na+973vDXQ5Qgghhph0w92ojb+CZB0AzkSQlED3oIJ6UHnwh+H8xux9QKWbcP5IIAtRymsA050FqXAErrYGrSPcxt/Axt9gWmfiRr0Nf/SrBugsxe4aVAGqWq3yxS9+kdmzZ9Pe3j7Q5QghhBhizNNXQNsfcbbW95oyFciPxSUloB78YVA8BOJ1EI4D243r/TMuWXy/G51rAO1nrVBJR7YPU8Em67PjlP6J3vQXkuUz8aa8Bz3+tIE5YbHLBlWAUkpx6aWX0tnZyaJFiwa6HCGEEEOIWfoRKN2HiztQfr7vdQeQlFD5CVl48huz8OQ3gO3euoM0e5z2rCUMxmWvJR2gA5JaDc/rRHlNuLSGDnOkiUFH91O55zbCkccSvPw70rX3EjKopjHI5/OMGTNmoMsQQggxxJiHz8Z1/B3bG56ULuBMCWdK2ePqWqwJID8+C05+QxaYdAMq3/t7y28gbNKoXAOuth5Xy1qbbBTj6SrGNKN0AVSEjTswcTdRZSMmLVNt/RuV+95C9PB/DOBVEP0xqAKUEEIIsa8lD54L5SdRuoDy8zhTwsYd2KiCDsbgbBVVd1C2cW1t9mfavX0LVLwOVVsBgPaC7M/iZNABii5s3IEfOqKOJ0hjH5MkaGIAvDCP0x6uup6epV+k809H7svTF7tIApQQQoghK7n3dOj6B0mtRhxpTKUVU0swUQ8mSUhqNZKkrm97U90IPUsh7cpeSLsxGxYA4MhhupejdIGkajFRTNzVRW3zU1jVSFpuy47Zs5YkTknilNQoAJTSJEkVLxdgux6i7XdH7dPrIPpvUI2B2hW7NlbqoD1ex0uVjDUbOPv62s/ep0cb3Pb5970n41q2GEw/c8zTV2DKK1FJDeghizIF0rSG7/uocDgqXYcXtpB2V4B1OFVEFUcBXdC1Ft04Hl03HtIubNSNNUnWMmG6MEkDAL622LgdHQRYQlITgfbxVEpqPcCgnQPfw+kijh5U5UFa/28iY9/57MBcHPGiXvIBavbsXfi1cGPnHq/jpWqXrt/uuHnfHm4w2+fX/tF9e7jBbJ9f+8XJvj3eILar135PB6+07RGSZ29AJx0kaXbHnSbG8xvRxNg0BioYIEk6gU6sagFqKFfBKxxMmnTDxvuzHXqNYLrAayT18yjAmoS0ZyXQgCZFqQY07XhBHcakGGPwlMU5MARYY3A2QltHEkFs1rDyp4cy5Rz5xzsYDaoAtXDhQi677DIA0jTl7W9/O+PGjeM73/nOwBYmhBBiv2KevQGVrsekXUCIqUVYHZHEKYoUgNTl8VQKvc/RFmNS0hqEUTvW1RHm8/R0bMDlh/ct7ZKaFJ0bSVAzpNUSYaEJABe3k8a1rKXLqr5alNKgfTSglCFJHMbzUMoRlZax8sb3MOX0q/fZtRE7Z1AFqGOOOYZf/vKXA12GEEKI/Vja9gjJpichasXGNWxaQ+kcNgWlPaxNMfgoFZE6i1IaY8CmJVTQSJrGpGkV60rUehzaq0clVdJYgZ+gcyNRSZXIbkK5OBtTBWjPB5vDuGzwuHMWCDDGoNIKTnlo7eEAa1OSxAFQWfF/lB49laZD3zJg1wxgZcVy0l09NAeKv8+ppzlQL/6h/ZgMIhdCCDGkJMt/SZo8Tlzt7g1N2ezhqbE4G5EaSxzFRDVDtezo6UpJohRjIImqmEpCtbOTuJIS1wKiShe1rg7iagmXVLHlTuLKJkgDsClJGpGkECUpcbo1PFmrgQStbfaalyOJDdakkCpwkBqFUoZnF1yyV6/JDa0JX368RmdvaHvebdYlrKxYFpcM5y2q7NV6XgokQAkhhBhaql1oVyKO6FvHLrUGp3pbn4wjNSEmBes8ANIUohjKpZhqLSXt7YKLkxpRzVKtlEnilFrZUO6pkMSKNEmwiQFyWBfjbB1OeRgDxgU45QEBkD1WJkKRkvb2GNreX9HOONLyGloX/WSvXI6LH6nypvvKfGlZjfmr4hfc7tzJIYc3ZdfjhtaEG1qH9tg+CVBCCCGGFJOUSKuaXKFIklSxNiWNI2yakqRZMPK9GGtdNubJeJhEYVOH0wrPB2OgpyuhVk2IjCW1ip6elErZUuvuJuqpkFRL1GqGnp4erAGly1inSIyPdQrrFMaBcaB1FkwcPkGY1aCNo3dKKQDa7v/vPXodOhPHm+4r8/2no+1eeyHNgWL+7GLf80seqe7Rel5qJEAJIYQYUtK4DUMO4wKMcSRpb5gx9H0lscMSoJRCexq8LFiEYfZ+akO0BQw4Y0krFqV9lDKAIkkVUWxJjYd2jqhSI64oTGz+pZockCNKFGlisnCWZqEq7ssyCi/wiWqtmK5n9sg12DKeaUetSCsrliNu794uKM1q8vjiIfm+93fUYrW/kwAlhBBiyIgf/j7ay2HVOuKojMPH9GYapbOWH9vbPed5OhvUbROscaAV1m7ZNkH7GhV4kIIKwQ8czjiUBzoAYx02zgKKU37W3Rc7nDHY3mNqL8i+XIp1PknVw6Ua62xfzal1eFqj0xI9zz6029dgcclwxO3dLC79a5jb3vxVMYtLhsuejrhs+dZWqoun5voeb9t6tTOuvvpqLr300v4VPEhJgBJCCDFkmChbn87T9ThXwCofaxUmhWpVk6aQpA5joRbHJHFC6hRWZ78uTW8Xl+ccznP42uF7ZF1zkSG1kCSONAaMAgVx1WISg0sSsA6TOtIoJa6k1MoRcXcPxiqs1aTO4LRBK42nHNaC0j7GZjfNV2odu3X+81fFHHF79w676rY4d3LY93jboNQcKM6ZlL23uGRYWbHP+exQMKimMRBCCCH2prjhSLyuZ7FxgFYF0qSCdfWgUrSukaSglEeUpvhKZd1o2SThmMQR+JoktRilcNahnAMF+WIOl9SwaDwC0iTCJIAHAYok8cEm+H5KGkGQV2B8DGV8T2MqFl3wsMZinYf2HIGnMLHGU1mXWRRbTGnNTp/r/FUxlyyt7lRYej5TipovHpLny4/X+rrrtoSquSN8fro6675bsCndLmztrJ6eHr7whS/w8MMP4/s+5557LmeffTYAhx9+OB//+Me55ZZbWLVqFV/4whf429/+xpNPPonv+8yfP5+6ujoef/xxPvvZz7J582ZyuRyf+MQneM1rXsM111zDsmXLiKKI1atXk6YpP/rRjxg/fjx33nkn//mf/0kURQRBwGc+8xlOOumkftcvLVBCCCGGFGu6UV4Bz8+jVEAaJxibB5u1Rlmn8FRAklqcyVqUkkRjNFRrLrsjr+rAZHfnpSmYuIaxWYuUI8L3eweAm2xGAj/oba9IFaQetrdBR3kKZy2ECmUc2tMYLFYDqgCeT7VcxqSWXNi/kDJ/dbzL4WmLbbvrFrSlfY/njtza/rKrLVDf+973cM5x++2385vf/IYf/ehHLFu2DACtNZVKhWuvvZYLL7yQj370o3zwgx/k+uuvx/d9br/9dqy1fPjDH+acc87h73//O5dffjmXXHIJmzdvRmvNbbfdxuc+9zmuv/56Zs6cyS9+8QsAvvrVr/LVr36VBQsWcPnll3PLLbfsUv0SoIQQQgwZdaMPRnvZGnUmreFcgPYVytVIncPhYS0Ya1FKkToFVqGcQTuFcwAK7YGxijiBOMkClUkUSWSJIkctBsi697wUatUKaC8b+6QspAplDB7ZnXjabg06hQB8pUmSBBcblBdkA8tTqLTv22VdmgPVN3XBtkFpSnFrfNjVAHXrrbdyzjnnoJSipaWFN7zhDdx6661978+bNw+AyZMnM2HCBKZMmdL3fOPGjTz77LO0trZy+umnAzBt2jQOPvjgvmV/jjzySEaOHAnA1KlTWb8+674dNWoUf/zjH1m1ahXTp0/n61//+i7VLwFKCCHEkOGPmIkXNOH5zeDV4wcFfD/rIrPb5gBlwA/RXojysl+VSQpOZ4O6nXZYRxaAegedG+OIE/oGiJtEYRNQHvhaARq8fPYZHMY6ksjhtCa1va/FkG6ZSiEA5TkaGuoBqJaqhPmGfXGZtvNiM47vaoBqb2/nAx/4AMcffzzHH388N9xwA6VSqe/9YjGbMsHzPAqFQt/rnudhjKG9vZ3m5maU2lpfU1MT7e3tANTV1fW9rrXG9N4tcNlll6G15qyzzuLkk0/mrrvu2qX6ZQyUEEKIoaXQiC4XoQZ49dg0xSlQnk/a27fmvAZsEuOsQWkPsgVWcNoj8AxJqlHKYXD05itsTeF6e9lMb6YIPEiMw0cRpdkYKOd5KJuCURjP4ls/C2EKtGexToGxBCrA+hAnMWlPjUrV0WHGM2UfX64Xs6tLuowcOZIrr7ySGTNm7NLnhw8fTmdnJ9ZadO8g/46ODkaMGMHatWtf8HMjRozgy1/+Ml/+8pdZsGABH/7wh3n44Yf79rGzpAVKCCHEkOLlxqC9HEFQj+8HaJfg+QFhrkAuCPG0xqY5UA34gYfnAdqhtcq61lKFQoP2CIOt7RA67/C0Q4egQwgDSFA4ly1P7Omsmy42DocDz+EHCk8Z/JzB16A9je8rlJ8Dv0iQH4bfe4hiQVGXPL7Pr9cdvWOftg1K246tmtXbxddfr3nNa7j22mtxzpEkCV/5yldYunTpTn9+0qRJjBs3jhtvvBGAxx57jJUrV3LUUUe94Geq1SpvetObaG1tBeCggw7CuV0bJyYBSgghxJCixx1JkJ+A9goolcMPCtu8G+B7PqFfRvtZa5SnNagAtCZ1Fq0cHpA6Q2IMYeD3zSHlfIXnZdMcbGGVB14WpLIXsjXudKBQnsJqBb3vbZmh3EYJtTjF1iqkcUxiHISO7qd/z/qnH9yp89x2nNKu2naizLkjtobFbQeU72oL1CWXXEKtVmPu3LmcdNJJJEnCIYccstOfV0rxgx/8gJ/97GfMmzePT3ziE/zgBz+gqanpBT9TKBQ4++yzecc73sGcOXN473vfy7e+9a1+tz4BKLer0WsQWLRoEbNnz+735171pc49X8xL1N1fat6nxzvs5vft0+MNZktf/+N9e8CfvWffHm8we/fV+/Rw71k8tNcM29bVs4IX3+h57OrPe4CFCxdyzDHH9D1P2x4hWfo/mKREXF6NNVWiqJMkqmJtDcj+vmoGfLYGBZPEVKse+YIFA0prXGrxtSVSvevWOYMxkA8gTT08DSY1eNoDDT4WTzs8pSBUOKMBg9qmJcuzllSFJJElNSnGQk+7oVJ1FJtg+PS3MO3ff7tT575t0AH40rJaX4vS8/niIXm+ND3f93zKzV2sqlqafFj5+qa+sHTxI9W+uaGeeV3jHglrLyULFy4cfGOgrr/+em666SbSNOX444/nve997y4lQyGEEOL5+CNmYpunQeeT6CAbqBx4naAtqQ4waRag8l620G9qqmiXgtaEQYJyAYHnssV+A01qLJ62+F4eQ0LOxNl8UDobBB56YJ3GUxpMTKpAe6DIZj93Oo9W2TE9X+FcgdALCIstVLo7SHo6yA+DIPEpdfh0PVth2k6e67atRgAL5tRvF352ZEFbyqpqNpjr4qn57Vqa5q/KPj+5oIdceNpiUJ310qVLufXWW/na177GlVdeyerVq7ntttsGuiwhhBD7GT1x68SJOiii/Wa07+Gj8FQ2bQEkBB74nk8QFPCUT13OJ+87lOfjeQrPy0JFEBTBWZwxGDzSRGF684ZyDkjwdYKf12itsjmmsKBMFqa0h/byKM9DeQGpCUiiKqZaBasJwpBcSx1tJmDUga/YrXO/bGaBa15RfNHt5o7wOWdSyDmTwu1apeaviin1NmLtygSa+4tBFaDuu+8+Xvva1zJq1CiKxSJnnHEG995770CXJYQQYj/jj5iJ1zwtWxcvqeDnhxPkxxDk6/BDH6fyqBSsTQl9QKWEeYfn50Hl0b7CzymsDgjyeXA+fpjH1yEWDwjxHGgsWgUEyscZm60SDPieh4+X3XEHaL+Iog7nsvFYflCP88fg1Y3Eq2uhVjb0rC8xdsw0jnjjV3b7/M+dHPLwvAaaXqQfav7sIvNnbw1bnYnjkqXZ4sJN/vYTbQ41gypAtba2Mm7cuL7n48aNY926dQNYkRBCiP1VeMRFfZNq2qSC9gr4nibMjyNXaEGFDWidJQxPe0AR5QfZ4G+boo3F1ykBNXwSTApK5wlR+H5K6CmM8bB4BL6X3blHNneUrx3OWvKBj1YWZxLwegds6xa09lGuSpCrA/LkGmcw5dSrOOHjD+yx85/V5LH41Y19E2XujHMXVfruwPvXbr2hZlAFqC3r0mwRBAG1Wm0AKxJCCLE/C0cehZ9vAcCknRhyOFPF93rwVA2tQlRqUKnBpQkuTSCJs6kODCib4qxDk+CT4GwNjcF3Ccql+DpF6ZjYxvhBttTLtrOO987tiEqzB1oV0K5GFGuSqExPzyZc3MOkEz7P2Nnn7/Hzn1LULJhTzxljA5p8eOO4Fx7kv7hk+ENrNlbr8CZvu269oWhQDSLP5/NUq9W+55VKhXx+aP8FCSGE2HvCIy4ivvUBdJANijZpJwA29dFKYV0MzoJLQRWyliKy2caNTcAAHiQGwPS1SnhKY5zFUwqbOhLjCIKtbRa2dwyRp1NIfSwWahUIQgjq0FT6tq0ffiBNh75lr12D5kBxw7F1L7rdrCaPE0f4rCzbndp+fzeoAtS4ceO2mz10zZo1TJgwYYef2bLmTX9cfnq/P7Lf2oXLt1vmj/zAvj3gILYr37u75dAP7dvjDWb7+NrLld9qVy/9rk5hsDPqX/t/dN70egCUyhGbKvS2CCUGjCmCrgfTgw+4pEKchuggwHMRpFsDEb7BV1mXmFaAA985fE02BqqX0x4uzWY398Lsw1pvHZBtTUIuF+DnJxFMOG2vnXt/LZhTP9AlDBqDKkC96lWv4vvf/z4nnXQShUKBG2+8kZNPPvkFt9+b/6CEEEIMHc2n3cwzPzsS5apgqlgb47sEG9WoedPBgBevQ4cBSRqSoCDJEaDQLsZTjoQc2tRItQPrshnMAWuzlifrOTSgnUNZg0OTWIfuXYTPKA9UDi8po70cRg3HuBYOmPelgbgk4kUMqgB1yCGHcOqpp/LpT3+aNE056aST+lZjFkIIIfamA979IP+8YhIurhAQUSMhtSk6vxkX95DaFGcMVjVh0hiIwVfkAIPDJjVsAP6WMU5m6yLDlmzQcWId2imCINvGUxqbOpznZSENSHE4ihjXwsgjpdV+sHpJz0QuhBBCvJh/nYn8xdzzlQaUK5Pj+e8wq6kiKqoQeArtOby8JnBgVDaBgdbPf4eWBazN3kc5rFb4WqF7m6osHmFxGHhNOFUgmHAaE+Z9qZ9nK/aFQTkTuRBCCDGQjvt8N3d+5yjaVyyisM19TPneLrmaNkCOvlVeKtCUi9FetghM4D9/u4TnZ4EssdlUBsaA8RyedaA1SluS1Ed548hPeJWEp0FOApQQQgjxL074+APc8ZMPs/pvPwSgUIB835rDte2CFUCpd7nDvAdVQIe9M5R727RiRaC93nDVF7IUJkqxocK4gMBvZtKRH9ird92JPUMClBBCCPE8Tjz/v1l86Ju450/Xs/ofV9LcpGgsZgO+O8hCFWwbrLLwVMgD1Swg5b3ntkbpUBHFKgtXESSeg9SR1B3GCR/ccxNlir1LApQQQgjxAma98tXMeuWrWbLo3dx9/c947B/XU896AJqbstalLaFqS6CqVbeGqi0zG27XFRg7agagN1wFeYYd+3FeuQeWaBH7jgQoIYQQ4kUcPvtoDp99NPDf3HHzTTz6j5vZtHoFtdVLqC89N1BtmRN6R6Gq8cDZNBz0+j2ytp3Y9yRACSGEEP1w4utP48TXb53c8l8DFSWe00oFkBs1lonTZzLqwFdIaNoPSIASQgghdsO/BiqAxff+jVKp2ve+2P9IgBJC7FHOpNjOZ7CbHseVVqLtWtLKOvxa71pjQQMp40kmzKVh9AS84QcPcMVC7HmzXvnqgS5B7GUSoIQQe0Zcwq67C9v6D0zHUiitxrMlIPtB48JslXcvTvAAv/X3xG4M3vR/w7XMQo2bSVjfNHD1CyFEP0iAEkLsFtP+FObZ63ArbsSrPosLg2wWZh9cGoLvcLk8KqpBunU8iC5W0Okz+I/9FzH1WDWS8riT8ae8hty0OQN2Pi9l6Ya70WlH9sS24eIyACo/Geu3gNeAKo7GK44ewCqF2D9IgBJC7BJXW0/y+Hx45teozW3Zohd5hYqT7TeMsz9s3XhUpR3nNeAmHYUrgtr0BElXGWWreN1ryK29ivTJq6k9NBf1ivdLkNqBtO0RdPUhXM9TkHahiLZbPsTZCKVz2eOue1DaB9MDKo/JT4FwHK5+FqphqgQqIXaBBCghRL/ZlTeRPPZNdGkdVKLt3jO6CU0VZWNscTiuaQSqZx2uuQ4z4ZV4pSdxOoTlj0LvJIOufhw2Xgd0g3Wo6n3ov/yN2kOvJjj5CzJOaht27U24zbegolU4HYBXDzbFuRqoPMqv6wtP24Yokg6ciVABUF6K63oQ1XELxhZg+Am4pjn4I2YO6LkJ8VIiiwkLIXZeXKLy+H8RPPG7F94mVVCJcE2N2NHHoUsPYw96BerZx4BDcHURFJtgzcNw2Bsh7katXIIbPRmaJqL/+WvUhg3ZvnoMtjAR5n57yLdGpRvuRm38FSTrAHBJD9ga6DwqqAeVB38Y+I19n1HpJpw/EtIuSDdnL5ruLEiFI3C1NaDz2X4AVT8TN+pt+KNftc/Pb29auHDhQJcg9kMSoPYy5yxJUiWKy2xqW0RneQ0d3U/QuXl13zb5sJF8fTPF/GhyQTNjRxxFfd04CvlGPC9Eqedb11uIfcvV1mPu/zhuw33bv57Lgy7gwjyq1gExKFfDFVpwxRbcqJGQDMO7+w+Y0VOgsQjxqOwX+qGzIWxA5UJclPX1uWgjeuNy9JMPQo/BFQqoOKY67VIaXv0BlDf0Gs7N01fg2v7YF3QAlKlAfiwuKaFyIyAYB8VDIF4H4Tiw3aAbwHYTt5fw/VZ0rgFsV7aDpANqrQDYJJuzyEYVdNgCuZl4U96DHi+33wvxQiRA7SWpSdjU9igrW29j3boH2Fx5gihtpRyV0S6H7+W22z62XWiXoxA2A6BUyLDGA3jZlDczccxJtDRNwPfzz3MkIfY+V1tPfOcF6NI/s+eq93sx3xuc4hq2ZTpsXoGOOlGuhhk/DaI8KrG40mb0E0/gRh0AhRRsjJt5Iqq5Cdf6EKrchhk9Dy/pgA1roaUIaQorlqM727NjxZZ4wjsITv/ikLpbzyz9CJTuw8YdqH/9GRAMR+UnbN/y5DdsfV83QLyOuGSh9iBhy7js9aQDdECy+Uk8rxPlNeHSLJyliUHbhFpPiXDksQQv/4507QnxPCRA7WFxXGbNujtZtvw6ntl4O9W4k/q6kZgkQakQ3zUQBtkPQUcNo7L/dXsu7HucuhomSUhMldh2EepGJg2fwxEzzmPShJMkSIl9atvw5HK933smzP4MPFyYBxWBy+FcHarcg1d9lvTw43HBeFQtQnU9C8v/iWmcjvf0EyhdwR19IM4vojdvwuki5HO4sQfA6lUQFlGHzMV2rcH/x6+gx2S1dKf0jDqZ+nf8cEiEKPPw2bjuJbi0hvLzKF3oay3SwRhs3AGNx6ObDtn6obQbwnGosC67C892Q9pN0rkMX/feleflsImD6jKMLRDk89hkPTaqkCQKG3eRxikAfsNB5Ma/i9wRX9jn5y/EYCYBag/ZEpwWPno5q9vuxKUhDcXR+K4B3+UI8tkvHk8VyOcLpEmN1Dh0LvshpdOgb1/1daNo73qcyHYD0FPdSBRn/zuc2HI8rz3xe4wcPnUfn6EYipxJSe66BNX6F1yQg97chM4W9XI0keaa8Ls34EbOQCUr0RuewXU7nNcIB4wAQG1eh0oiXLeDVZ24sePhZTlU5HBjD8RuLqO7O1FhNiDd6SJu9ATIgXrgAVTZokwVl3jQVSOZ/i7q3v7dgbgk+0zy4Lno2qMAOFvFmRK4HDbuwK8/EGerkBuP88ZmXXP58Vl46m2BUvkxuJ6n+sZBme7laNeJLk7GJe24qA1T+idecSxxaTUqHI6Ls9a+NK7h8EnTBF/nSas9eMNn03zqgwN2PYQYbCRA7SbnLOs3PsKCB/8fq9vuJI5SAq9I6LcQevUABDpHYiMaC6P6AtQW+bCRWtxFubqZusKwvtfL1c10x2toCCeAqpGaiI1dy0lMhVH1M3nz637JiGEHoZR6Tk1C7Cnxwh+g/vlNKPZ2OfsOp/K4/BiMzeE3HoQ1Jag49MRDYc3vcE0TcZu6IRiLWnY/WpVwTXW4XBEzsYXowZWEUYiZ0UwYgw6q4IW4WgoxuNwkaMij1CbwLerJVkyYx+vqQgUGV3WojWU6T7uKkfPeNrAXaC9J7j29r3XIqSI6WY5z2X+ybFpBFybjVJGgvhnnjcXZKl7gZ115vUHKltei68ZD2oWpbkTpAmnPWvz68aQ9azHlR/H8HMpWsWmlLzQBGGPwPA9jDDY1+J7G2hQbzGbEmQ8M5KURYtCQALUbrDMsfuxqHlj6NRJ6KEdlXBri6RyNuYl92+WTRmpBF4VcEzkzmqa6FoY3TaQu38D6zmwwec4rEJkqHfEK0qRGZ7mVMMiTqi4ag8m0VZ6kUuvE9xU9PTUCNYxTj/8BLz/09TLIXOwVpv0pzC9fjzJVbGNdNpbJa4RiSjriYHw3DOfFKFPCFUYBoDfcg9PNuKaDUE0KLxmLWfp31MZnMKNGkgwvUO3ogqerqOnNNNQsXlzra9myDWPBV9SKw/FWPEOoHLS146ZMRrlNAKi1JagaTFKP/dg/qBsz8YVO4SXJPH0FyTM/QiUdOLIWaoVPktbwfR+nC2jXhQ5bsikIAKeK+MXs7wAboBvHZ2Oi0i5s1I1JutBegOleiSqOx0XdqOpSbFrBCwKSRBFXu0Hn8FRKlICvDdo5rFIoXcSaHohSYj2Bse98dqAujxCDxtC7nWUPcc6ycMl3WfT4tyhHZQJGo62mkBtFQTWCA+e6UKqRwG9gdNN0oqRKLl+goTiSYfWjaW4YTmN+GF21zSRJhdDkqdJIITyQ1Dh8T5F30+gxGwEo5IpUowpBCIGCP975PhL1JV5x6PsG+GqI/Y0zKdGCjxNUy9u9bk2MzjXjxQq3dhUq3gDTjkZ1rwNbQ0fdmFoI1U24Shdp0UFDgBsxE+eHJJWsiyhe10UI/7+99w6z7KzvPD9vOOGGip3V3coIFBAgCYGFARkwYxPsYW0NQxhwXDNeLxiD/azxDt5ZzI7tAXvBYPMYhgEMeIAhLGBEsg22JJCQEC3RyqFzrOqqWzec8Kb949yqbiERGlpdaun9PE89fcOpe97zu13nfM8v0j9/mqlDJaKuoa2R993JcLaFP73GbthIOr2VsHk/4fAOWHsGVIsIPYAJhTo8xH7gjYTf/8ijpjLPzt2C2f0ZpFnAjJO6JTVKTyKp8bYGRjjAmEVgES9mgBIRRqjW47CmD4duaD5QTYJbAjWJ1TkC8M5gBzuACSQWISaQzKOSDs7ZxvskPCGAI8E7R/AV0gdMBbXbw44PXsiZr96+ChaKRB45RNfFj0EIgZtv+2/cdMd/ZTA01KOU4WiBsqyo6iFJnpO3ZkjcOrTNmJ3ewpqprWRJi9M3XMDGmTPIdM5if55qfJJMknYjqtRWMtViTXYGi8P9ZEnzeG37PIpqRGkWSEQT6qvcAp+6+v/k3h2xx8lqsve2f+DGT/3hai/jhGLvvhp9+zcJIoFWgjAeR46qSwItXHJRs2HaouLJhEMLyB13jV+TCH8IeecuRO9eRBYIE00IsL00gP0F6YUbOPSUjRzMc6rzN8EwIO4ZgQm4vQX27n2NABNHEE9+MmJmFqoSUY+bdloHHUF+zxc5vO0bq2Chhwe3+zMIewBnm1YDrqywdUk5OoKty+ZxBaa2uHqEq0cEM48tDzJa3Em1+E3MYAcijBgeuZ9Bfw+jpZ2MFm6lf+AbDEZL1L391EVvZZ+hnsfWJcIPwB9tiiqERCiNlAotHc4FnFIILal7t7Pjc7920u0TiTySeHTctp1k7t/5Rb7+7TczKHqYSq28nugMU8Pc4D46yRpyGu/TptkzmR/OMdFex4aZo+GGpYUjTOazTE+soRjf6W+cOYMjg4MMiiUmwmbmq51oJdBJTitro7UgER0W+rtJdMbi6DCf+OLL+b1fu4U07Zx0W0Rg/x3XMOzt5nNvexVFO+ff/fbfrvaSfiKCs3DDe6EOUJcEmgIImXahXCIsCVRyHyEFklnSI1cT6h7hQCCUIPND+EVPWL8Fu/0gZkID87TLHowsdl6y+Itns5A2VXSy7nG26iBNH7OU05lRVBMt3FSCKEr8Pd9BrslhcQRlCYsWlIdSQFvS+vK7CE/6qVPeC2XnbsEcvguq/fi6xNsSITO8BSEV3lscGiEqbPAIIXEOvO0hkkmsrbG2wIce5SAgVRdhCmwtQBtktg5hCip/GBFqXGlwgFQafIYL4z5cwQMJzjmEHRGEQkpFALy3GNNkfYzu+zC97S9k6sJfWjWbRSKryal9xlkF+oNDfOWb/xuD4gimUlTjUl8ASUa7A4mZReuMJdNjU2cztXNkqkV/dJjF/jzTE2tY7M+zYWYrRTGkKIYslUdY6Dc5Ht28Q6ITNq15CnO9XQzcIUb1fnLfxVBQuwEytDFuBMD+gzu45l/ewnOe96erYpPHMjd+6g/pzd/Kwf1NmX1rzeWrvKKfnPrebyC2Xdc8SQQsjAiJx48OwHDUNLqslyBViL3zCL8Es23Cxln8rh4qdTDZJaSK+qKnU9/wddSopEgCaRE4cOFpHNo/ZNvth5lUp3HGBW3yCcFWqdBP2oioK1q+JGjVdDXfu4CbnUZ1BXL3sBFuQ4EYNX97+Z1X09t+A9MXX7F6RjsBmHv+HmvuwBd9ZGBlBIt1Hk2FdR5jG5HjbCNm9PgMHnyBrzzGjxBJilQ5QiwRQkUIhiQXeLuIs0soPQmMMN4CGXiLcDVKNeLJe4mUBikhOAgqw1QV3tnm+wgB6wRCOXZ/7fVRQEUes0QBdRz44PiXb76J/Xt3UKCBZfGk0VKRJ7OUZUmaAnYKKKmrJXYe2M6mNecw0V7HgYWdAOycu4OdczCRz3DbvV+mX1laWZdua5qpzgy75rYx1zvA2qmNiEKxr3cfudSMQokMklHVuPi11pBbvnDDu3jiU34jtjc4yey4/TMsDu/l0Dzs2u95z5uvXu0l/cTYmz7NkTlDSzaeBl172lsloHG1Iy3mYU+FmMwJ7Rk4ZMH2kZtqwi9eiS8FYs/NkEps715oQ7UkYalAXnIWhzoJ++eWmFSnA7DzNkPlHVu6KWrPHoCmam/Qh/VbYf1sk2tw192E+WZQsTCuEXcmNMOKv/ZxOMUFFMUSMvQoK2jlzRw7hyYIhfcG5wTWZYhQ44MCLNaC82DKcT85LUiA2pTgA84NUUrinMQzQklBCAaFQyZtfKgRfhJEk/sUREIzFbrxrAfhEK5CjPcF4JFAILiALfew/6b3senS31gFg0Uiq0sUUMfBjp1f5lvb3s/SSAAOkYaVppZVEUh9QCcTLNkBIu8wqh2bpic5cGQnd+67gXM3XspUZ4ab7/4nzt38RO7Zeytz/XsRpGxZez575m4nz6YoqsMIUkaZY8/c7QzrBQB6QFWPSBJDnnYwoukTpbVmOCr57Jf+kl972V/FqryTSGCw8vg9n7U/YMtTg3rQ485/vY76UGCm4wFodxR63qDSASpVhDwgFgJBekQ+RKzPYdyZQ93xtWYG3ux6fGihd3+XOmuRP/M0OukEvXt2sV7BfuCm22/no58+wMtfspFf/sVNcP9+7FJGmJpG37m3EWR1hbSLhCJFFEPC8HuKhksPKbTu+wfqwX8+pZtrOtPDFpKs1cbUfaTwWNt4Nn2jatCqxtQB5y0hKIT3+OAJUqBlwDmolgwoEFqCFxSFbW60fB+tIOQVRgR8NSDPU3Q6xDuBdxq5kpHQ2FlJhfeOgCZJHcaCdAGVgGu0LHM3vCsKqMhjkiigfkTqesinv/gaFgYCNdYn1UgiMkldZhi3yETewpqCoh6RjccqHDiyk3XTW2gVXXYcuo0z119AK+tSmYLZzgxwDhOZxgJb1p7Pgd69tLJ1rJ04jd1z2+iPSiY7p6G1o6gXsH5EWZX4MD57IUjyQKoD2+74HwyGf8xEd/1qmOgxx3c//jMI+gxc4Gdf+YXVXs4JYfGuW9h39z20haSlmot2e/zecGSYyiVhoUk0FmUN91eEjoC2RnQ1IW36EfjQQu3aQ/uiJ5LlfeSmJ4AbMHPfndx9x5BrG0cTL3/JRh533hT755ZY3NJh2s/gnn4l/rZ9yG9djdzXJDsvdzsLfgOcJhF7DjXeJwAlkPv34/fdAqfwwGFbz+HIECFpErYR+CAI/qhotDbgSRDCIqQkCAcW0hRMBdanSF/jgSA8rhCIRCOEIyAwFkLtUVqjlaMalXjbRQiHUOqY1TThw8rUCO/QiaIqwIUmNU4KAIFKFFW5H7d0P2ryrJNprkhk1Ymuih+BEDzfuvZt7D3cnPUTAViJqQO9nsGWNaMC5hcPUNQjSjNkrrcLJZvGd4NikZZuHh9e3ENRDfjurmu5++DdAOzp7WX33Db2zN3OwmAPZdVj99w2bDBMdjbwhC1PRssWrXQGaO4KtWwjg0SKBApHIqAwR9ixI3YKPhnsvfHN1KZm4GE47PDUZ/7sai/phJDPbXvgc+cYDR2lbbxRlYV6ySJG4x/jYBhgnI8k6hpUirI9wpoUNmxGTW2Ehd2II3thMuWM3oAr9he0djVh6Ol6gem5AvYX8MTTkb0jsE4QNqzBrDkLd8azcGc8C558ZSOeenPN4pbDd/3GS1PteODaTyXqm9+BVBle7KOuhgQ0rjksRKNW8L75VynZJHV7g3eNmvF+eVuD1BKRKLAgUtBJE24TCmQCzgd83dyABaGpTUlVB4Jz+PE+pUqan2DxQWMKRbASH/zKmq0PKCmRtsdg97dPjqEikUcQ0QP1I2BMwbdu/ztEGlB1cxJz0iOlRliPp0QphXEDYAYlMoy17D68jVY6Mz6BZdQ1lJ2a2vTpD4dMoqmHCaY9wAaDNRYpEmprWRgcoJVOMwi7+Nq2ewDodBLq2pHpaaq6TyudwboejhTjPFpaPvXl3+fMMy+LXqiHkcPX/QLDxTl2ze8A4I/etbiq6zmR7Lrzuw94XiqFWrLM4+mKgE49wzowiSTvClACkQQwglCXMK0R9+wnPOlc2LgOdm5H+EVE3iJMdrDnbmb9ls38h6rPi26Y4zs7Es6d8XSzsedqMEKccT4Abt0mZCiQ4TT87u34229A1AuIg3bsChkv0np86VHz951MU51QXNXMt1Oyiw3gRYH3DjzURqKVw409UdbVSO/xUoIUyBBwY2+cCoGgQEsICkon8NVYFfmAQKCkAB2oC4/QIPEIpXEWlhOdrKqQ3hCUwHtJCA6kQwqJEh7nBUJqnG9yQUflAqdu8DQS+fGIAuoHEEIgBMvtN/0Ni8V9hFo03qcxQjpIA7UJOCsIIaM/avKS6toy2Z2gNEMw0Mkyum3NYNinMkMmOh0SrWEERw4eolAGLSVS5ky0a0ytSJOKqqopmlZRDEcjWrlAyT7GOopyHq0D3fYEzvRJU82uA7fzF+95Jb/9q399yiaUf+0Ln+Cuq3+HV/37S5Hn/xnp7BNXe0kAmB3vpZq/FoD5vTsQbsTiYPhDfuvUorerqQQdBU17qVEo3fF7gyCa+A2wLwROG4BLPR0noQQx72CuJpyWIrfdgzvzcQQkqGnEvgMIQM6ug4N7CFvOZeYZimc/fytlNo3vDxC6S3XrN2j1Fwkz61HGw2AOP7MbsfNexOBII5oS0fyMvV5hWR/s3HsSLXViqScuQy3txtcJUrSwZoQPXRAWKUuMBSEUlbVoIZqvIYBW4Ewg0RJjPU40IT8RAgjI2xnBlHgkigRrqiZ3SUGCwBgN3qC1xVaQ5AKcxjFEK4kbeWRL4Z3HB4VUgUQJXC1RYpz/WXtcb8+q2i8SWQ2igPo+9AeHODx3E/3929l1218zqSW0PXU5dqNLcBKMpenTpJr5UbUJTf8UoVka9BHSE7BUVU0338DamTXctWsPvcEiSmgSuY8gc4TPGVVDlDLMLRwiTzWuX+GcY+3MDKOyj5Qt6toShoGQBAIOazW9pSWSVGCtBgzbbvtnPvulv+TXX/7u1TXij8n/eM/LeNMrtzbdj+95E8aV9Ko1TF78R6sipuojt+Lvfy+IhFxNUNYl62a30K/vYbr76Oq91RruZWH8eOSaCP8IyWYsZhhW3oPAznGi8dbE0t6cwoSAeYc4bGDRImYHhHYHaQ8SALHjIOLG/Yjc47trEQKCrclOW0sFpN31sPU8yuuuIy3uQOaCMJMh67ugpmlbMPKEqQRxpCZU/gFrF/deexIs9PDhXR+hWijA2QRbG0TSQnqL9xYhBUokGNuE32wIBK8Q0mPL5ruoTSBNjtYHC0pCCCQ64H2F1gEQ4MDqpgDFVmbcnkDiK4/UIJQgeA+pQLiAVBJjHUiBCC1QjqI3JM1aZGn6kMcTiTzaiQLqIbj1u1/g0A0fYbbbVFiN7OBB2zjPSt6BHGeSOSea5M8AuRY472mrNSilONTbz3xvN/vm96ClIEs6THWnGdXzOGcpSotzEustG2c2MSwK+sMeeQ6L/SOkSUKoJDIIBh5y2gghsL4c50oEoOTwQThn6xN43jNfc1JsdaK58VN/yC88s82u/T2MvYczzzkXlZ/BmhzcvX/BwW/tY/bSN5OsfcZJWU/57TdAMOhUEeyIsqxQqkPWPYtNMwHP0klZx8ni8MIh+k6RVBbazemhHDUX57byDHrN4wnn6CvFxinPaATsrWlPaFijYOQbD1HhkLNDAhMELMFOE06bISyNkN+8BZREnlNB6JGHDqP+gCAXsetnKRcKOnN95OxmVLdEHJwHE/BGIQ/U+MUaawVJS2CKwJKT+KVsxVt2qtHZ8DjKvRMAOFsSQoLUDkLZCCUUwYPzHiEExgNeIKRDIrABhBBIFXC+OQ8BYAJKCXCecRobWgZ00wWBsh6htcYbh1QerEAIh1ISGwLKr2SM00rAB0lZG4IJCJU0YT9gNB/HukQee0QB9X3Ytnc7u27ZxuRawcbT5Uopkgvj3NUanBeAwFo5zk/wpInAeUVZOVxwyFAzM9Vl3fQMR3pDqrpG54pRWRCoqI2ltgHvIUkEOMXhpcNIApPZGqwYUVUV1gakCEx0OghbYNy4oZ5ztPIM5xxmKEiTlLf+0TW0W6dmRsJl/8t/4Ut/+l9J9AyjwrB3532sXXuYdOJSRJKzZvY0/P3vZ+H299O58HcfNo9Uve9zuL2fRcgWShp80aOwAVPXOJ8R7IDaBaypfviHnULMLeYMB4ucNiUpR4HSBPJEsG8elmtO8lzRnTV0geGRQLJV0q49o76lNbSITSmYgNy+i7CYwvoJRA2hpUEvNr0br7gSceA+xO17EIvz+Gf8LNlCn1HPQFXATAvRzlBJiThyBGEcViq0NYRhc9VOWoLCw3AUEJlg6Orvd1iPePTai1HJFEpPY61ZOTFbW67cqAEgHKgM6ZoeTdC0FkCCc4EgA8EJFILag5KhualbSQ4HZwTSN60IdBNYBZWgqHAE8OCr0PTxcgEpA6EWeCWQCvQ4EX1iosuwX1L0CqbziZNqr0jkkUAUUA/BEy96AWeeeRn/ct3f89W//3M2cpDpdA2Lsk85qDBWYK1qeqLIgBSCXKSUoaI2ASEEaQoJKaUbsPPgAp2syXkKoZkpVRlHZRxSQq5a5O1J5vsHSYXEE3B4gl6gKh162cWlakalpTSGEAJKwGRrPYuDJby11MYz0ZpCn+IjLabWPwWKHQAY65mb6zNZXovMZ2lPXozUGS0pkPf9Fe6+If7M3z5hHikzdy1i1/uQsotMcqBHORwxGBbUJrA0HK1sW5b9E7LPRxKi7agOSvb1PErBqAh0LKQCFsYFFDM47iklGzPHom7R31djpgRbZgVi7JEIbY04UiPuLeGQwa9vI/YsIdco/JOeBvYwst0nrM1xWx8Pd28n6S+QjBLM1i2kT7gM/cVPIa9faDKitUTjoLSYItAbwdo1MFzwDAx08T/gqE4RWpPIYRtKQHXx1hIECKWx4xl1QU3gTU3wDiEVjefZE6QiUQ5jJUIEHGGl3YovRdO9ncZzDpAoMC6gEVS2yYEKSiG8BSdwyqO9bm4SBUjl8aHxZCUiwWuoTY0dlIyKwILbzJkn2VyRyGpzal9pH0Ymuut5wc++lrWtSW665jdZrOexg8Y9bq0gBIGUHu8FLni8qPEIlAAP1HUA3dz9YQWL1bgLsJOIxDX5Hw5qAyQlxjtsDUFZcp3hAI9lujNNWZfUtkJaQVlbtFQIoXDesdBfRAWNcQk4y/TUeqyznMpZCU//tW/xD/+lxdpkCmUcxnsGhw3dlsGa62m115LkpyNUAnTQez5I2PW31O0LSbb+MrJz9nHvs7rjz0mr29GyjZc5UoxwdkivN8TYQF1XLI0sVdWnrhYQcpbSpOjW1h/+4acQUm1gWM01btZEAY6hCUxOKjohMDSB3f0mPLS7L+lmnkNF4PARwfCIZ2vq6RQeXTUXfK0DHAJ50MCGpAn9LF4DShJqYFqjdt9G6FsCCdn6nByBuPHrCFNiz1mH3rtAGC4Lp2bfIpMU/UY8AQwM+Gz65BvsBKKyjUiVkSRdQqiwpQGdoHSCsgHrLLXNQGToZCzeQ0BKgRBNErlAgoRUQm0aNSvzxmZBj5txBjAIZHNqQskmL6p2AS0CKNCJQAmHyEBKBcim/7hIQeQkSYIPTQFFuyXomDtOsrUikdUnCqgfgBCC0897CjddA/1DUGqJNUlTkeIC43PVWOyMAxwyNPOjAgwKS/CN2Ao+IJDoVGBqhQ0OIUGK5qRW1walBEpDTUk714BGKksInuAEXga0TNFCMawLUpEQXEApQ5IonIHp6U2rZq8TyeJ8RZoVQIs0UWRSMCgMlV+iW5a02ot0Js5Ep92mXltp0vIeuOctTWhDtrDdy6B7Aaq1aUVU+eF9uGI/DG5DD24EX4Bok6JAtiHUyNBn2B9RmYCxgcFwQFEMMSFtvE6iS1E6yrrPi3731tU11Ammu2YNI+MZAVVhyJa9n4WgSbyBAkkLT39oAc2GyZRdcxULVnKflpxde2ZEoJtAJwWtBXpgEZVHKGBSQz7+3JGFvkPkEqYCauEgwuyDviPMpqik8fiZImBtQGSS/sDTxXNrX7C7VGzNHUkmSKZO7YR+edplJIt3YcsFvAOdtKiX56eQNHlLDLFo8KCkxPkEpMN6jxQBGaAKDu8hTTTGOYIPBC1QCrDjJHLAC4VSnrC8Cw8WQZILhBKNT2+cSuVD8zuhNtRSo4PB1jXGBUgD/Xs/xYF7b2TjOZedLHNFIqtOFFA/hDUzjyOfXgODeWwhGFUeawJJogk4pAOBQI9zpPqj5pY4USkz3bUs9OdQCrI0acYvCEeaK4RPsFikEAghCMKTKNl4lpyjtpZUa/rDgqJoEkWV1FTWUHmLMU2TvFaaUpuKUdX0Ojj3zCeTJtlqmeuE8Yq3eT7xxwqlBM6neK2QSuKsg6KmtH3q+k7yVpd2dx0q6YBsgRfjboEWvXQD9K8HIOAAhQA0y/bR4HOahJIKfEE1WmJYNR2Zh6OSohhQ1yMMXYKvQOQYl2CMoRi6VbHNw8n05q20E8lCZTEmQOIpCsegciSJIJNy/L6nQDAY22DD2ozDcxUguK8n2ZoHDpWwPg9s2qqbhpuALz3C2UZIzSSM9tYw9LQmZNPN3Dg4aMB6WLAE4ylKODiEiW4jng6Vgrv6kr4TTKjAopEM05TzNz1p9Qx3IlBNHlHaOZ16uIsk34ivFjFVATTnFa001jXiCcYiyllMpchbgINcJgTr0dLjxt3Fm9QByNMm/UBJmr8lVPNd4Mm0Q4mmt1dwza2hSDTLjdCV91idEqqawtmVcOCoB0wFlr79Z2w85xMnyViRyOoTBdQPIU07XPnzH+Dv3vtiAKoSRNA477Hek+ouBENdGYTyOAe2BqdrnJvDWIeSTXWM0s1dXSedwIUaXx69AOugMcbjnCHRCmsErvSEIMhkSqpSinqE0gIpJUEFJILaWIQQaCWQssPTL/ullfl8pzrrz3wZgwOfbJJjswSdaEIYD7j1HuscZW0piwFpmpHl02TtKYRsgUxp/ILL4ykUTUJJAF+C9ONR8zWuHDIa1VjjMF5RGUNtDMVooVGpIsWaJYyRFLXCGMNgcISr/mj3apnmYWPq3ItYNxkYzUsMjqH3dFoKYwLGBPpljcg03bQZK1L7wG4bkKXF55o9Q0tfwYJVzGgAx6G7Levzo+NIusn4ynuoopNCvqVNAOpdFXLJYu3RbYfjvPCFIDk0F1g0zffZd0cbsvWdYK6ACx536cNsnYcXvfZi/PR5sHgXMmnuyBK1CNJjZYIbty/IVQIkWFcggwUpSRODCAmJCs2w30RinUdJj1Y5DkPm6qYflAShAqlqquqUkOBqrGiSzAVN9/Mgc6Ro9qm0IIQWqUpI2zOM+guYwQL5LCRG01vQLO0ecd7qmC4SWRWigPoR2HLas5g968nM33ULmZLU1iMESKmpbUWiBQKwRoKH5Vm+1jaJnFKDCYZMCRLfZCcZ4wlWE6RDKfDCkcoUpKKoStppF4EBHIluU9aWLM1QMiClR6eaYAW19Xg8VR24/MlP54wtp/hd+DE8+1c/zP/3tjug2o5SAi/EWLgGEiXJAWst1ibo2sLIkC8dJG81xexJ0kHr5ssQqhGVwZXYcT23sR5rFbV1OGuwrsI4QVEFrGlaV3iZYIygMhLjFNZphoOCK17ynpNvkJPAhvPOp91KmO5C5UuqWjDUnhAkmQjkucJaR1E0obneKFAQOJhrzsoksoSeA+pAv4ZlAbtz0XHGNCwayXTiVwSVyCSjvSWhOprP1G2mHiEyCcckhy+ao5OnFizMaNhVCfp1oD3VrP1UR279GdziXc3jpI1000hdoq0DIfC+SSxPVAJolGj6RXUygIBHr9wyWAdJ0iY4S/AOh1ppoqmhabZJ08CXROKcx1hPokRzflMaIRRCJAhlISRYlxBMgSsK8JIk1+huztyc57yzL1kNk0Uiq4YIy7f0kR/I/oPf4d3v/jccnDtM32YrnhAhFKkOWBzeBZyypCoFJzFUaDQtlVMFg/WWtmzc9P2yye1ItWxGwkgH3pPonKWiTzvpoFVgZIZIMmpnkVKQSoENBkEKCCpbjT1X8M4/+QbnnPm01TLRw8bX//srGRz4JK12RpIkzSgKIEkSUi2QSqKlQGuNEs2/yBStjqbSSykf8Jnee4wVCFFR181FuqxHGDseojqu+3ZOYH2OcQpjHIPBEa54yXvYfMELT8ahn3TqQY+v/sef497td3N40NjgyEoeDnTGdjw0OvqaGo8RaaeSLoGJjkaWlp6DKQUT6bh6T8OECvSGnnM3CA4PjmnrD5x5OhzoSfKRJcma90wVVoTTstdp4eiu2VMEphRsufAMrvrEN0i7p2b7jmOpb34H5YF/wpYLyKSNLefxdhFjFqgqENYgE4FSAecdUniCTZpWBcohFdRmfG8cNEqDrUtq7whGoWSNUg41vn8WwSKUbCr3ECRaYAKoJEUnObgU1NgVKGeo3RS2nKMyI8rBIqaymM6lPOsN31odg0Uiq0T0QP2IbFj/RH7qp9/EZz7zeiZ0Rd9qnFekSmG9xTiPc00jOqMsWqYkdLCuxiLQIiNRExAsPngyDVIKpFQIkeNdRZAWgqOVSDqtWQblYaxTGF/QzhJaus3SqAChML5ECUUnaTFfDnn+M1/6qBRP0Hii9t72Mr72/hezaeskJEnTTNAYvJMIKdBSoJRrxJQxCFmt5IlI+cD/5ss9cepxSMTYZmSPEBrjKjy6EU5OgMhWPE+DweFHZdjuWNLuFOc+49n09t6HQVFXTaI4QHVMQ6K21oysRZlAPqHwQ4+1gYFu8qK0Vlg8uECvCGxpCXaNAhOpYAq4aX4siuqwIrB23Q0zOgCqKeUHfOnYM97tRNps/734XHPGM573qBBPAOlTXkf95W8BC3gzQqoWMiwh1GkgC0xVIEUJGJRUhJA3M+2kJViLRKKlRXhLIMPaBCFzUj/CaUsiBLVTCKXINLhxcYBCoGUg+ECepjjhCc6Mc6QAOTOe/1mQZB0q48kmL2Dz5b/Dpkt/Y7XMFYmsGtEDdRyMih7vfv+/Z9vNX8RpRfDJ2LMRkEoxHDal21J7Mp2hZYb1FYEKKVOmWhvpDedw3tDJUmozxMsUZwO1tUzkKYHG05TrNRhfYHwNQWBsjRQZpS2Qoikttq6mLOGMDWfytj+5+ZRtnnk8/M+3nk9L7qDdbXJElBToccMb3ZQpIYREidBMrVfyQZ/hnceFo94P65uY0bJwal5rQn7GKcpRQWvqHJ77m59/+A7sEcTiLddxzRt+gd4wcKQUME4AP1w1Imq5Mq/ynj3zhrQlaGtNqBrXUO97RE5LQzr2GupxKf1mdVQ47SmObj81vlgvv7csmCbSJlS37NXqjUWwa2k2TOa88n3/k/WXPPNEm2LVONYL5ewiAMEVBAbUhUGKFGzTBd+FcaK4M0gF3kEQnuADUig8Cca7Zjiwt0gBjoAY/21ky/2ibJNuACBUChqkk5DlSNECoHKTmGpIZUaE2nL689/L1IW/dPIME4k8gogC6jg5PH8P/89fvoQde7fTzlo47wkhYJyjqpt8pm6rBTQl8EpCqlsIPK20g/WGoh6ihKR21TgBvLmAp0oxqktccEzmswQsxpZIkTGsBzjv6GRtjKsxziJVILgJ3v7H13LG1kfGwN2Txd+/eSOTrd4DhBSwIqaEFMhxubaQDwwVLYunsJItAkKk+KCPep3MiNI2lXaPdq/T9xKc5br/46XsuukafGkZ2kBl5YpHamT8A7xRy+G8ttaosXvP2kCvDrSOcf4V49DbmnYT6lsWS3udWEkcn5jQqMIyoHlt+pjfX7QwrVl5T2vBpo7iic99Di981ycQp3gD2e9l8OVXYus5vBnh7CLBFThb4q3DhxrsCIIliBbBmZXfc94wLjrF+wfeQMjgccEjBfjQNNNsJw++yVCpBHHUnjKZhqSDs5aqClRmRGfidM561Y0P1+FHIo94ooD6Mdh/8Dv8+V/9B/Yf/C4mCIx54PtaKZSSaAneC7RKSZSinc/gXYXxBQSHcSWpnmoElZIYVxCCpJ1MUFmDDTV1XZOmKXk2Lr23Hh8sw7rCWnjr73+eJ170gpNvhEcI7/+DDUy05lgzOzHuzNyIKCEEIYSV19RYWC1f94VUOP/AC241zhspi0UAzn72e7jg8sfm3fWhf/0MN/zfv0FvGBja0HQlrx4oogDaiWRkPHO9mto34bxgJcq5lSq9wsLU2KN0rKhKpVjxSB277TJTqVgRTKPar3ixllk7lbKuq7jqPR9n4+XPefiNsgosfv7n8GaEdwVVtQimaV5Z2bqZQye74AdoDMGMqG2KTAJq3Lnc2bE40g49jsUFPASQD3HqD1IRbDPmRaXLIfAU9CQknSZ8qBKcWEOy5UVsec7/9TBbIBJ55BIF1I/JqOjxJ3/xPHbsvpHagbMC5xsXuKRpnNlttcdtBjyJUkiR0S+HdPIMgUFKgZaTWGdAGCweZxyZbrNUDEB48iTD+ppW3jQJNHbAYBiY7kzzml/5W37qqb+EEOKHrPbRz+fe9ioOH/oSE605pqe6CKU5NnonjkkiPzZ853xzUakri7UjdHI6L3rj7Sdt3Y9Ulr1Q+66/jtrWZAKOmMYTtcywCoyMXxFRg8pxcMmuhPSWRZTINIv95i5jeiKhKsyKUNowqTm4ZB+0/5ZuktKXWfZQ1T7QTiXTnYR2InnmC67kij/92KPO+3Qs93/oMkQowPXwvkQHQ12VFKqpOlT1bWRpgimbDuOQklAhQ40SAUOGpGTZ7aSWHa/jcLVXAclRQeW9xKtANha9qA6ks6hQ4USGE2twYYZzX/2Vk2uISOQRRhRQPwE7d9/KBz72Bu7Z8VVqG5DjkJAJgRAAL0hkgpZQ25pE51jnaGUp1hpqWzPRnkIqTe2aO0ZbW0pb00lyhADnm0FkSgj61QhvBE85/3n8ykvf/pgL2/0wvvDx91IN93Dbzbfhl65DZYeZHbfE0sc0qbbNTTxHSnDVOgDk5BVc8JQLeMmv/ueTvOpHLsu5UOUoUAUINjAClDqaiD+wTfi5Huc/LQspa5smjiNr6eQSWYUVMZWJQDdTK14rgKyVrIisqVQgsqMCLM8VZemofWCyrVnfTehIz5lnrOE57/tnOhsfXeN0Horvvvt0Qj0gocLTVPTKfAuhHhD8IkoIvJjC2aZaTmnIQgXCYw2QHK0YUuPQtnOhmaCgwPuADIIkCXgvEVogRSAoBSJHtWYJoSSIWSynse6y18Tcp8hjniigfgK8d+zeextXf/VdfOM7H8aYEiWbkIfwshFQSqKFQqschCN4SQgO42u0SpBorDfY4MgSjVABgmZ5KqsxJc57XJBMpGv55Re/iZ955q88JhLGTwR33/ot6vFctlFRANButWh1Jzn7CRev5tJOCW786z9jx0f+fOX5UhHo6IAd99cyLmEYIKFmYJOV8N6gcpSlI88VVRBkojnNdDO10tW8KBxOKTIRWBpZ2qlc6dtVlq4ZAaPlSt+uTR1Fd5zxvHEm59lv/RvWP/PfnkRrrC7XvWUCEYZkPLTHuRRtRDUiUePGvbkkCeCERwFyPHrqe/E0oW0pARHw46pWOXZVeRRpexbUFEG0YuguEhkTBdQJoK6HXHf9p9h22xe4867rmRvuoDZNQ81ENaMVpGgTlEcHcMHhnCNNWhR1hQsOpQJSK6TweByjyqJQTHUn2brxMi67+IVcfukLWbfm3NU+3MhjiOVQ3p6v/xPQJB2jJLUFq6GykhntUd2EosoYFqOVPKlDA7MifgCmO8nK42OT0M24j1QVBN2Uo/P3OJpj1U4knaypCNw4k/Okl7+a817zpw/34T/i+Je3P5Wl+26idcywgXwckivlgycQTGU1UjX2TfRDn+rVOA9tnHeOo3mgpAIpERJ0thGRPY586zOieIpExkQBdYLw3iGEYNee7Vxz/d8xN7+bg3P3MN/bg/MVRd3HFRapmoGdy2YP4+tICIIkk2Q6I88mueCcKzn3rKdz0fnPYfOmxz1qxrNETj2GB3bzpd//j5g7r115baAEo0oyrJr/xx3p2TiTY2RCUQ0oXUplwwNCewDT3fRBSejBWLJuTl1Z0kyTaUF/eLQyY2Q86zKYaGesnbSc8fOv5qLX/dmjOu/pB/H19/0Ou/7xrwFotWhm4I1pfZ/TxLLIkuO8pkQ90Iv1IJGlBdiATwUuJCTdJ3D6s/5TDNtFIscQBdQJJgSP8+PBqa5GSsXOPdu4465vsri0F4C5+d3U494uqZ4GoDsxy8a15/GE857O5MQa1sycBTQ9jWKSeGS1GR7Yzede+wrsvbeAkiQEFslZGNYsVJaZTDPTSclEINXNeJwqCJIkoTA13tqVpHM4KpxEclQETXQSvLUYFImpGfrG69TBk7daTLYrzvj5V/P4//XNj5qmmT8u3/nGP3LdP3yahWv+hukpwWT7qEevNRZUxwor4CG9VsfyveLKqPHIo9hlPBJ5SKKAikQiPxLLnqjF7deRCk+eK5aKwKFKsD4LhAysy5hoHw3VJd7QdwnS1lTj6sfaGlI9Tj4vSkhUI5pwmHEhRkc3s/daoUIlkmxmhk0v+E0u/a03PGY9Tw/Ftptu4NpPf4jd13yaLgcAmJ5q7LwsqlrHCKkfJqqOmW8OSc7s09/AU/7tWx6OpUcipzxRQEUikR+ZetDjhv/3P3Hzx/6OTiJIRXORFpkiEzCO6CFEc2VOlOdICROJJIQSkXZWOpsD1NaRakWJwjuFDgWpVqTLs1yA9tnnccn//tZHba+nE8XXv/h5tl/zRQ7vuo9y17bvK6jgB4uqybMvZeKcn4vCKRL5IUQBFYlEjps7rv4MN73zTRzZs39FSCVKYFxYCQGpRBJUinA1NTllUZCPr9y1daSt9AFiCkCZESqROOMpRMbm5/07nv2Hb3nMh+x+HL5XUAEPElUA2fpNbD3/YtaffUkUTZHIcRAFVCQS+bEYHtjNtz/4bu7+7EehGKx4o5ZzpGC5sSMrzwGslgQbyPIM4eqVYbbQVPkt1IJ15z+Ry373Tzj3imedvAN6DPCdb/wjvV7TzuPZP/eiVV5NJHJqEwVUJBL5iZi/505u++R/Z/e/fo35nXfSSRrRdKygwjWPrc7RtgnP1eFou4JyqWkAqS98Gj/1spfy+Be9NHqdIpHII5oooCKRyAmhHvS471//md3X/BPzd3+H3o67mVzqM5ccTSpXxQMHR/ak4ozzzmfdky7nrBf+Muc87YqYJB6JRE4JooCKRCInlOAsR+6/l8N3387g/jtZ2LuX6shu6sFR8TRx+tnkk23WXfx01j3ufGbPOicKp0gkckoRBVQkEolEIpHIcfJQo5EikUgkEolEIj+AKKAikUgkEolEjpMooCKRSCQSiUSOkyigIpFIJBKJRI6TKKAikUgkEolEjpNYNxyJnES+/OUv88lPfvJBr19++eX8+q//+nF/3hvf+EY2b97M61//epxzXH311Tz/+c8nTdMTsdxIJBKJfB+igIpEVoGf/umfZsOGDSvPN23a9KBtvPdI+YOdxK961atojefLbd++nc997nNceeWVUUBFIpHIw0wUUJHIKnDJJZdw4YUXPuj117/+9VxwwQWMRiNCCJxzzjl8/vOf5y1veQvr16/n61//Oh/96Ef5vd/7PR7/+MfzoQ99iM2bN3PFFVfw/ve/H4A3vOENvPa1r2XdunV8+MMf5v777ydJEi6//HKuuuoqlFIn+3AjkUjkUUfMgYpEVoGlpSXm5+dXfkajEQBKKbZv387atWt5znOe8yN/3kUXXcTTnvY0oBFhZ599Nh//+MdZWFjgda97HVdddRXXXXcd27Zte1iOJxKJRB5rRA9UJLIKfOADH3jA8xe96EW8+MUvBqDVavGKV7wCgJ07d/5In9fpdJicnARgy5YttFotvPf0+3127drFBRdcwDvf+c4TdwCRSCTyGCcKqEhkFXjhC1/I6aefvvJ848aNK4/Xrl17QvZx1VVX8cEPfpCPfexjAGzdupXf+q3fYt26dSfk8yORSOSxTBRQkcgqcM455zxkDhTwgMRxrZs/0bIsAVhYWPiR97Fp0yb+4A/+gOFwyHe/+10+8pGP8JWvfIWXv/zlP8HKI5FIJAJRQEUij2iWPVNf/epXeepTn8qNN974fbdNkgSA66+/nksuuYR3vOMdzMzM8OIXv5jJyUmUUmRZdlLWHYlEIo92YhJ5JPII5uKLL+ayyy7j5ptv5vOf/zzPfe5zAbDWPmjbSy65hKmpKb7whS+wb98+XvaylzEYDHj729/O+973Pi6++GJe8IIXnOxDiEQikUclIoQQVnsRkUgkEolEIqcS0QMViUQikUgkcpxEARWJRCKRSCRynEQBFYlEIpFIJHKcRAEViUQikUgkcpxEARWJRCKRSCRynEQBFYlEIpFIJHKcRAEViUQikUgkcpxEARWJRCKRSCRynPz/tIldK4Ak00EAAAAASUVORK5CYII="
[ " oranges", " bananas" ]
null
1
math
grade-6
understanding-percents-strip-models
true
false
Which model shows 30%?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVAAAABLCAYAAAAmjt81AAACKUlEQVR4nO3XsU5TYRjH4fe0hQFBF6PxAtSdhZ3dxNVb4IK4BVejOxfAwI64i9GJQhOQ5nM4aWKiEvoPeKx5nqU9Oefke6df33attXZ6VfVpVjWdV123AuA3Jl3V1rjq+UbV0/Wq7vSytcOzoccCWC07D6smJ7P+4tl61csHfV0B+NV0XnV8UfX5qurjrGp0dt3fEE+Am22N+1ZWVZ3Pq0bzn24AcLNFK7+3qtGwowCsLgEFCAkoQEhAAUICChASUICQgAKEJsu...
1
science
grade-7
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAXqElEQVR4nO3d6XMTZ54H8G+3blnyjbENPjAQE4NDwBCo4LC5apLNkEwy2aSSmSSTqd3ZV1P7Yvf17h+w/8HWVG3tbmYzR27IAkkghATMaW5iDMb3IdvyIeuW+tgXbcvIFuAZy90t+fupooC2jkd+ur/q5/f0Iwmqqqq+BNAVAYIyIKkgIsoKqwB4LcBmN7DWDgi+uKqenzG6WUSU7/YUAtY7Ee0/VXagsUBLIyKibAjKQGcYGEkAtyOAOCNpP2DYEFG2eS1atgB...
0
science
grade-3
compare-strengths-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material.
"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"
[ "The strength of the magnetic force is the same in both pairs.", "The magnetic force is weaker in Pair 1.", "The magnetic force is weaker in Pair 2." ]
null
1
math
grade-3
division-input-output-tables-find-the-rule
false
true
What is the rule for this input/output table?
"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"
[ "÷ 4", "÷ 3", "÷ 5", "÷ 2" ]
null
3
math
grade-2
name-the-two-dimensional-shape
false
true
What shape is this?
"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"
[ "hexagon", "triangle", "square" ]
null
1
math
kindergarten
flat-and-solid-shapes
true
false
Which shape is flat?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMwAAADMCAYAAAA/IkzyAAARaklEQVR4nO2dvZMcx3mHfz2zH7cfh8MBuANBq0DLFmAXqYQsVUmJGDlhKmYulxIHZqzY/gOcOXGVypnLEQOFKjBwIqgcWEUBgSmRhEiChCDiCB4PuNvd28+ZdjDTPbNft9sz0z0D8fdUsXDYvTssb/Hg7fftt98WUkp5NAE+OQd6ATCTIITE1ASw6wO32sD1BiCOxlL+5qzsl0VI9fnhJaD2h/PoNzcawN90IpsIIRG9APh4ADyZAA/OAe9sFj1BWQhZZteP3AC...
1
science
grade-6
identify-rocks-and-minerals
false
true
Styrofoam has the following properties: solid no fixed crystal structure not a pure substance made in a factory Is styrofoam a mineral?
"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"
[ "no", "yes" ]
null
0
math
grade-3
choose-the-appropriate-measuring-tool
true
false
Which tool would you use to find out how hot a cup of tea is?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAACnCAYAAADzJ6XqAAAb90lEQVR4nO2de3BU9d3/X+ecPbtJNpuE2ybkQiAEhCcooiJQqpWCipc+9UHb/hS17e+h0s7vcaodHaE6/uan0nlaZ0pH51fbGbVqsPWp1aq/OkAfRYUCAnKpFzTcEgIJt4RLdrPZ3XP5/v44uye7Sbizu0n4vmYySzabs99z8uJ9Pvv9fs/3KEIIcTAOuyIQssAUSCRnjUeBgAbjCqDUC8rBmBAbO3LdLMlgYloReHZGnG9GeuESv2OdRHK2hCxo6IQDcdgRAbX...
0
math
pre-k
count-sides
true
false
Which shape has 3 sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFQUlEQVR4nO3dzW7bRhSG4U+ifto0UpEAaqFACuxF20vIDfnqcim5gzQFbMSG7VZAAkiJW/0wzEIRwIULhcOZMzj2++wMQzIXL0iOjszpVFVV3W6kv+6kVSntKgGt9TrSqJB+eyL9OpA6t+uqerPMfVh4yF6Npd67u/0P04H0x0/7CoG2VqX09rN0s5H+vJO6y93+F0SGmEbFvilJ+lRK3bL2CyCmQ1PbSurmPRQ8FoQGE4QGE4QGE4QGE4QGE4QGE4QGE4QGE4Q...
2
math
pre-k
are-there-enough
false
true
Are there enough daisies for every hummingbird?
"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"
[ "yes", "no" ]
null
0
math
grade-4
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines perpendicular?
"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"
[ "no", "yes" ]
null
0
math
pre-k
count-sides
true
false
Which shape has 4 sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAE/ElEQVR4nO3dT28bVRiF8XeSOKKhoWwAsYAd8AFYlK/AN0dZA1JTVrQSYVfHibFju8PCqsSOjufec8878/xWVKXq6M7jP3MWadf3fX/3FPHHOmJ1iNj3AYx20UVcn0d8dxXx1WVEd7ft+5v71peFKXv5WcTF6/XxF19fRvzw6bFCYKzVIeLVY8RfTxG364iz+/3xN4gMJV2fH5uKiHg4RJwd/vMbQEkfmtr1EWdtLwVzQWiQIDRIEBokCA0ShAYJQoMEoUGC0CB...
0
math
grade-1
more-less-and-equally-likely
false
true
On which color is the spinner more likely to land?
"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"
[ "white", "yellow", "neither; white and yellow are equally likely" ]
null
0
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAADuP0lEQVR4nOz9V5BkaXbnif2uvn5daw8PLTIzUpfIUl1VXS3QQKMbwAwWM7a0EUYujUYjjS984QOfSTPygbY2w31YM5K7D+TOLBRnFoMZoNG6ukuLzEqdkaG1a+1XCz54ZFZWdzVGoBOoKcbfzMMjrrtfv3Hv97/nfOc753+ED/tRdC4OSYlTnOIU/wkYBrA2hmMXsjK8lplsF0+JdYpT/M2QlOBcfPL7KPh0u3hKrFOc4m+ORzzyok+3iX83h3KKU3z5cUquU5z...
2
math
pre-k
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 1+6=7?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAAM6klEQVR4nO3dW2wc133H8e/cdpfcXVExJdEyqZiUJUVObEuwIqj2gxsXtIA85MEIVMSA/eICNYo4BYIkfcxbgQQBYqAtmuQpBVLUSIv2IekFUZPaaIE6saEmcdw4kQSRsC4mRa0jcu87l5OH4VIkteLuLOfMzq7/H0CgpJ09Mz/O4j+zZ86cMZRSaqkFl2tQ9sFTCCGEGCK2AUULjo7DVAaMpaZSb64NerOEEELE4cwesC/Vwn8czMDH8mHVF0IIMTzKPvy2Cu+...
0
math
pre-k
represent-numbers-with-shapes-up-to-3
true
false
Which group has 2 stars?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAFnUlEQVR4nO3csW8TZxzG8ccJGIkawmC1RR5KUWhhcrLAZBGpLESqiitRZQviDyCsLUPbiZGoyVzMWiGRtCodMQ0TC2ZKaRBJB0iqZkgdE8kp0XWwHJnEgdxxjvM4388SW5bv3uGr8y++V04EQRAsrEpPV6TlNelVIGDX2ZeQDnVLJw5KHySlxEI1CB6W270sYPvOHJb2zazUnhxNSp++V6sa2G2W16QnL6X5VenPFamr/Kr2AtFiNzvUXWtUkiprUtdawwvAblZ...
2
math
grade-2
which-table-is-correct
true
true
Barry went to the snack bar during a basketball game and saw:He wanted to know how many of each item there were, so he made a table of the items he saw. Which is his table?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAxMAAAEcCAYAAAC8k+msAAEAAElEQVR4nOz9d5xc133f/79uv3f6zPaOLegAAXYSJEVSlGxRIVVtxbbiFsclTmx9nThx7PgX6WvHihL/7DiWXOTID9mJrETFkiyKKhQhkhJJkARJgCDRF1jsYvvu9Jnb5pbvH0MsSXVZAHcBnufjwYceALW795zlzp7PnHM+b+l973tfjCAIgiBsQO973/vW+xEEQRCE70IFeO9737vezyEIgiAI30IUE4IgCBubvN4PIAiCIAiCIAjC5UkUE4IgCIIgCIIg/KO...
1
math
grade-8
identify-congruent-figures
false
true
Are these shapes congruent?
"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"
[ "no", "yes" ]
null
0
science
grade-7
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAVkUlEQVR4nO3deXgc9X3H8ffsale7OmzZlg9sZJtgbAw2NvdNDDikBByuAEnanORqU5qjhfI0yZM8QNIE0jxPSWja5iAEwuFQIGAwSUww2ObwgQ/wgW18yIckW5JlSau9d/rHb1drHcYKu5oZrT6v59Ej7W9Hsz9ppM/M7zvz27Fs27YbE7C9CzrSkLIRESmKMguq/XBSBYwPgtUYt+2V7W53S0RK3bkjoGxbl3lwXBBmVJo0EhEpho40vBOBhgRs7QJfe8o8obA...
0
science
grade-5
animal-adaptations-beaks-mouths-and-necks
true
true
Spectacled cobras are snakes. Their predators include mongooses and eagles. The cobra uses its neck to appear large and scary to a predator. Which animal is also adapted to use its neck to appear large and scary to a predator?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOz9ebxnR13g/79qO8tnvXvfezu9d9Lp7AuQsIdV1oCyg8uYn8aBAVScn4Aiysw4OiIEiYh8BWQRRoWRUXQYIkQCSYCsZN963/vu97OdrZbvH5f0JBBIIxFGv5/n45HHI33uuefUqVN1btWpOu8SIYRgrcV7z9DQ0NDQ0NDQ0NDQv05SSrTWCCF+3EkZGvo3SQ47zkNDQ0NDQ0NDQ0P/+nnvsdb+uJMxNPRvlhx2nIeGhoaGhoaGhob+bRi27YeG/uX...
1
science
grade-2
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
"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"
[ "55°F", "90°F", "70°F" ]
null
0
math
pre-k
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 3+6=9?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAgwAAABKCAYAAADXGAxXAAAOnElEQVR4nO3dS2wc92HH8d9/HvuaXa4l6kGLdCRKthqmdoIoDyWn2gVtH4xcUhjIIbkE6cUpAvTUWw45BEFySoMUaHLMIcg1Lgo4cSAkPTVtHcDxo44UU4osVhRN2iT3MbPz+PcwXJJLrndmduc/M7v6fQBCFHd3Zr4W/Od/Z2ZnhJRS3u8BtzrAng94EkRERPSQMwTQ0IEnasD5EiDuO1L+fjfvzSIiIqKiuj4HGDc74V8eLQF/ZYWzCSIiInq47fnAO23g/3r...
1
math
pre-k
represent-numbers-up-to-20
true
false
Which picture shows 3 rectangles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIgAAABcCAYAAAC1Ff1rAAACJElEQVR4nO3bvU4bQRiF4TPrnwJI0iAsLiBQJh1JyjRUVNwHF8N9pEkqmpRRRJUWSB+jpLLBEsarj2KEkibHLibsZv0+jb1aa/SN9Wq0hZ0iIsZz6ftMmtbSIoQ11k/Ss570ckMaDaU0vos4nzQ9Ftro4LnUv5rli92htL+Z68H6mtbSxa30Yy5dzqRqssg3iANSbmB/M7+/qaWq/uMGIP1u4T6kqtlR0HYEAotAYBEILAKBRSCwCAQWgcAiEFgEAotAYBEILAK...
1
science
grade-5
use-scientific-names-to-classify-organisms
true
true
This organism is a western crowned pigeon. Its scientific name is Goura cristata. Select the organism in the same genus as the western crowned pigeon.
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOz9ebhlZXXtj3/mfN+19j7nVJ3q6atACulEQAQ7lAjEBkNsotcOr70hGm/8aqLYRBPi/WkSFBuCxui1SdSr0asxdhGNUWlUFJAAIkiP9E1Rp917rfed8/fHu86miraIKInZ43nqKc6ufdZe7WaNNcYcQ9zdU0qYGWOMMcYYY4wxxhhjjDHGf02oKjFGROSBXpUxxrhX6JiEjjHGGGOMMcYYY4wxxn99mBkppQd6NcYYY5sQxyR0jDHGGGOMMcYYY4w...
2
math
algebra-1
perimeter-and-area-changes-in-scale
false
true
Look at this circle: If the radius is quadrupled, then which of the following statements about its area will be true?
"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"
[ "The new area will be\n1\n4\nof the old area.", "The new area will be 64 times the old area.", "The new area will be 16 times the old area.", "The new area will be 4 times the old area." ]
null
2
math
grade-8
base-plans
true
true
What does this object's base plan look like?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAygAAADwCAYAAADrcUAuAAAtNElEQVR4nO3df1jUdb738Rerq7YkQ1tK3GsO1JqlAdI5bYuLIWc1yx8p7tFzpSig7Z1iKVa22doy3HXSwnK0o+aWCv5Y3dyU0vzt5SiEW96XjhK7hVrfSW4Vdd2ZRAMXnPsPllnLXygzfAd8Pq7LC8HxO2/xH17X9/39vEIkeQUAAADAL7xer46dkw6elU7XSjX8tH1FrUOk9q2kLj+SItpIISKgAAAAAH5zrNqrT78xe4rm6cEwqbXZQwAAAAAtyYGzdR8j20h...
0
math
grade-2
which-shape-illustrates-the-fraction
true
false
Look at the colored part of each shape. Which shape shows two-thirds?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAQyklEQVR4nO2de1CTZ77HvxESORDAqruQIqKjwQppqawWtgK9WCWh7Y7ukqRztuusCDOnnTOeqp05U2dnuufMtm5nt2xPe3b3D6G6092dDemu3YsStN3jgVS5WDHcxETFJEJAFEzyamOAzf4R3tcEA+Ty3iDv5w+Vl1ye+M3v9z6/y/M8Ip/P5xv2AlfuAe4pYNIHgUVEoghITQDkyUCGBBAN3/f52l1cD0uADYrSgETLPf8PMgmwIcX/bRBYPLingMt3AYcXMN8...
1
math
grade-5
three-dimensional-figures-viewed-from-different-perspectives
true
true
If you look at this object from the side, what will you see?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6AAAAElCAYAAAD6J4/zAABKdklEQVR4nO3dfVzUdbr/8fdwJ8IIiHdoEpiVxWbgqmTkHmT3/HK78aZN19IKXDc97bYJaXV296eA1vntGgV2tjpoJnjSbNUiTQvPFth6f7NC5k1Fx1EIAW8abiREYH5/jMx6B3IzzDD4ej4e56EwM9/vxeno6d3n+l6XwWKxWAQAAADALgwGg7NLADotN2cXAAAAAAC4PhBAAQAAAAAOQQAFAAAAADgEARQAAAAA4BAE0C4oLy9PMTExGjRokDIzM51dDgAAAAB...
0
math
grade-4
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines perpendicular?
"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"
[ "yes", "no" ]
null
0
math
grade-1
subtraction-sentences-using-number-lines-up-to-10
false
true
Which subtraction sentence does this model show?
"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"
[ "7–4=3", "6–1=5", "6–5=1", "10–1=9" ]
null
1
math
pre-k
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 3+6=9?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAABKCAYAAAAc9ZVYAAANiElEQVR4nO3dTYwb533H8e+88X13La3erJUjrWSrUWo3qPqi5FSnkO1DkEsKAzkkl6C9uEWAnnrLoYcgaE9t0QJtjzkEucZFAacOhKanpm0COLHdRIpXiixVK3nX3l2+c2aeHrjvS5Mcch5ylv59AEEvJGfmKy7w5wyHQ8cYYx614U4dtiIIDSIiIjIi34E5D54rwdkcOI9axvx4c9qbJSIiMntuzIN/u979y9M5+I1ydwqLiIjIaLYi+EUN/q8Nv6yDuxl2b9C...
1
math
grade-2
which-shape-illustrates-the-fraction
true
false
Look at the colored part of each shape. Which shape shows one-fourth?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAACf0lEQVR4nO3Zv04UURxH8e/svwJBsdHYERMxdnRUJr6BnQ9AwRNQU9j6Bia+AB1vQEJHYw1roZXY6S5swsrmWkxILGVYd8ie86l2Mrn53cyZmym2KqWU82nyZZKMZ8l1iZZIr0rWusmLleTpIKnOr0o5GbW9LS3C9sOkN5zUF88GycsH9dug5TGeJaeXyfdpcjZJOqPr+oaxl9Nat26bJBezpDP764aW003b3yXptLsVLZrBYQwOY3AYg8MYHMbgMAaH6TVZ9On...
3
science
grade-4
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAABWWUlEQVR4nO19ebQlRX3/p6q6+963DzDMDAyDgITFDWRkYI6AEVAJq4lLjAtyBA9HwaAYNZHoj3PwRI8baAQjGhQVBMUFlyAaI4JCBokgIAgCAyIw+5t52729VH1/f1RX9XK7773v3XfnvYH+zHnTfXut7q5vffdvsd/uIDp4CBgRqFChwhwwKYGHpoFnAmA3Bzhmid7OK8KqUKE3jAjg4CG9PiWT7bwirAoVeoeho5CSbU7RgX6g2l6IiNru7xVEsvNBbc/vrX2...
0
math
kindergarten
classify-shapes-by-color
true
false
Which square is green?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACcUlEQVR4nO3dO24UQRhG0X/Gj4BnBmIBwAaQ2H+K2AA2OSb1gCWMhyZoIZEzuiMN50TdquQLriqtzbIsy839zOe7md1+5mEZ+Gfnm5mnZzOvH828vJzZ3PxYlg+3x57FKXv/bOb8+m79eXU58/bxWiH8q91+5tP3mS/3M1d3M9vbh/VAZBzS07O1qZmZb/uZ7f6vAzikP039XGa2x53C/0JoJIRGQmgkhEZCaCSERkJoJIRGQmgkhEZCaCSERkJoJIRGQmgkhEZ...
1
science
grade-6
identify-ecosystems
true
false
Select the temperate deciduous forest ecosystem. This ecosystem has: warm, wet summers and cold, wet winters soil that is rich in nutrients only a few types of trees This ecosystem has: warm summers and warm winters a rainy season and a dry season soil that is poor in nutrients This ecosystem has: a small amount of rain or snow dry, thin soil long, cold winters
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9eZwlVX3/jz/Pqe3uvff09Oz7MCwjOwgCsmiCigsKMYo/YhSXaBSVBIIJXxOj+DFEP6AhGiOKJEa/GsUvGoMg+74NDAzMvk/39N5991rO+f1RdW/37enphmlgVOo1j5rT91adU6eW+6hXvZfXWzw2qvWqNGQNYsSIESNGjBgxYsR4RZAPYGMRxJivdUw8Y8SIESNGjBgxYrzSyAcgtNb6cE8kRowYMWLEiBEjxmsD5sQPH/3pyKwG02JW3dFqlgP...
1
math
grade-2
more-less-and-equally-likely
false
true
If you select a marble without looking, which color are you more likely to pick?
"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"
[ "black", "blue", "neither; black and blue are equally likely" ]
null
2
math
grade-3
interpret-line-graphs
false
true
An e-cards website showed the growing cost of a book of stamps to point out the cost savings from switching to e-cards. In which year on the graph did a book of stamps cost $7?
"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"
[ "1980", "1985", "1990", "2000" ]
null
3
math
grade-5
range-find-the-missing-number
false
true
Emmy has the following data: If the range is 18, which number could b be?
"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"
[ "44", "47" ]
null
1
math
grade-4
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater area?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOgAAACDCAYAAACHmlfhAAAGR0lEQVR4nO3cT0iU+x7H8c9jjg3nHq9Q08RAFoH33oUuHAxcSCY6MLiYaGNWFGQw0MKFgps2Bi2ihSCuxEjOIqZFBNG/TRujCOLsZiXnzgWzFipOQ6lHnLHpOYs5xpmjCE3jfb7TvF+bmed5fjN+N29/Mzij47quu5iT/rcurealz64AeKTWker3Sf/6STpcJzmLWdf9dcXrsQD8Xfs/pdrUeuEgVCf95x+FegF4YzUv/fa7tJCT/rsu1ax8LlwgTsB79fsKLUr...
0
math
grade-7
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines intersecting?
"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"
[ "yes", "no" ]
null
0
math
algebra-1
describe-linear-and-exponential-growth-and-decay
false
true
How does h(t) change over the interval from t= – 7 to t= – 4?
"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"
[ "h(t) decreases by a factor of 3", "h(t) decreases by 3", "h(t) decreases by 1", "h(t) decreases by 4" ]
null
1
math
kindergarten
represent-numbers-up-to-10
true
false
Which group has 8 stars?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAR4AAAEcCAYAAAARAdvdAAAVkUlEQVR4nO3dP2wb25XH8TMaShqSwwcXwe68jgW5q1JyEzU2VHIJBFCxT1ZJyI0qKaUBu7RhlWtAArZ6iDoH2AWEBNC6fLCaIIWtUolSuJMWSSG8J8t6oiVuQdOP4s6M+Gf+nTvfTxM4SmjCZ/jTvbz3nmt1Op3O6ZXI3y5EfroW+dwRAIhUwRKp2CL1ksg/z4hYpz93On/+Me23BSAvfv2NSOH4ovuHb2dE/rXcTSUAiNJP1yJ/+ShyciXy1wuRqR8/d39A6AC...
1
science
grade-3
identify-plants-and-animals
true
false
Select the plant.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAAEAAElEQVR4nOz9d5RlW37XCX62OedcHz4yIn3mS/dePu/LvDIyVVJVgRxCwg5000zT3TANsxpmMSMaeoZBBjQ0rhsjDagR0AhBqVSqkqoklTfP28x8L72LDB9x/b3nnG3mj33ujYh8WVDo/dOzls5asSLi3mP22fu7f/v7s1u82PL+dBXqit8/fv/4P+TRsfBOD5YzmNLwwcnwufx94P7+8X/0o67gdDX83bU7n8vfB+7vH///cIxwmvudz/S9Tnzk579NScQIBUN...
2
science
grade-3
identify-solids-liquids-and-gases
true
false
Select the liquid.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAr6ElEQVR4nO19W4wj13nmV8Uiiyze2WR3T/d0jzQz0owkW5fIUhQnjrBxDO9i4XUSJQZ2AwfBQrsIkADJk4H1JlnsSwAniJHkwckCsQP7QcHCBnY3xu4aG0SRY8uKYyu6+jKSZiT1TF/IJpt3si6sOvvA/s8cVhfJYjd7unq6PoDD6WJdTp366j//7fxH+l6TsStJIB1BiBB3FG0buNYFtk0grwA/kxtul0NChjgppCPAleTw/x379nY5JGSIkwTxz2K3t8kn05Q...
0
math
grade-8
rotational-symmetry-amount-of-rotation
false
true
This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same?
"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"
[ "1\n6\n of a full turn", "1\n9\n of a full turn", "1\n7\n of a full turn", "1\n11\n of a full turn" ]
null
1
math
grade-5
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
"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"
[ "no", "yes" ]
null
1
math
grade-4
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines intersecting?
"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"
[ "no", "yes" ]
null
1
math
grade-8
parts-of-a-circle
false
true
What is \line{XY}?
"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"
[ "diameter", "center", "radius" ]
null
0
math
grade-2
choose-the-appropriate-measuring-tool
true
false
Which tool would you use to find out the length of a driveway?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAACoCAYAAAACcRc/AAAYdUlEQVR4nO2dfXATx93Hv5Ilg1+wTuAYCC+WiRNoSOojeWiB5sFyS1ueThJEHpLmybRjOZOmLU1qQSedZqYDog+d9CVPrDRJZ0hIOAc6QCiJDDQkkxCLPE/NhBCQa5qXxg5nIGDAsU9GEliWtM8f4o6TLJ1OwSfL1n5mGKzV73b37r7a3fv9dvd0hBDSEwI6g8DFCBAmoFAyxqADJhUANxYDUwsBXc8gIYcHRrtalPHE18sAw6fB2IfphcDckpjqKJRMuRgBPgk...
1
math
grade-4
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater perimeter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAAB9CAYAAADUZDNRAAASqUlEQVR4nO3df1RUdf7H8SfgABIiuAy/FmURlVQqDXfZNE1Ek3ALNu2oK3xxj1n+KglFPZaagh3F8UfYQdlDWSfdjb7yTU1bTOrbjvslMEPQDVYxNpAfuqAgIArDzP3+MTErYorJcLnXz+OcTo6XmfO6+vIq77mfz9hIkiRdbIXzzdBohDYJQeiV+thAPzsY6gSe9mBzsUWSTjTIHUsQ7k2IC/QpaTY/8LaHwIfMzRaE3qjRCGevQXUrnGsG24Y28wFRXKG362d...
0
math
grade-7
describe-a-sequence-of-transformations
false
true
What combination of transformations is shown below?
"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"
[ "translation, then rotation", "rotation, then translation", "rotation, then reflection", "translation, then reflection" ]
null
3
science
grade-3
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
"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"
[ "100°F", "80°F", "65°F" ]
null
1
math
grade-2
place-value-models-up-to-hundreds
true
false
Which place-value model shows 124?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPEAAACSCAYAAACUqyz9AAAaXElEQVR4nO2da4wk13Xff/feqq5+P2Z2Zh9ckqIoSpBIhVQUkbZp2lIUxqFt2rIt2ElECFGU5IsTWwoEOEAQCLEABfkQAQmCBBCSGHGCxBZhRhJFWRapByXasRiRoowkNl9L7nN2nv1+1TMfqnumu6e7Z7PbMzvdOj+gsOTW3VOnu+vUvffc86+roiiKrrrwWgvqAfgRgiAcYywFOQN3peFkAtTVbhQ9X7vZbgmCcD08kAfr1Vb8P6cT8I5MHOGCIBxf6gG83IQ...
1
math
calculus
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the domain of this exponential function?
"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"
[ "$\\{x \\mid x \\leq 8\\}$", "all real numbers", "$\\{x \\mid x<8\\}$", "$\\{x \\mid x \\geq 8\\}$" ]
null
1
science
grade-7
use-scientific-names-to-classify-organisms
true
true
This organism is an American alligator. Its scientific name is Alligator mississippiensis. Select the organism in the same species as the American alligator.
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6IAAADZCAYAAAA69Y0YAAEAAElEQVR4nOzdd5glVYH//3flm+/tnMN0mJ6cI8Mk0gxpAAVEQFBRXBF1xbzrqqjrrquiYkCCBEEERXIe0gwzA5NjT09P55z75lD598d8l++66or+WN31e1/PM89037q36lTVp89T555zqgTAJS8vLy8vLy8vLy/vb8LeuEuLH4LSX7skeXmQtKE9DSMGFMhweuTU6+JftVR5eXl5eXl5eXl5ee+ofCM073+SoHQqkwAp+/++nm+I5uXl5eXl5eXl5f0NyTdC8/6...
0
science
grade-6
identify-rocks-and-minerals
false
true
Plagioclase has the following properties: not made by living things naturally occurring fixed crystal structure pure substance solid Is plagioclase a mineral?
"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"
[ "yes", "no" ]
null
0
math
grade-6
changes-in-mean-median-mode-and-range
false
true
Look at this set of 6 numbers: How would the mean change if the number 37 were added to the set?
"iVBORw0KGgoAAAANSUhEUgAAAPEAAAAkCAYAAABYONyVAAAGCElEQVR4nO3ca1BUdRjH8e+eXZPLAgkCKWpp3IsUFUWRwvKWFlNZL6xsKqdpbGqqqTdNY+OUNtOMYzPVdBmbvHSZ0iatjMpMxkwB5aJYRBmBECmKCXHV3bOnF8QO67K4cM6ynOn5vPz/H9gfPPPs/nfP7lo0TdMAHC4XHU4Vl6ahIYQYiSyAYrEQbrMySlF61jRN0zqdKl2qGtx0QohBCbVaCbNZsTlcLhlgIUyoS1WxKRYUGWAhzKtbVVGcLnkGLIRZOV0aioywEOalAUqwQwgh9JEhFsLkZIiFMDkZYiFMToZYCJOTIRbC5Gx6f8En5ZU8/+Uen/vvrLiLW5Kn4FBdpK3b6LWfe+1kNt+/XG+MIefqcjgpa/iTotp6imrrWT0vm4WpiYbn8cXpcnH721s5cfYch599jOjwMADJ9R9/++hPdqNpGmwuLuOjsqOcbm1jXFQE92Vl8uDs6YOq0Uv3EC9ISSQ5dqzX+q7KKj4/XkVqXAwA5zo6AHgoezqp8XHuuvhIu94IunK9Wvgj7xWVuvedLldA8viypbiMk3+3eK1Lrh7+9rEvX9mNtvVwOS/vKWTV3JnclDiZfb/WsO6bfQDuIfWnRi/dQxwTHkbMJfd0jS2t7Kqs4qXbFpJwZRQAzR2dACxJS2HGpAS9N2tYridunMOqOTOpbjrDqg8/C3iuvk7/08abB4rJz0jn06PHPfYkVw9/++hPdqMV/FzNDQlX8dzCPADmTr6aisZTfPnTL+4B9adGr4A8J16zey/ZkyeSn5HmXmtu73kkHhsRmKONP/rLFREymvgIO5GjQ4Y9z/pvC1l2XSqJsdFee5LLt/762Gug7Ebrdji9/g9jQkPouugYVI1ehg/xkZN/crC2jucW5Xmsn/vvkTgmLNzom/SLr1zBcvCPOg7U1PFk3txgR/EwUnP1GqiPw539nukZFNWd5Juq3+h0OPiu+ncO1NSxYubUQdXopfs4fak3fihmcVoy10SP8Vhvbu9EsVhY89V37D/xB/bRo1mSnsTT83MJHWV4DL9zBcNFVWVtwfc8mjObsfbg3Kn1Z6Tm6stXH4ORfWVWJqda23h8xxfutcdys1mZlTmoGr0MnZ6mtnYO1dbx2t35XnvNHR1oaMTaw3h+8XxK6xt5r6iMbofKi8sWGBljULmC4d1DR7jgVHlozoxgR/EwUnP1GqiPwci+89jPbC4u5fEb55B1dQLFdQ1sOnSYxNgY91Hfnxq9DB3iPdUnsGAhZ8okr738jDRmTprA4rQkAJZPu54uh4Pt5ZW8cOvN2JTAXbIeKNdwa2xp5a0Dxay7bREhtsCfQPw1UnP15auPwcje6XDw4tf7WD4tg6fm5wCQM+Uaznd2s7ZgLwtTk9DQLltjxCnU0L+4uLaepNgYIkO8X/SIDgsjzu55OSlzwnh2/1TNmbZ2xkdFGhnF71zD7YPSo3Q5nDyzs4BndhZ47M3a8Cb5GWlsvGuZ5OqHrz4GI3vD+VbaLlxgasJVHuvTJ4zn47JjNJxvQYPL1iTHeV8+GyxDh/jXprOkj4vvd2/9nkKa2zvY/vC97rWa5r+xKQpxEYG5VuxPruG2MiuTpekpHmufV1axpaScbQ/cw8QxUT5+8v+Zqy9ffQxG9uiwUAB+O9PsmfHsWfd+72f1B6oxgmFD3O10cvJ8C/kZ6f3uL0pJ4tldBbyydz95iVM4/lcTOyoqWTFjakCP0pfLNdzGR0V6nTpK6hoASI2LDdi7iy5npObqNVAfg5E91h7OorQkPjhSwdjwcKZNGMexxlNsKylnSXqy+8U1f2r0MmyIT//Thqb5fgfWHVPT6XI62FpSzvslFcRH2Hk0Zzarc7ONijCkXMIcRmIfN9y5lE0HD7OjopLX9x8iPsLO6nnZPJIza1A1elmauy/IN/QIYWLyKSYhTE6GWAiTkyEWwuRkiIUwORliIUxOhlgIk1MswU4ghBgyC6DYZIyFMC2bYkEJsVqDnUMIMUShVivKFYqCDLIQ5hNqtTJKUbBomqYBqJpGl6riUF0M7/cqCiH8pQCjrAqhVitWS89T4X8BNvRVqnU9vvsAAAAASUVORK5CYII="
[ "increase", "decrease", "no change" ]
null
1
math
grade-5
range-find-the-missing-number
false
true
Braden has the following data: If the range is 23, which number could u be?
"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"
[ "14", "2" ]
null
0