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stringclasses
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15 values
skill
stringclasses
445 values
pic_choice
bool
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pic_prob
bool
2 classes
problem
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int64
0
3
science
grade-8
use-punnett-squares-to-calculate-ratios-of-offspring-types
false
true
In a group of rose plants, some individuals have light yellow flowers and others have dark yellow flowers. In this group, the gene for the flower color trait has two alleles. The allele for light yellow flowers (F) is dominant over the allele for dark yellow flowers (f). This Punnett square shows a cross between two rose plants. What is the expected ratio of offspring with light yellow flowers to offspring with dark yellow flowers? Choose the most likely ratio.
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[ "2:2", "0:4", "1:3", "3:1" ]
null
0
math
grade-1
square-corners
true
false
Which shape has 4 square corners?
null
null
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0
math
grade-2
certain-probable-unlikely-and-impossible
false
true
If you select a marble without looking, how likely is it that you will pick a black one?
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"
[ "unlikely", "probable", "certain", "impossible" ]
null
0
science
grade-3
animal-adaptations-feet-and-limbs
true
true
Star-nosed moles are found in many parts of North America. They live in burrows. The moles eat earthworms and nuts, which they find in the soil. The feet of the star-nosed mole are adapted for digging. Which animal's feet are also adapted for digging?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d7glR3mg/1Z1PPncnO/kHJQRCgiEJKIQGQMSQbBgG1iSAcHaaxsLDGsyrMDCmAwLAouMQEhCIGmUNZrR5Dw3x5NDx6rfH2d0F4ESWDaLf+d9nvvMPX37VH9dXVXTX31JaK11FEUopWjTpk2bNm3atGnTps2fJlJKTNNECPHHFqVNm/+SyLbi3KZNmzZt2rRp06bNnz5KKaIo+mOL0abNf1lkW3Fu06ZNmzZt2rRp0+a/Bu13+zZt/uOQf2wB2rR...
1
math
grade-8
multiply-polynomials-using-algebra-tiles
false
true
Which multiplication expression does this area model represent?
"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"
[ "(2x+3)(3x+2)", "(2x+2)(3x+2)", "(2x+2)(3x+3)", "(2x+3)(3x+3)" ]
null
2
math
grade-3
identify-faces-of-three-dimensional-shapes
true
false
Which shape has a circle as a face?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAbaUlEQVR4nO2d6W8b+XnHv8Ph8JCo04pkr7O2fN+3ZFm2DtubTVqgRYG86n/Qd/2f+qbomwI9kAIpkDZBkjYbbJPNOruWKFISScmi7oMUOcO5+uI3P5KyJVsS5+bzARaSLK80lvidZ37X8xFM0zSLNSBTAUo6oJkgCMIhogLQJQLXOoChGCAUFdP8/Z7Xl0UQ7cdYNxCdq7APzsWAG50snQRBOENJB2b3gZUakK4AkT2NfYLCRxDO0yWyrAFAWQcietMnCIJwHp4...
0
math
grade-4
elapsed-time
true
true
Look at this clock:What time will it be in eight hours and three minutes?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA7gAAADgCAYAAAApDMpcAABco0lEQVR4nO3deXxU9b038M/s+2SfhCUsSUARSLCAtgFUtAIKKIKIWgF72yqLPs9tBbS9bdXa3qcq2j5PUbD2XhWoioqgoCxaQSR4JSBJIG4kkRCWyWQhySyZ/Tx/DBkSMpN19nzer5cvZs6cOeebyfzi53fO7/yOCIAAIiIiIiIKCUEQYHQCFTbA7AHcTNtEYSMVAToJMEoNZMoBEdjBJSIiIiIKGaNDwOGWaFdBNPBcqwek0S6CiIiIiCiRnLT5/h0kB67Q+M4...
1
math
pre-k
triangles
true
false
Which shape is a triangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACJCAYAAADUvSEiAAACVklEQVR4nO3UTWqUWRSA4VOVSga2diNIN+K4dQkux7X1dtyBP1MxDQ1CogFjis/Bh9DzFG9J+Tyje7lwOIOXu1mWZbm8nXl/M3O9n7lbBu5tt5l5dDbz94OZvy5mNpdfl+X11bHX4pS9/H1m9+5mvTy9mHnx21oh3Nf1fubNl5mPtzNvb2a2V3frg8g4pEdna1MzM5/3M9v9/x7gkH409W2Z2R53FX4VQiMhNBJCIyE0EkIjITQSQiMhNBJCIyE0EkIjITQSQiM...
1
math
pre-k
count-sides-and-corners
true
false
Which shape has 4 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAH4UlEQVR4nO2dP0xVZxjGn3O5V6lXwN4gXE2MkKgwSKRIwaGa+GeAwcnFsZqYjk6NUweji2G3aVw6ODk46G5CojFlgNrUNtY7tNFYiFZSQCIinA5XjLZWvd/53vf7c57fYgDPOV/u98v3Hp7zcd4kTdN0+gVQWwTmV4CXKQjJTDEBWpqAnRuAznVAMr2UphNzrodFYma4FSjeX6x/sWUd0FOuW0hIVuZXgHvPgD9fAL8tAoW5l/UfUDJik5amulMAsLACFFbe+AE...
2
science
grade-5
identify-ecosystems
true
false
Select the temperate deciduous forest ecosystem. This ecosystem has: year-round rain and warm temperatures soil that is poor in nutrients many different types of organisms This ecosystem has: long, cold winters and short, cool summers many evergreen trees soil that is poor in nutrients This ecosystem has: warm, wet summers and cold, wet winters soil that is rich in nutrients only a few types of trees
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9d7Bl+VnYe39XDjvnfXLqHKenpycH5QxGICQkgRAgQ+HXNg7Apcy1XXb5Gr2vjC8XjC9BZCFAFghQHI1Gk3umw/R07tN9ct7nnJ3Tymu9fxwx9phk3nqhXdf7UzVVs/YK57dP11P99O+3fs8jXGhF0cEYJCQGBgYGBgYGBgYG/lZ0ArjdA6HtR9Eg8RwYGBgYGBgYGPjb1glAiKIoutsDGRgYGBgYGBgY+F+D/N8eHH+iQCpZJJebZnryGInEEIc...
1
math
grade-1
compare-size-weight-and-capacity
true
false
Which basketball hoop is shorter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAFsAAACJCAYAAABDwES9AAAM/klEQVR4nO2deXAb132Av10sFgcB8L7EQ5QoiCIp6koU+ZJVW7LqI4qtNK1VW7JatbbHTtpMRo4b1/6jaZTJTDqeZsZuPK0n01pWZhonjid2HPqQU1uKZJmMdZC1JIqiKPEQSfEmQIAAFtj+AZESZZIlKOABMvf7h1xg3/4ePjz8dt++t7uSrut6dxDO+sATBk3HIE4oEjhN4LZDvgpSd0DX60aSXa0vPutcoDT7oguFKlSkRb8Jg/jgCUPTKHQF4YwP5BEt+oY...
0
math
grade-7
mean-median-mode-and-range-find-the-missing-number
false
true
Mike has the following data: If the range is 4, which number could k be?
"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"
[ "12", "4" ]
null
1
math
kindergarten
cones
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAARKElEQVR4nO2dXWwc13XH//fO7HL5sfwQP0JJtkw3EZM6VYkotSSjkIWgVoNIEFwHTVAUrvoSBQXaJGibpzZ+ivvUFnFrtGjg+iXKQ5AESGqDKprID5GQ1mIbCVKaKhbtyrKokhRJieSSS+7uzNw+3P2YWa7I3eW9O3dmz+9BO5y5O/docfbu+d9z7xkmhBBzeeDdLJBxAUeAIIzDZkDaAg52AR9KAmwuJ8TUathmEUT9HO0F7Oms/GNvEvhot/RqgjCNjAu8sw7...
1
science
grade-5
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
[ "iVBORw0KGgoAAAANSUhEUgAAAKQAAACkCAYAAAAZtYVBAAAWgElEQVR4nO2deXBV9b3AP7/zO/dmuQlZCNlZQxIwPquFon1KpRZtrYoFq1bUzpPWpc/2jdMydTrW1rEV7ejUpX1SWzt9lbqL1NYnWqxi+6gb1WEpBAgQAmQjK1lvzvJ7f5yb/cawJOFw7+8zwzBJbk7uOffz23+/71copVRtD1R0QpsDtkKjmTBMAakSipMhJwiiNqzUB0dP9dvSaODcSWDu6fS+yAtCacizVaOZKNoc2NUBNT2wuxOMo7b3Ay2j5lSQKj33ANo...
2
engineer
grade-7
evaluate-tests-of-engineering-design-solutions
false
true
Which of the following could Reagan's test show? The volume of sound that humans can hear is measured in units called decibels. The noise in a library is about 40 decibels, and thunder is about 120 decibels. Reagan wanted to increase the sound on her phone to 80 decibels. She knew that she could place her phone in a bowl to amplify the sound. But she didn't know what type of bowl to use. She placed her phone in a small ceramic bowl and set the phone to play a continuous tone. Then, she held a decibel meter 5 feet away from the phone. She used the decibel meter to measure the volume of the tone coming from the bowl. The passage below describes how the engineering-design process was used to test a solution to a problem. Read the passage. Then answer the question below.
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"
[ "if the bowl's material affected how loud the tone was when measured 5 feet from the phone", "how loud the tone was when measured 10 feet from the phone", "whether the tone was 80 decibels when measured 5 feet from the phone" ]
null
2
math
grade-4
transportation-schedules
false
true
Look at the following schedule: Rebecca just missed the 11:45 A.M. train at Hillsdale. How long does she have to wait until the next train?
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"
[ "2 hours", "1 hour and 15 minutes", "1 hour and 30 minutes", "1 hour and 45 minutes" ]
null
0
math
kindergarten
fewer-and-more-compare-in-a-mixed-group
false
true
Are there fewer rectangles or circles?
"iVBORw0KGgoAAAANSUhEUgAAAXoAAAA2CAYAAADJTVIzAAAHyUlEQVR4nO3dT2zb9h0F8OfoH2V6smQ1lQ0kjR3YgQ2sqJXTMsA57DLYORkDAmy37by12W3Jzst667r12u62ABsGn+xilxaIgbUnMwMKOKiNyGs9yK4hW1JFiyIlaweFietYLimR/JHi+1wCGJL8fUH0Qv2oHznUbrfbICKigXVJ9ABEROQuFj0R0YCLih4gqJSdBgCgpp0AAEakzv+Z+cmEsJmcwFxEg4dFb0Gx3MT6Zh0bBQ3rT48tPWdhdhg3pyQszCUxkfbnXzNzvRSEXES9GuLJ2O7WFBUfflrGXrn54meJWASJeASJWARSLPKdx2tGCw2jhYbe+dM0Mx7H3VspLOVlz2a/CHN1BCUXUb9Y9Oc4WxgpOY7saBJjKemVsuhGM1o4rGooVeqoqjoAYDwdxTuLGdyeG3Zt9oswV3d+zEXkFBb9KVtFHe9/fARlRwMAXE4n8cZ4ynJZdKMZLXy1V8VBuQ4AyE9KeGcxg5mJeN8zW8Fc9ojOReQ0Fv1zGwUN9x8doKadICXHMHN1rO/COEutG3hWLKOqGhiRLuGPP7+Mm1OSo7/jLObqnYhcRG5g0QNYVWp4uFICAExfSSOXcfej+v7RMbZ3ywCAB8tZ3MmPuPJ7mMsZXuUickvoi/4PKyWsKTVELg1hbjKLUdmbj+cVVcfmTgmtkzaW8iP4/XLW0ddnLme5nYvITaHeMLWq1LCm1DAsRfHm9dc8Kw0AGJXjePP6axiWolhTalhVao69NnM5z81cRG4LbdFvFDQ8XCkhGhnCjSsZyMmY5zPIyRhuXMkgGhnCw5USNgpa36/JXO5xIxeRF0JZ9FtFHfcfHQAAZq9lhZSGSU7GMHutswxw/9EBtop6z6/FXO5zMheRV15Zo//Zv97Gv/efCBqndz/OzeOfP/2zpcf++qN9KDuaJyfyrDJP+OUnJXzwq1xPr8Fc3uk116C+v5jLX87meuWIPoihAOtzryo1KDsaUnLcN6UBALnMMFJyHMqOhseb1rbtn8Zc3uo116C+v5jLX87O3fWiHj+58SO3Z3HMJ19+bvmxH31aAQDMXM24NU7Prk+M4sn2Ad7/+Mj2bkzm8l4/uQb1/cVc4p2XK1Rr9KtKDXvlJi6nk45vrnGCnIzhcjqJvXLT1rc6mEuMXnMReS1URW8eHb4xnhI8SXfmbP/47FvLz2EucXrJReS10BR9sdzEXrmJrI0LXYkgxSJIyTFs7ekonroKYzfMJZbdXEQihKbozRNmqRH/32giO9pZ77Vyko+5xLOTi0iE0BS98nxzy1jK/xelMmdULGzIYS7x7OQiEiE0Rb/+tH7uzSf8SIp1bpSx/rT+vY9lLvHs5CISITRFDwCJuP9Lw2RnVuYSL0izUviEoujNa5IkAnB0aDJnveh6KszlH1ZyEYkSiqI3BWEZwGRnVuYSL0izUviEouhr2onoEXp20ezM5T9Bnp0GVyiKnogozEJR9CNScGNeNDtz+U+QZ6fBFap/lZrREj2CZXZmZS7xgjQrhU8oiv7mVGdDSyNAb0ZzVnP28zCXf1jJRSRKKIrepAeoOOzMylziBWlWCp/QFP3CbBKa3grER2zNaEHTW1iYTX7vY5lLPDu5iEQITdHnn3+kPqz6f0OLOWPewjIAc4lnJxeRCKEpevMOQKWK/68waM5o5a5FzCWenVxEIoSm6CfSUUyPx1BVDV8vB2hGC1XVwPR4DBPprnd6fIG5xLKbi0iE0BQ9ANy91bkb0Fd7VcGTdGfOZs5qBXOJ00suIq+Fqujv5EeQG43goFz35VGiWjdwUK4jNxrBnfyI5ecxlxi95iLyWqiKHgDuLY0BALa+Losd5BzPip2jQ3NGO5jLe/3kIvJS10XFT7783Ms5PHN7bhjzkwk82Wlg/+gYuYw/TqDtHx2jqjYwP5no6aQec3mr31yD+v5iLn965Yj+Vu4tEXP0zc7c9xbHICeGsL1bRkXVXZzKmoqqY3u3DDkxhHuLvR8dMpc3+sk1qO8v5vKXs3MPtdvttqBZhNooaPjNX/cRjVzCD6eykJMxIXOodQNfFEpotk7wl1/m+t5Cz1zucjoXkRdCt0Zvujkl4cFyFs3WCbZ2y1DrhuczqHUD2/+roNk6wYPlrCOlwVzucSMXkRdCW/RA51sdi/MyVK1zlOblskBF1fFFoYRaXcfivOzotzaYy3lu5iJyW2iXbk5bVWp4uFICAExfSbt+wm//6Bjbu2UAwIPlrGulwVzO8CoXkVtY9M9tFDT87m/fQG20kZITuD6RcnwdWK0beFasoqo2ICeG8O4vXnf94z9z9U5ELiI3sOhP2SrqeG/tEP/5bwMA8HpmGFdzP+j7xs+a0cLX+9/im6PONVHeupbAb5fGMDMR73tmK5jLHtG5iJzGoj/H481j/GntEPuVzm7MlJxANpXE2GjCcoloRguHlQZK1TqqaqeIcqMR3FsaE3bxK+bqzo+5iJzCor/AqlLD3z+rYnvv5Tc8pHgU8VgEUjwCKf7d/Waa3oSmt6AbLWh688XPp8djuHsr5Zu1XebqCEouon6x6C0olpt4vHkMpaBh/Wnd0nMWZpPIT0m4PTfs26saMtdLQchF1CsWfY82Cp2bTdS0EwDAiNT5pmrQT9YxF9HgYdETEQ24UG+YIiIKAxY9EdGA+z81vYrRr2Bk2QAAAABJRU5ErkJggg=="
[ " rectangles", " circles" ]
null
1
math
grade-8
parts-of-three-dimensional-figures
false
true
Look at this figure: What is the shape of its bases?
"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"
[ "triangle", "square", "rectangle", "heptagon" ]
null
0
math
kindergarten
am-or-pm
false
true
Ted is going for a run in the morning. Ted's watch shows: What time is it?
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"
[ "9:00 A.M.", "9:00 P.M." ]
null
0
math
kindergarten
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
"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"
null
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0
math
grade-6
absolute-value-and-integers-word-problems
false
true
Jamal and his friends like to invent games to play after school. Today, they drew a small circle on the ground with chalk and are trying to throw pennies in it. The table shows the scoring rules Jamal and his friends made up. Which penny location causes the greatest change in points?
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"
[ "outside the circle", "inside the circle", "touching the circle" ]
null
0
math
grade-2
equal-sides
true
false
Which shape has 5 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGAElEQVR4nO3dTWtdVRTG8efk3gR6TRNuqYqjZqKO2rROCs1YigNnpf1ofomOdKDguB0UESQDW9tJoGg0UujNG433chwcgivFJOdl77XX2vv5TbTWm5yEP1l9QLlVXdf17gnw6gjYXwDzGkSDjSvg6gj4dAJ8vAJUu+/q+tks9WNRzu6uAeOXR80vPlkBPv+gqZBoqP0F8OIQ+OME+O0IWJrNm99gZBTS1VHTFAAcLIClhfgNopBOm/qnBpbSPgqVgqGRCoZGKhg...
2
math
grade-5
mean-find-the-missing-number
false
true
Pamela has the following data: If the mean is 46, which number could c be?
"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"
[ "42", "18" ]
null
0
math
algebra-1
identify-functions
false
true
Look at this table: Is this relation a function?
"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"
[ "yes", "no" ]
null
0
math
grade-6
absolute-value-and-integers-word-problems
false
true
Damon's campground is close to two hiking trails with scenic destinations. One trail ends at an underground lake in the bottom of a small cave. The other trail ends at a mountain peak. The elevation of each destination is shown on the campground map. Which trail's destination is farther from sea level?
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"
[ "underground lake", "mountain peak" ]
null
0
math
precalculus
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
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"
[ "Law of Cosines", "Law of Sines" ]
null
1
math
grade-1
ordinal-numbers
false
true
The first picture is a barn. Which picture is seventh? first
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"
[ "tractor", "sun", "barn" ]
null
1
math
grade-7
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines intersecting?
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[ "yes", "no" ]
null
1
engineer
grade-6
identify-control-and-experimental-groups
false
true
In this experiment, which were part of a control group? The passage below describes an experiment. Herman's young son drew all over the living room wall with crayons! Herman wanted to find a way to remove the crayon markings. Based on what he read online, he decided to see if scrubbing a wall with baking soda could help remove crayon. Herman dipped a sponge in water and used it to scrub the crayon on a small section of the wall. He dipped a second sponge in water, sprinkled it with baking soda, and used it to scrub the crayon on another section of the wall. He observed how much crayon was removed from each section. Herman repeated this test two more times on other sections of the wall.
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"
[ "the sections of wall scrubbed with water only", "the sections of wall scrubbed with water and baking soda" ]
null
0
math
grade-6
model-and-solve-equations-using-algebra-tiles
true
false
Which set of algebra tiles represents the equation x+6=11?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPUAAAB6CAYAAABnVxVoAAAH3UlEQVR4nO3db2wT9x3H8Y/PTgIxBNBMSFI6tGQrhWlTAVVQdX2wIVQ6qWxS2ql9OKlS96Dbo2hTpe1x0z5CmqpMkzYhNK3bWlqp1aSMaGIr60I6EfoPGGWhhVHyz23AiRPy5+72wJi2o+t88d35/M37JUWRHTufg58/in1n3zfl+74/tiD9a1aadqUlXwDqSCYlrU1LX2mWNjVKqbF533+9UOvNAhCG3S1S5vxs6UJ7o7Q1W2o8gPox7UrnitLogvTurOQUlko...
0
math
pre-k
count-corners
true
false
Which shape has 3 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGzklEQVR4nO2dTU8bVxSGj/mSmibtLlV+QFqp2y7yU/ojSxBS2DgLJBawiESMYkFiqCXEInYXsDCOPTYzc7uYEBmwPR773nPvPed9ViHEySh6sGfOvGfemjHGdMdE/w6IbjOi1BAAK7NRI3qxTvT6GdFvW0S17siYDz3fhwUk8+YXoo2LQfHFqy2iP34uLARgVW4zotY3os6Y6HxAtNZLi29AMmCTF+uFU0RE/YxoLZv4BgA2uXfqzhCt+T0UoAWIBliAaIAFiAZ...
0
math
grade-8
changes-in-mean-median-mode-and-range
false
true
Look at this set of 10 numbers: How would the median change if the number 68 replaced the number 24 in the set?
"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"
[ "no change", "increase", "decrease" ]
null
1
math
grade-2
certain-probable-unlikely-and-impossible
false
true
If you select a marble without looking, how likely is it that you will pick a black one?
"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"
[ "probable", "certain", "unlikely", "impossible" ]
null
2
science
grade-3
compare-temperatures-on-thermometers
true
false
Select the thermometer that shows the lower temperature.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAI4AAAFICAYAAACGO8YVAABF5ElEQVR4nO19e3Acx3nnr2ex2F0s3iABAgSZkARJ60Upli1SFceWLNGWHbscS0qc5KIoVfE5UuouZdlVl4fvUedc1flS53NS5ShKcpWy4sSXVHIXx5KcxIko6+FIZiRLpGRZJEEmJ4IACQkPkgAWC+xu3x+zM9sz0/1198zsQzp+ZbmJ/ebrxzf9/frXj5lhnHN+fgOYXgMuV4EKxxW5IgHpYkBfBtjbA4x1u7+x82XOj15qb8WuyFtHDvYDo91A16k194fxbmB...
0
science
grade-4
compare-temperatures-on-thermometers
true
false
Select the thermometer that shows the highest temperature.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJkAAAFICAYAAABDSVyEAABBYklEQVR4nO2deZQV1b3vv3WaBgHp0ziBQnd7XwZz6abJWtHI0JAVb5Rog5kEhUSjz+HaiIoKgmNunFGiMoiiYm4EQQaXJsrgcPOuggwm777QU+6Q3AsNevHmPTjdDMrU9f6oU3V27drDb9ep4eDlt1av3eecXd/67V17f+r326eqjmXbtr37MPCng8C+Y8BRGyfshBVlPSygXxnwlT7AgJ6AtfuQbX/UlbZbJ+yLaudXAD3+7aDz4syewDl9nRF4wk5YMbbvGPA...
2
math
grade-8
identify-lines-of-best-fit
true
false
Which graph shows the line of best fit for the data?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAWYAAAFtCAYAAAA04cDVAABM9klEQVR4nO3de1yUVf7A8c8wzAzDHUURNTBvGIbX1LxrVpomilpoua7lVrqV1bbttm3bbq1r/bbtolmZpWmXzSQ176mZSuGKSoqA1zQBNVBUYIC5z/z+GEDxlsrMMwN836+Xwjxz+X5neOY7Z85znnNUTqfTWWCBnyrAYAebEyGEEAryV0GIGtoFQpQWVAVmp3NHqbfTEkIIAdArFPwPV7guRGshLshVtYUQQijHYIeD5fCLBQ5VgF+pzXWFFGUhhPCOELWrBgO...
0
math
grade-4
what-decimal-number-is-illustrated
false
true
What decimal number is illustrated?
"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"
[ "0.8", "0.6", "0.4", "0.7" ]
null
3
math
grade-3
identify-multiplication-expressions-for-arrays
false
true
Which expression describes this array?
"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"
[ "5×4", "4×4" ]
null
1
math
grade-1
square-corners
true
false
Which shape has 4 square corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFlUlEQVR4nO3cTW4bRxDF8TeixIUjJxshQTZe5esGPpDvkEPkDr6QTxB/rLyJAmglyQLMiJgsRoRlWiSHM91V9arff2MIAqTuqh8EWCKn6/u+v1wBH+6AmzVw30Op2Z12wPMF8Osz4Kcl0F1+7vs3197HUpl7+T1w+v5u+ODnJfD7d4NCpeZ2swbefgL+WQHv7oCT6/vhE0KmSvZ8MZgCgNs1cLJ+9AmlSrYx9V8PnPgeRbWSoCmTBE2ZJGjKJEFTJgmaMknQlEm...
0
science
grade-4
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEYCAYAAADPtGNgAADEs0lEQVR4nOz96Y8sWZLlif3kLqpqZu5viRcRWVlVWdXdM11NDBsY8gPZAEEQIAjyTx8QIAES08Ph0tXVtWXlEhFvcbdFVe8i/CD3qpm/eJFLLJVR2e8mIn155mZqaleuiBw5ckT+b+9U/90B7j0f18f1cX2L9Vjg/3uCX6zwMsD//oX93n00rI/r4/pu697DvzvY98dy/b37aFgf18f13Ve3o6TX37k/zKV8XB/XH//6aFwf18f1A62PxvVxfVw/0PpoXB/Xx/U...
2
math
grade-1
equal-sides
true
false
Which shape has 5 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAADB0lEQVR4nO3dPW7UUBSG4TOTnwICdCAqKmAJWRLbocpGkFhEJBaQQA2hJH9KQkamMJECCpAQz2eP/TyVr650dIpXt/WsaZrm4KLq02nV0aLqsim4t/VZ1aO1qpcPqp5tVs0Ozptm97DvtRiz7cdV6x9P28PzzarXD9sK4b6OFlV7J1VfLqr2T6vmh5fthcjo0qO1tqmqquNF1Xxx7QK6dNXU96Zq3u8qTIXQiBAaEUIjQmhECI0IoREhNCKERoTQiBAaEUIjQmh...
1
engineer
grade-7
evaluate-tests-of-engineering-design-solutions
false
true
Which of the following could Quincy's test show? Quincy was concerned about drivers speeding on his street. He wondered if either a speed bump or a traffic sign would make drivers slow down. Before asking the local government to install a permanent solution, he decided to try a prototype sign. Quincy made a sign out of cardboard and marker. Then, he put the sign up for one hour every afternoon for a week. He used a radar gun to measure the speed of passing cars when the sign was up and when it was not up. The passage below describes how the engineering-design process was used to test a solution to a problem. Read the passage. Then answer the question below.
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"
[ "whether a speed bump or a sign was more effective in slowing drivers down", "whether more cars obeyed the speed limit when there was a traffic sign", "whether a temporary cardboard sign or a permanent metal sign affected more drivers" ]
null
1
math
kindergarten
count-money-pennies-through-dimes
false
true
How much money is there?
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"
[ "11¢", "2¢", "12¢" ]
null
2
technology
grade
photo
false
true
What type of video game console do you see here?
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"
[ "WonderSwan", "Sony PlayStation 4", "Nintendo 3DS", "Nintendo Switch" ]
null
3
math
grade-6
model-and-solve-equations-using-algebra-tiles
true
false
Which equation does this set of algebra tiles represent?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAAA2CAYAAAAlHWAMAAAFrElEQVR4nO3dX0hTfRgH8O9xWzidx2i213VjCnMSdaI/kBdBZBF08V5UEAhlROCUqK4KooLABV1kXQSzGOQfAiPqoiQa1IXsQuJlUlYyTq3CROZLW9TUms7j816sHdrbZsv1e90rzwcOep7zO+f3DL78zmEwjkREND4DhL4AExowS2DslxkloMwAOEqAP5YB0vg00V+xxW6LLSVbZMD4+ktyx74McJYmU8fYr5rQAHUKCM8Ar74ARbHZ5AEOFctHmSGZIQCY1IA...
0
math
grade-6
which-model-represents-the-ratio
true
false
Which model represents the ratio 8 1 ?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAlQAAABVCAYAAACPW3qlAAAPG0lEQVR4nO3d6XMc5Z0H8G/33KM5NJJGim05NhgMxMFOfOCQpbLgjRND8Fqbi1QlS/bF1lalKvl/UiFHlStVW1tbWwGbcJYNORaCbYFxIAQsY7ANWIysuVtzdu+L2bGt6PB09/P009P5ft4Yoenn0PdR10/99PRolmVZV1vAnAFUu0DHAhERERGtI6wB6RBwZxKYigLa1aZlnaqoHhYRERHRcNqfAcLnjd4XG6LAXSO9aouIiIiI1lbtAu/WgU9awHsGoFc6vW+...
0
math
kindergarten
fewer-and-more-compare-by-counting
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAPB0lEQVR4nO3d228U5xkG8Gdm7fFmg7GFD5sKaqWR13WTC8AVLiSSkYICgcigJlGR2vwDlVBVld5EReBETXtj9bYXyVUVNY0QicA3MZERKJIbHJJApIBhUVAEIT7WJwzsYWZ6sVhNSYBds/7e95t5fpLlIA5+9/3m+eaY+ZwwDMOxPHD5JrDgA8UQRLRCahygPgFkUkDaA5yxXBiOzEuXRRQ/v1gN1GRvln7xIw/46aOldBLRyljwgYuLwLd54NJNwJ0vln6D4SN...
0
math
grade-6
interpret-double-bar-graphs
false
true
A food industry researcher compiled the revenues of several pizzerias. Which restaurant made more from pizzas, Arnold's Pizzeria or Dan's Deep Dish?
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"
[ "Arnold's Pizzeria", "Dan's Deep Dish" ]
null
1
math
grade-1
which-picture-graph-is-correct
true
true
Rob made some soup. He used these foods. Which picture graph shows the right number of each food?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABXkAAAEOCAYAAADc/RTGAACb+ElEQVR4nOzdd5xU9fX/8dedO2X7LmWXXgUEQUBBLIBdLIg91hQTY+8xmlh/sSRijIklMRqTmGjs+rVjF6XYAKX3tnR2l2V3Z3d2p9x7f38M7OwwswXYvu+nDx4w937unXPPxWXn7Oeej+E4joOIiIiIiDQKwzBaOgQRERER6WBcLR2AiIiIiIiIiIiIiOw7FXlFRERERERERERE2jAVeUVERERERERERETaMBV5RURERERERERERNowFXlFRERERERERERE2jA...
0
engineer
grade-8
laboratory-safety-equipment
true
false
Select the gloves.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AABBvElEQVR4nO2dd5weV3nvv+ecmbdu1WpVVpLljo1xwdjgmGZKEnBoBmzAJJAE8A3NBQiEy4UIwqUnIcaQC+SGEkLAxhjH9EsQ2KYYXHGEsbEty5JVtu+7b5tyznP/mHeLVrvSStr27s7389l9552Zd+Y5M+d3ntMPpKSkpKSkpKSkpKSkpEzlt0NDm28XKSy2HSkrC73YBiwnbtkx3HmtiJnp+EOD0h7G+u/8/tFLJ+/fNjKy6tptkpl/C1NWKqnQ55COgv7Lk/t...
3
math
grade-1
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA5oAAAEJCAYAAAD1mFhPAABtDUlEQVR4nO3de1zUVf4/8BeIA8KMF4Z7qQMqaDJpUQleUUrbCqy0Tem3W7tqu9XuyrZlm2612Wpb7Ra039qLtlu7hVZSKVZKoZAXsCS1QQ3UYTQFBhlvM4My3H5/0EwMzOXzmQszwOv5ePhwLueczwFnat7zPud9Ajo6OjpAREREREQeERAQ4OspEPlcoK8nQERERERERP0LA00iIiIiIiLyKAaaRERERERE5FEMNImIiIiIiMijGGgSERERERGRRwX5egLke5d...
1
math
calculus
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the range of this exponential function?
"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"
[ "$(2, \\infty)$", "$(-\\infty, 2)$", "$(-\\infty, \\infty)$", "$[2, \\infty)$" ]
null
0
math
algebra-1
domain-and-range-of-absolute-value-functions-graphs
false
true
What are the domain and range of this function?
"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"
[ "domain: $\\{x \\mid x \\geq-3\\}$, range: $\\{y \\mid y \\leq 0\\}$", "domain: $\\{x \\mid x \\geq-3\\}$, range: $\\{y \\mid y \\geq 0\\}$", "domain: all real numbers, range: $\\{y \\mid y \\leq 0\\}$", "domain: all real numbers, range: $\\{y \\mid y \\geq 0\\}$" ]
null
2
math
grade-2
compare-sides-and-vertices
true
false
Which shape has more sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAJvUlEQVR4nO3dzW8U9x3H8ffM2sZgrwHz4IaIKISnYCeKFKWiSlJFqVBaKYqqHnrppYdeeumll0r9Z9prEC2JmlRqU0UNiiKBIqoIY2JwiFLXT8E2xuO118vO/HoY1jjmyQTP/Ga++3mdbIzkwX4z+u38vjMbOOfcdAPGliGKoekQKa2OAKoVOLoDBrogmF517sKi78MS2Xon+6Dj2nL6yVNdcLwnrV+krKIYRmsw1YCryxAuNtMvKG6xoFpJWwZYiiGM131BxIJ...
1
science
grade-5
use-data-to-describe-climates
false
true
Which statement best describes the climate of Cairo? Hint: Summers in the Northern Hemisphere occur in June, July, and August. Winters in the Northern Hemisphere occur in December, January, and February. Cairo, Egypt, is a city in Africa. It is located in the Northern Hemisphere. It has a dry arid climate.
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"
[ "On average the winter months are colder and drier than the summer months.", "Winters have lower temperatures and more precipitation than summers." ]
null
1
math
kindergarten
count-corners
true
false
Which shape has 5 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACc0lEQVR4nO3UO25UQRBA0ZrxJwADGYiAEFgC+/JCWBg74JMRYFIbLNl49AiekMgZ3ZGGc6JutVSq4Ko3y7IsV/czX25nbnYzD8vAPzvdzDw5mXn9aObF+czm6m5ZPlwfei2O2bunM6efb9fLy/OZt4/XCuFf3exmPv6c+XY/8+l2Znv9sD6IjH16crI2NTPzYzez3f31APv0p6lfy8z2sKvwvxAaCaGREBoJoZEQGgmhkRAaCaGREBoJoZEQGgmhkRAaCaGRON3...
1
math
grade-1
match-digital-clocks-and-times
true
false
Which clock shows nine thirty?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAAB5CAYAAABr7P6HAAAH+ElEQVR4nO3dT3AT5x3G8a8MOE3q7F5KChk0DYc2KbvXlhmfGAoZcugFG+kMwZdesCfuMTISV/+RZ5hc7EmvrLF9aA9mCrk6nZwlT0l6yaynoZjLigTHYLM9CGkkDRjtalcro+czw2CNpd+7aPfR+7L7vquU7/v+g6fwnyfweA92fUTeeIdT8O4h+O078OtBSD3Y8f1vKklvlkhyThtw+Lsn1QfHB+HDX1ZTIvKme7wH93+CH57Ct09goLJb/YVCIP3k3UPVYx7...
1
math
grade-1
identify-faces-of-three-dimensional-shapes
false
true
Does this shape have a triangle as a face?
"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"
[ "yes", "no" ]
null
1
science
grade-5
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
[ "iVBORw0KGgoAAAANSUhEUgAAAOoAAADGCAYAAADc+hwDAAAQZElEQVR4nO3dW3Bc9WHH8e+evWql1UrrlWQplkBg2cbGwRjHdozDUEgwhLSZAAlMpjNpkikz7XQ6fejUfUjTlpk8ZKZPaSaZQNKhLZB2CEknSe1YAeIE4oAd40uNb/JNvugurVba++30YdEG+YIla+Xd//L7PEm75/z3vwxf/8/Zy5HDtm17KAOnEjCdh5yNiFSYywEBJ/T4oc0DjqG0be+dqvS0RORaNjWCqy9R/KXdAyvrixWLSGVN5+FEHAYzcDIB1lSueIc...
0
science
grade-3
classify-rocks-and-minerals-by-color-shape-and-texture
true
false
Select the black rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAACS4ElEQVR4nO39WZAk6XkdiB53D/fY98h9qaW7q7q7uoEGGhtFLCRlImgGcTW+SJrRAyW9UWZ6m+E8UGN6kulJ0tg14wNnRM2VdHV5ZeIFxUuQAtgACIBogL13V3UtWVWZlWvsu0e4hy/3weN88UdU9iJWVVc1UL9ZWmVlZmzu/7edc77v18IwDPF4PV6P16lLf9hv4PF6vB7l9dhAHq/H633WYwN5vB6v91mPDeTxerzeZz02kMfr8Xqf9dhAHq/H633WYwN5vB6...
0
math
algebra-1
identify-linear-quadratic-and-exponential-functions-from-graphs
false
true
What type of function does this graph show?
"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"
[ "linear", "exponential", "quadratic" ]
null
1
math
pre-k
ordinal-numbers-up-to-tenth
false
true
The first picture is a crab. Which picture is second? first
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"
[ "crab", "boat", "bucket" ]
null
0
math
calculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x=8?
"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"
[ "yes", "no" ]
null
1
math
algebra-1
describe-linear-and-exponential-growth-and-decay
false
true
How does h(x) change over the interval from x=5 to x=8?
"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"
[ "h(x) increases by a factor of 3", "h(x) decreases by 3", "h(x) increases by 100%", "h(x) increases by 3" ]
null
3
science
grade-2
identify-solids-liquids-and-gases
true
false
Select the solid.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAwrUlEQVR4nO2deZxcVZn3v/fWXr13utNZOhshhF0wbBFQFEZlhHGDmYGor4o66sdRcRuc8R3CwOuCDIoi6qsSEVwYwQ2H4SXKMkS2EAkJywCGkD2d3rfqWu695/3juSd163ZVd1Wnu6o6qd/ncz+13XvuqXt/93nOs5znGBsHlVpZBw0BaqihrBi24cVR2JeGliCc0yzfmzVC1lApNARgZZ28H7Gz35s1QtZQSWj+ZVT2O7MyXamhhsKokbKGqkONlDVUHWqkrKH...
0
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
[ "iVBORw0KGgoAAAANSUhEUgAAAKQAAADCCAYAAADHGGkGAAADdUlEQVR4nO3csYqcVRiA4W92NyliEgmIYmFhES3SBmIuwNLSLpdnpZ2WXkAk2FrEFSwsjCgEdpOFxF1+i2FBsYv777y4z9PM/Aycc4Z5+ZjqbJZlWZ69nvnpZOb4bOZ0Gbg0B5uZW/szd2/MvHd9ZvPs1bI8Odr1sWDmwe2Zg8OT7cP712c+fmtbK1yW47OZpy9nfn098+PJzN7R6fYDMbILt/a37c3MvDib2Tv72wewC+ft/bnM7O32KPBPgiRFkKQIkhRBkiJ...
1
math
kindergarten
different
true
false
Which is different?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAACAklEQVR4nO3Ty0orQRRG4b87SQ+8HGfKeQAVfAFnPrxDH+CAl7k50yQGjGnKQSE4105Dr/WNuinYbFhVTSmlLHfJyzZZ98m+RBMyb5LTWXJ5lFx0SbN8L+VhNfZaOoTbP8n8eVt//nbJ9XG9DZqOdZ88viWvu+Rpm7SrfT0w9jSdzmrbJNn0Sdt/O9A0fbX9KEk77io6NIPDGBzG4DAGhzE4jMFhDA5jcBiDwxgcxuAwBocxOIzBYQwOY3CY+VCDd//uhhqN0N3...
2
math
pre-k
cubes
true
false
Which shape is a cube?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAR2ElEQVR4nO2dXXAb13XH/xffBECCHxJJiRY/LIm0JJuchmosO4n8kTZxM3E8ncaZjts4fXHtlzxUU+eh0xm1bmf6EE/Vl87EHT/ZbcYz1UuZ8UNUJ5aU1JI9omOSdmSKkilpSJpfIAmAAAksgNuHBXYXICFR1N3du9jz04wBLC7uHgN/3r3nnHvPMs45n88B1zNAqgDkOQhCOnwMaPQCh8NARwBg81nOP0rabRZB7JxHmwDfVEZ9sS8ADERUVROEbKQKwGQa+DI...
0
math
calculus
domain-and-range
false
true
What is the domain of this function?
"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"
[ "$\\{x \\mid x \\leq 0\\}$", "$\\{x \\mid x \\geq 0\\}$", "$\\{x \\mid x<0\\}$", "$\\{x \\mid x>0\\}$" ]
null
0
math
grade-1
read-a-calendar-ii
false
true
What date is 3 days after August 2?
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"
[ "August 5", "August 4" ]
null
0
math
grade-1
certain-probable-unlikely-and-impossible
false
true
If you select a marble without looking, how likely is it that you will pick a black one?
"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"
[ "impossible", "probable", "certain", "unlikely" ]
null
1
engineer
grade-8
identify-control-and-experimental-groups
false
true
In this experiment, which were part of an experimental group? The passage below describes an experiment. On winter mornings, Anna had to scrape the ice off of the windshield and side mirrors of her car. Her friend told her that she should cover her side mirrors with plastic bags overnight to stop ice from forming. One winter night, Anna secured a plastic bag over one of the side mirrors on her car. She left the other side mirror uncovered. In the morning, she checked the percentage of each mirror that was covered by ice. Anna repeated this test every night for one week, alternating which mirror she covered each night.
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"
[ "the uncovered side mirrors", "the covered side mirrors" ]
null
1
math
grade-2
symmetry
true
false
Which picture has symmetry?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAYJklEQVR4nO2dW7BcVZnH/7v7XPucQ0ISEhKESZSLjoQHsApilRBrRKvIyPgYx3mZ0dKqqXEGxwd4ML6YcgpKFGdGZ3RAKUckg46CgCMRNAmGCAIKBIGEnJOQ5NxvfT/dvS/zsE4nfbr3Ze3r6n3y/1WlON37tnrz/b/1rW99e23Nsixrsg68XQGKBqBbIITERI8GjGSBq3LApj5Am6xZ1gsF1c0i5MLjxouAnuMV8WFzH3DNkFAnISQeigbwVhmYqAPHKkCmoIs...
1
math
grade-6
model-and-solve-equations-using-algebra-tiles
true
false
Which set of algebra tiles represents the equation x+8=14?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAREAAAB6CAYAAACY0GejAAAIEUlEQVR4nO3db2zU9QHH8c/97tpCDwpkR2krjthuIixbBGLAOB9shIhLZEvqFn24ZIk+2Pao2WKyPbb6iGQxtyzZQsgytymaaJZ0NAubzJW6UNQJDFlREOm/08K119I/v99vD85DGWO7u+/97r6/b9+vxGCPls/Jff2E3u+4TyIMw3B8UfrXnDTjS8uhAOC2UglpbVL6Yqu0qVlKjC+E4Rv5Rt8tAHG0u01KnZ8rftDZLG1NFxsGAG5nxpfOFaSxRendOcnLLxd...
3
science
grade-5
animal-adaptations-beaks-mouths-and-necks
true
true
Great white sharks eat turtles, dolphins, and other fish. The mouth of the great white shark is adapted to tear through meat. Which fish's mouth is also adapted for tearing through meat?
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0CaRHns7T60yT5gWh8mk1FiNchekn9PMt+H5IvTqKG0RIZSizbCFjkTWaIkkJfIG1BiEE9WqI7wmkDCmKAqUUaZailMLzfPp5Shj5WFFSb1TxggpZluE6gxcYY0pcx6FSiciLQUByVKkSOh5dt4tSil6aMFKPSdOcdqePE7o4ErKkj7WW6Zl5giBgZGSUokgG2Yo8n36uCSsujfEWmzZtIe3MMhIH+I7AQ6CsQcUBnTTBejFIH18Jli8axxiD50mQBpAo4aEcSaJLlPKpVqsIm6HLDG0sjUaLKHZRQnL9FVcwvngx+++/H2VuAEschCjfwzGWWMRobYnj6sDS3+uT5glRVMFqyLIEx/NxPJ/AcenMzJGYnF4vIXA6eEIy2myhraEeVwhGAm6769e7YpgNGTJkyJAhQ4bsFLtEwRdC4TguyvEQSmJ1ibEWB4kjXawDodeiPT9DJ5lFCYujHIQYnCukRViJMJrClnjKxZQFvV6HSqWGj6Bg8LIQajWwMgsHhUYLhRV6EDirHJTrUuoCU2jm5joYoZFS4rn+YIVBuggkhU7BCJTQuNbF2BLrDFxItBYoITDKokwJUmLswHKvy4GrUaUeYwx4jkcv73HzLzawZHycSjMmLUq066N0iZKGvZcvQ2jLmpmNmJn7mbxnNc2oQS0KaM+VOELSmbyPTq9N6EcsGlmM74SUOoOsoNFq0myMoYVDWeaIsk/ZSUAp+lkHk2lcVxP4LnmR4DuKalyhGntkaUkJ+GGA1WagzCKJK3WMLej323hOhX4vJS8NrVYLkydEcUBeaDw3JqpWEJ05AkfhuAG51mg5SE0qpUQjCGsRfiVgZrpDX2tcLyRwLOFcjkQhPZe45lOU0N4yx0RtkILUKXNWjTWwbkkYxBgjSRNNknWJw4hWHFFvVLe+UJW4nj9YgXEExkKpBaUQkBU4josfOygnJ+sXYASZLKmPVYn8GkWRsf8BBxOEIU6ljsl6RNInyTPSYo4orOM4Dr7v4zk+GzatIQoi/DBgbq6N6/uEno+wBUU/B6/EOgKnB6NhnVKXjC5fgi1LTKkRQpLbfFcMsSFDhgwZMmTIkJ1ml6T4cFQ4sISbkjxNMHmOpxTaatq9KbqdzczObKKbtnGlwlEBQkpyM1DaLGCFoCwNAJkpiZTPykUrUNYhNwbHioE1XQyy1igxEF8JScV1kcLFUQGOGASRgiYIfCI/xhEOwoJRhlIn5FmGtRYtS6xRlICQEoWi4jVw3SpJbpHlwMPfoLFSYa3AUQJhJZEfEXkx/WSeih/y9Cc/nSUrVjAxNk6j1qSTZFSqE0y3e6yenkLWA6Y3bqJzzxrGoiZCw9SWLehknqSziSLLiMI6jcZiAjfCk4JmpcnyZbszNjYBZYFO5yGbhyLBCyzYBMdoaqGiGgaMNgJWLh1nyViTSuwhpIMXeGhtsLqP7ynq9Tr1RkCl6lNvNFg8vphKpQLKQecFuS5RYYySIb5TweiCTmcW6Qh83x8o2a6LUC5ZnqOUAmlJ+gVzk/NUqj7VOCBwA8Ioor64hXWgnfRIuzmd6Vl8V5AmHZwyw3EFWhrywuWutRvYNDONkQXNZpNqtUoURaT9hCxN6Sc5SZJgbYlB4foecT3EFZrZpI/wBfWoQt7L8EKfEkHS1eSZpp/20NaweLflhLUK7elJfKUoKci0wfVCooqPNBqjC7K8R5kZkn6BKTWh49DrzCOkxpGK+c4cRalp1uqML5pgfPk4zVodhMALA1zfo9KsMdIY3RVD7DGzdu1a3vzmN7PffvtRq9VYsmQJT3va0zj//PMHWa7+QPnCF76w0C8fjn/5l38hiqLHUSq4++678X2fyy+//HdS/pIlS/jIRz7yOyn7D5mXvOQlHH/88U+0GExNTeH7Pt/4xjd2+prfVPad6WO33XYbvu9z9dVX73S5v+8cdthhvOUtb9mlZe7MPLIr0Vrz0pe+lFarxSmnnPIbz1GvetWrOO644x6TDK961avwff8R/z73uc/9zuey3xd+l33ghz/8Ifvuuy/VapUbb7xxl5f/cOwSC77jQlaUlHlB4HqMTkyQpQVJMj1QlAxIDEKAFQqjNQgNQmCli9iajV7ZwWpAP09ZungpB+x7MN+55tt42sGRIRkZKIsnPCSQ2RJHQi5dYOBKIYU3CL61BUVeUApv4HOuPNwCMAarDKW2WDPIPuNIixYSYUF7LismdkOVhrvX3wVKESlv8F1RIN0Cg2VmaobA9bCFwasqkiJjw4bNqMBBGEuz1qSflYyPjpHMzLL613dQDaoElRamP0/WnSXAQSmHnIhqXKFebWx1n/GoVqtIaciyjO7sLFiDyROMLVEKXOkDOdVQolyBLxVR5A2s9LWQXpZjTEkpBoq560osBa6rCILqYHOooo91JBWvwshIkyxJyNMUL/ARvsKxEGiH+Txhrt2nWa/iBS6mgIof42Dx/ZBMl1QrDhVXkSmJEiVl1ictB5ucVaVHL82wroOUhl6ekqcZ/U6X0dFRnNAjVA4TjDDX7ZHqAl9atBH4cYDpSUSZ47oWNwoQrkIqSa/TpSgNYS1iUatJL9Hc159kvNUky3IMmmZrFCEs1mYYq0m7JdYK4qhKkRtc1ycOBtmftLYgPbpJjs5SHAmmTNG2IIojnMAh6ycEcUzQHBlkYhKSTOek/RQ/CLe6D4Vk1mItSPeJ98H/2c9+xoknnkij0eCv//qv2XfffZmfn+fyyy/nrLPO4vLLL+drX/saQojfuSznn38+N9xwA5///Od/5/faxjOe8Qw+9alPPaEy/G/h9ttv56STTuLOO+982HN2Zf2fdtppHH/88fzlX/7lYy7rj5ElS5Zw7rnnsnLlyidalN8rnug54Morr+TrX/86n/70p3n2s59NkiTbzVGPB+94xzt4xStesfD5Na95DQcccABvfetbF47tu+++JEnyuMr1ePF49oGPfvSjNJtN/uM//oO99977d36/beyiNJkFgefj+j5aa2ZnZ+j1OmBKXCdE2BJlDf1MUKs26RfzUOTgKmwJAoGxBaVyEEIQBxFT81v44U+/j28D4ijAKgdKMcjwIuwgk41VlNowGsd0dUlWpAhHIHBBuFgkFS8gKzOyLAFhEcqgjUUDygikdLBGIqXAUR6d2RmmVMn+K/dFsTt33r+epOxRDao4TogxPsLmhLEiyzKUG9DThnvW3EfgKPqdLlI6eKGln3YoplOy+T5VFREqSWd6PTrpUYnqRF4V4VepRjGBFwIS5GBVoz07Q1l2QSukAmELHFsQuAFeqHCVi1F6EAgaekgtMM4gL78buJD2IB+4iYSRQ702hqssRbG1LqSgGldwhEM/69OdTWg1R3GVpN/t0FAhnu+ANES4VIPKIHOQhF7eIc9THMfDKoeKO9gXwHUlWZow22lTCXwiJHNFj1q9RqAtudX4vsC1ihmd0ClSmggiL8CVUGmNYZG0exlK9fCbAVgH4Vl8pcitpd3poiRUwogoiiiEIM9LXLcgCD3aM33uXL2OlXsspzlap99P0WmJ73vkRYrrKfwgQikXrTVB4JF3czKjEUKQ5hmzc3PUohApJWEYIJGUpcb1XFTEINWoEOR5TlHklLrEloYizwf579OcwBsEQCtH7Yoh9ltTFAWveMUrWLFiBZdffjm1Wm3hu5e85CUce+yxnHnmmfzkJz/hGc94xu9cnptuuul3fo8Hs//++7P//vs/oTL8b2FnrFO7sv5vuumm3wuL/e8rzWaT1772tU+0GL93PNFzwOzsLAAvetGLGB0drPI+cI56PHjwvBiGIYsWLeJZz3rWdufdfffdj6tcjxePZx+YmZnh2GOP5dBDD33c7gm7yEUncD1iL8YayXxnjunJ9ZRFB2MzjE7RJmd+fp5TXvBnHHHkIey1fAm51VutpIPNpqTysAasASMseZ5gCoOnPHIjSPvz5GkPIcHardlzlEAaQyft0Csy0qIkK0qko4iiCjg+pfbxlUPFj4njJoGsEblNIlnH8WIKXZLblEwXFGUf33e4f9MkN99+K6VOsDbDVSFFmZGV05RFb+Deo1wKobDC4kpNqATYkonROovGarg6J0xLtmyeJS166M5mejP34wiPRnMFo/UlRI1R6s0Gni/JipR2Z4rpLWuY2XQfvamN2KRL1t1C3p1BZz2i0KNeVTg4ZGmPwBm43EgBeZGgdQEKuvNtin7O4pExjjr4MFp+hWRuiiTpUKlEtBoVAl/RS/r0sg5xtQKFpjM7R1SpUq03KIVFSEkpNIHnEwYOedFndnYWrTVKuWSFZn5+mqLIBtd3++g8I/AkCIW1Cs9x8aOQpMxJ+ilRWCGMKlQqFfZcstsg+FdrjFZ0Uk1zdITFi8apRiPkeT54UcQgXIG1msALGRkdJ6zWsMIS+x6ukqSlxnVdJkbGiKMK7V6bdrtLf75DXmbkZYFFEsV1pJQYk2NMTpYluL6PKxXTU5PkaYIrDa4SxLUqpbXMdXvkpcFxHEZGRnF9DyvA8VySJKFVbbBk0WKatTr1ag1dloR+QLUSEQfhrhhivzXf+c53WLNmDf/wD/+wnXK/jVe84hVs3LhxO+V+6dKlnHvuuZx44onUajXm5wepPv/zP/+To48+mlarxYoVK3jb2962nXVHa8373/9+9t9/f+r1OnvuuSdvfvObB2lFgec85zlceOGFfPnLX8b3fW6++eaHyLP77rvz4Q9/eOHzpk2b8H2fl73sZdudt9tuu/FP//RPC5/vuusunvGMZ1Cr1dh999350pe+tPDdA5e/H06Gm266iRe+8IUsWbKE0dFRTjnlFNasWfOIdfuFL3yBww47jEajwZIlSzj11FNZv379duf0+31e+cpXMjIywtjYGG9729u2c4m64YYbOOGEE1iyZAmtVounPvWp2y2Fn3/++SxfvpzvfOc7LF++nHe96107lOWKK66gWq0uWKOuuuoqnvWsZzE+Ps7IyAjHHXccV1555SM+z2Nt37PPPpu/+qu/Ys2aNfi+z7nnnvuQe+yo/s855xxardZ2561fvx7f9/ne9773sPXg+z733nsvZ5xxBuPj4zt8pi1btnD66aez11570Wg0OOaYY/jJT36y3Tk7046PxgUXXMBee+1FvV7nGc94BrfffvtDzrnmmmt41rOeRaPRoNVq8bznPY/rr7/+YcscGxvj4x//OGeccQbLli2j0Whw8sknMzU1td15j9THHuyi87KXvYyXvvSlXHjhhRx44IGMjIzw5Cc/mZ/97GcL5a1bt46XvvSlLF++nHq9ziGHHPIbWzknJyc5/fTT2WOPPajX6xxwwAGcd955252zfPlyzjvvPN75zney5557MjY2xote9CI2bdq0XZ0deeSRVKtVDjzwQL75zW/u1P3/7d/+jUMOOYRqtcrixYt55StfyebNm4FHnoceaR6BR58nTjvtNF72spfx/ve/n1artdB/H8j73vc+XvKSlwCDufZP//RPH+KiszNt4DgO3/72tznwwAOpVqscfvjh3HDDDTtVP78NjzaX7cxYezDLly/n3HPP5cwzz2TJkiVMTEzwzne+k8nJSV784hezaNEi9tprr4e0wyO1L8BJJ53ESSedtN01X/3qV/F9n263+5j6wIPJsox3vetdrFy5kkqlwt5778173/teyrKkLEt83+e2227j/PPPx/f97cba75pdouB3e3Nsmb6Pdn8zjiOp18YIghCNptAaazVCWTZsvou1a29hZvp+pFIgJVYbSlFQWj1Q9k0xyKAiJZ7nYWyBNikAruOALpHaosucokyIopisnzDeXMSeqw4hCOs4VqFNSuiW1IKUTt4m9CuMtZYjwiqldGjUx5AyQkkP36vRjFooGQCSRrVBmhXcds+dmDJFIXCdEEfWkI4PUiBFQOApXGFoJynVWoSKFFtm59h43/0UcxmhcSiSafrTG3D9gDAape5VGY2rNJtjRFEN20/obdnC/Mb7KOY2oZKUWFqi0OB5hmotJHQMY82IZj3GVQ6Ba6gECmkZ+JYbxdjipYOc7p0uabeH50iyIsH3LQcedBgHHnA4rnaY3zKNFg612hitWh3lVkh6KbVaDS90yDOD4wUIZRDS4ikPgx24P2HxPYeyLClyTb/dIet16fS6lEKT5zmOVdTC6iBlpYQorpKWBYGjqFVCpCpRsqReq9FavJTm6FKwDsaAH7hEUY1GLSIOfGK/iuu6OHIQWO27Ho1GA6VcDJKsLEmTHNf18fyIUlvyPKPZqtHtJUxunqEWVxDKpZ/mBEGE1poyL9CF2bqBVnuwo+3W1K66yGhVawSeh+f7SOHgKkFUDZB2kL7VWksUhNTjGs1mC9cbvGxWqxWU6yy45RSlGezU/ARy9dVXo5Ti2GOPfdhzKpXKdp89z+Pzn/88Bx54IJdddhlxHHPJJZfwile8gmc+85lcd911fO5zn+Ob3/wmZ5555sJ1n/rUp/j4xz/O+9//fm644QY+97nPcckll/De974XgP/6r//i8MMP55RTTmHDhg0ceOCBD5HluOOO46c//enC5yuvvJLly5dv50N81113sWnTpgVLk+M4vOUtb+Fv//Zv+clPfsLTn/50/uZv/oYNGzY8pPwdybBu3Tqe+9znIqXksssu49JLL2VmZobjjz+eLMt2WGdXXXUVZ555Jm94wxu44YYb+Pa3v8309PRDXkTOPvtsjjrqKP77v/+bd7/73Zx77rkLftlpmvKnf/qn+L7P97//fa6++mqOOuoo/uIv/mJBds/z6Ha7nHfeeVxwwQW87nWve4gsd999N6eeeipnnXUWr3nNa+j1erzoRS9iv/3244orruCqq67ioIMO4sQTT1ywHD6YXdG+f/u3f8vrX/96li9fzoYNGzjjjDN2qv53hh3Vw+rVqwE455xz+NWvfvWQa4wxnHjiiVx77bVccMEFXHvttRxxxBGceOKJ3HbbbcDOt+MjcdVVV/GGN7yBP//zP+f666/nXe96F+985zu3O+euu+7i+OOPZ8mSJVx55ZX85Cc/oVKp8PznP/9hXyZc1+UTn/gExx57LGvXruW6667jF7/4BW9729u2O++R+tiOyrzmmmv4+c9/zs9+9jPWr1/P6Ojodlb+1772tWzcuJFvfvOb3HjjjZx55pm86U1v4gc/+MFO18lrX/tarr32Wr70pS9x/fXX8/a3v523v/3t/N//+38f8nz7778/d955JzfddBM33XTTwgv+/Pw8L37xixkZGeGaa67hwgsv5HOf+9x2LwA74qKLLuJv/uZveNnLXsaNN97IxRdfzE033cRJJ52EtfZh++CjzSM7M094nsctt9zCL37xC7797W9z1FFHPUS+d77znXzuc58D4NZbb+Wiiy7aYf09WhusW7eOCy64gM9+9rP8v//3/5BScvrpp+90G/2mPFI/25mxtiNc1+WTn/wkL3zhC9mwYQMf/OAH+eQnP8mJJ57I29/+djZu3MjLX/5y3vSmNy3MXY/WvjvDb9sHdsSb3vQmLrzwQj760Y9y880384EPfIB/+Zd/4d3vfjeO47Bhwwb22WcfXv3qV7Nhwwb+5E/+ZGer/DGzS1x04qBJQUFedBFGgKOwuYs0Lta1SG2J45jvX/EjfCXxggpBEJCXCViD1INATaUUuszReYEfVxHKJXJqoErSvMSU6SBVpfCoV+p0+j1mu1NEfkA3TVjuehz5pCP54fVXsWFymiP3P5yRkTrpr+/CSME96+/EcQy1MGa8GbP/0kWsm97E1Pw8YHAcD0+4lFlKENWoxE2wBRZF4FcwQtDrdYlDReC5dHsuThwgjGbT1AyBFdhOQagUvfYail6HMByjEq9EOILAkTSaLax0mZ6bJuvO4QqDUhJfCRwlcV2F4woiT+Epj1o1JssSrAC2usUEsYOjItrd7ta0ljA1NUm1VqHRbOIqj6gS02nPcfMtv6TaGh286S5byuTmDbS3rGNkdBluWMEjpddOsbbACkNh+owEPkpIet0Ex3HQZQoMXrgcx6D7KWVZEMYBkpg0K1g7v4aJiQkqboXcWso8R+cpmdTEgUT6CteLBhuPKY+a56LzDLeikGqMIstRMkNKSZFbLDlWeLhBBUyJzXJwBFKC0YZ0634GHUoiJ8BzBPOdHnG1gi4LfCcmL3NKaxhtDPYQ0Kag15nDUR5SuJRbV4s68/MQVfDjkDLXWCEQQuC6LiONgCzwMErgSoWQEteReK4LQhC7EbooiSoR1lq6SZ8wDAcbvWFxn2Af/E2bNrF06VIcZ3s5+v0+xpiFz0opwnCw2iCEIIqi7SzpH/vYxzj22GP54Ac/CMBee+3FBz/4QV796ldz9tlns2zZMk477TSe85znLEyWe+21FyeffDKXXnopAPX6/2Qp2rYs/WCe+cxnctZZZw32cZCSK664glNPPZXPfOYz3HPPPaxcuZIrr7ySsbExDj74YG644QbKsuStb30rz3/+8wF473vfy3/8x39w0003sXTp0u3K35EMn/3sZxFC8KUvfYlGowEMLESrVq3iG9/4BqeddtpD5LztttsIgoC//Mu/xHVdVq5cyUUXXcTatWu3O+/Zz372gpJ88MEHc95553HdddfxF3/xFyiluOyyy1i8eDEjIyMAvP/97+e8887jpz/9KSeffDJCCPr9Pm984xsXnu+BTE9P82d/9meccMIJvP/97wcGP/ztdpvTTjuNfffdF4B/+qd/4uSTT8b3/R3W+65o3yiKCMOBa9vDte/O9IEdsaN6SNOB4adSqTxkBQAGgW033ngjl112GU9/+tMB+MQnPsEPf/hDPv3pT3P++efvdDs+El/96ldZtGgRH/nIR1BKsffeezM3N8crX/nKhXM++9nPUqlU+MIXvoDrugBceOGFLF26lK985SsPuzJz6KGHLvhJr1q1ijPOOIMPf/jD21nDH6mP7Yher8fHPvaxhfF+2mmncfrpp9Pv94miiFtvvZUzzzyTI444AoCVK1dy2GGHsdtuu+10nXz84x9HKcUee+wBwN57781nPvMZfvjDH3LiiScunLfvvvsu1NOyZct43vOet2CF/v73v8/MzAznnHMO++23HwCf//znHzWe4J//+Z954QtfyDve8Y6Fe59zzjmccMIJ/PSnP+Xoo4/eYR98tHlkZ+YJIQSrV6/mxz/+8Q77JAzGSbVaBQYuVDtaWd2ZNti0aRNXX331wtzx+te/nr/+67+m3W7vsMzHyiP1s50Zaw/HIYccwgknnADAqaeeyhve8Aae/OQn8+QnP3nh2Ec+8hHuvPNOjjrqqJ1q30fj4eah3+S3BAbz71e+8hU++tGPLoy3lStX8qtf/Ypzzz2XD33oQ4yOjqKUIgiC32jO2xXsEgt+WrTJijnytEOSzjHX3kCazSOkAWuxVmJKy2i9SaM6Quw42KKPgwAhUMIO3rysxnFdEjKEgFY0Qmr6dLoz6LxPYTRaGDrdKaQqOeSwg6lELr2kS7+9hVt+dSM//MXVJGnKSLXGvZvWcPu99+EqD6lKGhWXkbDGvsv34lkHHcLfvupl1MbqlHmHuaJLN50nKxLieotaZYSiKCh0gef4JMkMU1tWY8mIoxaO45EUJVPtWWwvQXUzzGwPp+gys/kOyFOazd2IKw2iKGC8VWNsbIxMO8xtmaXotHFMDibDpSD2S2qBpOqrwb+RS7Me4bnQqAbU4yrV0CfwxCD9Y5pS6oR63CDPS/K0YG52nk6ng1DQS3v4QcCe++5LVB1nfr7DfL+N8isoEVBQUpoEzxaMjo4yMTrORGMcR1g2b9lEr58jHJeszDDFIK9+WeZYYba66CiU6+JFPo4LVa+KFh6ZMaR5j8mZTURRhLCS0kj8MEKbgYW8zFPyMiMrC8osx/HlYIMsI0iSDhqLQVHokm6/h1AucVxFISiNRoU+lVaDer1J4LjkeYoSDmFYpSwNedFn8cQoSZKweXqGLCvI0z5lniAsTG+ZotfvUOqcMIxo1etoaSnLkiD00BgsGmUtYeQTV6u4KKTrYB2JqxzSPCEzOZ7vUK3WsHaQNtQTCkeqwaZfgYfj7pIh9lsjpaQoiocc33fffRkZGVn4e+CPLrAwucLAOnPDDTfw7Gc/e7tzjj32WKy13HLLLQCMjo5y6aWXcswxx7By5UpWrFjB5z//+Ye1Gu+I4447jna7za233goMXE+OOeYYjjzyyAUr/lVXXcUzn/nM7YKCn/KUpyz8f5u7RqfT2al7/vznP+fII49c+NGGwdLxHnvssUM3om1yCiF41rOexb/+679y3333MTExwZFHHrndeQ+UCwZuF91uFxhYr/I85y1veQsHH3wwu+22GwcccAAw8Nl8IDuyBOZ5zqmnnsqyZcv4zGc+s3B87733ZtWqVbzqVa/iYx/7GDfddNPCKs6OMnU8nu37WNlRPTwcP//5z/F9f7vVKyklT3va0xbadWfb8ZG44447OOywwwYZxbby4OtvuukmDj/88AXlHgYvJqtWrXrYPgY8xGd3//33J01T7r///oVjj9THdsTKlSsXlHsYKJnwP37hL3jBC/jHf/xH3vGOd/CjH/2IPM950pOexMTExMOW+WAqlQqf/vSnOeKII9h9991ZsWIFt95660P69YNXcBqNxoIcd9xxB3EcLyj3MHBp2ZGitY2iKLjlllse0k+2WU0fqa7hkeeRnZ0nVq1a9bDK/c6yM22watWqBeV+R/Luah6pn+3MWHs4Vq1atfD/bS8mDzy27WVofn7+MbfvzvCb/Jb88pe/pCxLnvSkJz1Enl6v94THL+waF53+ZoqkiyktAoMnBSDQJVAWA1ccO1CgSmPIjUUIF2sU1pQUlBghKcoSgaFZW0wlHmGuO8nM7EaKMqHQCWXeo5dMU8iCdZvWc999txIEklyURHGM8R2mZucQjsD1FNIY+t1Zpjsb2Dy5noofMtIcJS8s6ztbuOiaS3FzKIsCkaRUKhVC12FudpKZzhZCP6A0lpnuJrKyQxgEBI6k159jvj/DolaNamFxOjmBFPR799Odu584alEfWUklHmG01mR8rIVRMVtmOyQzG3DkPLVIUw8UzcClFUomWhG1OGC0FbN8cYPRWo3Y91g03mJs0RiLRmImFo3RbNZxXQVK4qoKeZ7jVzwmxkZg674DGEEtrhH6ERsnZ0mzHqNjywmiBioI8RtNZmZm6M136XRT5mYmme1O007a1CoBkQu97hzIAkxJUA1xQhcvqqKtwg8UlYpLNQ4HWX1cn0qzTqAGPumdfo9aXMH3fRojVVr1GspTFMXgZSnNDWlpBwp6ENCdmyUv22jrDp7B8fD8GCsEWdInSXqUwqL8AN/1oNRMb5mh02tTG6kSOC7aGiqRhyk1rnTRpqDZaNDtd9gyO8Pm2S4bN7UJwspgkjQWnZZk3R4jo01ao038wCNyPaQyg8w7JqefJWRZRhD4KAMmK8jyEqzEES62FOS2REpBEAx28hUM3HN8L6R8gjNQLlu2jE2bNj0kE8LXv/51fvSjH/GjH/2I5z3veQ+57oEWoH6/T1mWfOADH6BWqy38bfvh3bhxIwBvfetb+fCHP8zf/M3f8MMf/pDrrrvuN14yXrZsGatWreLqq69mcnKSu+66i6c85Sk85SlP2U7Bf3AgWBzHC//fpvjv7HJtu93mRz/60XbPVqvVWL169cO6A6xatYorrriCPffck/e85z3ss88+HHPMMfz85z/f7rwHK9RCiAW57r77bp73vOeRpilf/OIXufbaa7dzT3og9Xr9Icc+/elPc/XVV7Nly5btfGGVUvzoRz/ixS9+MV/4whd48pOfzKpVq3boCgCPb/s+VnZUDw9Hu90myzLq9fp2z3XhhRcutOvOtuMj0el0tlOY4aFub+12e0FReSDVavURlfEHl7OtP83NzT3k2DYe2Md2xINl3ca2a84991zOPvtsrrrqKk444QSWLl3K3//93+90+sCiKHjhC1/I5Zdfzj/8wz9w1VVXcd111+0wwPDhZIEd1ytsP9YfTK/XwxjzkLre9vmR6vrBZT94HtnZeeI36aMPx860wYPr4Ted935THqmf7cxYezh2tKoYBMFDjllrH3P77gy/yW/JNsX/wSsm28bt7+pla2fZJf4DnuNTaotyBNa4WMBRBm1zsB5WaxzPRaDQWmOswaKQErACaxUKA1ZSGMmS+ghpqZnpzOE5EikcQFFQ4KkQRzikOuP2u+6g4lSpRBG5LnGlQoZVbJmjlUZKkDiEvkshJXdvWM/bX/2n3Lfubi6+7Lvcs+F+jjnoCBYvWs59G9YgSkEUVNAmQ0ooSnCliyskflzBx8E6htm0TdTXLPJrdAtBns2h+yXKOFTr4/hBDc8UNAJBVB+lWxT021PY3hS+P9hYq+Z7IAp84eBFIc2aT6s1Rp7npP0eYeRj1CDqWKHIrEEnPZRyKYoMqwWF0XS7XcYnRlF+RGsEiiwn9B2sKZGOpKJ8XD/CipSizLDGUqkOAk11UWKKklIPlro1Gp25NGoVpCzIeilCKZKswKKxto/nVRkbXUpe9DHCEJQhUVWgtabQFun5LGnWSPs9ukmX8dEWeZYgpUdjdIQiy2nJGnleMtvpElVC6qGDyS0FOTgeQSWmSAcZg4yX4wqJ40hc18d1QvrJHEXWw5QKx3fIE03F8cjzFExJXKni+wrXdanGNfJSE3kKIwSdPKceVRj1A1bfdy9KhghTUCYlWZ5jXIvruGgjSDONTbsErkchDMrxyLXGWkvoeZiyREuFA8jAw3NctJB0O/OYXFIGDtETHGT79Kc/nU984hNcfPHFvOpVr1o4/kAL4/j4+CMGlEZRhOu6vOENb+DVr371Q74fHx9Ha80Xv/hF3v3ud/PSl7504bt2u/0by/zMZz6Tn/70p4yPj3PggQdSr9c5+uijeetb38q6detYs2YNz3zmM3/jch+Oer3OU5/61IcEAcJDFawHctBBB/HFL34RrTVXX30173vf+zjppJMWfMMfja997WuUZcmXv/zlhR+038Q1ZL/99uPcc8/l2c9+Nn//93/PJz7xiYXvxsbG+OhHP8pHP/pR7rjjDj75yU9y+umns99++3H44YdvV87j3b4PZkfpWbe53zwW6vU6QRBw3XXXPeS7B1rbH6kdH86l6YHEcfyQetgWmP5AWXb0Y99ut1m8ePHDlv3ga7Z93mZ1/12wrS+84Q1vYPPmzVx00UW8973vZXx8nDe/+c2Pev11113HLbfcwuWXX87Tnva0heNTU1PsvvvuOy3HjuoVHlq3D75GKfWQettWzmNxXflt54nfhsfaBo83OzvWHis72747esn9XaT73Ha/B/fTbfLtipe9x8IuseCXWiAAhEIIgRSWUlukCBYq2hqJdAOk54OSZCYfZNIxCiEsxgqU61AJYnKjmZmZRAmNdBwQJcYUhI6H0CW5TtFFScWvYlyFySxWQF6kWKPBWjJdIpSEUpMVAiV9xhotfnb79fz89l/gK4cDdt+LzVOTTM1M47g+Sg2y0biui7UG5WiMMEjlI4RgNp0nS1LGChfR73HTrdczM3UfWXcWV4bUq0uJnArNMGB8bAzrBNw/uYXptbdTzm+gUXOp+j6+ANfVjI7UGVu8iHotAunS6SXMd+dZsnQxixYtohY38B0Po0tAIB2PTBvqjTGEdHFdl/FFixHSo9tt4zoBQRCQFgX9fg9dGqrVmErkYEtN4AYEnoO1Ka1mlUoUUK3GjI8volGPGa03cV2X0rpUKgGeo3A9gZB28CKQlUidU9oc6Ti4WuJ4A3/10hhCaahFLsoNKVGYMqfX6WKNwHddHOkT+RGOoyl1nzzJ6XVS8mIQbe4IcKXCFIY069PttWnWWwRhFSV9pIQk7WBwGBmbYGzRGK50qVQDhOcMgnDjKlnRRwhBPQ5YNLaIahBhTUnFD6kqRVzxmO/M4xkYH19Er1ugixJpDEm/R6/XJ00zyrzA6EFsQlmWJL0+thxY640SCCXRZYEbDDZ6S9IOCIPnBTh+AFqg1BProvOc5zyHAw44gA996EMLltgH0uv1dhig+ECklBx++OGsWbOGffbZZ+Fvjz32wHVdms3mIHi5LLdbmu50OnznO995yET7aBambQr+lVdeuaAgPPnJT2b16tX813/9F/vssw/Lly/f2SrYIQ+U4YgjjuDuu+9mzz333O75pJQPq3xdd911XHvttQAL7i/ve9/7mJqaelSL1TbSNCWO4+2sVf/+7//+EPkejuOPP55DDjmEc845h/POO28hAO/ee+/lkksuWThvv/3249Of/jRKqR0GvD3e7fvgc6rVKv1+fztXsl/+8pePWsaj3e+II44gTVO01ts9VxAEC24eu6IdV61axS233LJdTMsPf/jD7c7ZluEkz/8n6H5ubo5f//rXC37WO+LBmY9uuOEG4jhm2bJlOyXbb8r8/Dz//u//vtAWExMTnHXWWTz5yU9ecJt7NLa9nD3QfeTaa6/l3nvv/Y2sy6tWrSLPc+64446FY7feeusjtovruhx88MFcc8012x3flrnkgXX9m1q6f5t54rdhV7TB483OjLVdwc627wOzv21jm6vhA3msqx0HH3wwjuM8ZOX12muvpV6vs9deez2m8h8ru0T7cN1BlhMjDHElxFqNtRKrB5aZMHDJSen2OqAtru/huxGxqhFXRvC8QVCi48WMtBYz254mzWdxPA9jSwwSI8BKixUGaR1GRpYTRKO4TkQYR1SDCp4KMVbi+SGO42DzciFgMpAOruvy46uuZXYuZdnEchpRhOv7pDohDDwKkzKXt+n0MupxBT9wsEWBGwz8vMt2G9VJKDptsqRNnvQJRMDE2F6MtxajlGBktEGlUqWXw/TUFoqpe2l4ltGqouJBoxbRbMVEkUfgu3iui9Alk3Nt1t2/iVoYD14wlKBai6hUQpr1GN/3Kaym1+vR7bSpRD7NWp3myBieG5CVBUmeoRyfKKwwsXgRrutS5IPdXx2pKPMMjMYUOVk/wfMc/MClWq0S+BV0Xgx8xuUgI4B1JKKEwA2oRDGVSoAfOgirMXkGxqLcECEspSmQCqwwTM9OYnWBGwx2hdNKkJaD++oyBTsI2K1UPcq8z8xcF20KfN/F9zy01oRhSKs1yJgDkOQJSdIjSRLa3Q79fpe018XzPOJGBYWgKDN6aQ/XUWg9SKupbEml6lGJa3iBT61WIe92mZucZGRiMUEloNSGvCxxg4DID0k7XUyaII0mdDy0LhAolFIIDNZa+p0uaT/BmBxrSso0xRYlVhs838f1PMIwxK88vjuoPhgpJV/5ylfI85wjjzySj3zkI3zve9/jW9/6Fu973/s44IADuOeee3j3u9/9iOWcddZZfOtb3+JjH/sYd911FzfffDOvfvWrOe644+h0OniexyGHHMJXvvIVVq9ezS233MKLXvQinv/85zMzM8Odd95JWZY0m01+8YtfcPPNNzM9Pb3Dez396U9nw4YNfOc731lQ8KvVKgcddBDnn3/+Q9xzflMeLMMZZ5xBt9vlNa95DTfffDN33303H/nIRzj00EMf1lXjsssu4+STT+ab3/wmq1ev5uabb+a8885b8DfeGZ70pCexZcsWLrzwQjZu3MhnPvMZfv7znzM+Ps4tt9yy09bxl7/85bzoRS/ita99LdPT06xbt45TTz2VT37yk9x5553cddddfOQjH0FKuV1sxQPZle27adMmrrrqqoddFXpw/R9++OFYa/niF78IwJ133rldTMHDEQQBYRhy5ZVXcvPNNz8k1uRZz3oWhx56KK961au44ooruO+++7j44os56qijFsrfmXZ8/etfz+tf//qHleOUU05h8+bNvP3tb+fWW2/lW9/6Fl/5yle2O+d1r3sd/X6f173uddx1113ceuut/OVf/iW1Wo2Xv/zlD1v2xo0bOfvss1m9ejXf//73+exnP8spp5yyQxeGXYGUkje/+c2ceeaZ3Hzzzdx7771cfPHF3HjjjRxzzDEAXH/99RxzzDEPm+Lz4IMPJggCzjvvPDZu3MgPfvAD3vKWt/Cc5zyHO++8k8nJyZ2S5YQTTqBarfKWt7yF66+/nquvvpo3velNjxoL8Na3vpXvf//7/PM//zNr1qzhxz/+MWeddRbHHnvsgq/2zsxDD+a3mSd+G3amDXaGz3zmM495t9udZWfG2q5iZ9r38MMP5/rrr+eWW27BWsull17KZZddtl05v00feDCtVotXvepV/OM//iOXXHIJa9eu5Stf+Qqf+cxneOMb3/iQ5BaPN7tEwU/yAqk8lPTo9VOEGGRS0DbD2JxONlga8ZQzsIpmBmkFwjGUpofnVmg2FuE7LlNTk2T9bLABlRVgHbQWSGOxhUHgYoWkGVc58oCDWTExQZpm9Dpd/FpI7CuyvIewBWmRU+gcIQtyo+n2ezQqESMjLfbdd18WtUbZa9ky0jxHG4MjFS4evhfRT1MQJbWROkl3lnLLHC0RUqYdtmxZg04SxhuLaLWWI5WDdRxGxxZTGMXmzZtpb74XVczSrEcY5eDFIY6QYAz1eo2xsQnCSp0oCqi2GsReyKKxMeI4HmQxCUO6821mu3NoHJSSuEJBWZD255idnabd67Jlyxbm5mcIw5A4DnGcQWCn0YOYh6SfDXZcVQ5xXMf3fRyl0LpAa4uSLlnaRfkeQVwZfM4yZmZmyPOUSjXCCwKUUlT8GOUNVjO01qjIp8xT+v2URmWQ9Wh2vkfW6yIsKOniOA6ml6OKBGUyMCVKKUbGJigNlLbEDyqElYi4HiNQVKrR1hSrdqBcixSrC7JCMDvfIUvniYKALNOk2TztdptOe44tk9P0ky69Xo9NmzYx3Z4BB2LXpzVSRTuCjtZkmSbwfVoTdbZMTlMUBVEUYYwhTXLiKMIIg+MPgmo9LwApSPOcfpIhLFSjmDgK8H0fUxZIY6nUGgRBMAiwjXz8wIUneIDDIDDv+uuv52UvexkXXXQRp512GmeccQbf+973+Ku/+ituu+22R3V5Oemkk/jiF7/IxRdfzOGHH84LXvACsizjsssuW/B//NznPofWmsMOO4yXvexlvP71r+cDH/gAK1as4Oijj2b9+vWceeaZbNy4keOOO+5hczY3Gg0OO+ww1q1bx1Of+tSF40cffTRr1qx5zAr+g2XYbbfduOyyy5icnOQZz3gGT3nKU7j00kv5+te//rBBne9617s4/fTTede73sUhhxzCC17wAqy1fPvb397pHYFf8IIXcNZZZ/F3f/d3HHLIIVxzzTX867/+K6997Wv58pe/zP/5P/9np5/p05/+NNZazjzzTI499lguuOACLrroIo466iiOPvrohd2KH24XxV3Vvqeccgp77LEHxx9/PBdeeOEO7/Xg+j/ssMM4++yz+dCHPsTY2Bive93r+NjHPgawnVV8R7z97W/n61//Oscff/xCPv5tKKW45JJLOPDAA3nJS17CIYccwoc//GH+7u/+bmG3zp1px9tvv/0RV7me85zn8PGPf5xvfOMbHH300ZxzzjkLWUO2yb9y5Uq+973vcd9993HEEUcsZBr5wQ9+wNjY2MOW/epXv5rZ2Vme9rSn8dKXvpTnPve5nHPOOY9YJ4+FarXKd7/7XdatW8dznvMcDj30UD784Q/z3ve+d2G34Pn5ea677rqH9S8eGxvjggsu4Ac/+AH77bcfH/3oR/n85z/PG9/4Ru67774dxvzsiJGREf7zP/9zYVy+9rWv5Y1vfCMrV658xH5x6qmncv755/Ov//qvHHDAAbz85S/n6U9/Ol/72tcWztmZeejB/DbzxG/DzrTBzrBu3brHLef6zoy1XcXOtO8ZZ5zBi1/8Yp797GezdOlSvvrVr3L22WcD/zMmf5s+sCPOOeccXvGKV/CmN72J/fbbjw9+8IO8+93v5j3vec9je9BdgMiy7DGtUZx11ln8kgbGFMxOb6bRrNFoNNiwYf3AtUYDRU6BwgldMBZRCqw1SGUoLNSjJkYK+p0prLVI5eM4EluUpFYjhMWXAUJJjCmxVuAowd577M58u8umyalBSsIwJFQDq/HMzBb8MBhY8k2J6/gUWlMaQ61SwfcEs7PT4PgoBJ7wkK5DlvephBGdPMf1HQJjSSZnCZ0ATMn0lrVUvYhabRlGKhQFzdYo0glJe32SuWkoujiqRJuCrFRYnbFyxTiLWqNoXQ4s9KYkjCpEvkK4DoHyEVJTFinVah3PD7BSMLdlFi0c4tBFFyWTk1PMdtqURhFVG4AhyVKiKEBKaNSaxJUQx3UHbi/SRbke1locKSh1PkgTKT0MGihJkoJgqw95mmdkWcb89BZaY2OEYcjs3BytxsjgpUsMXoQcx6PEUqRdSi1wgSTPyPNBZhljBb7rUZQZCIHrOXieR6fdxQhQTkDSy6EwCN8h9Ay+G1AUg91lsyLHIHEFFNpgdMZ8NycvDPVYUq00kZ6PLXtkWU5eFHRm+iByCmtw/IBmrcrExGJEaTBkzHd62NIwNTnJihUrCIOAdqdDtV7Hao2xJXlWkmU5zWYD5QxeZIKwgtWaubk5XN9jfHSM0FEYUyI9Fy/wIS+JanXCMMaYEsdxcBwP7Sje8/+dvd2mTEOGDPnD4bbbbuMDH/gAF1988eN63yVLlvDGN77xUVfXnghe8pKX8J73vGen9zEYMmTI488useAroJ+0MTaj3Z5l46a1OMpSGonWcOzhT2PxyBi9ThfXdRGORpsCW1rQhmJr6kSlXJTrIDBI6RJGLaphC+UMfJxLaxiEzQpmO11+8eu76WcGqwtKLGWaMjWzCV1annTk06m3FgOG3GhKDdoKjlp1AK5S3HvfejrdHAeB7wb0iz7aFmghSa2l6nmUWzqkkwm+cujMr2duci2taJxGY3eEUEQOjI4tAusyN7WF7tRadDpNkmXMdwuskbhCs3x8jHoUkOqUbpaijaBar2GLHM9RjNYaVJpVClMO/La9kEIIrBE4wkFag5I+3TSjOTbKoomlNJtNXFfQTxO2bNnC6tX3MTk5hbGDZepty9VRFBH4CswgOLTI9dY32JI8TSgKTehHKKVIiz79pIMuSkZHJiiSgvXr7keZQTcpdEqZ9nGkRZuMotfGDyLiOCTJMwoMYeRvzXxgMGVGicV1HGwpKDMDRiCMYm52Gj8QjCwao1ENSfsF/X4fbQZpOXVRDl5q8mKQ698LaFQGwchaWOY7bZJOm16vR56k9Dp9fN8dbNjl+FSCwUrF/NwMBSVZKRClgbygUa8ipQTh4PiCLEtJ8j6u6xLFAa7rEEcBZV4gLKRFhpIw1mxQjUKSfpd+2qHdnsN3XcIwRrkOuhgEZ7tBCJ4HSiL43WQ0GDJkyOPDV77yFZ773Oc+0WL83jA5Ockdd9zB/vvv/0SLMmTIkEdgl/gPbJy8E9cdKFdpmtPr9qlWqzjCUFBw89q7qIaKkXqNLCvRhcUJ6tRaY3Rnp8jLhNAPKZFgwRGKLEkoA03s1pHSIc/nkBoc4ZLqPhMjS1gysTu9YpZqsJy1mzaiS40QDiv22Jfm2DLWT27CcQzCCchNiisUlXrI/Lo2TzvqCBQO37niv1k03iB0qyjhMN6qUHQzeps71ByPvOwyPz9FHFaI4iV4eEhrqDbqeJ5Hr52QJm10bx6rczI72LCr7kElUPhxkzCUpGmKyB3iOCaOfOI4xq1VKcqMbr+HLyqEQY21k+tZP30nE+MtQiegNlLH5Bm50VTrg9WRXqdLcf/9zPb65GVJu5+wcf1mDjpgX2r1CF0OlqCElGit8VwXx1MEQYTrB6itWWmklChX4iiF44YUhYfvhEgFeT4IJN1jYoRadRQlCooipyhKcBRh4CDjGCs8tMkIJiYGOZ7NIGBWqcFOu/UgJMsysryPNoP4Cc91CJojSEeQZ7OY0hBFFZAas/V6KSW9fpcyL/G8gR9+XiTY0hBWY/IkpzM/TVStIB2PJJmjL3o0/SYuDtUopjAls1NT+I6LUQYniJjrT1GvxZRFgaaNK1w8RzA3m9IpNI7j4CmLIyRRFOEFPqYcZCvyXUWtUqXb71GtNunQGdSl8lDxIJe/4wfgOAM3JlPiyF2XQWDIkCGPPx/5yEeeaBF+rxgfH98l+caHDBnyu2WXKPiO8lB4FIVBIvAcnywrsNqgHJdNmzaR1upYaTCmZKS+hIMO+xPuuu8uVh54CDNzc6xefTPK9RFGkukc3wswRtNNppAohHLAtYDGlQFpkYLsYrMO7Uzz7KOehqw0mZ6f5871a7jl19ex9267kydViqxPr9fhL459PqsnN9Gb75CWmiMO2I9j992H//rxf2OCkKTXR7dzRKqpxyH9zhRJb4bIb1INmggBUinGmqMUwOx8m7I9h9A5FoOQllhaPDlweckRZL0uSappVmvU/ACpDJqB+w9IfAVGgCgN9UaL9q/vYe09d7H/PicyMraEfq+NFQ7NSojnefT7fZTQ+GFAd9MUOC5pWWCER2tsFKwELL4X4bhia3aXPl4QYoWi1miAKZHS4AUuQVAZ+Lv3U6T0WLx0jF6aMNeexSEgKRS2M0PS74KVVJst6nEVZUtKobGmwFVQpG26833KQuN4PqY0gwDnsk/sVPBcD20NuTCUxuB7PmnWJ+/nuJ7CCRQGReRFJL0+nueQZAPfeC1KurM9yq2uzUGhCZ0Iv+VT5An9fg8/rlDalE6nR+h4tOfmqFQjfD9Amxzfj8mMJunmVKNB2lChBfXRJp4bDYJoJVt9/j3KXBP47mA34qCKiaJBEGGtTrNWJ6zWWLRkBdIatAQnqOA4HpZB1iiBxXEc5K5ZJBsyZMj/Mh64mdWQIUOG/KbsEgVfhSGmLEiLDE8apDPIhCKUQFmII4/5pIdjwPU9tFty8B6L2bT519x9320sHV9C4EekRY4nFUhJalNcIZE4mHIQBGtwMI4kz0sWjY2S9Ge4b/29dLs5K/faDTM5zQuefBxP3nsF5/zHr1Cp5ZlPehL/+ePvMj/bZv30HJ94/Rt5wz9/mnvXTVH2buS1LzmFdx9xGN/87je58kc/BVlHlwmU86TdHpXKCJFbxRQJQRgyNraITMPc9GbKZB4fQ2ETrBYoTxD7EonAICjTDNf3kEKgpeX+3iS9jT1qvovWmvHRCer1KrWtFulNMxuIfY8D996HkbFRHN+j4cSkuUdpDMLkgKE0EqsNY/U66ydn8ERAXLPoIqM/38MPAzQZlC5BReHLCFsajDbkaR/fE3Q6fXw/BkqE1eQ6JU1Tpu/aRGe6i9AllAVZUtJc1KRSgHIErVYN097ClvUbiSo1nNhjrtOhTFOKohgEnaYpSZqS5DmNahU/1ujSDPZCEAabZ0gHfC/EkwFaSKQoEAxWOowtKUuD78RgNDov8VxLHEWkaUo/Swkjh/nZNqWUpInGdw11L6RPSdLp4DZqpHmC70aUaY7AYcPaKUZHG/ihQz1uIHRJmpVIVRAGHmXSwyqB4zogLYF0wCj8SoCjt2aKUoIwroIn8SoBQro4RoMUWCv+J/+ukKidDLYcMmTIkCFDhgzZlewSBV/qFJRH4CiENShcjOqDkSAEohQErkUJj36S8sKnHcwNt/+S+9dupuh1Wd1u4wQe3dmBH/RIo06W5BS6xPM1Rrg41lAKST/v4SsXzwsIlI8jY6Kmxw9+/APK1DJWH2GvvXYnz2D1lo2oNT6LKw06YZcNk5u4ac29PPuIp/DLe27niD325pZ16/mvf/knii0prbBBmkxT9Ns4KOr1CXLtoIRifNGeCE8y150nnZ7FKftIUaKFAzZHSIUUAcZ6hNWQUmj6eUHND+iVJbf+4mbuXztJmnQIKlVqN/yKA1fty9OfeRTxeIvxsSXkaySb7CZW7r+KLVs2E0fztCaWoLMEXRrK3FLmOZUgJFw0gbe7y/LJNrf9+h7uXruJ9RvXEwQe5eQczVbAxNgYvbn2YJfZehXP82jPtslzQ3dulvlyirSEuekZcApmpnsoJVixdBlLlu+BH7hEUYQ1GSSDly/lKLr9Qf5u3e9h84yoTBHWwwY+uUmRpWK8MkI3T5FCIpSH6bcprcH1PALpkczP0s8zgtYIUVBHK49eN6PozA9SgkqLJ0uE6+A6EY6To0tNmqYkSUKRFJTGUh1pMtKqMT+5mTzPkVgq9RZ+xceYQQDy+OgYM+0+WTLLHnvsRa+bkGcljguOlOT9Ls2JRZhKDUe6zMxO0u5Ms/SQQ1jc2Aed9On3u0gpCcIqru8hHAVysO+D2LpTM1sVeqUGx40xDFX8IUOGDBkyZMjjzS5R8K0VmLzACINQkkJrHCkxQpBbjSMVEoEWUA9DvvfT/+bk551IqBTfveIHVCpNOrNdXnDMM/n12nu5d/19NCsNCgxFbnFdhTAAlsiv4SuHu+++h4NX7ctTjzyKtfevxwsCeu0ZXGvZsnmKRq0Fec6aO++jUo9Y3hrnrrV38+mvXszfvubV/N9rf0CvSCjnpyk29qkHIf3uZrJel0Z1FOV6lJlhLI5pjY6QJpp0foYymUVhMFIhlUAXGWUJ1UaVMrMIYZEKin5BfWSUdevWctMvb2F2yyQKF+WFCFEy09nCZWs2cNMvfklcjaiPxJx66mmcdMop3PbLnyM9l+boCI6UeGENFVisKckLAVrieXW6vVlGRusc7O6LVIp20uP+NRsYGxmlEU+gPIWvIkqt6czOkSVd2rMdep2MWsWnMAXdToFyPCqVmNGR5YwvGsN1BXluwHMohKZflgjfQ9mBl1Rf+Lh1j7BhUVKC0bhCEvkBs7OzeEZgMo0jPLxahFSWqDbKbKdNYQuCuALS4khFr90jSVK6WQ8ZjSLjiLxIca2LoxRlWZBmBUaAtAa0wZcOtXoFIxVWa6wDvh8gXYfYC2i350k7A/ce13fJixRRaA45/CCKIsUxmqmZGZbuvgwcn9j3GF20mF6WQ1kwVlnGIiEJqw20LrFIGs0xSqMJggDpumRFhjWDvRmwduCWI7bfldNaOwyxHTJkyJAhQ4Y87uwSBb80BiUFSjsUaJSRWDPYAdVaQSkLfHyMLsikpugb/u1b/0nkqcFWv9rieR4oEN4gxaLEIIQlDmOKMqVUFqlB5gVjyxYhUPR0DjbBWk0Ue9x7zyzrZ2ZpOQ7Lly4hmZuiTApm+z3yEmKnwr33ruaiSy+lZuG6H13FWFSnGQa025tRBpaN70leWooyZWykRaVSoZ9npP15ZJbjOwqtJKIoEWaQCjKOq1QqFVRlsPOtMVDxAma7fa65/pek7RniqEqr1sCN6riuQJQ5JRapInqdeSbX389br3oLb3vPu3jTa17HPXfczPd+8D2aUYvjnvXsrbvB+mhTZX5+ln63iykspS7xA8nyFUuZmpsnSRK0zbn59l+yatV+hGFO4Pp40sFTPmMTISNjBisl/STDr+aMjo5Sr06AKsiyhLKQCGEpioyigFC55KWh1Jpka3ae3JYUgQdKEDgx62YnUb0+tTCmkyU4kSSQlUFQb69P3GgRuz7WFVjXJ/NjckqYmmJ6doo4DiiSOUoE1dYiysJAUeJIgSMVWkIliIjCgH6nC8bQrNfJegm60OjB+wj1yCNw67Q7BWmaEsU+rnJohhad9Wkt2gMTaxYtWUGlWqWbdRhbvAxHOLhhTtbrolyHeqVFoQcZh4wvUa6DKz00FgmEfoDZqr4PlHuBHGj4GGMWjg0ZMmTIkCFDhjze7CILvsVoAwKENYMUikgc6eBah8EX5daTJUHkYvqasjQIZXF1iecLfnTNlYTVOmPNFmWaIYXE9V3KskCVOdoKNs/OMpl1OfqgP6HILbf9eh1rNq9jH72MFUvHWbNxHZ0sJTSGzZ0Os0mb0GkwXhnhtFP+lKvuuIr/++2vsf+i5SwbW4zNeszPbyaUkmptESUgHVg+ugRXOczPddE6R2ERLghrcaSlcAQSQSP2ETKiXo3I0j7T7Yx+rvGkZc29q0nn51mxYm/2nKgz283pFZosycitxotiKHMcN2RsSZ1Kt8nHz/5HKpUaf/7sZ7H51+s55E//BKEU0pNYYXGJCMOSpFcijKHUHZJOj163R3++R6c7i7GWeq1C2e9Qa42wbM89MMLSa3fJsxSlFP1ehiMNcStCOR69dA4hBEoprE0xGqT0UE5J4ShcAZ7wCbRBWUNZlpQIlHTQuqAaNUmSHhtnJukkCZ7jMzHSwvQ61Gp1UtdSqTdQ8wleKRCOQJQWZaDmxkjhkqV9ur0+yvFpji1C6YJSWxpNlyzPcYUg7Q1SVnqOwnMlfiWktIbddl9BZ2Yeo3s0Gg2U6pAVPibPqMcR0YhHYWFkfAnoQa596/l4WYATROikx/2rVzO+ZCn1WguNRSkHJSQmzwcZhzwXtAYsUjoIazBGD1Jubh0H2/62fR4q+UOGDBkyZMiQx5td44NvHRQGraA9m1Br1Ak9j5mpaZq1EI3EliWOcLBCUJQZQRAgrESUdqBUG4dKJUAA1pRITyGsZXZuC0q69PIOjcoYp7/or5jL5shsh9X3rSOuNzi82SIpExzXZWrtnURuxO7Ll7JifDH9XsZznvIUblp3H1PpBu6++3Z2ry/Gtz66PYPJOlS9CmHcQJSGUEma4+PYwtDtdDFlAlajbIHnSUoGO8o2qh6OJ6iHMdYKlOsQxBGaeWJdElVibrnjdiBlcb3C+NK9UZvX4XVm8EdGSQrNXCchz1KyMqPXNbhujVV7HcL73/l3JH//d1zwzW/x61t/QZGnKOljBfQ6XbQuQOR08h55llBaiXUVcTOgUl1MEPksXTJBrVbBb9SxRjM/N0eZZEgp6XR6+GFMrVGlMAVZ2kdISRxXKYoMR3mUtgRKHMdFlwXCdZDKIpVEFwVuJUBaidAlpRXU6iHVWkhl3me0WlIIgfI9AHqFISVjLk+xRUGIQJc58/PzNOMqoZR05+aIgCSog+8jRYmSFiFdijTD811MViBLQyWKKa2h1+vRqtaJ45jxZUsJgoBN96/F90L8ZkRhUnTaJfRdRieW0lyyBITA5ileFGMdjyAIKK3BGEOlUqE+NoJyA8osQxiLkhbpe4BACInYmhRHGzOw2jsKq7e56Gx1yLF2a9Ct2ZrVaMiQIUOGDBky5PFjl2gf1lqwiiy3PPXwp7Nq74OZaC7j6D85ina/hzElCEWJxViLdAIc6+AIF1SA7wQo6SOUIi/6lFpTFAXWWmrVFqEfYTRUKyGjSyssX9ygNzfN/OQUOkvJkpR2t0NPR/zp8afS67e54de/ppMX7LnnKvY56ABWb7iXT/zzp0g39hiPRrF5F6tTRBBRqzVxhUe9Xmd0dJwszZmbncIUfZSbE3kljgeFHSidzZrPRLNCxfdo1ursvtsE1UpArRJx5KH7cNB+uzMzNc34+BIWLd2dfprT2Xw3e6+oI6XEMX2W+Iax0EUpgaMsjudS5AmJzli1z378w4c+zIVf+y8OOPAIfC/GlQrKDEyO1haEi+c5uE5MJa5TqwRUggpxNSIIXdI0HeymKiT9fhcHy8hok6Aa43gBpSkAg6slgR8RhSHWauK4ih8GhHFEVIlRvofvDrLFSKHwPB/HjzAIfN/HVz5htQ4M/M1lEKACD2tKkm4P3/epegGR4yGNRWtDIgQ6qOE3JuhKmM4SCilo1XxCV2Lw8B0PYTVR7NMYaaLTHAGMTIzjRTFBECEsxI0aE6NNer0ufuxTrY9QbdSJR5q4YURj8TJay5ZTadZxPAfPd/ErNazjYbRGa40Shkq9xcoDD0M6PmWe4StnsCmbdAfZf6Qc9F0pt1rsB/8abQduPFvdchYs+MaihET+Hhrw99xzT973vvc90WL83nP33Xfj+z6XX375w57zL//yL0RR9DhKNeB32YZLliz5jXK/P1F1MDU1he/7fOMb33jc770z/L7L97vkD2GO+UOQcciQx8Ku2cnW0RQiY2Zuhucd8yQWtSRr7r0ZTILrhtjSIqxCCAesi9SgpUWbHGxOJgoy3UVnGdJ6SBQSRWkEBoVwXSLPp1WJ+MJ/fZVvfvcSXB1w9J8cy94rVzE5M8Mzn/w8Vq5czM9uv5mlS5fT63T59n//N33Z5v87/0P89L+v4uAV+9GIanTm11LmBY7jUQtaeE6V0VadWr1Fu9uhPz2JX+a4MsO3II0lCASRC+ONBouXLiKII1r1Bq1FDeI4ZrclyxitVWhUq9TimPvW/BphC/ZZdSgTrRr7LV9EZ3aeA5aPsjyuAxLHtglEhicFrgYpU+anp3CcCst2343XvOSl3H7zHey+z+5kGEoEQVQhrDSJ4hpxHBJHNUqb4+DhKQfPcbFG4HoBWhfYvI/EYB3I8pI8SZEKXMdBCoF1GORrVz6Oq7BCYYWLEQbH9zDGUOoc4Sg8z6PTadNut6lEIUIXWGWwtsSTPp7rEsWDTbykcEjyDIvE9xy0SQnCkGZjjDAM0QyCYJ0wwMR1vN33IqlUGVsyxr67j+NKSRA3iMOIRrVGo16nWqtRrdYwQLVRp1Zr4DgOupQoBK70aLUahJUq47stZdHipYyMjdMYGUfbEoHEOh6F0dgkQQmD8lxcGeIoRTfpDNxxHBcLlFt97M02a72UWKMRDKz1xhgQA6Xf2bq51TasHXxfluWuGGKPiWXLlnHfffc90WL8zrn99ttZtWrV43rPZzzjGXzqU596QmV4onlwHfyh83i24WmnncaXvvSl35ty/lDv/7+F/y1z+ZBdwy5x0SnsQMFaMTHBx790/mAnUldx3S9uJK5GWOOibYFCISQYaxF2EJCItZSmxCkMQoEUCqvY6uNs6XbbmDIjCip0SheVpcjmOG7QpN6UfOuH1zLaWkRh29x7x+3k/Q5jiw9ht2c8hx/feAWXfOf/0p3ssKw1ATolmduEUi5BUKUaVAgDD8eTCBUwOzND3pslCnwC18GUKdpacAVSeEwsqVOthASBj+94VGsRSIlUEEcOqZZMJwlbJifxcGjPd6iPKLoSDjnkUFxKHAWOX+HG237FHffcxYH7TTA1M8fqtWvZ1C5QSrF2/UYWLanhScU3L/oq7/roe4irVZJ5iy01mcgQQhBGTRB9ChthTYp0fHJd4iqLHyjysqDoGFzXx/d9tB2kmVRCgQIcReC4hGEMUiMcnzzJsVYT+CGmtEhHIZSLyTMKYajUqhRZQdLNsLrACT1sUWIV9PsJynFRShE4CuN5VCsRynWQ2kEAni8hVxityMuEoixptmpYwGmO0miNoHolWX8Kv+IT1sawFiqVymBvBSlZtGiCIssRvqY1OoKLx9TMNBLB+OIlGCUQQlFrtUBJiqyPV6ljhMWmfaRSqCj4H995YyhKg7JbA3q1Gey6KyVSCswDUuEIqbCANRpg634PEvTgJGkZ7HsgBGWRo8yuGGG/PWvXrmXLli1PrBCPEzfeeOPjfs/999+f/fff/wmV4YnmwXXwh87j2YY33XQTxx9//O9NOX+o9//fwP+muXzIrmHXuOjogYWzLEuyLMMYg++FVCo1jJYIIXAcZ2vwodm6GZDGCoM2BUprpC+wQqGFoZOWOFJhdE4ldKgEPpVGCx/Yfbe9OergP2G2O8m1N99Ikbfp9DZxyaXf5b7169Al/HLdfdx65+3ouS6qKxitj1B2Zkjmt6A8n0rcJHJDwsAjjCpoXKYnN5N22/ihi+dajM3o5ylGlFQDn/FWncWLxhgdH8H3XUbHmsRxiFSDHWinNs/hCvCVZbcVe3DyyX/OqSf/KYfutw8GyX9cdRMnvPilHPXMZ+P5DsccezR/efKp7L77CsYnGsRhSERIvV6l2mxAAXvvvZL3/fPH+LcvXMTuK3bDCkMpLEoooigkiH0cV+L4Pp7n4rmSKPCoxZWt2WdcgkqdenMEoRS6KGi1WsTNOq4f4goXqwZBso4fYK3FDVwqlQa+6yFdiaM8XCmwSqKEIvACAAqTYR2ByA3K9yiKAscK0qRPr9uhKAqq1SoW6Kd9pBpYuIuioMgNeV5gtKZZbw0s+doQqIG/feFBEFdwHB/TS3GEoNZs0JwYI65WqFdr+J6HtKBcFxFI4jhiZGwMJwiQ214yQh/d7UOpCRwXjEG5Lp7ng9ya7aYcZMqxcpDPXrPVxUZJ7NZz2GaNt2arO5rFCrb62VtMVm510dGUQKnkIG5BlwN//CeIn/zkJ+y9994A7LPPPpx88skL3yml+NCHPsSKFSuo1WqceOKJTE5OLny/ZcsWTj/9dPbaay8ajQbHHHMMP/nJTx7xfmVZ8ta3vpXFixczOjrKa1/7Wi655BJ8318oe+nSpZx77rmceOKJ1Go15ufngYGC8MIXvpAlS5YwOjrKKaecwpo1axbK1lrz/ve/n/333596vc6ee+7Jm9/8Znq9HgBnn302f/VXf8WaNWvwfZ9zzz33IfK94hWv4PnPf/52xw466CCWL1++3bGXv/zl/Nmf/dnC536/zytf+UpGRkYYGxvjbW97G1oPXvAe6J7ycDI82rPtiKuuuopnPetZjI+PMzIywnHHHceVV1653TmP1oY33HADJ5xwAkuWLKHVavHUpz51O3ej22+/Hd/3+e53v8uhhx7KU5/61B3KcsUVV1CtVvn85z+/w+8f7KKzM7I/mIsvvpijjjqKkZERlixZwp//+Z9zzz33bHfOBRdcwF577UW9XucZz3gGt99++3bfP1ofAXjxi1/MqaeeyjnnnLNQ1lOe8hRuuOEG4LG14aPJ92B83+fee+/ljDPOYHx8fOH4v/3bv3HIIYdQrVZZvHgxr3zlK9m8efNvVE5Zlpx99tkcdNBB1Ot1DjjgAD772c9ud93k5CSnn346e+yxx8I555133sL3O9s/Hu45Hq1/Ptxc8GjPf9JJJ3HSSSdtJ8NXv/pVfN+n2+0uPP+jzUU7I+OD+exnP8uyZcv4yU9+whFHHEGz2eSII47gl7/8JV/+8pc54IADGB0d5cQTT9xOGd+Z+fSRxsAjzeVDhjwcu0TBd6UCBm4JnuPiKoeyNINUmUJhraUsy4VdPq3VKDW4RkiJkD7aKrQdKFMrmg2SLCHTBik8muOjBIGHFwmkZ7n+hqtZs2E10+0+1UoTz/EJQo9Gq07pCjpbJrn/rrtwjMQTDvTmcTFUvBq1cIIoaFJvjBDWWiRpQW96CqtTKqFDKCXCQj9JiAOHZeOjLBkfYfGiFlHgUYmqjIw28X2F77tMTCwmigLCqMLYyCh7LF/GsuVL2Hvl7hx8wCqedtRT+OtXvpybbrmOv3zHe1lx5DE86XnH05+Zx/MtSXuG+9duYHx0gn32W0HFg5rjEYYhVoZI4/J3/+c9bNx4P2NjYwPFW7kU1tLpDBRpUxRoayh0SRi4eK5CW4kWDq5yEAo85RGFVaQ7CJq1whC16kSVGsJzQINSLtJKtLWUUuJKhee6gw2egoHFO8tzPN9HCTnIMIMh7ycYM7i/YrCba9io4IU+RZJi8xJXyAW3lUKXSKVwPQ+hJK7v4FfjQaYaKQkDn2hshOrIOK4fDPZQ0BpTlHhKUqlUiKKIkZExlAXpuLQmxvArIVIJlLVQluiixI0CgkoVhMR1PFyhMHmBKA3CbK98PzC95TZZYRBQi7WDGALsIJbEGHRRYgWorTvYbvuThcZkBVoAgbsrhthvxdFHH81FF10EwM9+9jP+7d/+beG7r33ta0xNTfGtb32LL33pS1x77bWcffbZwKAeTjzxRK699louuOACrr32Wo444ghOPPFEbrvttoe936c+9SkuuOACPvjBD3LNNdewePFi3vWudwEsrJZ4nsfnP/95DjzwQC677DLiOGbdunU897nPRUrJZZddxqWXXsrMzAzHH388WZYtlP3xj3+c97///dxwww187nOf45JLLuG9730vAH/7t3/7/7P35+GWnWWdN/55hjXt8ewzn5qrksoASQoCARKGBEhkaGVyAJR+RVG4bLUbsBFE21flfYG3GW1AQdGfCtq2XNAKKs3UQphDGDKRqVKVms887GlNz/D7Y506VIVACixj99X7kytXnb3P3ms/a69nrXOv+/ne35tf/uVfZufOnZw4cYJf/MVf/K7xPe1pT+Omm27akk0tLCxw7NgxvPfce++9W6/74he/yPXXX7/1+A1veAOPf/zj+ad/+id+4zd+g3e9610Pqqt+sDGcy749kMFgwPOf/3wuvfRSbrzxRr7whS9w+eWX85znPIe1tbVzOoZZlvFjP/ZjRFHExz/+cb74xS/y+Mc/np/8yZ/kxIkTW8fi9P696lWv+q4AEKo6hBe+8IW8+tWv5hd+4RcedLw/zNjP5Oabb+Znf/ZneeYzn8mXvvQlPvrRjzIYDHjRi1609ZovfOEL/Mqv/AoveMELuPnmm3nd617Ha1/72rO281BzBCAIAj772c9y6NAhbr/9do4cOcLk5CQvetGLcM790MfwXMb3QA4dOgTAO97xDu666y4A/vIv/5Jf+qVf4md+5mf4xje+wX/7b/+Nb37zmzzvec/bcuc6l+287nWv4+1vfzuvfe1r+frXv85/+A//gf/4H//jWdeAl7/85XzlK1/hL/7iL7j55pt5zWtew2te8xo++tGPAuc2P77X58P3n5+nt//Aa8EPs/8Pxrlci85ljA8kCAI2NjZ4//vfz6c//WkOHz5Mnue88IUv5MYbb+Tmm2/mlltu4Rvf+AbvfOc7gXO7nj7UOfD9ruUjRnwvzotExzm35QEOm9aA3uG9xANC+O909hQCkGf9DBbnPFEQoVVEvRVTKyJcIZBxgigEOvD0c0t3dZn+oIsUGjwEKsAYi06axDrBrK4RlAWyViMoHHl/mXptjFJaZOmYaCVY4ykGPTaWF7FZl0Y9wuMJfIFWIf1hxrapCfbsmMV6jw4EzWaClJL6ZjGqEIKk3kYqyPOUbdsnqdVaBFFENuwjrGRtvWR8corOZIsfedwT+YuP/A0/8VzH/+8Df8z4VIOP/vd/pN7p8MynP51v3XEvvbQg2AEHj5xEEBOEknorYmlxkTvuuIsnX3s1/X6XbNilt7ZGkRUY4TFlTqAlcdhAhyE6CrBlThxqsA5rPUJrnCugNIRxhJMSISWNeiV9KU1OFCS4wFGUGUpoUJX8qCwF2kNUTxj2+0ihiOMEV5YMiiHaK8JaZVcZqc33aYVzjgSJ19XxVkIRhDG1ep2yKMiyDFPmRHGdaKxOpEPCMERJAVIgkQRSUgxzjM0RShLFdaTWxHFIpAOCZhOBRGmJt5VXv9SKMAirouBIIvAYWwXrZjPzymYgLwCHw5XVHw+12ZVWeL/1O++p5jEgXFVMLKTAeYd0Hh8qnLVID2AoirIav1T4tDgfp9gPRRAENJtNAMbGxrZ+Bmi327zjHe8A4Morr+Tv/u7vuOmmmwD49Kc/zTe+8Q0++clPcu211wLwtre9jU9/+tO8+93v5g//8A8f9PM+8IEP8JznPIeXvexlAPzu7/4uN910EwcPHtx6jRCCWq3GG9/4xq3n3ve+9yGE4C/+4i8YGxsDqizeRRddxEc+8hFe/OIX8+IXv5gbbriByy67DIALL7yQn/iJn+ATn/gEALVajSSpztHJyckHHd/TnvY0BoMBt9xyC495zGO48cYbOXDgAO12my984Qvs37+fgwcPcvLkSZ7+9Kdvve/666/n3/27fwfAFVdcwXve8x5uuukmfvInf/Ks7T/YGM5l3x7IsWPH6Ha7vPjFL+aSSy4B4O1vfzs/8RM/QRRF53QMlVJ88pOfZG5ujomJia3j8Z73vIcvf/nLZ2UAr732Wn72Z3/2u8axsrLCc5/7XJ797Gfzu7/7uw/6nf6wYz+Tiy66iC996UtcccUVaF39Sfr3//7f84IXvIDFxUWmp6f5q7/6K2ZnZ3nTm96EUor9+/ezvr5+1rgfao6cxhjDW97yFuI4Jo5jXv/613Pdddfxuc99jqc+9ak/1DE8l/E9kNPHpdFoMD4+DsDv//7v86M/+qP8+q//OgD79+/nHe94B89+9rP58pe/zDXXXPOQ2+l2u7zvfe/j13/913nJS16y9V1885vf5C1veQs/93M/B8Bb3/pWlFLs3bt367Pe+9738ulPf5rnPOc5W9v/XvPj++0HfP/5CQ9+Lfhh9v/BOJdr0bmM8cEoioJXv/rVW3Phmc98Jv/lv/wXbrzxRpIkYfv27TzlKU/h1ltvBc7tenou58D3upaPGPG9OC8ZfCEEznustWf7gAsHVIHV6btmsWkbaK3HOZBSIbwkCRpEQYfL9j8O69uM1ztc+birEZTMry6z0l0jTXMGgwytYryXYB25d1itqTmBmj+FXF7BGY/r93F5D601Thi8d0RxiJdQuJxiOECYnGYjJowUtUQRJpKxdsy+7XNMTLZZHXQZZgVTM3OMTUwys22OOK6yGipIEELhXImWgkBKhBboMGDQ67K4OE9Ur4OC3rDPT/zE8/jAH7+PXpryohf/W46vFjzhCddw+MRx5jfWmZzqEMSKPfv38JTHPoaL5/agRUhnahKJYH1lFS8kqxvrLJxYIFSadrtFqDT1WpMoTAjjiGizMLY1Nk6U1JGBRqqk6gSrKy/3KGnQbHRIkoQgrKwe4yRBKYVSAWEYEoSqOq6l2frDvHDqFL4wZGmKB8qyBGNJ6rXqYh1VfzC9sThTrdKIOKgKYa2tLCq9p9Gs0xprMTU1xdzcLGOtMaZaYzQaDRr1OlESEiCJdIDQgqRZY3puGxMzs1WnZGdojI8zdno5uiyqjLuHOKkRJbWqUNZ7rDPVeE43rTqdlcdTOov11fOCKoA31m5l7E+vNrjNeW2dq/bDGGxW4PISfLWy4EpDkadkg351M6MUPi/Jy+x8nGLnnSc84QlnPZ6amqLX6wHwta99jSiKeMpTnrL1eyklT3rSk7jlllsedHuns+AP/AN8ZqDwvT77a1/7GlddddXWH0yAnTt3snfv3q3Pm5yc5BOf+ARPfvKTueCCC9i1axfvf//7v2dW+MHYvXs3F1xwAV/+8pcB+PznP88111zDE57wBL74xS8CVSZ2bm7uLE351VdffdZ2pqamtqQAD8W57NsD2b9/PxdddBEvfelLectb3sI3v/lNlFI85SlPOUsK8/2OYRAEFEXBK1/5Sq644gp2797NIx/5SABWV1fPet8DtwNVEPPCF76QHTt28N73vvec9vUHGfuZtFot7r//fp773OdyySWXsGvXrq3A7PTxvfPOO3n0ox+9tfILcNVVV521nXOdI5dccglxHG89Pn2sHygJOs25HMNzGd9DUZYlt912G49//OPPev4xj3kMwPecLw/klltuoSiKs1ahAJ7ylKdw3333bc3dRqPBu9/9bh772MeyZ88edu3axe23335O8+Nc+H7z88Fec772/59zLXqwMT4YZxZht1qtLfnemc+dlhydy/X0XM6BESN+UM5boyshRJW53Qzi4DtBvXNsBj3BpkW4qIoXnUerECcgSZosrpxkY6PBIy/ayxe+/DkOHbuXWlTDxxn9YkCep0x3mmykA6QQDIuSZhQTrq+TLi4jA81YZxrjDcNsA4Si1uqgfEwoLONjHaSKUS5B6BRkjpKWUCoCJWm167RaLYKgCpKjKKIz0aEeR2gVIlWCdwX1Vh3nIM16NOsxSsXUajFeSOaPH0NIxey27RgH8wsnGHZTGp0Ozakpdu2Z4ltfu4X/8sG/5fL9F9HrZ3zq4//IZVdeSdrrEwjN1NwspfZwwjN/ao12fZyZmRkWTx2nTDPiWoKUlZ49CAK8ViADijLD2ZI4CPAISgeNJMYJqgLnSKMCjfASKaqst5QSHYKyAgc4U/ngFybHm4I4TLCuxDhH2h3QnK6jcAy7Xer1OqHSFFkOgaLWqCM8JFQ3FFESo5Qi7w+JdEit0cDh0Cqg3W6TZUNAEocxQaCRUmGtxVqPrEdoHaC1wCuNQpJlWZV1q8eIIKLb6+PLsrL+VAEy2byRKCsJhtuch8ZbpKi2raTAWYNz1Zw1uEpq5KtMfXXLK8Bv+tgDbK4MCFV1q7WFweYFKgzwSmHSEjfoVfM+CNGNiKLMsUVOmDz89oHnQr1eP+vxmQ5A3W6XPM9pt9tnvcYYw+zs7INur9vtUpYljUbjrOdPZ/fOpNVqfdd7v/Wtb33X80VRMD8/D8CrXvUq/uqv/op3vetdXH311SRJwlvf+lb+5m/+5iH29Gye9rSn8cUvfpFf+ZVf4cYbb+SNb3wjSZLwgQ98APiOfvxMHhiYijOucQ/FuezbA1FK8T//5//kbW97G3/6p3/Kb/3Wb7Fr1y5+53d+h5/5mZ/Zet33O4YHDx7kGc94Btdddx1/9md/xtzcHM459u3b912f98CxAbz73e+m3+9z6aWXYq0lCM5NanauYz+TD33oQ7zkJS/hN37jN3jHO95Bq9Xii1/8Ij/90z+99Zper/ddc++Bc+1c58gD33f6ezwdkD2QczmG5zK+h2IwGOCc+67s7OnH53pTeTpA/ZEf+ZGz5sTp5Mb8/Dy7d+/mR3/0RzHG8La3vY2LL74YrfWDarsfbH6cC99vfj7Yts/X/v8g16JzGeOD8cDVqDNvGE9z+hpxLtfTczkHRoz4QTkvAb6SlRRHI6pMcaVhQGx2BRLCnfFzFTg5V51IxhYIARvdReJAcnThGLnNKJ0kX1tDN5o4qZhstsmyjMwZTq0s8dJ/8zyuvOxyfu3Vr2Z7c5yJqR04DYVLMd0V4iCmWZ+msAVaeSbHpyrrxl6XMuvh3BCNZ6wxRmtco4KIdqPJWLuJFRBFCWOtJkU53GxgJOl2u1UH1UhWRaVaY0pBVI/oZyUSRy1OQEeEoSYdDNhYWyEMEso840tf+hJ3fPVWplqTXPe0JzNEEtbbHF38FB/92Cd4/FVXsdJd4ut3fIudO3aTxBAVOT/9khfT6jSZP36CtJejlKbIS6w1hM2YIjNgKy2+FwI0KOeIgohBllOLPEGcoFWIDivpjFYKhcIKiIXHSIHLC3SkyYc5xXDIzNw0RWGgdMRxzJ49e8jKAotjot4hLXJKZwnDCFULq6VFV9lGxrWkCqDTHB2FjE1OopQijALCIEJIUKIBCJIkQSiBQFLiCFxEEIX4wqK8x0iNy1JUqEmSMVyRM1hbQaiAersDCoSHIks3O/F6Tnek8s7hncPJam76zT9yCI8pS5SDUli8UJXbjxfYTY12JSszSCsQutpekWZV4B6GSKUo0gKXFUhAJQFGBww3evjBsNqHwJ6PU+xhpd1uE8fxgy5Vn5mhPJPTf/CGw+FZzz8wG/i9Pu+JT3ziWQV+pzntnvRnf/Zn/MZv/MZZf/C63e5DbvuBPPWpT+XXfu3XWFpa4u677+bqq68miiKOHTvGyZMn+cIXvnCWZvufy0Pt2/diamqKN7/5zbz5zW/mzjvv5J3vfCc///M/z6WXXsqVV175kJ/7oQ99CGMMH/jAB7aCj6NHj57zuC+99FLe9a53cf311/Obv/mbvO1tbzvn9/6gY//TP/1TnvrUp/I7v/M7W8+laXrWa+r1+ncd7zMD8h9kjjwwQ3v6NWdm6M/kXI7hQ43vXKjX6yilvuf4zjXQPv26P/uzP9uSK53Jzp07uemmm7jtttv4zGc+w5Oe9KSt3y0vL7Nnz54faNzni3Pd/we7wT5zvvxzrkX/EpzL9fRczoERI35QzkuAD9/xCsd5pNCbRYr+rOJDYyxSSoQA5wxKKdym3aDA0ahNkNoBdx28l8mxNq1OkyBQKFtno79GWVps6mgmbW781q3ce8/d7JjZRiFb/NzPvZy77/8Wf/Enf8ie7Xuo16fIsoJmrJmcniVLLRvdFZTvE0UKbMR0p0GjHSKTCJ96xjttknpIaQVhrUY/TwlVwEZvQJSUKAlZAa6skZU54xMJUmt6aR+NQMQJ3UGfRiApnCEvSwIR4FJDLoc8/srHol3AeLPGgauuYmH+JHvmAi4/cAWf/eQnyQarLC2fZKKzg7QI2LbzQp7/vOdwyeUX0V1dIesP6G70IdAEOqIwOZGzmHRAszNBrOtsqcVVhNQhsYS016deb9IYa1bFzr7SmXsBCgneobCUQC2qEUiBlI4iK1FaIGt1hDU4ZwkCTW5CVBQRKoEOJO2pmWr/nUeFAVmeY50hDMPKnrM0xFGIlFWjrFo9wVkPUeUfbwXIzXkQiwAjHbIEiyQXHmkLVJSgo4B02KfoDYhazapzcJrj0xKrJQ6wptqOwiPwFKbEW4fa9Ks0mxKysqwsSbMyx6Y59U6ncvlJc4QHK8F6h/IOKzXags0MeT4kjmOsd/R6a0RhgtYeJxX9/hARFNjMoFJLEERbqwj/2vwgBWqPfexjybIMa+1ZUpUjR46c5ZJxJnEcs3PnTm6++eaznj9dsPdQn/fBD36Qffv2nZUpvvfee5mbm8MYgzHmLH1vr9fj7//+77/rhuOh9vO6665jfn5+y/Gi0+kAcODAAf7mb/6Gw4cP87SnPe0hx/z9OHMMD7VvD8bhw4e5/fbb+bEf+zGgCrbf/e5384EPfIA77rjjnAL8LMuo1+tnZRb/63/9r981vu/Fs571LA4cOMA73vEOfuEXfoFnPvOZ3HDDDQ/5vh9m7FmWfdd38dd//ddnjfWiiy7iE5/4RFXvtbky/OlPf3rr9dbac54jd9xxB6urq1uvPe2gc/HFF2+95gc9hg81vu/H6c8KgoArrriCL33pS2f9/qtf/erWOM5lO1dcccWWW8yZ+7S0tISUkiiKyLJKOnhmVvsrX/kKhw8f3pLE/KD8INeYB+Nc97/Van3Xzeptt9229fM/51r0L8G5XE/P5Rw4zT/3ex7xfw7nRYN/elMShWbzYiqrgtvKRFxgBSglUd5uZnkDcAIpPMI6tK5R2CE2z6glCVmZsd7tkZWC1FVuJcJZnIBavc76yWN846s3Mz67n0Yk+Jt/+K989ctfYcfMLmpJhzzNaNYiprbtpCwcaX+JROXU6zEOS2esRnMsIVCaVlRnbKKDjEOsrTTlZZ5TGkO/P2TY74P36FDTGGtTb9WZ6oxT9B1ra2s4IYnqLZYWlnFZhrEFd911F7d9/ZtsLC4SJpUDTVEO2L2tzSOvuJSyKGg020xMtdg5EfGTL/wxrrnuBq592jN5/JOu5gXPeTYvfNGzmd02zaA74K5bb+X+Q0dYXu9irGXQW0cDuSnpD1Ju+cY3sUVJUqsThCGBEighaI1NMjEzixObnu1CIYTalEt5gqC6+QqCgFocIiW0OuPM7tiJ1xBEAfU4obu8Qtbt0hwfo9Vuo6RE6YCk0SYJI1rtNkFSIwxDOmNV8y+pNe12m2azSRyEtOp1akkCXqADRRipasVHVBcswebFS3osJVI4EBYRBIhAkw/7FP0e9XYbHcWYNMWaHOeq+g/pwJmS0mQUeUY66GGKfDOgz3FlZeM6SKuMUFka+otLqECjdEDeT/GmJLMlxlhMP8UUVUflPM/pLy9CkeHw9Lu9qjGbVBgdsnrqJMOlFcq8oFjfIIgkQkG06UTxr8XpAPbjH/84d9555zm95+lPfzqPetSjeOlLX8qNN97I/fffv2Xh9v302C94wQv48Ic/zIc+9CEOHTrEG97whi3Hlu/HL/7iL9Lv9/mFX/gFbrnlFg4ePMib3vQmHvWoR/G1r32NMAw5cOAAH/zgBzl06BC33XYbz3/+83nmM5/J6uoq99xzD8YYOp0O8/PzfOELX/ieNpQTExMcOHCAP/iDPzgrc3nNNdfwB3/wB1x22WXfU4Z0LjxwDA+1bw/GsWPHeOELX8g73/lO7rnnHu69917e9KY3IaU8Zz304x73OJaWlvjzP/9zTp06xXvf+16+9rWvMT09zW233XbOqx8veclLeP7zn8/LX/5yVlZWHvL1P8zYr7rqKj7zmc9w0003ceTIEX71V391K9j5+te/Tpqm/NRP/RQLCwu85jWv4fbbb+dv//Zv+eAHP7i1jXOdI1Ado1e84hXceeedfOMb3+D1r389F1544ZYN5A9zDB9qfA9GHMckScLnP/95brnlFsqy5FWvehUf//jH+f3f/32OHDnCZz/7WV796lfzlKc85XsG3g/cTpIkvOxlL+MNb3gDH/rQhzh8+DCf+9znePazn72l677iiiuI45j3vOc9nDp1ik996lO88pWv5IYbbuCee+75vlaR57IfPyznsv9XXnklN998M7fddhveez7xiU/wyU9+8qzt/LDXon8JzuV6ei7nwINdy9/73vfy1Kc+9V9lv0b8r8/58cGn0tt7UZXUnva733yE8B7lxabGubJdrDLIAmPBSYEUjjzNtt6bGcvKxpD5k/OsLa9QGIPFk9qSIB0wE7e5cN8BussnMWunuPcbX6a/2KM5NkdRpky0W4xPTbO22qe3copGoqk3NOOtkLFYUws1cRgxMTdDnmZI7VESVFRDRgqtPPUwoNNuMT07i9aSSEZVptp7CCLCZoQQinyYs3D0BN5YjFDccusdnDx8nCItCNptvDZkg5RGrc7szl2sbXTJ+306jYR6PcLYgmG6zq4dLZ7xzBt43GMegbU9vv31Wzh58hSnTiyQ1CeRStNOEpQVJPUWpbO4omRmbheT07MYB1KGREmTJKnTbLeRWlFrNUmShDwtKPMCFUiSelzZQjpHlNRQMiBpVfvuiqq77uTkJFpq8qJPZ3KS5tg43kEtSQijiDiOicKQssgxxlCrxYS1BBkG1JI6zVoDJTVREhM1agS1GKV1VXwrRJXFBywCKyTOe0pXgvN46yhKg7JA6Rl010h7fWpj45vSnwF5acBC6QzWONK0z7A/IB/mZMM+RW4wzjIsU4phylp3jcHGOj63FEVGb22FuNUijluk3XXKIiXLS2w+pBh2kRJMmtNfX6I3fwKb5kipMYMuNq0094PuKv2lZTwJZnmd3rcPkmSg4hDVSBDywSUtDxePecxjeMYznsFrX/taXvnKV57Te5RSfOxjH+Oyyy7jRS96EQcOHOCNb3wjr3/963nVq171Pd/3f//f/zfPe97zeMUrXsGTn/xk1tfXt6wCv5eDClTFr5/85CdZXFzkuuuu4+qrr+YTn/gEH/7wh7cK7v7oj/4Iay2PfvSj+Zmf+Rl++Zd/md/7vd9j165dXHPNNRw/fpyf+qmfYu/evTzrWc/iz//8z7/n5z3taU/j2LFjZwX4T3ziEzly5Mg/O3v/wDGcy749kKc85Sn88R//MX/5l3/J4x//eK655ho+85nP8KEPfWjLC/uh+Df/5t/w6le/mte//vUcOHCAL33pS/zJn/wJL3/5y/nABz7Af/pP/+mc9+nd73433vstJ6Hvxw8z9te97nU8+clP5lnPehbXXnstMzMzvO997+P666/nl37pl/joRz/KDTfcwFvf+lY+8pGPcM011/COd7xjy83ptLb8XOYIVEW1z3zmM3ne857HtddeSxRFfOxjH9vSX/8wx/BcxvdgvOY1r+HDH/4wz3rWsxgMBrzwhS/kD//wD/mTP/kTHvnIR/KSl7yEa6+9lg996EPf93t/4Hbe8pa38IpXvILXv/71XH755bzsZS/jiU984la32ampKf74j/+YT33qU1x66aW8+c1v5v3vfz+/+qu/yv33388znvGMhzzW3+/zf1jOZf9/8Rd/kR//8R/n+uuvZ/v27fzVX/3VWRa/8MNfi/4lOJfr6bmcAw92LT927NjWCseIEQ9E5Hn+z1rvefWrX83nVnubF0exmbGv5B9CCMTprW82BRJCoITCeYFSCmsKdJCALytHE18g8XgX4IXA+bySlCARoWT/2ASma+gNLcauU2wskiCpNWdQOsbkfcbGxolaY6QbG6Rra9RiQRyEyBjaNc32mSpIbLTadKYmWZ2fpz0xXTXewjI3NcuwNyQ3OVNT4xjnKPOCQCdkw37l/qMjolgiRcj8/DyB1MT1GqtLy3SXVxmfnGZiboZuf4OF+Xna9Q6tVos0zdFSoLQg0BFBqFjfWGLx1DKXP/YaTpy4m4N33U0UNbFWMN6eZNu+OdK0R9rrEaiAqFHDSYG1ntAJOtPTNJsJw+GQuNYiSZKqAZaWCKkBuSnNqW7E8rLAOUO71dosPA0IkoB8OEDbSmZDqKtmY0XJIO2RRDWkqqRXUmqyrEAITxRvFrY6iOIYFQZYa8A5Ql3p1IXcnAvIKmMvJcI7rN8savIa6w3SWZzanEPWQaBQuSfNBlhrqLVaGA+uLJBKYI2jLEuM8Ggc/W6PMs+Ja43KptIYSgyudFUm3xmUjtFSkQ2G6GaNer2OyXJsWRCGIR5NkecoUUl7sJIi6yGQtLbvRCLoLZ5keeUUgQqpdcYJkzZr376dwfFF5i69lLHtO4i2TxEHAVk64Lff9Fbe/va3/3PP1f/lKcuS9fX1s9wk3vjGN/Ke97znXy17NmLEmbzoRS9iY2ODj3/84//aQxnxL8joWjRixHnS4MvTja6cQEiBlJs+99IjESAU3hksdqvY1mMx1lRFj87jEZgsBy3wWqOpPMedUhjrKTBcGHdoiDon0hXy/jy+6FKPEuJ4vNL9u4LZ2W0oGbG+soSiZHJMk5uSJPE02w2ctQyHGbv3bcdZwcrxFaIkII4E7fFtnDp6ksP33s3M7l3UZUy/38cZQ2+QoXWfMAwJgxgdKqzzrK6t0G63yftDlk/Nk9RrzG7bRmdyil42ZJhnBDpBa0lhDUILyiKlMJJMe8SgYHWlz2VXPI7D99/Lfffez9TUjqqIMwwYb9XZWJin9IZGo0kc1VjrrdEb9JiYmmVsZoY4qVPYknqrTRzVMMaBl9VNFOCMrexCHQShxtgCayrLSKVDhC1wpSdSGqEUMgoosxTjCkgC6rUWzhqUlqggpsgNoVYIBVaIypbSVxKgoijQUiDkpoc8Au0kQgqE2PSRF5WlZVUMqxCuoFoHohq3syghsMbS724gtKTZ7pCbHF+WFKXBCcBZsqLAe7B5Snd9nTDUBEHAoJ9iTYYSksI5sDlaKLwoMbYgVCH0YG19A68hDGpgCwrbryQ9vR4uSwmiEJHUiJpt+t0eaW+ZU3ffiTeayb37yDYyFr91N8XaBrsffYD2zDRhp47SGmMsYZScj1Psfwv+83/+z7z97W/nj/7oj3j0ox/N7bffznve8x7+7b/9t//aQxsxYsT/QYyuRSNGnMciW4GqutKe7ua5+bOUciurr3SA8x7nSzwFxjkCFSB8SVZkCCnRMqDS7Jd47xBe41ROJ3UMVlN6/jg2W8WlGzSSSRrNiapZknR0JrdRWke+vkTiCoIEOq0EayOmJsaoxdHWmKQPaTYT2ollrddl9dQSnYlJmuMNijyl20uR1mD7A6LxFusr6ziTc/mVV5IZS54OGW6kOOdJ/YC032PXrl3k3jEcZqRlSllkmLQq5jTGkJsBUgtMaQiChFBKkCEXP/IK7jn6be7+1n0ceMLjMHmfRtjEBCXzC8eYak8QygYGKH2JDiJ27p4iSRKUd3R7q7TbbYIgIIoD3LCSzETBpgwHh/CKMNR466jX61Xm+rS/u3cEpYEoBCURwhMGQaXZN56wVicIgq3lzyC0uM2OtSKIqtoIKbB4pPc4A0iPEIpASrzbzNQLUa3sbDY3O72qgxQ4YxEIpKuKY60x5MMh4ElqdYZFjityijKnMNW403SIMwXkjvVBD1fkxI06/fUTmOEAdIC1JTYtEcIRNRuYoiSQnlIGVU8GUSLQ+HrBoHQMB108JWVpiYIY0iFymKG6XcIkID1+Eju0RFMTrN13hOHJk3R27eaCG55OzTqCVoLWIS7L0UmM1/96nWwfbl772teSZRmve93rWFhYYMeOHfz8z/88v/mbv/mvPbQRI0b8H8ToWjRixHmS6Hx2pYdEoHS4pa93mx1DhdQI3Fb3V4/EYxGbRZ9aRQgLVpZ4KRCuKgxIyxKpJd5n1FNHKxoD6xlsnMK6jPH2LIlOMIWl1Yhpj80yzDPywQoRBoSlFipmJjqEYUgpCsYbDZyF8elJlhcX2LtvD/WxBuWwIE5qLCytYVxJPQ7wRoAI0IHDCkmoI+JQs7y8vNXISDiNEJL15UXGpqdpjY9T5gbnDc57sixjbWUdKTX1ehNrLY4SSUCj0SCuSwbdlOPzBzlxzzpXX38tRw9/m4nmDLXJBsvHT7G4ssyp+ePs2r6TnTt3knlLqzPO2Ng47Uad9eUlkNBotRkbGyPPc4IgQEqNVKqqK1ABWZbhSkNzrI1SiqIsMcagVZWJp7QIrTBFjjCOybkZdBzjUoPXEpTGW4OwBu/spluE2izcBYOntJWtpfeeKIoIdIiUGhFo8JtN0Khu/Cq7Sod11WoOzoMxCOcx3pGmKQpBvd2mN8gpsx5IUd3k5AVZv093bZ0iH+CMJx+myCgAZynTIYGo7C6tc1AYwlqtkgo5SyCqgnAZKopBH6xDNxq4okSUFgKBjmKEEGSFodmsMz43Te/4CTaOniIlYDDs06w32P3Yx9HZtYNgs/ttFEWUzhDEETIMsabkt373//0/QqIzYsSIESNGjPhfg/OSwddaAQLrSnLj0FLSqNXxxtLLhpu2YRaJQMgASQjOE8iYMEzwUkDWxZQ5Fk/uHUorlDEEpaUTj+EddNePI51nZmxnFTSWJeOtJo32FP3hEDtcoxaCE46xJMKXoMOARjsiN5rO+CRxHGK9Y+/eC9BKM0wL1lbXUbqPFJ59e/ewvrTGwYN387gnPYFTi0uItCCZaVBvtFg4NU+oA4aFYXK6w2C9T1mWCCFZnF+h02kThCF5llU3Bc2EclgQJSHeOvqDlPZ4i7JMue/uYyzML+FKyQ0/9mys7aJdyMS2CVZXlkhaLcziSe689Q7GajWiffsYa09ghCfrdukurzI1N830eIfcVA45UoRY6whjhUCBqxpiJUlC1FRkZUFZlsRxTJGnOGcJdUxuclxRgHdoIUnXezTHNTLRVWdga8BbON38SchKe4/HWgei8qK33hNqjRSVbEsphfWe0//JzUK2qphaIPAI4/BAUZa40lQ3ekripGR9fZ1+r8fG0iIyDpGqKuodbvQYdnsYb6pVinSANgnCWygthQCKkjAMIdTILEMCcT1G6RCHR4lqflglUFKhIoVsVDcz0hsajQad7TsoTMk9n/siS4dO0JjZjtea6Z0XseOyi6klEawuw/g4qlYn7a4RNGNIIkyW4/jfzwd/xIgRI0aMGPG/N+clwLd4hHM455FqMzvryqr7p/doqZBS4z0IApzy4B1hmKDDhLyodM9KeJxQCCGReZ+khIn6dkrTp798BB1oJjtzSBQYw/j4FGGjRTroI7INWjHoUBHohHY9odVqsZYNOLGwzCMu2EOtGaKCGF0YtAK8QdvK0aX0MNUeY+HYcVqTE1z+mAMM+wPGkgYDhhT9IXk/Y3x2liwb0sgMdRWSKkcQBNSThH5vhfVuj9ZEkzwf4gvHYJASxyFaefI8Y3xiguWVUywePUUom1x4wcVMz+2j3Qn45tePMrNrO1mWEcYhkQx47GOewAUXXoQUITKO6fY2uOCCC3C2Ctxb9RZZVjWoKo0hCAKU9njvMNagRUQQBOR5jg5rmz9XgXQjqWGdQYnNPgZAEFavlwjy9S5BEuNDVVlYWg8ohPQIbze7u4aURdWQo7qRk1Uxr3MIrTHCIlzVpdZj4QwP36pXgoPSMDA50gucklXnWGPp5z3Wjs+ztrqMRRJqTRhpsmFOMUirwF6AFBYZaFye4oFQaKT1BI0mcSA3byYtOozQQYKzJUIIkjDC2pKGrrz5dS1BBBrvHaVzHDuxwE1//z84dNPt+H7Brkc+gjItSIY9OjokXO9jByXCpQReYPwSOtBIJbG2jw5ChDpvKrgRI0aMGDFixIhz4vxEH9aBFwRIhAxBQlpUbithVBV1YjzWS5zMUF4gfYAMA/J8mTRNkTaHIETqgHC4QY2QOBkjL9bpbxwnVDFjtW0I4wi1oTM9R6lC1lZWUaZLLVBVAy1TkjSbjI03ieKAVnuSWMUMfUGWljRlgo4SynRIc6xNPzc0a1UDqI1un1PHjnJFmNCYmWaQpaRZRhhHhGHI2moPhSVPDeO1kLWNVaQNmJqeQMQBrYk2C8fnCUOJ0hG5ySq3nrCDkprWeEwvG3LqxBL7dl/K7N5d4FN6gw0O39cjrCUoJcj6PZRSyFpInGgmg2mybEiZZ0xOTBKFMWEYoqOwsnU0leuMBIy36CBGIOgP+jRrilrUoEiHDDcGdCYn0EFEnmXYssrACy2p12pVsC1EJe0Jg6rLa2+AqsWIOMIphXcOKdjM6nscBQQKXxiUh6wskFFE0EjIrUM4CLzF+0qe5bzZrMkAVxqs9VhvcIXBCUFRFAz6PfobXfrdHkuLi5TpkFq9iVMCX9Zw1iJ9iZAO7wSBtdWqhdJEUYQvcsIkIGkmSOdR3qFVkzjQKJti06Iqks5LRDqk8HBiMOTI8iqL3RXSfo/7jpzknlsPMb90lFmaXLx/P2ZtyI5mzOxll7LtskupN6u6CI6epFjZoLZ7jrAxhggjiCJ8HKALc15OsREjRowYMWLEiHPlvKUXpRSVzaRNcZtFlWpz81LHaDSBtAhnMTZHxwHD3gpZvoFQkqgxRRy1GSzcS0Nomsk0/Y2T9DbmiYI2nakpnPUkgWZicpLSKbLVVSBHSIfFMd5qAjAschaX19kxM8nU9BSls9RFAyUlWZFi+iUXXrCPjTxl4fgiSSDZuWcvS8ur7Ny5Gx9E5IMUVxTUGnWMMXz71m9z8SMvxnjHYDUjCyLizhgyzxj0wThPEASMdVpgLP18QJDExEHIsFgldVHVhnttnX37L2X33l1AweGDR1ldWKMzMU0chKyuLNGs1Wm0m4S1Bko4ZCgql5dmje3bt5MPU1JjCLxDCEWtVtuUCQlwjiCofH4nJqYQQjDMM5JGHa1DjK3082EY4gOL9N/pQqyFRGiFB0rvUWGI0IoyzZDOE9TrOKUosypjL4TA5yUIgbOW3Dmieq3qXotHSYk1FqMU0rutRlvOS8qyrJyVrKFMM4ZpRprmLC8ukQ37pL0Bea8HUhLElZWlx4LJkVKgnKgajEmNFhJVEySNDhEeZzJUGBHmBa04RiPIsoz5Y0c4cuQIvW7GwsYy3fWU5ZV1vn7iKPdtLLFDJEwmdeJAsHtylhdc82guPPALTO2aYWxqDi8TkszQ2rudcKpDubpGEISIKy4jaDWgXUMoCc5h8wJvDdZ/bw/sESNGjBgxYsSIfwnOS4DvfIGoymzxzlX6ag/WWzygrMOqGCU1UmlaUZvMWkq7gRQxjfo4ItAUS/fRIiKMx1hdO4xIB3Qa4zSbM+Ch3RQ0W5MUpWfYXcWWBikLotDTbtew1nLq2CLT09PsuXAXw2GX5V6PualJAi+IWy0Gg7TyRA8jekvLbJucriQ+m37x5WBAbec2ltc3qAUJ6VqXtbUVtu3YTn+YkW5s0KzXMNqzfOgIgZJs338xaX+AFeAElFlKe6xNv5dSWk866KN9ThhqOmMtlHQsLx+nv7rM/MlFGq0JhlmK9oJGq8FYZ4x2o8WwyInCGGMMJRalJMZZwmbjOwcwDICquNM5h9abh3RL614F9N5YhPMEQYSUAukd3lV9CU73JwiTCGurYxYHYeU4pDWEQSVRGgwI6gkuUDjncN5VUiDjUFJWnveqanhmbOWGI5yv7FFV9TnWGpwXGGcxZUExHNLvDeitrbO0sMxgOKxuBsoSq1TVlKQoEHhqUQ1J1ZAs3JQROZ8ThSFJewJlSpLSUIsakKYMBylfueNebrnzTu48foRvHzmOGQ6JvSRQEbHXSOk5vDLPBXN7+PFrnkJLOS65aB+PevZTmdi3n2BmO1XDtu/0hMuLAWwMiC7ZWxX+iqqfg8wNtiiq7waPEv+6Ta5GjBgxYsSIEf9ncp588KvgHi+RQiJOe5oLh1YK6QV52cWX4KUg0zEuH4AMmdnxCETWY/X+O2g3JgjDkMHCvThrqLemacZtEI7xOCRuTbDRT1H5EF/mlZ+5K6l1GkxPTpAPc8Yu3sfkVItWp4GqhWg8UZTgrcMYQxyHJFPj3HH77QRoJnfvJmm2SDd6dJoNOp023WHK+tIK4fQ0DkkS1RibnWXt5CLTMzsoyhRvC+phjAgiarUaw+EQgURKSRQneKUIIo00Be12m0hptNa02m2GecrG6jppt+QRlzyarCwQ2hPJgCDQNMfHyPtD8AYVNtAyoNPpkGUZ1oNWEiUkGoEOI0r7nSZW4BBCno7v8R5iXVle4j1aCYIwpMhzjLFY51CiKmotsxwVBlsWmacRYYBKYvL1LrafEo818ULijcFT2WNqKatVAeerbrlqs2OxrLL7aWG3+iMUJqfMC4a9Pivzy/T6G6yvrmHzAhXqSjMvPBoPRUEgBUJInDPESUQYBpWv/1qXWFp8IOnkOXZ9jTsOHubmw/dx55Ej3HtykWPzC9g8wwAyCLioPcFcs810o02j2a5WPe4S7J3dzs7ZSa7+kSdx0VOfhmy2wVfuQMaWBMZjTV41Bgs0NpLQG2JFCTLCOoPAVze0SJQOEPCdG64RI0aMGDFixIiHifMT4PsQh0P4Bzhueok1HicNSgY4LEIHSOsxSqPDOt2Vw6j1ZSabM2gVsbF0L8qmtFu70GETfMFkswVhjfn5dbRNQRUYUzDeiei0O2TDjPnFJTqTHWphiFIKhWLb9AyUlf2m1AFBqDly+BDtzjidTgdKj5GStLdKrdYibjQpXMm3v/JV9u65kImJKUqT0ty7h4P33kdrrMXGoEeoNP31Ie2xcca2z3D/oftI6g2EdbTGO9RqNRZPnmK91yWOa/iyQLUC1hfXsUYQ1qvmUbNTO+j1NzBpzsTUBDqQeAMuL5GRQNkQ7x1xHIIxNBt1vJKEUqKkRugqk65EdUslNmVCZVmCVlXWXgJSE4ZVRl7p6n1aRARhCFBp2qXc1MRbrKyCe+d9FaQ7cGFIMjFGOUjJun1UXFmiGmMIohBF5aojvQRVZbudc1jnKIui2r735HlOOuzTW1tndWmZ1eU1sn6XUAc0wgjrDdlwiM1z2uNtGnGMDkJyHHKQEWuFMw690cV0NygjzTYXcfO3vszffP5LfOa229kYDgEJwrNtqkNTdwh99d3sSibZN7udvJ8hvCBWklAJtk2M85RnX8++Zz8LAZRljrcgMWjvyT2EHrzSGCfwMkRrATogcBIbVraaToB0lXWo9x57+k5rxIgRI0aMGDHiYeL8SHRc1bQIKRCbHUr9ZnAohNjUIXucgMgLUBqtYuxgCTXMqSeTeDOgu3oUJSWtsb1EKkELz9T4JE7H9Ho9pEsJQ4ewlnpSZbtrGlwj4kv/dAuRELzgJ3+EXRddQJ5V+vKoXuPQoftpdya46JGXUl9a5957DnPJZZfTabcpbMGx246wY+dOGo0aG8Mh7c4E9XpVdJoXjtv+6fPs2L6N5kSLheMnGBvvkNRqCCXo93uYNKc2NUV/o0d3bYOFhaXKxz2QRFGAFJoiNczOzHDq5AKJrbFtegqLIQihFrWqplEqoNmMEUrRGwwJtaaeROgwJh0MoCxJgjrOVpl47z1CVa41rqzsIp2rfO9NWVQHWFbZbu89zvuqGZUAFegtFxupA5SUiMAhnKmeLw1Vs1hLnqYIPEopXCAQRmCLAiurVQNnLG5TwXL6mBtTYIxBCFVZZdqSvCzobfRZOrnI2vISRZ5iTUmr1SASiv76BlaAwtOe6tBuJrjVdWRrjCjNyU8swFQH0ytYuPteGnGEqrX5q2Nf500f/Qh5URKx6ayDo6EkU7UWZmNI35VcccEsF43vQBJhGgKxskpsLeniKgeE4oKLLsINhhhXYLVEaoVworLRLKD0BpxDeY8LFMQaJSTCSaSWOGsrtyEd4JxBmkpWNWLEiBEjRowY8XByXgL8yv5QbXaxlSjAiirQAosUIR5DrGoIGaJCBb0uYW6p13cyLHoU3SWiUNFubkPJCC1LxsfGKWVIv9tF25xGAmU2wDlBrVljrJGQFpIjh49x+eX7ecTFe6jXI47dfxJvLTqSPOLAZezZs4vCQH+tR709hg5iZG4py5Jed439Fz2CsJbgjGdlYZ7ZbTOMTU5SOsvCwgJumDKzbY48Ldh7wQWgBL7MiBtNhsOcidlpyv6QZquBl4LFxXmUCtA6pigtE2MtVH/AMBuyY+8O1pZWcBbCWowOA+r1Or4sECogbtTJ85xWo0UtDjDGIKWkMzEBzuGsByUriYq1CPedIlkAKSFJEowJvmNDSaVZPx3k43xl5bj5O+8cpjQ4V3nQIwU+qFZBsA5lPT7PKbIMqwRBUOn9rbF46aogn2oMxjuE8RhjwDqiSOGEIE1TVheXWFlcot8d4E/bpwZQFgX9PMeWGXGSsG3XDiIhMd0NxLCkv3aC5YNHmBobZ6U/YH1hiW+cOMqRbpeVjR5fue9urBC044DMlOzuTLF7fAa0pLu0yOTkNBde8XjMifupRS02Ti4iu6s88fLLOHrnvTxh336e/dpX4ZstynyI1yG6sBhjQUqcFEghkIFCOqqiYlHJcTQCpwTGlVVtg/WUDqSQoDXGj3zwR4wYMWLEiBEPL+clwBcoxOkOtpsBjQeElOAkSIdwgsKVOJejVzcYD2vUWrvori9gh/MkyRjN+iRaQD2whLUWqQOfDohcjsczHA4Z9jO2z7VpJJL5lR6hjrjqykey94JZ4lqTpcUu/eUVWs06+bDkvrvuY3p6mtZYg253leWFeabGagShZNjvsbqywsUXX07mDF+75Ramm2Ps3LGHwWBQefrnKXsfsZ+43cKsb2Cjzc6oSQOQhLFmvV8iSsPs+HYcsHvHToyH9Y0NkjimNAVRLcGbknwwJAxDcuGIpKSWJGipUGFEo1EjMw6tIIpDrPco78lXFnAqIG61CGu1zQx9FfhbW8lwgkCjnUZKSWENQRgQBZosy0AqtKwKPi2ewpToqqcs3glKW+CNJZQK6cHYqkjUeY8AhBagIlQhKbp9vAWdRIjNbLbBg3PgPQpACBQCLyWDwYDcOhZPnmJtYYF8MMR7h5eC4SDFWk/oHI1mjajdolGPSSykgz5eSdpT03zjQx9m8dQy/rGPJRYBcmyMf/zSJzl4+CQASaAZiwV5aRBaEbdqiEaI8p7aWJsrf+RH6S1u0IhrTDVrHLh0F5dc91Iu/pHr+e+veiXPffUvMfakJ+PyIUIJJCBdQOgd1jpkbvCuREUKp2OckGgh8c7gROU6FPigKir3IFXVh8ApjTAjic6IESNGjBgx4uHlvAT4gZCVHziikuRgwHuEsZXkolTYQIDLqWWGsWgSoojVtaOY/gKt2iS1xiyhh2aiCFttjJGItEdhBuRFjlaCRiLZMTtHXmacXFoj0Q2mZ2MuuWRPpdPOS7bNTnDh/t0IKcnSlOWFRVaW17C2ZNgbMtMYZ3b3TnCG4XBI7YJHILRisLJILQzZsWcvaTYkijVKBczMzdKut6tGUVoRqACvQvprXToTU2itmZ6YAqUZ9ocEQhKEGjPMaDZqNBoJFDlDm9Npj5F2+9RqMZHWuKLACkk8FhKJqn6hsq/UOGPw1iPiELnqsKsLKA1hGJGnBUZCECZoGWCEBS8II42SGmsMpsiJlCapt6psugIhFMIU2HSIEhJLFZeL0qLCCC89pty0dvQSNl2QvAe8o/Dg4wCxKfkROAprwVXZbecEflP/b/OC3Bpc6ch6A1ZOHmPQHVIiMMMC4x2NRDJRb6JiSTOKUMZiM8vQZHhjkQQcvuVO0tUBO/btYc+uGU71B7zrY3/PwcPzNLRAhiCVZFgY8twhpODu++4nnx0w02zQbo5z17fvQBxf5Kef/Die+nM/xexjH48INL0jR7jq51/E9sdfhSvSyv+/6reLFxKHwQcgwhhvAkrnUNahhD9r5QInsDjAgdqUqTkP3gD+e5w1I0aMGDFixIgR/zKclwB/6CxKVK73fjM4rGwRS5RQuEAhyoJm5mmGY3ipyZbuR5g+k+O7iYIGkStoj7VQ9QZlYdFFH/yAUHlyadhY6lKbbjAwJadO9bjqERewfa7JweML3HnXfVx06YWMT42jvSKKavTSPjKMaDY6NGp1euvLxFEbmk1AglasD/uowBOHbZYW1xifnCQIJXkpWVhaIZSK8WYH3aiztrKK1pqJqUlMUdKzaxibU6s3AVHZQiYRZd6lVUuI45g0z/FeIsKIug2wpSFp1ImSuNK+l47JyQlkoDcdcEAoidYhLktZXV8gyCKSiQ611hS16WlkadF2SFkO8MIjWpOExhKIKqgUShAndZzyCC8Qqlph8cZiXQ5A0mxS5jnOCcAhg5DhYEAQKBwebyu7zUqEIhGlxbgSax1axYCjzHK8r94fCElZGKzJUToCqymzjLIsmT92hFMnl+n2UqwLadaqTruxkEx2xmm0OhTrq7DWowgVwsMwzVAqILvrMPfddAsT23ay+5Jd/N2t3+T9H/8EaX9AK1Q4VRUA9/OSfXMXsHfbDj530xeYbtfZMz0DYczaqXUOf+Mb/N6/eS4/9f/9FnpiEqzBljn0++y4/umVZn7QBynxYQRIPBYhPN5VK1FKSZSqCo+tc1XdgwOoMvTC2eqmR0oEsgrwcciRBH/EiBEjRowY8TBzXgL8JFSUtsARoHBY4XFGVDpvqfBlSqtvaSRNhlnKoHuKRhAwM3UJznhirRjvdBBBwGBYYrMeWhiKIkfjadc1l+zcw9H5dZZOrrBnxwSt2TFUY4xHX7GN1f6AI/efQAjFzOwsK2trpGlO0mwgtCB3BbrVxIuAk4cO4udmqU2Ns7DS5YJ9YwwGA6IoYtjvs7KyxPbtO0lXu3jroB4xLAqazTogKYoCU+TM7dpBUQ4rrX8oKQcZtigIZUgc10izgsKkeGWZmJ6l7PdwRY4INEIp0v6QRhyDL3ElxM0mRZFTDAcE9SZlnqGBMs3w1lGf3lZ5qzuPFBHJRJNy2KNYXkR2xpC1JsIapKwKP8HhlMBmGVAVOgsBpjD41CK0rBrKCg9eIFxVGK1UAMJXDcmcwTiHd+CdxhdDcl+A81hXIJVGCIUph4S1GlLFDPOc1VP3kw36rG/0Wd+o7FDrQlLGDiUNjVqDepKQxJKiu4KwFq8CMpfhC0eel8wqxfy9xzguUo6aRd78J/+Dw/OL1HVAp5UwzEq0l0jlGRae1bzH8x71KJ7ztB/ltru/yakTh+imQxYXF3nqzt384u//Z9TENOWwB1iE0KhWjdLn6FIiggDvHcIUeKWqhlxusx7hTHeoTdlS9aPfqn3wUuB9JYECv+kkJLckayNGjBgxYsSIEQ8X5yXAV3isD3C+wEpdFSJqj5MBYtijlhU06rOYokdv4xRJVKPR2o0xjjBUxJ1xNpwiW9ugIUsCPN21VZKaBhQmLVkpMo4vDWjGmmZSoxbUiZsRa2t9hFLUag2skyyurtFf7zHemWDQ69FdX2PHvn247gAdl0ztnsV4Bc4zu2M7dx88gjKOA499NP1uj36/zzAf0p4eh3IzU20FpXAkSZ2iKJBS4YUDoUi7fSyWZj0hzwTomLIcYsqcZr1JUaYUq2tM7tzGsN/HF4ZBv0uiJUkjod/LiCJPpnqVjaUH5auC1SCqgSyxHgbDHnE9QkiFWO6Tb2ygd00TGE++vES8PSHUEYUwOGHAeZyoutA65wkbSVU0iicdDqubHxwCgbUltVoNL0WVnXZ+swC3Cl6dyRmkGdJXMh9bGoqiIKqHRFGIF4ITRw9TdAeIMCId5JhSonSN1nQTkfUxvQKtBROdNvUkwJYZ5cDivCTLK198HUgacUzNKdaOzHMiKhl/5IUMuz0Wl9cQXtJptVnPeiAdOEdhA8aSmLXlJf7z+9/Fr7z0pVxzzXWcOnoph+67B7+0wW+/+52ICy7A9fp4U+CTEIkn6oxjnaD0BikEQlDdCJUOJEi9uaLhqeRK3lffAVVDMwCPAuEQQsMZRc1C+krmxKjZ1YgRI0aMGDHi4eX8SHQKhxQOIRR4i1MCryRy2KdeetrNOXrDFYrhgMn2FO36FM5LAmGYmJokdRqTDfGZ4+T6OrXIcOGOCZwZoOOAQyd7fP4TR9i9fZbpHWNMzMwyPdfh6OETNBot4maDdr2GQ3LHnXdyyQX7aY+PkS9lJGFCnub0vWNChnSaLRbWN1g8eZykHjNYHzI93sF7T7PdojSW/kafgKqZlKzHeFuAVNg8IwgjoiRm0OuCrCwghdJ4KYibCWZQMBwO0HHMWHuCCJhfXcanKYGSWAm1IKLeapLnOcZZpIqwZUYYxkgd4W1leSmCgFoQ4W1JnNTxQmOkR44lyIWC7NQyshkRRAEmyxBxVfyK91hjsIVFRRHaeXxebrnmRK0G1niUEkhfOZw6AXiPLwuc95X8xFPp+UuL8p4sLxBCkRWGer1aMTh15ATpIMMZSyNOMEGEjhSIHF/CsLeGyzMsnk4tod6IEMMCCgdaY31JmRfUhSSREYWxBL0B37z9Vt7/rc/z2Msezbb2BNNj4yx3uzQaDXrdNbwQGCGQzmIRhJGkzAw3f/VGfDdnx979uGKFJ1z9OB75nOeCyxGBwIsAvACtEK0asgCEAVOA3ezsCzhs1bvWCRAOtuxfNyf9aX97Ucl1oMrsy9MZfee25GojRowYMWLEiBEPJ+fJRadECI3zAo8DEaAGOS3n0XGH7qBPmQ4Ioga12jQgSURKZ2IWr2OiYR8tStbKDbzLcDZCqXH27b6Uk6fux/T7HLhoju17ZpiZmqIsS06cXEFKyey2OXQcsbayilKKnXMzeFdS5ilahYzvnODE6hJrJ5dozs2y1MtwAsbGJzBpwSUX7WNy+xyuNJg0pdVskBeWMh3gfIGyIWEYUlpD1hvQGI8Y9gcoX3nMy0hh0wHl0BIkEmxOuzOBcSW+u46NE2Z37GS4vATOYHDoWgOpQrS2aAdCCLJhSRDVCJMQby1xXMPhkQ6ipEHS7CACjbUW3Wiiak3MoaMUB5dILt6JChU2HVYyHGPxSiOkwOQFzhp0EAK+8tH0VQjrvQY83jmsr5o7uaJASIUxjrIssXhMbhn2M7yAditGSVg8eYz15UWUjJmcniGuxyyePMHG4jKmKDFljnVVF1rvQpSw1Op1vBeY0uIEuLxA4hirJ8jcMOxvMBzkXNKa4d7uCsdOrnDsxKfoJDWcN0xOTZCajLy0xGGAEhqnHEVZ0qxFNOttir7jxs9+mvG7biZYX+SX//ivwVeFxMZ7dJzgnAEPhS0IkeAdNtD40iKsq+Q1SlKpayoJE1T1DKdvksAjvAQLUqnNzL3De7Ep29nsJixGRbYjRowYMWLEiIeX8+OiIxWFc0ipQSXotEuzECT1KTa6i7i8RysZpxa3QSpMMaBRi9koNcXGClpabNpDScOO6ZCJ8RZ3H76Tk8sr7Jqa4sKd00Q1idYGJR0lCiEktbEWiyvzxEmTUGqSJKZZT0jTlH4vJUtTvLXUgoTW3Cy1KEQEEfVmg1qnxWCjR5GmFCurqCRBB5K1lWWsVRibU6+FSGNwWhMgyZUkSwfVFyc1pU+RThFgKaxDDiyxikgaDfL1FeI4ZENaWF3DCllp1q2lzFJCHSBDjRlU3WN1GJAOhtQaDUQQ4UyBtZYwiImCEK01AkEgJLkrkFKQ7NtJUG9jhyVClvh8iJMSj0RKiVQB1ljKvCCoNRC2wJSOwAvMZqOs3Fqkd5RlVgWposral0VBaRyDLKXoDkBJWmMdThw5weryAlIoGp1ZwkadMutx/7fvYdjLCUJV3eg5EEiEkVhT0mgnxJHCFiUALh3iihKVxDgH+bCL6WVctmc/3z54mA9//SbCQNGOalXBKxEIxdLCScJQ4wV4X7n0NOMarTAhCAJOLZ/isouvoFgacMOzXsiBZz4dXwwr20+96WkvY4wriZzDbnacVU5hlcBIg7QeaQVWgKBqHialBC8rf/st/FZvgSqMl/jN54R4gHZ/xIgRI0aMGDHiYeK8BPhWaLQKccqiBqskuaTWmqLfXSQ2Q6Jmi07UIa5FONNFhA7ZmmW9t0a+tk6332OmFbLvgml6wwFf+dZ9ZKklWu8jRMbumQ71Zp2VYQ9demJt6a1vcPhQlz0753A5xDPjOOEwmSWO6nTTAVmRMTk2Rr3dZqU3YL3bZWZsjH5vme7SPC6IGG4skw1TwjCm2WzT7XYRQcjk1DRFmdJdX0BHNcY7bcYmJsmLAQsnT5DETRqNGs6UREmdsB4QCUXcaFKmQ8YbLQbeEgmF00A6hDCiphSmKPHeE0hF0GpUXU+lxJYOaQUq1iAkMpKIOEKIEKk81lW2i9I4pAcvBGKmQZyWWFOAVhgcUms8hjK1iDikXq9jixyPQHlXuc9YcMIglcYVDmEdzhkMIJwnTYcMhilOSOoTLdJ+yte//EWMFcxt383ExAS9QZ+N5UV6G0ukuUXXGpWcRziEzXB4wlqMy1IiFeI3CqxyBM7CygZ6rI0rDbabUqz3acchd9x3Dy9/99swWcncRIdeMaQW1+gPBvS7PaTTGOUxviRAMt7o0KqHxCrAecnenbtoTs9y7TMex7//f16HL0u8LUEHBDLGuQLnSqSMsWQ4HFIoTifrtVc4BSUWvEd7hZSbTcTOCNpP/yuEqGoZhESgcBhgU9+02WdgxIgRI0aMGDHi4eS8BPjGeZQy6GGfuAhoNzqk6ycg3aA5tZdQJcgkQipoNCYJwwarG2sE2QZRBIkOcLbg1HyXhZWTrKz2aLdb7No+yfLaGlEUsLfWYLrWgEGOCDVl5AlkwPjEDNaWaBVy7OgJlLHsu2APoY5AK+rtNnGjSbG4QLmxwer6CmXawyuNjhsMbYGwlkAqssGQWnOc+niTehQQZALvJKYokUJTZF1KC2HYgmxArRkT1ROyLKMRhjQ7Y4QyICclmp6hv7pEubFO2GijxpoUWU4S1/ENSZnlSO/QgUJFTQJZWUSqQFdWmVFY2VVKhVJbqhqc83iq7LJzDiUE1CPKoUOIAKU2s+TOYyVoEeBc1VnWe195tzuHF1URqLUGa3NKHGVe4L0nHeb0N7rESUjcbnP8/sPc++2DNNsTXHjJhQhnOXr/IYTwFEVBmltCEVDaEpXnlTWnlDSDkLAeUQ81scvJixKkpugPKQCV5Wgn0YVFa80tR4/yW3/9AbKsYGayQy8tCPSmzSeG0njCUJPlQ7SSTLTHGG+MoaVHhxHlIGXvRQc4dscdPPIlP1E526RDfBAgvKhWApyvuu36ApAIb3Hebc1lv5nRF5uyHCfAb96APbBgditLb6v3G5sjBVVtgQPp3JYmf8SIESNGjBgx4uHi/LjoaAi7qyS+Rq3RYmPlOJG3jE/uJQybREKRKFA6wosa/cEG3eVFXGFoNRWzMwn3nEy59Vu30BIhV+7bxfREHaEEZW5oBTF5t8vU+DhpQzNQkmazwZ4LJ5lfXKKeNLArK7SCmMmdOzHS0Qxy9ESN9VPH8XlGs/DI/hpCQaA14+1xiuGAehgSN2ewYcCwKFERhKEiLwzDdEjhDRPjTS7cvY3uMOfIocO0haPWmag6+A4tifDEcUzUiCkWVwhqNQocygFhhEJUjajCECll5dKiNFaClIIwjlBCosNgM7gEnEcqXenjqWQzzrnKhFEKrLXVdp3DCIGQCuk8yoGRAierbbi8xKFAbgakzoGpglrnPZktcYMUGcZY41lZmMdpTX1ynO7aKt/8n59jYz1l97597Ny9k2NHD5H2ewxzg3cCjaAsC7z0BEmAEyVqs0uuihTNqI7JVnFSYE2JLoZkq30K4Rmv1ej1eqwvL1OEEtlpIT0ktRhnLWWW0xhvkpcpSinCIKE37IMSTHcmmGg1CKQiVDGpSRGx5OCd9/Cobdu5+lnPQJQpVku8KUFoxKZMSrrqZscDCBCILbvLLReczeD99E1RlbH/juRmyx7zdEM3l1av1xEiL5DWYaMINzLRGTFixIgRI0Y8zJwfDf5Gl3Y4RqAiBqvHCGVBa2w3cdBA2yH1ekJYnwDpyQd9Thw/idKGmbmEwWDAoRNDiuUhB6ZnecyBA1z5mEfg7ZAjR44g1BrNQLFt7x7mu2vMzk0TZSWIKmCuhRFlnhLKmGanRWe8RtFdrywRIwnLa4hBjp7q0BqfQguJUoogjglbbYo0I2i0yLylFmqCWHBq/hjfvuMgF+zaw9zsLPedOMmdd9/PYx/zGC64cC9rJ44R1+voMEF6R73ZgFqdMnfIJCFojVH21jBK0Wy2EYFCGY9RIIKQcpihhUJLTxAECOOQUYA1DinA2yqoF1KihcRS6bzdZsBp3Xc03lVDJY+OQrAOWxqEkHhnNotnPV55pBNbNo7WWqxzGO+wxlFYT7a6TJYWyKROEoYcP3iYo/cdRqmA/RfuIao3uPfue+itLWOdpD0xRdbvURYDhHIEcYA3Od46oriG9o7x1jiRDlgtC3QQEqMZDAYYY5nsjCEcLPY3ODFYI6bDZbv3c9WFV/C5O26mWYvQsUQEmuHqBlOTO/BBSbe3xmSrzVSzgQ4SgiBC42noCB+OMZV6fvvtb6I2Po7tLaN0DfA4KavvwlWSHCGqcN06S2Ug9N16ebGVffdIqc96zenvX8pK1y/8Zgdb7/Cm8r6Xzo4a2Y4YMWLEiBEjHnbOS4A/1ZhFUNJbvpd60KTe3EmkJEqWNBsxQTSO0J61lSXuPXSUVqRoJ4qTJxax/ZTp9gzXP/npPOZxBwjHxrAmpd89STjWJjuxwbC7RtwfJ0cy1p6gtTNmeWWN+269m1ZzjOmd0zQaLQIMq3feCd7Sbo5hkbQ7HWwLSl8gvMSHIareICs9mXfkgWPhyH2UeYpwJfcfOcZNt93KxnqPq696PE9+wjVYJB/+hxs5ee9BfvWVLye55JGk8wsEUYirxZiyRKQDjBWoMMBmPZwU1DsdBnmG9AIfVMGg0hqRxGgvMMbgfOV975ytMvRS4gVEWuGBErdl5OKlwJUWZwxSKYwUCFk1Y3Kl2cw+b2rEhURIUWWSvcdYg9u0gXRSUFqwxuFKtxl0G2qtNmsrK9x9x+3k/YLZmZ00J5p0V5dYWe3S7w9QWiKVo7+2RKBCrIN6HCKyklJ4WmNtIg+1UKGlY33lVDW+wpKXlqlmg9b2bfzJRz/Gl+6+i3//f/1fXHfpFZxcWaUAnvrEJ3LTvbfQ7XaJwwhbOuJGzMpwgW4vpRUI4jjGO71ZhKzoZz127b2UclXyk88+wLYrH41dWUXWY6y3VXMwLUCps4N0quJZ4cVW5v40Z2rs4butLp1zWwG+jAJsqZDO4osMpNqSB8lRK9sRI0aMGDFixMPMeQnwvYTu/D00wjHa7V1IrQhESTNWhM1JcuNZOnWMQ4dO0QgMNa3ZWBNsm5jhidc/GSUdj3vSk+gVA776xU8w12ow6A85ubiBtQW1uMlwaY1mq87S4iJSTJEurdFoNJjeu5NBf40gCJjbvYvlYcrSwjKhKkiaCf3SoQOB1C1MrBFakjnP4mCZ+flFDh0/ydKpU9TrCaXJOXJkgUNHTyKF5Z8++1k+/LG/5VEHHs/jH3cNF8yMszi/zOzcHGJsjEIo/DCtmkMlCcaXlP0BwpfoWptsOKBMe0gZYq3FmxIpBEEQ0B8OEFqh23VyExD6kFBpsiIjasRYaxHCgaw0HlLKKvO+WS8wHAwRgabWblbNtzaz+06AQqC82Lop0F7gvENKhXMGWxpsUVCWJYMsx1mJ0IqTx4+yvrRBLUhozLaw1nPq2CkGgwFlXqKVQqIhkOSDPoFwREpuBu857XaL8UaDfDjAWkt3eRnvPWEQMp7EKKlZWl3hj/7mr/ng//gECMWffPhDXPPoy9gxt49HXH4VF114MR/8H//IvUfvRZmcXKfYosS4nEftvYjpqEYhLcZ6TJnTXV3j5KmjnDh0ih+77mk846UvxM2fhJrGOVlZaVLinatqA07LlDYRQnHaDad6/OCa+TN//10yHgtKBpSbqwNKKaytrEBFMNLojBgxYsSIESMeXs5LgN+fv4dWcyedxhRCWpLQUIsSwmSMfppz4vhR7jp0P5OBYffEDNc86ck85jGPobAwv7rOxvJxbv3W50jX1wnSIdTanFpcI6zFbG/McP+372f7zH5mpxocP3mKKHeEtRoXP/piEIL+8gJO5WRZRm3HdsbjBNEb4AKFrrXRUUw2zLDe098YsLa2xuLKCqurq6yvrOKsoruR0my32L0v5vDRw0y3x9m2bY6DRw7zsY/9HcuLCxz4tV/j1MoCWTFkZnobxqdYrwjrLYruGp6CIG7jSLDW0j95kqTdQUhPWeSV44qE7toqtiiJagl5F7TW+KEik4qkUccXDq8dUqmtAk4hJUIIZKDxrtL8qzDAF6Y6iIHClp7TnZiEdTgvMFIivcV5j7Wm8qe3lizLGGQ5aVbQ7/bYWFlHC8nU7Ayrq8tsrPZwpaUociQSFQoEHu9Aloo4qCOVJc8HgKSRRHQadcosJfKS0ueYomD35DZMnvGhj3+cr957J7fef4x+f0gjUsRa8fmbv86NN3+dOA55ynXX8th9+9lYWwAB49MzzLYnuefwXWgvueHap3Ld1c/k5JFD9NNlOlpRDjYoBEzPzHHt1U+k0W4wWFqguXMnZZkhEMgowZ2pmT+tt/d+S57zncC+WgWpHsrvku58t5THgRcYl6GUREQNbJbhPagoOcM3f8SIESNGjBgx4uHhvAT4481JOhPbQRgS4YjjJjKu0R9mfO0b32R1eYmrL97Pi559HROzU+h2m69+61YO3nuYXm+BWGpmmi12bp9mrbTcd/edXLBrG7v27eX4yjKRU7QmWkxvn6GR1GhNzdKYnsI5R6+7xtyeXWgdsDK/iJIQBAG1yQkKIUBJSu8xwpH1cja66+R5ThiGNFvjBGgsIWsbq/R7G5yaP8aO6Um2z2xn8dQ8CQF7du3mK1/9Cl+//S6ees2jOHnsKM2kgXEGbxXlYI18kCHwqHqOSBoEYUwyPYkvDc556u0xjLX0ej2ak9M479FhiEShMeR5Tr3VQgYaKSU6CHGbEhCoJCFVFl5iygIhBQoQeFAaYwwYixSC3BmcdygE0oERjtJZsJaiKCjKEu8F1gj6awMG/T61KEZoxfzCEoPeoHLX8Q4hJR5bFf1qgRAOY0uU9kgRUNMJ3lo67XGcBaUClDYUvZzQeu669x7e/w8f5fO33FJ1ygUCAcIIMuvwgUCUHpcZPvmJT3Hn+M1sm51i+WCXNBvQkwETnQmaNcVXvnYjR+dP8m9f8NPU9Q5sscEjHnUF0497TFUo++mbGf7jJwlueBKuWUOmGVJILBIvqxqELVX96UD9QQL40wG/eMBNwZlZ/Oq56rF1Ve2EUgrrBSIIUUpRlnbUyXbEiBEjRowY8bBzXgL86cmdQNUoScR1TFBjaXmDW77+NTpa88vPfwbbtk1jxsb4H7d8m5u+/HUaWtJoaBwekoBjqz3uOHgInTQ48IjddBoxayvrbJxa5YqrHsXJb9/BkW/3uPixV1Ibb+OtRVhDrVZnMBzS660TSIVVikgFqHoD8CgLvd4aEkXcTJCRQsuIPC+RoaoC3mxIrTHG/Mnj/P1//ztk4On1etx17z1cdPHFPGL7do6fWOCzn/qfPO3qK4nrDQaDFOksxSCn0AG+HGLDCL02JCgtg/799BbXkO0G2gtiHVWZc1PimSZu1ME7Yh1ivaE5O431HpCoOEJISagCrHM4b/DGI00VbOoorIJM6xBys9jTgxOVuw7WIjc1/L40lEXlGmOMI89zhr0+a2tr9Lop3inCZoItHBsbXfJhinIKV1qUFDhjkaEGaavPUZYkqDLbSS0iEgkuL9HOoWsxJkvpLyyh8CxtZPzm+97HQneDGiAjjTVVAF04gfWOWEtc4PDGESCZmZohTVMAut0erajGjulpnHNkheOb37iJ5ZVTvOLHf5JnPu95BBfsJ8cjPvopgk/+E/Znnkuwc65yKopiSm9BCuSmtEbIqgmYsXZr/p4ZyJ/575kVsmcG+af/B4+1tqqtkDHOWYTNcUJiEFV3YT/K4I8YMWLEiBEjHl7Ojw9+mRHFCqnHsDpgYWGe2791G5fOTvOyFz2PlWyd//qpz/Ct2+4htILd2+cIt0+iooC1bh+fWmpC0+60uPyKRyC1Z+XoSWamZuk0YsTyGhPjMwylIBofxxQ5tigAGBufYq3XJc9zWlOTqMISNmrkVG4yWimSOEZrjRQa33B4L6g7RxRFWDz5MKVWq3HxpZfQShI+8uEPcdNNN9GZmCYab3D7rbfibElDwtT2OQ59+1byjT7tqQkkEq+BMCGuNfFSIoYp3YVVHIJYhQgvKQuLcRYtBKY3xDjwOsfJdWqtCZyx+NIgGjWsNQQiwAmHx+ILs2l7aUFIhA4QHhwO603VqElWRbrOOQg13jqk86RFhjMOIyRpljLcGLC2ukaeDlFCYbRjaAx5f4jNqoZZFtBhgvOGUFvwFhkonC/QUhMh8dYghSEArEtxxmNzR7mywsrSMiuZYXJ6O3Nzcyx014iSiKLI8ULgPDjpCSwYLN4JlJTkFkoDzlVCmYt37KU13sHZqgFXM4oY33UBx0+c5Lff/Cbmyx6/8pu/xwCBytbJ5rYhH/topCtwDpAgdYDf9LRXm9173aY//QMz8tUDtfnY4r1BIXBCnu2046vHbrPxmJAa5w1u036zqnsW1eeOMvgjRowYMWLEiIeZ8xLgN9sNChkhS8upE8c4dfIkV1+8kysuv4S//frn+fIXv4Uwjqsv3s/ePbPceXyeg0fncVnG7OQEO2dmuOySXdSmJ5icGCeJFEv3HELXQi6dm2FQGGZ2XYiOawwWV4kCiQg1WgX085RtM7MMkzrOOWpjdbxS+NKQlRmlDojiGkIIiiJDBwpTFuDFpquNIg40tVqNjf4Kuy7aw4WP3M9H/uEfGXi461OHKHLL1VdcwWtf/2ssLs6zvr5OO4iI84KJHXtxwx4ijqmNdcj6Gbks2XPpAZLpSfL+EFdkeAHKeoIkJgxDsixD4AiCgKDZwGYFup6gkGilKQX4QYpXsgpSbQGnA0eoinCtwTqLlw5XlJsyHo/LCox31WfY6rlBv0eRewZZirEWGdQoXcGgl5MOVxEiwjuDcJtWnDYjDAJUkOBcAb5EW0kUBbiyhHxIQyaUXlFrxpRZn8XDx+imlhMrXWr1iFYScNUll/Cte75N6kqCMMQVFiU3xykUwlmU8KhA4qzl4Mn7CZVmW2eMej3G5hnOWZJa5ajDYMCuHdtYXQz51d96A/ccOsI7/+j9ZPEUZk9AMwgRaYkXHh8ovFNVsTJn6+fP/Pm0I85pqgBf4jdrF5wAIT2VKKqSLDlvAFAqRmzamApRdb2tMvyb2zofJ9iIESNGjBgxYsQPwHkJ8FMf4oYlRbqCyTbYNzdJe7LN52+9hY3lVQ5s38aBC/awWKR8/eARWvUWe+amEHnGZY+8mGY9obNjjqTWotVqokPNzK7t6GGGyQ216TmEV9x76x2Md9q0xmYYDAZoBc6VDDaGJEkNFYc4HNkwI+sPWF9ZYWzbNpIkoSzLSpphTOVXThXkSeeRUmBsybGjh1lbXGPPnj0023WWl5dp6oS3/j+/x/Ne8Ay6puTgHQdpNFpMzG4jjurkWY9QB/ggIC0LpHRErZhGvYHLMgIcJAm6HqOFwkuFLwsaUR1nQccxpTOVj72QVcGtFGitGPQG1Gq1qjOqN3hVZebxFu8c3tqq0VVpsHisLfG20rkXtqQsK+eewhq8k5RlRj8rUUHMsN8ny3OGwz42M+iocpMR1dIAWoKwBaiqA7HJDdILZNwkdIagXsM6Qb66gDMSm8RsGFgYDpmamkKFnkJaJud2IIHSOZSSRFpT+hzBZhdeNFY6XAlRpHDGkkQNJsdb4BxKSOI4piwdoQqJW03yjQ2GWrBvbhe77jqK/fod+EddjFbgiy5WSKRUUHqEBM93ahkemLV/0CLaredk1fUWi/Aaj8f5HO9d1TRLSoT47m2cyfdy5RkxYsSIESNGjPiX4vxIdIZDTDFk2E9pSk0YS44vr9Bd7tOqNRgb73DP2iIHT8zTaYxRTzSuKLnsskdx8WUX0d9YYfv0Nibnxlnrd1m//zBTUY3G7p0MTcbawgnaM9M0Q0UiHK4cooUj7w0ocORLi4TbdiBkSJkWxHFMr7sB1iCKgqLIkFKDUGghEKryoE/TAVprtNY45whlgAw0Wgbs3bWbb932bT7y13/N9T/+HG767D9SZobZiVlsYFBS4byl7HUZFgUySkBYgjCi3uyQ9tYZLq/SntxG1KlRDDLyUCGtR2iF0wqpq+ZJwjoIA0KlkUFYKb+dpzbWQlpPaS3CV046zjpwHnC4zcC+6n7rEUi8cJiiwFpDYXKOHTzC9PY5SgMLK8soFbG0toYrcqzxGO+QWhFqj/eWwjriKNiUuCicTXF5Sb3doV6PKdZWiaxEjbeQGxtMNNrcvbDEF774BS7ev59HX34Fviw4cuoUG0PDnm3bmGmNsdBbRyhPbnKEkkhZFQgrr/DeIZUnyx0Wy965Jq0gwXiqGgMnUQiiUJNubJB6Q7qyzosv3s+vven/I7eW/Pj9tEKNn74c5QucF4hA4oSr+hB8j2La02zJdM64AThtiemNxUtfqW02XyOVQnhfrW5s5enl1o3jKKwfMWLEiBEjRvxrcX4y+L01XJmihKA2VgPpsRsF9VqI9Z5Dp5YJ6xGP2LOP6bEWS4uLNKbmCCbHKICZqSmElBw/egi9MmDX7AzzvXXSI/czecFF9IOU4eoaM1MdHBIzzBBaIbUkKiGo1ytLSSmQXqC1ptFoEumAWpxQFCUy1gghsKYqiqzcJzfDMGNJkiaXXPxIpteWODk/T2d6Ei/hEZfuZ2XhPpYWVwmCiDi0KKFRSZ0g0ChfgzDEFAW6cERRCHmJUTC+YwdeRwz6XXAe4RV4QSBDjBHoEGw+JAgiIh1WFph8J0D0TlB4A65qtuS93Sqi9VJsBfenu9Ma78A6iqKgNxxgnKVWq5GmKWmW4RCkG+tkgyHegzOGSEfgDNmgD9KjVIAxBqkVMvCUpaPRbNGMQlyW0UQiOjXGhWLFwG//5Z8R1VrsigPe/YE/5Ybrns7zr7+BSy+5jP5GQaw8e3fvY/7WbyBOS3GEJFAB2luMsWAEhbMESZ1HzO5haeE4K+Ey+3ddSBIqhr2COA4xJRTCcOj++3nZRZfzhlf9FkMJG3FM85++ir94NyqIcabqC2Cdq3T3fHeAfxrn3INm2c/yvfceY0uklygZVvUQuK3v/vQ8khIQAmc9UgjAfVcDrREjRowYMWLEiH9pzk+jK2sBy3injlSaEyeXGA5ShBC04zrNWkxjPGbvzDTdlQ22ze1iZtccOlEUwxVcezvL6wvUNlL27n8EmRqg+hIt66RZgWpN4tIhzoGMQ4aDDGkszWYN2dDkWpDUaxCEmFiSZSlxEKLjCFFahLMIIShdQZGlBEFAZ3wC7wX93gboaLPTLIw322in+dVfegULCwu8/rd/l/e9961MjDVZWFlkkAmmJmcZn5wiCFSVTS8FXnqE80gnsLEkkCFSSrJ0QBzHhI0GRb8PVFaXcVKvrC0DTRQnyEAjpMZvFoBiHd478BLvzwwmq6AUUWWL8zw/K7j3zjEYDivPfCuoNxv0BjnDjZR+t4s1hjAMSYscpzzeFlUXXykJtEIiCMKA3sYaSkmmZmYJhEALixn0wQp0L+WLh+7gfR/7B46eOMZ4o8baxCS9QcFH/uHjfP7mr/Kj117Pow48jquuuJLJmdktPxqlFCYvUXhUoPHCoVWIzXJm22M8/xk3MDU3w6c/9XHu+fbtnFjd4JIL9zPRaLHe73Hn7XfzzOuu5bfe/DZcEmICT7PRIv7Ra1G7d2HWFpFBghUShcJRfYdnOuU80Abz9PNnzekzHlcrPOCFwnG6APf0jYGgEnydXgGo9PpnrgSMGDFixIgRI0Y8nJyXAL8o+yShptlsstrLSIKIwvVpT0zwiEv20ysNdSloNpuESYxINCqWzE5Nsra6wqDbpZM02HnxXnq+y/LCAkYEeGcrvXckIQrIvacdx5w6dgKlFPVOG7/Z/KnMUgKl/v/s/WmwrVl+1gf+1vQOezrjnYecqrIqs7KGLKkklcYSkrBlkGQ3DRhkLBsDTdsmbANh4267o20w0GBDONy0mRwNBKiRMEJCQoWkVmkqSTWXasjKqsrx5p3PvKd3WGN/WPveLKnBrQ+X7C/vL+JE3nvuOfuc3OfsiGf91/N/HsqypLMtPkVsGyhSpKhKjJL0jUcIwWQyQStJjJFpVWMLRVkaQnC8/PrrrJcNX//8u/grf/7P8p/8p3+Gb/vQ9/Kn/+R/xhNvfxpvLdORZlxXlMWEqAQqBWzncsmTEejJNjFGXNsyms4o6gofA0aXJC3RhXnYSlvXY4QpkEoRQ0CrLAhD2NhEUoKv9YsriQ8e6WKe4odAbzuCjyilWC6XOYbSetresVqtWK46ulVD2ywxxgAekTwqCYLvSMlh9BitcwsrMTEdT6iNohZgRCJYy2g0wjQ9P/xTH+bv//IvIBJcv3gRmywv3nwDKaE2moP7J/w/f/RHmX74J/n2b/gOFoszgLz/IARaKmKMrLoWCdRaUo80N+7d47MvfY4f/59/hv/ov/4zfOzDP8U//uF/xE/85C9zZ3mX9cEtvuX9H+Bv/eiPUFvL4vSQcrqFrAzy6jPEbo1QeYdBCklQCZkE/Avy7B8IeCnlbxL9v5mIEJvqK5EbafNybdw04IrNAu/XHBSiQAiJEPFf8pgDAwMDAwMDA/9qeSQZflvTGdPZDjEJdrdKHr+wzTNPX+f9734b567sUNiGy3vnuf74Yzz1rqcZj6dMpyN8aNGtY8v2XL5wiVflmFdfvUFMgpN7R9iTI4wCWku3biiVwnctO7v77Jy/jDAG5y2np6d083lua02R8aimmo0xSEJnqZQmxUBd1+xt7+J7S9+0dKslvl1gmjXKS4pqxGw0Zm9nxr37x1y9dJEf/rt/i+eee4a//tf+Ci998bOcu3CevYvXKSYzZKnzRDqAaxdUSlLs7FGMa1JKqLKm2pqilCJ1DlkXqLLMotI56qpEV3XOrI9ZoLerNU3TENXGerN5i+Qc+kh+v93EhAohkAgCkfV6Td/3LJuW+0eHnBwdsVitWayWrLtVtigFR0oB+ohwjhQFRVGg8KTg8SEgjGCyvcVktkUhAkJGhPO8euMG/8Xf+dv8/V/6BXanUy6f36X3a6ILbE3GTOoKHxJloakLhe8tP/3zP4NdL9gaj7AuonV+zrTWOekmSmwKzFc9733inXz+01/lz/yZ/wIEfN33/m7+0v/yZ/ipv/k7eU69wr/ze34fP/aLPwvtGXPfoc9fxNsApiSGnoRA1COEEsgYEEk+tDE94Guz7n+rD/9r35dSIJJ/n2JSJOk3C7ZhI9ojKfnf4uNXSCEeGHZ+09cbGBgYGBgYGHireCQCfzabMRlNWXeBFCJb53f5wPPP84FveB/d/SOKlDCl5/joPn7ZcO3KRZarOZ//pU/y7LW3s727xec/9WnufuVTBAt3D49Ri4aLjz1OKBTWNTjfYruGrvWU5YhRVSBJpBCpqhGj2S66LAgEtDYYIRlVCqMSySaM8MymE6pxDQqU0uxdusRoax+pC6RWTKoRF67ss7szZTaZsn/hItcv7vPf/Nf/Of/uD/0H/MJHf4Ff/7kPk0KgGE9JNpCwxOUptamodvYoZxOcs8QYKCcVSmm6riMqQRICDTjnEFph6jqnu4Q87U1A6HuUzRGMCZAxEIMjhZgjHxMkAVEq1vPF5kcoaJZr2uWKrm2zbccLmj4XcREilSlI3hFsyFYnLUgiUlYmC+6iQChJIaCIgiI5Kt0TE8yPj1itVvzyJ3+DL3z5ZXanJYKAdfn7dmGF7z1GSCQCbz0a2JrNEDJxsDzlyv4l8t6uIJm8QzDSFdokvPfUpmC2u89oss1f/Ut/lU9+6teRMXDrVXj6657np//53+K//0v/MYe/+NfonaXYv4D3FmRCjgzCeVD5uRTO4UVOG5IhZLEePV8rteNvEvP/gmVb5GZvgpxaFOJvXrxNeXIvhMqHLhJhM93PFp7w8PEGBgYGBgYGBt5KHonAX65XaJm4fn7KxZ1d5qcWh4YusKWnfMe3fTNFOeKVl24B4G3Pdqv4Pd/7b5JouPHa6xTjxHR9QHv/dcSiYWtnC68jL33uy+ASV69eR0tDWRnqicH2DbjAztaUrUvnkbWin58hQoC2x6ws0gVi25CwzM5fITpPUZQ89vhT7OxsUxUVswvn2Dt/gXoyIonE9niL7d09xrtbdE3PqrOcvn6Dq/sT3v/2d+GV5rUXX2B19xYYRVGOqXZ3qM9fxoxndKs10XnG2zN0oWmXK5xz6MKgErjg8dY9nOSH8CBrPeJdz2hnFzWdEkIgEfAii83kAx6LDwkVJX2zpO06vPesTuc0fUfrLNYF2s7TdZZoe1q7RsSAdZum4RjQMRKCQxiNNgZhsv2kkpqxMox1oKxgfrJmeXLCV776Ol/4yms89653MTaGVZcn18lZpDAkWdF1/WZRdoLRhnoyYd00hAhPX32K7dkOBnB9RxUUIkWkFIxMjfJwYWubg3svszcNTND8hz/4Q6To2XvsGvfcBzjd+07mqaZ88utR4wuE+QmitxTndpEx4dnYYVIiOA8h5hbZuGn5jZEUfRb2bEw1v8Wu8y8S/JkH4l4ihEIItQnTifnfEg/fHlivHjxO+JrG3IGBgYGBgYGBt4JH4sEfTWYU4xJkoms6rp/fZ1xIju7eZ7y/RQc4H3n2Pc/mOMoOnnr2GRYnt7lz51VKUVN2FmcTV558mtn2Pqo2nHYt09GUrd09pJHsnz9H1JKQBNvTXbQRlGVJ4Ryr9YpSlkz292hOTnB9Rz2dcHz3Nu7eHfYef4J6OkVKiS4LtBHgQFQ1qqwwWpEEBF2wVY/BOjySyZWr7O9dZHLnBm9753txpuTWK1/l5OSE61u7kBTFeAuKgq5tiM5RjEYEIbGrNUJAWVdvxmFKMGVBVVWkJEgxLwEjBcREELmhVqS8vJzCZrFWGoTt6WNPcB7bWWa7e8yPDum6jhAT89Wa5BMniyW4RIweqcgNuT6ipcoHCgKFkgSXPfq6NIxGU6pCMRoX1JMt7rx+C7voOJkfM1936KLg/P4+j129xouvvYocSRSSFKAUmlCPiD4ymRqgJqTAsul56sIVzu3v0hWnoA0xRFrpEWbjw4+e0axmPK4R1vP49Sf4jm/91/jEZz7BL//0P+U7vu/7qffejj27QVFNKC49h735IpSG4vwMYUq8sw+bafObQJEXYJNgM00XiJiIwvO/ZZ/5ze/LHyc2j5H/LWym/HmP9sHi84NJ/W9d5h0sOgMDAwMDAwNvNY9E4MvQY12JbTrecfVx3vueZ2jcmjs37mK95ea9uxRlTeNairXn2tVd7h2+Qn/zJtf2rlCeO0c1HlGMJsz2z5NSoDk6oLee3Xe+He8bRCNQu1vIaBmVBXo8ozYmh5X0HbOyxkrF4d1DmvkxO5cuUo6nbF+6iD84oD0+ZLR/HhED0XaMpzOCDggFShYkIlpIVJGfkiQlRVUSrEdOx1x79nm01izP7lOIpxD1hE4kJjIvanbrJSlEitGIJMF1TS5CMhpve7qmpRrVROsRJuffx5QTdUgRPAQpIXoEEJJARBAhEIQgRIftW0JIeBEIIrGen2Gdg6KgOTxmuWhplitIgRgjsiiRSdKu5wTnqesxRVWiJKTowHtwARMl04sjtDFInWiOF4TjhluLIxb9nPGsZGv7PDvbFU9cvciXX7uBEAIfA3iJMjCd1sQ+Ybs1Wmq6pkUg2Nnb5visx/c9MXnKoqSsJMF51tYhUmL3/D4TU7K1f5l7J6c89ljPH/h3/21+8h//E575uvdz6eJ1Tt021WiKWNyh71uKaUU1meJSnsprmVOFhIQkBJF8oEqCbK8BUDIv3RIJQsJmms9vEeG/NV3na5ttH7zvATFGhJK/Kff+a5drB4vOwMDAwMDAwFvNI7Ho1JMZsU08fu4SH/yG9zLamZBCYLw9o9zaRiVF7B03XngRs14zKeDqzgWe/cYPce0D34jr12C2OP/259CVIYYepTS7584xHk/Z2d5ntr1DaOaMx1tMxjuMZUJojdAKyooooChyhjtCsb21R1lW7F+9xM61a8joSNaDdUTvcTYvfAqRCN4TQ0KITaIKEWk0GAUxopNExB7vOiZb+1x/x3OovuX4pS8j6zG9z49dVCWi0NimRQmJqStc1+N6y3g8JpK931VVkXye7vqQbThe5ISclALRWULy2JgIMRGdx7Utq7ahaVb0qwbb9ty7e5dA4my1ZH62hJDFZXQ5rca1DXadi6qUUsSUKLRByuzvr2cTqvGI/QvnKYTCdz3douHgtTt84qUXKHcmvPPJZ9nd2wbjabslT1y7ThKB3tlsWSmAlHC2J1YBERXOtgipmI4ML9+7xUtvvMxXX3ohP9chEIPCOwEBLu3uM5YV29u7iLJi1Vv+zt/5uxzduc33/MDvozs4oF3OqUY1ab3EWkt96QL1+T0SghDycvLD/gC/sdMUeYlX+IiICUIk+gCbyNEU/f/P6foDz30IjjeTcyRvTvYFQmRrzgP+t+I2BwYGBgYGBgbeCh6NRUdqrl3Z5uve804EnoObd1it1qx8QKuSi5fO0y1WfON738NjV88x3t1le/s8QULvGrYvXiHanuXBbXQpMaMt9M4FqkIT+zXCzLD2jPblAxQJUReELhC9QzgHSuNDILQtV596jNViznI+ZzKboUxJdf4cMkLSIJqIkgbUxkbhPSSJROJlQsgsCoMQGGOIVc6kjxJESFAZhJRcuP44N7/0Rd74yud57Ml30GtD1IKwblBItKnobUcMFmNMLo6yiXJUo4XOj5fy10tRkmRgdXJEUdWYsiD1PTF4Qkz4rs3xl6gciekCXR84Oj6l6x1t27Pu1jmrPSWiVIgkEMETvaOoK3Rh0MZgfY+QCWMM7WrJ3tYuo0nF4eEhtY4or/kffviHcb7jG9uOrf2LXLu0xd7uOZ559hk+8mufgUQ+KGiJUBIjBL23tG2PSZq6rlk0HZOyZL5e8vLJHCnBGEkk4EOPw7M7m7C/tc/+ZI/OWRZnN1kcnnH50lV+1w/+IM+8+z0sX32F7viIev88oSwJIVKODFIKfAooxJvLr9bm3QIUwifipu1XSolUEu89Xkak0rmFdvMz+JfxoHsgpYSU+qHYf9Oikw+FD8qyZNp4+1NuvR0sOgMDAwMDAwP//+CRCPxvfc/biIsz/HrB3VVktVqxWrc0neXixYsQHNuXzlHrAldI+s7SrJeMyopCaMbnr+GVy7aScoouKgQ+lwnpmuhblCzZffIZutUp9qhBVVNkCnRdznifbG0TrMevWkLbArmpNUe3SIq6JsncLKqERJKIzuWpt/C4AFpk37vUAsqKECMiREJKSFEhSfhg0V6gJ1Oe+MA38IkP/zhnBwc8/+2/A5As/QpVapp+TQoBY0qUNqSNVcMYk4tphYAUEAmc65EkZEj43mYh2Vts1+EB2/VE5+ljh+0DQijOVmfMl2ucTQRyMo71jgfVSyE6tFJoLUmbFlzv8uJprSukj+gIs2nN2fwE3y6Zbu/xF//e3+WVO7fZ3ZnyEz/38wQB57ZnfP3zX8eXvvIyv/LxT1AXikIZogTvHJgi+9uXljQGRIUh34YomVC1oIgaL/KtSegchVFc2jvPrJrhlSX5jvVyies9f/6v/GWeeeczHH/204wmY1KKuKMVqVshxyMIEKVGxUh8OD5/01cvBETrc/mYksQQH07aY0qQIkJISAE2+fa/lQdRmSlFpMwvk+y3fyDaBQ8SjGSKkBLxa3L2Y/yXZesPDAwMDAwMDPyr5ZEI/NXRHFHCG/fuMN7ZwvnIrZMTzk23WDvLdjlF2o7j1YLV2YIn9vfZme0Q6jFVWZNSYFLtAgHbrAmevHwaLCCJMk+jCRCTwnYtVVoTlCQFgRSGuqxx0hKiy3Yen7KYlAKankJrYvLEusQ3LclZRGVyMVF0uJRIMQtQH0BbR5QShEATkSrho0VYTRBgXUuhS97+jvfz0V/5ebz9GZ5453NM9/ewtkcJgdAFgo31xuUGWZkgkDaCMJJszp+PNlJPJljnaFdrrLXEEIhEurbFIfAucLqYI5Xh5P4xMSlWfYv3NrfoKkPwHco7pBFIXUAUqBhwzlIYw1hVjExFVI7p/mXu3btDf3DKlStX+B/+4T/kY1/8Eud3dxAysrszIURBHxI/8wsfxQXLrDbMZtv0bQNKYIoaHyIkz3hniyggBE89rkjRUSpJ0wR0KRmPCrz3uLri8u4F9ustgnQkr7h/+x7nJnv8gy/8M66/7XEOf+YjCDxNVKSmRRcNpICebhFLjRaJ2NlsxSERiPnPrkfEhKoLUuhJQiKiwFuHUHkxOISAkOTF3K/R37+18EoIkXckyII9Ix4KfCHYxG8mpJSbj3kwxn/zBmBgYGBgYGBg4K3kkQj8W2crKuFIOnJ0tqIJkbc98TY637E6m+ObjgsX95mMarqzJWoyxUuJjg6lSyhr+tWaaFtC35EEyPE2Mkj6+V2iKNCzKcJFnO+RRIQsiKFHK8Nkd4btO5RSSKNIUWFwiJgwowqvNc55fLII51CdJRoDSuR4Q98j9YioIQAyglstEKZCz8b43iLbXCwVlEdLjUqRtm1J3RwpCn7xwx/h0z/zEb7/j/9Rtq9cI4U1UgoE6qEApNA4F5Fs4hODz/YOJEEJ+rYlpYgNDu89MQQ629G0LVIl1quG07MVxEDwHYFIsoLgLAIFvke5gKqKh9ntAN46RmVJWU9IrqcLDbN6i+XJgrRc8cw7nuMv/4O/w6/9xmd5/Np51ssVfRso6xFRC0o8O+fPs2hOkVoRvMWTUKrAhx5cxPuEUI6trR1st6bvW9aLnufe/hyjwvDxL32WelJxsFhDguu7gjQpYG35yuuvopznr//s3+P6257k4IsvUl6/jPcQmznJNfTLDrW7h7AdhZ4Q2iUiSRQaQUKIRPIRgSKWipA8wgPCkYTKot1avAClC5Dpoc1GJohS5Ak8kZj9NcgkiA+Lq36zUM/T/a/9e3qYhJRSQsSE2BwaBwYGBgYGBgbeSh6JwN+e1iyayHLZYsqS6daUREepJVeeeZb+7BhTakajMbN3vJNoJHdPjhi3JaPVikJ5Qgj4rkWhCc4xcoFi9wIxnWN9dgRdi1ASLVUWTimgg4fO4oVEjqYo72jXS1LvMPV2ju08vo9BI4qS9WJBPZ2QxiOqogYi1nakaEgyEJceVUuk1lhpMEKQOoc7XUIpUdMZBIGPPcRIXDdIbWjnc5IsYVbxSz/3c3zbh76H/atXcNEhtEQFCCohfSSGSNKKQCAEn28ZYsAFTyDhnSWFgE8RHwPzswXeObr1mqPliuAFbbtGKYVbtgggGUl0PUSQRiJ6j1AQowUUUkLbthATo6oCb2ibFYu7t3nyyaf42z/1T/noxz/G0297AhEVAo3eyk20jXMEnzhuDynrEcFZiIlyNEamSGhzio9UQAj06yW27Ukp4mNEFhqncmnU3ZMFP/QH/yDvvHSdT370k/z6Zz5OCD3Pv+c9/Fd/4c/yrvd/gDc+9nHKtsONCtLhkjiZoM9fo791g/7l19i7vI/UgrjyiGqUxbTKU3YZY97LEIlEIrmUdy2kyIu4IuUFa9+Tks4T/ZTwAqQHIR9EbXqEUJubFrJVS4iHKToPiDGnIEXyISHFN/P0Q8rLvcMEf2BgYGBgYOCt5pEI/KZpWLcNly5cpphUCOe588Zt9mbbTJ/QnL/8TtbzM1Znp0wnkhShLBUuWvqlh6qgrkbIkQRVkHqfU1qahmK2Szw9YvXS69RPPkZZTMAEeusZobFhRRkS7dkx64P7jPb3sse+VKzOThEuMdoZ42Ok3t5GbXKD+tCjAyQlSEng+walakRwiAJkaXDeEtYtoijA9sSmR2iF0hrfdtiupVZjdku4O9Ko6T5d71j3DeeEwgdLJTZTYiXxITe44izJOaTKdhHvI8F5XPA4H4jW4WNguV6xajtkguP5Eh8S3kdc3xPkg8Qf8lLwxu8PkRQ8rnOk4KmqmqAE1ka2jcIYQT2asDq4z9bWFj/y8x/hf/3ZD/PklQuUQtD4CFIz257RNT3d2SlJKIyS+C4Ld10ofN8hJKjSoJQm2R6LJLYdCkEQgsnY8PrNVxlPttmbTbg7X/J7f9//jt/1/b+Hg9dv8OP/4Edw3ZL/6E//l4StEQef+yLVumU0mtCuT+HcDDneJQTL6PpVlgeH0OYeAIUiGYPSMi8pE7IrXqksyKVGFDkuk43glnJjvUl53yK6CFgoFCkJBFmsi5hIMuSbpIfpSuFfaLlJKVtyHkztAyk3DZOyf39Ysh0YGBgYGBh4i3kkAl+IyN7ODlLDcr1kfzTlqaeeYDKqiK6jmS+RQlNOpwTXYZSk1DOMEBTJU+gSPZrgFke09w+opjtUWzV2fkqqDPWFy9lv3bYIrYhSoQm0bUvoLUGvCSExHU1RRUG2hAdGQBKRNnpkodE6568H5/E+MtndRlqPiw4jNC722MZjQkVR1rS+JzYt491zeO9oD+9Tbe/h6bCnJ0z3LnH347/EGy+/QhjvYnCgK6yQOOEQLmFDTzIKvfmefIr4Ptt9hBL4rs9xmN7S9z29c8TeYfuOe7dug1B4Ep0PeBtYr9cQPSHlqbTkzZSXEBwmbwwgQiAhcClSYdiabjMtKmzsOT25wzhpfv2lV/nRD/8zrlw8R12WKF1QSkiu47Wbb+RfD99nkWs0IjoKYwjkHYSyqIgiYZslMUFRKrSqicGjReL4pOO7v/Ob+N2/89/k7q3X6e4f8ss/9nO86z3PMBvt8e//yf8QGSM3v/p5dq48xVZ9jnm6Rzy/jenHuJUlHt4htYnjT3yK8p3XkNeu4UKgwCLbNa4oUcgcaYogGZM98DGByM/DJkOTED1J5UZa732282gJ1oNWGxPOxkAfIkixmeKH3yTsv9anH2PO2hcP2nI3Vp3cnJtvbAYGBgYGBgYG3koeicDfms2oRoYQYVLNGI1GTLZHTMuS1dEpuvJUs22kqogJqrrMotRDEuDalpACftFhpKKIEXRJkC3i9gHqwkVEXbBcWcxE4Q6PCaWhqEeoUQk+oqdbFAq60xNUOSVViiglXkd0zILMLjvKUUmQIU/hvcd3DVEofEzYpkEAZTmi9x7XWypTEoXEe0voGkg79NYyunaV+auv87Gf+me8LiuqFIgjSzmt+eyvfhqAxx67SrNq0d4gqhJvs7CPAoiBZBM+Reh6+r7FBU/X9bRty3qxpGlbVFmxnK9YrTrYTPylFCitMUkQUhaQkhzdKETEOYfvOibjKboqKWOiKhSN6wmxJ3aWf/6xX+XHP/5rXNnfQ1clLgTa1YKyqOjbBt/1VKOSKGL2uMsaWQhcyMK4qGoKWRB9jxMgEGipSYGcIIOlKCW//ulf5tLFq7zv+W9CXX4b61tf5sVf/GXe/73fy8sv3IAk0LHl5s//dcT4Klee/26ilCRZINdr5NYesgo0bs3kiavIcgRHR/l5tD3JOeKoRiJJkpxVHxwphmyZiZ4gZO4B8JHkHAKRl2+1QEVJyqvQm8jMN735IkIQEZHEvzQRJ2fq55uUBwI/hfRmxKYP/1+fMzAwMDAwMDDwr5JHIvBno5KVtUymUybjEaksiUHSWY/UOUpQpIBdN5R1hYwpi7CiQNdT3HJB85VXGY1nOGdxJ3NEXWJ6j7t7h9CsiOMSVU+xQkBdY6yD4AlrT7EzRopIJGGDZ1JW2LbBO0+1u08KEbd29LZDVZqQPFIo2vWSvu8xskCKhFWQ1g2iqpAY7HqBme2QViuaxRy7XGHTHcRsxuEXvsjn/9H/yi1hCOUYVVactJHdeYuZTPjURz9JtzjhyrXH6F0uVQohPPRypxBx3rLuWqJ19MHRNA3Nck3vHQeHB9S6wrUdp6enIAwajVEii3wlcoLLxh9OtBAivRLErmVU1ZRGomNCaUEbepq2IbQ9xgfSpERLgdaapmmY1gWlUty5e5sUEvVoQgwOXRhi8ogERpd0wWOtp6hG+BjwwWOUQaqAS4EYclpQ8CW721NuH5zw9//h3yb4BW+79BRPXtnhqaeeZ2Ql61KhQk249Uv82t/+v/LYB36AJ77nD9G/8jr+9B6jZ59G757j7KO/wvh976F+/n34sxOkSSAmhOCQEpB6c4uhSCmS0ywFAkEUElzAW0+KntD2RCXR9YgkBVEmQGY7Tnbz5Km9AAV5t3aj6x8I+AdRmA/eHgp7QZ7a/5a3gYGBgYGBgYG3kkci8GPqme3uU023CLahiJYyKUpVIfd28C4RVw1i1SDLAmEERhuCCyxPFhTtArO7A3qMWa1I6zX66ACrJGZnG6E8q6/egktXsGGN1BKjJG7dU85mGFMSpSJKgaxGdKHBVBpVzHC9RShB0FCakvnyDCUkWhq6mEBolifH1IVBzmocid62uJMT6lGJa3tEfwbrnqM799D1ktPjz/Hypz6F0TP2L+5xezHHxYBMBQcLy3ndU44Nn/nElwgeLly/Qnt2xmg8RkpJ13UkIZifnHHv5l0uXL3IYrVkcXqG7Xt66+l7h8BwdHSMSIlqa8LZ3Xs06yWXr14hOI9NDi01Qmvccg0xoYXGOsdkto02sFq3bG1P6XpL6Dt874imYO/cBSa6pI15wlwUBcFFlFBgFCEElFIEn/3kwrUQDClKlIKqKFi1C3yKjLTGC4VbN6iyxPpApTVJwIXzuxQJfu6f/gTf/Of/W37vH/4jeOuJpyuMkFSjFT/3P/+XXHnnt/GhP/djHHzscxg8s2/4AClEuru38WdnTJ57J9hADDl5KQqB1AphShIghcm/izGitAGVNkuwmlQmhMuHKlWNs43GO/CRYMiHASFIUuTl3I1vPnyNsIff3Er7QNjHGADxUOQ/EPUhhJyUNDAwMDAwMDDwFvNIBH5rE9sikHzLer1msrPD2Gj65RKtDQURay1laXBdT2h7qqqCCGq2RdsdUS4jfkdhvIVC0/QNMgrkuT3a115Bt47CSFLT4izEK+cwDtSowruW5emaYErq6RYydbTrDi8lsigIqyVFWbPue1ZHc3YunKNNEb9YEw2oqs5pMfeOMKMZ8+M5Yy2pz12nPTjk7LU36NcNq/UaFwqO7hwy3r3Kk8+/m/l6wauf/AxVNmGzbltOfcv+lT2KyYgvfumreO/Y29vHGpNz4KNnsVhwcnBENR1z//SY0/vH2K5HSsnx8TFCGNpmDjFme4nziEIz1TMi0EeL3ni/k/NIqYnJopJgem6fplkzEjXTrQlN2zI/PmNnZ4uv3HqNf/JzP4fUgnp7i9a3KKFIwoDOtwFC5hjIGAVGVdjoEVqQpMQIgxCJpm+ygHaBNAECSK0YlxVaK2KytJ2liYkLxYylPWE0GVNs7xKO7jB+/DHKsyN+9i9+J0d3Pb/rv/vLBJ8Y7VWwNWL1xRfwErqjA+pn3oEYj/DLJTIKwOX0mlKjtCSiSDERZAS5qbyKAiMVLkVElKQy30QQN7GYSpB8QAdJMvn/yQa/eVHkyMwoHxRjvSn6v1bEx7jx5ktJCnm5OcZIBHwMBJ+bdgcGBgYGBgYG3koeicCn6VCdJ9oVe/WEsdI09+5QTCbY5QJrLSooRteugrWI6QiURIXE6vbr2LMle3s7dPfuQ9djxlNSHxEeZN8iZ9vUO4Z0dIDa3qe+fp7+7BifDF2pkULBuKYyhmQ7lt7i2gYVJaqMBB9wyhKEZ3Ruh9ZbgnWEYPP0dlph+zWxC/TxiG614tzbnqNZLLn/xS+hpcFUU0qh6buW3bc/wciU7F64yPIrJ0zLbXQ55lu+5Xnu3bzNl7/wOc5OJXvnapooePGFG7zz6chuKVifLokk7rxxgzbBBMPBvTfoVmuUrrAx0IeISn2eCitNlJKwWlEaTVmOcW2XJ9MKsB4hE0YLVi5SKIkh5nhOrYleYK1HRaiS5COf+AQ37t3l7VevkPCkqNFa5IVUKRAqZ7lLKVGyJImI0BXCdYjk8DhCbxGFQktBEBIRIlU5QhUKI022I/nEatky1oLJKPF7/tDv5asvfBrSMZEWSoW+cIHXv9Rz8Rs/xOy9X8/ZV+8wfvvjtF9+hdNf+gj+3A47z76b6fYWYb1GjKck25MiJFOghcbHhEqeICCRewdiiAhiLi8jEqVAeVBkG5ez+YAgdYlPHhF9tjmFN2Mvc9pRQMTIg97aQMqpPEAIYbNQK0kh/z3GBCHvVTyY4ssHsU0DAwMDAwMDA28Rj0Tg7+yfp5eRMiVGkzGeiFIG27SEdUPCEyloj4+ZXb9OlIl+uUaUElOP0NWEWJc0izmyGlFMR4S+p6gkqe+Rk4ruZEFZFchS0N2/xcnyhPFol+XxPUZXLlPtbbE4Wz1sijX1CGstfTunGm9zdPMWdV2jz+0xX67pT0+ZzmZIY1gdn+bbhLrk8OYbXH7b21jblqPXX+HilccoZmN6Inc++SnapmPMNnvXH0PXNcvDE65dv4CcbvP4s+/igx/6Zv7GX3qDs5MFC6PQk3OsfM8LL36Z69EileHs6JDjwzOi1ty7c5/Y9KSiwIhI1zR5Yp8ESIOSm8hFZ3G9QyoQIlFIifO5P0CTM94LJBIB3lKPRwifWNslfddwbmeXL730Ki+98TJPP3kd1/S0PttWinqEkoJV05Cizr52JN6v0apAContPV4EhJQIJTFJ0HlHNa7QRYVGIGWJQXLYrDg7W/C7vvND/M2/+TeYH7zBOz/4XazufZXoNDEpTj//80yf/S5+4D/+t5lNH2f15bsUkxzRuT48oYmSc+94hr3nv460XKBmCk9EFgrJmxn0MrFZft3EW6a8FPxmog2IEIk4ktL08wUqBOR4SlJZlKeUkCHlZtuUiJt4zBTjpvwqf73svY/5IED26/vePcy9TynmNB3ncTHvW1jvH8VLbGBgYGBgYGDgt80jEfh6XDPb3aLwnn51gp03TIsC3zUYIQiFQdZjgoBmtSSmQKkKtDT4sEb6hBpJSgxFqejWS/TWOdRoxOrWGyhdo6dj+q0RVgiOX7+LOXcRtb1HJRVCKPx6Tb9eMRrP0Eqy6tcsD46ZlGNC0VHNJkQBzekZyTuK6YSQIovFCf2iZbKzzesvvsyorCiKgi9+5jPsn9+jET0vfOwznMWAv33EpSvXGM0mFFXBK196AbM9IWhDciuOb74O4hLv/cZv4qMf+UVsaynkikhibS1f+fIrzGYzVqsGawOpt0Tfo4whRuj7liQkISQkDmRBQJBsjyoMhSpwvUNrnQWnj8ToQQm63lOUBWOjsJ0kWY+Njsa2qBA4OTnin3/y15lNZnSLBYt+QVFvMy5HxBBY9x2r1QrbrxjVU6LUKJlLupZhhVAJLdXG464QSaKTYFTVVFpx7+A+ZVkSHZx2Hf+XP/mf8m3vf4zR/oRLT30XkUQ5GeFDYrR9laZZEqNn5/q30x2doceC4twOvunol4cU5/fZfuY5omuRhSa0AeEd0TuUKRGbKEqEIKQ3xXmW+m8S3AOBHQn9mtBZiromKoGPDhxILR9+zoPmWZsiMgEpEhGEzfsjiZhyOk6MkZgCxM0CLnly71w+eGHUsGQ7MDAwMDAw8JbzaJZstWSCpO07yukUu2ro1yu2ZlN8ofHWQdvhksAqTbW7S3COsPK4PmRRLRXsn6dbLZApEOOKpo04n1BbJdZ2rG+fUe3sM752DbZ3aIPnZLmmkpJ6NEKPRnShI6xytrw2JaI0uBgwpebwzgG26bl49TJOJpbzBYdv3Gbv/DlW6zXVbMzlJ5/ihc9/nr5Z0a62+flf+TBCKIQu2d8/R19Kzu7c4dX7N1kdL7iwe47T5SkiKu7fO6XY3sGrwNb5bc6OF6R+TgqKpDV929I1TZ6yVwZCTteJgDIS53pUkgRniYUEHEoViFLnCTMRZSRyk58vAFUVpJjF6EgqYrvGuUjwkt41BO/ZqSb8xKd/lRt37zIpFYt+gUES+h5ZjZCyRKuK1fKArdEW1XjCol0SUiL6BlLAlBW4HD0pfERUBUrAer2m1YJv/+B38OqNN7hy7W380O/5Hv7gn/hTtMe3ePWLn0G/95sxZUHrEvbu59i69i6m157D2w71zHcT7x1CWlOoPZpuydkLX2Hvg99IPZ1h2wUeQfCe1LYIUxClgVIDgiiygUbGPFmPYhN7/3Axllw2pTRhPacc1YjRmOQ6UggIaR7eBqSwmdgLgYiJ7NqJ+I11J6Us7mOMxBByrv4mFjOmRCCXkHnrs3c/yHwTMzAwMDAwMDDwFvJIBH5YrVkGT1z2hEmg1pJqOibpAoSiEpLGN8QkmE0meG1oFwsEMJ5t4aOl7RxWgNyaYapzzG+9hl/eZ+fcBdx6iY0JNZ6QFPQpUFhP2yxIMlGNRyyOz3AiMt3fpW8tq9MFe49dQSmFtRbnLclFxtMZVgjsYkVzumTrwkUmu1ucnp4Sk+f1l19ifrrkwtVLHB0fEUXBzpVLiCRZu57ToyNCkqxtRxETx6sFUUh2Luxw3Da0X30ZKRxRKurtSc7a9x6VHKUxOBfA9Wht6F2eBJtaEmNCopDC55+KzFYZScAlDz6A0dnzHSNCgDAKmQS2t4S2w9oepQQGaJzDdZa96ZSD1Zpf/exnUXis9whlED7hbMPpWeLStWvYZU8BvO1t72RtVxy/cp8QAkVRYKKCJFBlTdI9yXq6rqOqKspKMz894+l3P897n/8gY9b8gT/xpyBBvXeVZz6wx9nJTUp9jrC8T3N8j9H244itEcoo7GKJiD26mhBMweKLLxC7lq13vAPrmuydN5KoQISEmIyQVUmMjigSMgmC2MRVBp87BqSAjVDPwjzim5bYB8RIY4PP8aFoghTwYGk25BuBh9GXpI3XnrxoG2P+WO8J3hOC3/QCyOzPjxHbO4LPAl8k85tuEwYGBgYGBgYG3goeicCvZhWLpmdUG4xtUCliY0DGiCgr7LiiKs5RjjRWQX/vPuPLl9AaFrfvgYgoalK0BBUJ3kN9njJVLA+P8EkipyUiBrqjY5KecnL8BpOdLWbXr9Ks18jKUBWaYD2tSBSzMfP5nN47XNsxrmpG53bo+575wQEhBJwQLFYLThZLFB7X9TTNGjPZoguKuW2pZtsUteHs9hFdSkx2pnRdT5kKisoQjEL4yGo9B5XwYcr1x57k0pWe1155lahqiknC2Q6RAsYIkqwIIaGVQtaK6BOJgJQqu+jlprQpRVLngSxWY4wIJNG5jaANuN4Tm4ZxVTOuajCCrmlxXb4pKMsxH/2Fj3I2X3L13Jhl26FVjSgVsnPUukCkxPHJPS5dvoz3HYv5Kd4FtNYkClLqN0IaluuOsjRsj7co6wolJN3Y89f+xv/IX/9zf5YPfdeHsGc3iCeCRglEcFR7e/RdwC7uovcuoLf28XaNsw0ijBBlAaMx/Z0bLF97mcs/8G9Qj2vCqoGiQMSI1Io0qrPlJQRkgETAC1BK4XtLSinblxIPLTVCCGLv6M+O0Kbe+PYtIQpSCA/3DUKIhBjRSuXdho2nnwRJivw+70mAcw5r89fzKSBEwod8GIibBJ6UBDEE+s49ipfYwMDAwMDAwMBvm0ci8H2S+NYiz01AZR+26XuMTDDbpdeJEDSBhFs0mHGJntQcvnaDFByjaoT0CasEq1WDv/c65973PGxXnP3GAcl1CDUiNi3t2RlJT5EXz7MzmnF2dERzeMz5p54kknj9hS/lb6ocEZynHlcIoHM991+6R729BUDsOhbrNUU9xTlHkhEz3aJbLBkVitXpnG7esLW1hWsCy1XD6NJFnAioIlFUFWhJ8BEpoZIj6mKCLDTLxSkXd7e59YYipIQ2ipRqYuhzwZcqCS4gY0BUNSI4QtcjpEaUBd57tM/lUo7sL5daE50nRA8CfGcZ1TW9ktSTMVvjKQno+oZeRExZ4HrL0fEpk7oAAaulRcqAKiUkRWEmFHWB73pmW9voasyqW7GYrzDGkKTAtgu0qajrmvV6zbioOFutaZoOrQq2tnZYz1v+9P/xj/P7/+gfYbU84bUvv8j0KwfUz74XvKO9fYfiuScZX3mearqHipY+auzaUoxKZFHi+47mdM7suXez9fS7wDdorUGIHHWpNEEXaCGJ1hGFyOVURhP6LKKllATnCSlHiwLYvictFggfMbMKZ7u8tyAMkYSMgrSxAAkhNlabHKUZHmTbC0GIgRgCPkWcd/hNROaDgiznHM7l6b33HqkUySfWbfsoXmIDAwMDAwMDA79tHo1Fxwa29nfAlJjRCKUEo3obXVUIJalth40JG6EkMNIF8/khPgSqakpZalSRcJ6ccLK1S2zXdDESz88IZ5D6BL5FmIrV4V2eetvbSBrWZwvUeMzRvftE31ONSu6+8jqyHHHhiSfQVU0SkXa1ZjTbpnceHx2LkzNC5ymnu3TrBaZQ3Pryl9iaXiAmxfHyDt1iQT2ecDafoyqNrApi06JViVQlwVmUEEht6ELLld0n0CZxcnTC/KjLaTMu56ELYYhoiB5hO3RVgdZ4b8E7lC6IAmIIFFKAUHgXQCQUOTEnpZinyiR0YfAhYJRmYgpQoIWmX0a6Zsmkrlmd9rx2cIvv+B3fgQ3wT3/5I1zYHRFsj3MrRtNtTFHjfaAsSxbNMb53hORJRIILaG2oipq7x4e895l38WP/8Ee5efMG/+jH/zE//dMf5uUbtwD4I3/sBzE68flf+UX2nn2O89cki//lb5Ceey/Tb3g/1ew8IkV8u8b7gEBTbu0hgsQvFyQhGE0niNllTHJQjnE4ZBBoICIpdEXoFniRMLIGJQiNhZStNahN4VQIxARJADHR9muUKKHviXiEHuENCKUIKSKSeCjmhRCkGHECfPBZ6IdEsO5h/r1zbhOLuVnIjZ71eo33EWLCBYvUinzZMJRdDQwMDAwMDLy1PBKBP93ZJaVEu1xhihFBGkLfMZ3USCnwSSEKwUgXeG8JKYGqGW1ZpAdTT1gsD7n/yusYNPXFPebtiuNb9xhduIDcPU+6exffLoiTHa6/5wPE6HntM7/B7mOPc7w8ZfXyHZ5697Ms5JrFouOdz1yD4FgcW8qxQqaIQ3F2tiDaHpBUW1Pu3XydemuLvvH4ZBB1wWoxJ6VEPZlirSUGS1FOchuqyvnnfZ9bUrUypBQwpiCFyJ07tynrKaKY0Pd30dKQYkEIDhkcSSuSNiipCcLhfUTLYjMGtggpCQApobQk2ZjTXpREAT5GtFT5efUeHWE8NehizOnZEfPFIZUosI1jubLIccFqvebf+J7v5LNf+hwHy1NmtUaJOifApEhZFngkoW2xfZ+XitEoJKbQOCzBRUxleOyZp3nsmXfyrb/zX+PP3b/HD/+Dv8fPf/gn+eWf+gm+/w//Ud77rb+LnWuXaA5OMK8eUmzvMn32aZCaaFucc8TeU44LTDUl+QaRKig0KQlkEkQpIXpUSgTbk/AIFCFCVAXKO2xokd4AkoQHoR6m6MRoc0KRVIi6ppzskaKjIWCqCUIqBDHn6SeJD+6hBSqEPKmPKW2iLiGhCD4SgyPESO8s0Qf63iG1wNuAbVp8ioQItuspSo3zkTTo+4GBgYGBgYG3mEci8FNKOOeot7dxWqBiwNme9laLGVWImIjeE2OiKAoKo/HOYX1kVI44XZ9ydu+IPkSCAb9Y0c3PMDZhbcf81j12z23RFVOs85j+lDc++xV8KhhdOM/RC1/h4oXHUKMRt7/8RS4+9hhqZ5fF/ISymKBE4vRkQZcSSYL1YIxi1XZ4oYnesVw0jGdTmm6Ncz0yClzXowQopcEIXLAooYgxIOQmHSUmPJ7JZBvne6bbW0hVc+fOHbQusE4gVG6GRSgSEaEAIYguURYaLSS9dwhyoZLzHgFIpQCRxafRuHWHUhKhBNHFnJ5jJEJqTs9OOJkfMa2nAKzmCwI90+mYpCVPPvl2fugH/33+wv/9vwddImOia1q2t3ZYNy0BQVWOcdbSu5zQM6oLpNGs2walBK+/8ioHt+6wffkSJ/dvszXa44/9yT/J/+E/+8956bO/xvrgDltTwfy2xBjD3vd8A7J1RB8QweNsS6UMvUkkIaFr8HiqyYSoTD54uURyCZccMoE/PclWnemU0HZIFYkREolYJJRPCKEJfZfbdwVgI6EsSX0Px2e4YNHVmFG9RZc8Pvg3l1+/pplWCIFz2e7jnKP3jqIoCMnjrSOlQNd1dM4SInjnUEE9tOf0Pk/2tdZ0fU/fD/77gYGBgYGBgbeeR1KzGSOUZY0pCgpl0GWBKgzeO5r5ktVqxWK1xHY9GElQgq7v0aMRvQ+c3LiFbxqq3W280SxPF4x3dnBasL5zn+m5KV5rktM88/5voL58iWI2ZffyOV771Gc5u/kGQiROF0dMtmZ0vuP+0X3axnJ8dpejoyN6ma00i5MFMQnWTUezXlMYg+s9LnS4YEkhIlVuYyV6os0LraoskJI83ZYaKfPZyHtPoUtQmiQiMQZu3ryJdY4kE8RIIpdDaZ0/L/pACh5jFBBz6DNHTAAAyUpJREFU/n0KaK1yRCNsSpVyo6ooNCokpNEURYEiT5t9CBhjOD095d69W2xPtzFVTZ8C6BI9LphOp8QAn37hBQ5PTpmOx8Q+IlNi79w+ScJ63dKvmhyDmRIQib7HB0tMoFXJhb19Do4X/MW/9BcopEDZwHx+ytEbd1meHfHY+78JukMOfu6/Jb3+/8K+9GN4A/Hp66jpDOd6UuNozhao8TbEwOr+MaJzJBT4LIYTnn55Cmdn+KMjkg8kAWndIFS2g4ngkVohXCDg8L0l2B5vO0Jn8++fNCQkwfYwb1AknE5gCpQu8kHGdnTRP2yl9ZvisBACbds+TEDqmjaL+pBomgbnHF3X4UN6+Oe2d7RNnw8J3rNcrum6Duf6R/ESGxgYGBgYGBj4bfNIJvh9CKAkruswpkCR89knWme/sgTTSvSkphjVeGsZ7cxYHc8RAurtLez9Q+yqAa2pzu0wb1ru371HnRKiUBQjw3h/j/W64dWvvsL48hXWp6csl2t2zl/mZH7M7nYJqqJZnzGRElVM6GyD7XpikPR9jzKatm/IJpSAtQ1EwXg8JUZP7HtEXRBTQhcFSgj6lP3WxpQIkUAqkks5slI4yqKgMBXLxZq2WSIISCUJNpGSJ4kKSYEg4m2fk1wUONdlP3qImNIAPExnMcZsUnMSUujsi0+J4AIxBnz0GAHWOc5WK0bliGa5IqnErDD8xEd/nfvrFU9de4yXv/wiX379dUKIbE9LFIaqqqjHE4KzlGVNVZQgw2ZRNKK0RhU1vQ+k4JC6YrY15a/+T3+d3/sD/xYf/K7v5s6rL6GLkuZswepsTnHpm5le/iDt7a9S1jWM9pFL6MOK0dYYawpWzRrTrCm3t+gO7hPWEn9ui9RHkIrgVojVktC2SKlJ021s7ylMwidJKhQpJJL1hEWH8D1xWiG1IXqB1gpP7gyQdUHnSsrRGLO1TdN32G6OLirKakSzWuP7Fqk0KaWHz32Mkb7vkaag7/N0PkawIYv81vb4sEk28oHFYkVIcTPJDzRdSwi5yXaIyRwYGBgYGBh4q3k0S7YhsFi0aGMYjyfUZcW6XbNuGopxnW0lxiCFpF83RNvTW49QktGoZo0jHtzn7OAEP6rBO/rOMd7eY3XnJuXSs/P4BV5/9au8+KWvsL1/Ht87hC6YXrhAXdY03SnzwznFeEzTruh9YOdCRd8EmnaNQqFMjRQSb5fUO9vMlxbZNky297ItR4gcT0nC947oHE4kyukEKQTR9gQh0YUhxBxrWVRlnhRHRwgJv2lXLU1B21miiMjgUVLgQ45UlFJmv7dzKCRCqZy8Qs5tl1IihACREClbdJTWJOsIZCtJIQVSKoL3FIXGuY7gExe29nnxy1/llz7xMR67/Di37MvcuneX/f19fNfifMPaBaTRaF0QQkIVHlmqvGAbPCFExpMtZrNdDg4OkAogUhiBFJH/4I//CT7/4ufYuXiBkzuHGKkQboVxp0Q7YbTzNHo8BhNZ3z0iyURRS4JSVAdHxOUCVzxOc/cO6sknKBM5pnJxRmpahCkRyiCjJLYLUIpQz5ApENoOoUqSlHjl842R1rgERVERijzZ90SC0hT1GKU1K2eBhJaCbrVEV4FEoO07Ukg59WazZNt1HSEkosgTfIInydynsF6vWTUdSAVCsF4s8T7S+z7n5CdJJGXrls83DQMDAwMDAwMDbyWPROCfHp+gtOTc+fPYrieFyGq1zEVDPuJWbZ4YB0GXAu3JnOgTxc4Oy+NjutWSe4t5npr6iE8dRT0hWo9wMLl8jtt3b3Hrxi0uXbnO/mOXeOPVV0EUWAVibFifBbxqEN0KVRikUhzfv4eNeRq+Pp0z3SkpqhqSo113jKoxkhHGGNpmgRYSVZb4tie1DUnJvPApFK5rMaZEaYWzgRh7ClUjVElvI03bowtDDBIhEikFkhBYFyjo89Kmj2ghCLZHaIPCIKUEsVn4FAmtDWzsIkIJUsxWIdfkyb8pJLbpEFFATCgREF7gYuD81g6vv/YGP/lLv8i1K5epa8Ort19lPJoyrkZ4XVCO9pFCoZRCq4Im9nTrFa7rKYoi31CQkKLCRyjLEiXAuoaqGnP96kVefOXLfN+//t38s5/5WUbTGcf33mAkItIHyscvEgtB7CPNq3cJwlNv79DeOyQpgygUKUbu/+KvYiZj9NYYP58T5mti36M3pjEXHb0LSBTKeux6hR5VOeHGtaS6oJpM8a4nepBVAYm876FlXtiN4JqeNJZAzElEUaKrms42zOdLjC6QQrBer4kxUo0nWOtzu63noVXHGMNysebg4Cjn7seEswEfLCkKEDlRJ0dnCkJ0OYloWLIdGBgYGBgYeIt5JB58b3uU1hwcHHDnzh3mywU+Rdquoz1bEAREKWlFgkLjokMZiTYShCfISDmZMNvZoqw0RVSkzrJYL9D7Oxye3ufobM7W5cvZ2tF1BKGw3qOMZN13lONt0Ib5ukNIzWJxhu0jVVXhu57p1gyjBM38BGU0nvy5UcJycUJZ1iSpaPsG3zUgJVGAqgyo/DT5lJcxk3eE4PDeE52nb7uHz4XrLcF7mm5NSB6jJZGAtRbYxCaKlIW0iMScmYM02X/vg3sYw5hzHiE5CyGQUkRGMGUBWqESRCXo+46d6ZTORX78I7/AomnZ39rl+PQQ2zps29F1HePpiMuXrrGzs4P3kfnpKcFbqrJE500BlCnQWqO0oLNtfh4ihJgoyxotKrZmJT/zkY/yX/0nf4rtC9sUska0HswExgZ3eEx/6yb24IiqHFFNpihZoBXoi5dZHJ+hyprdb3o/uIQ/nBP6Nbpp8UcnhK5BLjvUvCGJvI9gABkEsqzQArQNhN4jokAXJUkKKDRKSJwAKRV22RCJWOE2fviA957VakVwkcloTIqBpmk203u1sePkn3PbtjRNg7WW5WLN2dkZ1jva3tI2PV3XEZMAke1TPuR9gRhDfmkJQQzDou3AwMDAwMDAW8sjmeAfHRxStg3j8Zjt3R2WyyWnpydcvHyJJnimoiKJnEyCg0KqHGXjI7HrWd0/xrY9sW9pjs/QoxlOaYrZGFVqTo5OGe9fYjqbcTQ/Yir3ELJgfnCXnUu7LLoVMUrGZoIQihg929szGuvol0uq7SnRRlwIqELgXY/RYPs1KYDWBb13ufm1qvCdoxOWejJDiLw8a0xJlIrgLUokksqCPHhPSGtWS0AmQuyJTuSmWqERpsS1DTEKTG2IISGloncWFT1KFSBzEtGDN7V5bMhCNaxaXNdR1TVWZFe3VhKpFavFgq3dCSerOT/6j/4Zt+/eY2evwoqE6z19ksxmNfu7u/Su5/DwkCQT676jXzeMK4VUGu88Xd+gTIWWmlEt6W3ACoGSAkY1x6dzfOiodMHXP/UO/smP/DQfeN+7+YEf+neY3zlGCWjv3MMdL0g+UD95jfHFPWzbQSXR9Q6Hn/kM7M0499x7SYsV4fAY6SOqMjhtSeMakFAaVFWD6wlKInSBiOAI6LIgWIesDKiKILK1xsYARGRMNF1L6nvktKZbdnTtClkYPBLb5QOa8xYVBUIrmvU6L992Ld26QUqZE3O6Li86R0HbtpuF3Ij32SrlvSeGFokBpfEpIENCKElKEkl8FC+xgYGBgYGBgYHfNo9kgu/wiKSYzXaoqwmqMtSTChkFlarwIWAXK9YHd7CrJev7h9x/4Uucvfo6d196jZODQ2yI9BGiKehTQBSaeryF7SNOCcrScHR2RNt3hJgTaSY7U6SukKLC6BItBcl1eTF0408f7W6xPD7m5OgAZfQmBaWHJEkhgtzYYWJCioSwjrbvKIsJMmX/tEiSKGKe1AIuSapygjYl3ndoUxNCyJN8CZFEFBJV1XmiH9ZIs7FtJEhdj+gsSIWX+eATrEcJldtYY0TpAiU0fd/Q2hZkQElJ6ntcb2mtY9msmY5nrE+W/MiP/DhfvvEaWzPJznSP1aqhdx0745Lz0z0qUyCFomlWdOuG4C2FUQQUpITQkpQihayoxlt0fU5HUoUiaY2KGqEiYd3xtsffxjd9y4cYG8363hxpJlTjGlmOkVIj6xo5GiMKQThdE9oeJUcc/vqv0y2O2H3Hs/iDQ9qbt3JS0Vjhqgq5dxG2t/GlQUzHeeF1tc6HweCJoUembJkiJlISoBJCSFyK4CO98/R9T1i1CCXpVy3rtidqSUyS6DwuOlz02D4wX67pg6ce18wXJ9w/OECWI2RR45IEbZAJ+s4B+TYjpYAU2cMPEa2r7LVPAZnYlFzF/Hf5SF5iAwMDAwMDAwO/bR7JBH9/Zx+tDa5dswqedddTb43ovEXVCoJgMT9FewHKk+oCETzzG69hFdTlCN97RJKocoSViaocIYFV1zPdOo8XBSG2kBSLk2O0ligdcf2awlQoJUgqR0kCOb1ECJaHJ2hdYEYV3vWU1SgLZecJeGRSxCQwWuOcJfQ9RV3hQiSGHIHpXE9ZljnNhpyH7oOFmJditdb4fk1IERUNiEhVlNkv7lsUBhDEkJ9wnyJCK7RURJGLrQSJvmmy99toBOSISJeXkaUo6INFS00Klna1Yne6x1dfe4WPfeLT3Ds55j1ve4pkKnxw2GbB9vY2F/fP0fae+WqJkJK6rrNFJQSkyMu+WimEVHgslYmk5Dk6a9ne3kYBMTkQDoVjtDvh2tue5sXPfYY/9od/P797pHntH/4jzn/7N5GanEAUREDWBZUe47sVWivOXvwqB5/+VR7/w/8e9A39zZuYUUnau0BarwjrJbGuCUFiJjPk6Sm+bRCzLaKSEHJ8p/AOLwSyHpGMIlqPTy431yaB8w7anqIs6Aisly1CSlIQtLHPHv22Z73ZsXAJVkcnqCQhwsgo2uUBPgrmS0fEUGlJ49Y4F4g+oHRBUpCCRaJ4qOHFxmblLYJETIkw5OgMDAwMDAwMvMU8EoFfApPpFNs1rM46XPDQtBhj8NWKKDTYjqRKgrW4tqd1lr5b0UmD1ZICSX8yp3cd03MXoWlppUVoRSDR9E3OqEcRfEIIB0YhhSFGT3DZz16OSoiC+dkZdVFuJuklykhc71Fa5wjDFNBGE6NASkEIDmKONsxJNjklJcZssUjkxU0hBFprYvQkAYWpsLbJZU4qC+aUEilaUgqIFBERhJIYVC5zkvlxQgjElJtpkQkXEomESAHfRxARZTQiRUAQUiCEnuB6tidjPvelL/KjP/ETFCU8+84PUFWC23dvEm2P1iV1MaaxPfKB8EwRlRQg8T5SlhoefB8BZAx0bUtV7XBue8zR0U32z10iGYnrI30XeeLxp1jcvs/vf9/j/JE/9Pu58Q9+jNWVxO4y+9iVKyhVBXWBmtQkZ7G25/S1Vxk/927KyTb+3l3KuiRWijhfknyfJ/7SEGMLizW2aRCFybaoFNCmICpBDAllFKEQECPe5YXYJHMSDzGi6irHVnYOhCDFiHUB61qCj7TW0TuBW61yDGaU+fCnDaNxxXyZy86MMfRdy9FZQBmZDxIEou83XQkCIXLxFkIREogYSNFvXhkp3zYMDAwMDAwMDLyFPBKBP55MkFogTEElFLNimifEMRFjwroWTSKKwOrkFNd3HK1XuMWKUGja6NHVjFombErUkymm0MyXDb53oCSiKnHBUmiTxXJd4WNCiAKixSePICKiwkefk2yiByNQumC1OKWqx8SQlyi11jmDXuZpue8tD8ppU0okQEmZi6zqEXLz5xgTSm3sKyqLNyUFcfN5MXmIAu87pCJ/HduTnCMESww5kpK42UkgkooSkfLtg9QQnEfKbD0JKZHYCMkA0XsKNM2y4+Of/Bj7+3sombh992W0Llge3Wc8m1HXVX5eO0FRCIqigBhZzVdIKRmVFTH6HMGpFM73CGkIEZIUfPd3fA+vfPULfPoLH6ceT9Ba8zu+6RtY3jnhyZ0xf+T97+Xm7/33qP9v/w0XPvjNrI5OqLQhGIXQElkV+OiwUWBfe4Ozr3yBS9/3faTVAqkSbpYtOCk41GiMVAofbS4Tay0Yg+978A6zf4Gos1CXQhBJ2FWDEpKgBSHF3OxrPTZ0KFPm3YcAXdtgYyT5RPCWrus4PlsBGpki666l73uEUPgi0KdAs/a4PjKdJKRwjMeK1cphXULoAkTA92uUMrl6WORDqATixpYTY8x2JTUI/IGBgYGBgYG3lkci8NfLhvZsTi8SYd0xHo+pZhOC8yQliM6zbBpKZQgx0hNhPCP1ni72yGIM3uKrCY+94+30qxX3b5/gRcIYRQqR1AdUYVBCbSbZieQDUTmC74lk/7NtWhCC0WScveqrNciC0WgCQmD7Lk/gk8A5R1UXeNdvmmPz4mSIiSRBa0WpNSElRPJIlUV9bnvNvowQAiEGhMi2ICEESQSK0pCiwLsVPjqUg5AEdVnmz0sBqRVKGPKJwRN7B0Lnmw/vcdZilCaKPL1PIeF9pFCGGzdusGwbzu/vs2oX7Ow9zuHxEbosUbIkekFhctFY3/dZxPcWYwxKKbquybGRKTGuaoQEpUsqqejbJetuxfPv/yApJb70+lfZ3brIc9/x7Sy/+jqHn/oCn/jMy1xMgvalG0ze/15ESvRtT1UWtM5SdRaERJaCtQpEJRgVCmyLtRY1mRKCgEKRZIHt1mgfwHuEjPimhdkWYjwhKYlSEukjwXm8SGipccHlMjEBUkraFOjmDc3qEKfyz6JvO5wWyCBpWsdivaBfr9C6AF3SO0/b9lRVQdP0WOvzYUgljuYLpDSMRpGqSpSFxidwUWIqQ/CWGARJJ2TaWHFSAiERUiJEPsgNDAwMDAwMDLyVPBKBf/v4kMXRMb61FJMJzU7ALLPoFkJQFgXROqLIEZGLs0WOFSwFfuEYVYakJaPZhNPTU+6+egNVjBif28Jbj1+tqSYKpQy9bVFllWMnfSDJjTiPgQBI82YraVEWlNoQQhZf3jmEykVVfesoqjK3xQpBzFHpSCVJMVEUBUlAXqsNxCge2mWCDwghEUIS08YikiJSKKSAKBLeO2JMJLJHH6WodblpP/WQBFJIIE/9ow2QZG7ADblRVpCFqyThLURvqaqaxXzNp7/wBUw9xnrPzvZFdusJ554/z0n3FEdf/gredujCYJJAGMXp6SlKG0Z1/dBm5KzFh8BiMafQhqAEYlzQnsy5efN19nYv8PXv/xBCSe6eHdLMW964eZedqqJ++gnCp16j+X//Onzdu5k+8STK1DRfegGRHDz9NCGCP16wunEXc/kaYrpNioLYWEKcY3xC6pKoPEVtiOuWeHBE2N3GXH8cjyQmR8RDkPjgwUiM0VjraNsOPOhxwfz0mP50gdzeIrHg4De+SNidMD1/Ddt09F1H0yS60BNiolktEfTYkO02q3VusZUq0bcNaLn5GUeaZQAZKCuNQuR9hZBvrPCBtCkfi5vQ+4REKU1KETUs2Q4MDAwMDAy8xTyaCX6Y0/RzpNeUoxIbPK7rceR2VlFUCC0Ivqdr1zRtT9sssM0KhUSrhiff/z7uvv5lDl69i6mn1NOCZtmglUGVBsgZ86YsSUniraXQGp9sFt+QFxqlQCCoNl773vZoZRBCklKiquvcMCpzaoy1PYXW2XtvDClBUWTPekwpT+Y3C5wP8tGD9yilNznnkSQSgk07bdj8PytBURhS0vRrlw8HStI1LVIqNtKemALJpTzoVYIu5KIwAGUMNgZScPTOUhaG1arhdLng8vWrVCcnnC3nOAyv3HuD0alm+8IVdvfPcXznLi46iqqg67pNcZZksZijTYEuCybTKdV4lCNMm456vMViNUfXhvV6jdQFi67j7U++G/viJ/jypz7B0ce+yHt+53fw7u/7EC9/9OPEcYVyErVo0XaBPb1HioneP0E13UHt7NAtFjTLU0Rd0rqeSKJad4RS461FRYsNFdJUcPUxxKQiSklcd6Tg0UVJ066xRMbTCc557t+5S+rzbVF3cMbJ67dJUpEWZ3SnZ4jxmOneOSDikmTRtCyO5xRlDdqwXC/RokcUmuB7QoqgNARBjJJCGWLyufMgOqBitfIYqdAmW4WS0CQVkQHSxm9vjH64X5FStjsNDAwMDAwMDLyVPBKBf/fuS5hOsrV3HaEgqQBGEhY9ofMsxBqlNG59ShshROhOD0k2wtaUp9/3bvz8kLsvv0ZZTwh4FvcOIThG1x7HjGY4FZFEIhIhFVpKQnBImUhSEUVEJkGyHqEVXgSc7fO0XCpis0aXI5xNCARSQ9e2mzhKQRQCpECRDwLee7TWFGWBtW6zEJs2C7iSGPNUP98eJNSmEEpKRQoBozVCKvp2hRQJXSi823jejQIf8pIogRQCKb3p1RY5cZEYI71tcY2lrktClJwtTrlw/SoXHr/Gz/7ETxKkpl+fMR0ZTHUJ2QuaxQJRAElRjvI+RPSb25S6enhQsd7TLRyznUuM9qesN8k1W+Mdur5hNT+kGu9y5gPXH3+WL372k3zb+57j//wX/ju6wqF+4LuYHqwo5kuOPvlx+naJ+eYPMpnso16+weLcCh0r1PZ5bn/qE1y88Rp7Vx9DTWdQGVTvcEGQYl6CZjoGXRDXHev5GboskHVJ22WLEV6wPltwdnzE4uY99GJBYww+Rc7Ozjg5PcYUBWZri+LSRfRoxvzefRbWMz86wyZHUUxxvUMm8NEirECItEkuSljnUFLinCMJUEIhlIaUY0qjyKmdWiuUTChpQARiUg93JsTm+VVKwTDBHxgYGBgYGHiLeSQC38/XnN1sODvpuXbxOvX+PubCFoJE5085vXkTu+6pz+3hk8e2DVordFmzd/EKoT/hs5/6NRYLx369TeyWEAKj83ukcY1QIKQkeo8ILi/XIomuBxFy2+xmAdNrjVs2BNehZiOUqfBdl5c4nUOqiJCJ0HmkyH70EBPGmM0EPhBJaKMRm8XaBJt/DwgSYSPgkDlxRwlFCAEfIiImCp2Ff287ok8oU0DMNwC6KvLnhhyjSEiEPiJ0LkeScpPQg8M6i297iiKn7Lz00itoU3Hz3mtcuvAOts9d4bXPfYzLl67x9LPv5/DgmDde/iLIHhEUfd8iYyLpRHQBnKfcqYmdpV+sKGczxtMRoWvwsqIalRRyi5s3b1PXJRHP0b17LE7vcXlnl0tpxB//P/3nqHFBc/+Unee/jf7GGxQzDRf3MY89z+03bjN/7dOMd0d0X1EUxYTDV1/h4OZrnLzwJS6+453EUCC0hkJQuB5kIhYlygZcdMQUs1AvCtbrNQCiLPH9ElqLsB7hO0SpcGcr5l3LjePblLLg0pNPkaYzVD3m/sEJ8/maJCLjnR1K7+m7Dm8dQgu0qklRkESETcmYNpJEvl0BEFKAgCQCSpa54EoGYoz4qNAyIpJCqWznkkohAkTnSSSUHGIyBwYGBgYGBt5aHonA728siTuX8LNdXj1ZMT5ZsXtnxOTCNiI5kpH0sYWzE0w5ZjQa0a1W6FHOmP+NT36elRNICevDW6iyYHb5CUZ7l4kbgRR9Tsbx3oKKxJRQpcHagEgeISWdcygRc5KNUuATKblstxGQgtuk6wAy+9AhvenZL4ps31ESKQXeO4gJNpNbIQR93z9sm00h4mPOvI8pp/YoAF3Quw42dp3oEz5lq4dKEW8tQuTPD8FjJiNECvRdQxtbTAQlNL7pUAqqouaFr3yFj33i04ymE55/z4f41V/9JU5Pjrh6/jzz1QlfeuHzaC1xvmEy3aaoRxQyUFdTbLMmaM2onpKkYL2+B1px6dw1JvvncN0S11tG+/sko2hbRwHcvnef1at3GW9JvveH/veMvvXbePa7v4Vw9wD/2k1cMWL25FWal19h9+uep5mvOV9NOf9t38rdV28wGxX00XL5nU+hj05ZHR+xunuT8e5FfLLoqiLoAm8DoWtRaZNEJAKkROscQXqMKTk7PaW/c5eq1LiuR89m2LM5Cy1oJzXhuOTCE4+z+8R1Oq148cUX6ZZrRqMJi/Wane0J3nuaZkGha4SSCJGI4sHtS3wYkZoXrhN+c2sjgES23WhtEFJgfd65SCkRJSQhc8oP+UAXY/69EsY8ipfYwMDAwMDAwMBvm0ci8KMyTKY7xNEWCzvHEGiXC4pSIEclk+3tLByPT1A2Ikc7GFMhC0OzmuNDYms8IZY9Qhmq3X3KrRk2dkhhEDJkD7kWCClI0ecse1WgNku13gaiSCTXo5REaQMp4aIDqXKaociJPkVdEUkgswUjSUn04aHIf5DKorWmbzvUJrc+pYQQCa0VKYmHH29dRBCRwiNkiQ8xFyJJAUqRvMdvWk/b5ZIYoRxPkEqghCaGQNc2SCLCedCarl3ig6eux5ycLHjlhVeptGG0tQ8ziTw0FElQ1TuEomZ5dAeBYufiFVIpMFFidE1ZlSgJYhUxhaadL9ie7lBVFQeHb0BMBJUjKN3d29RbU97xdR9gfnDE4vZdrl++xMW9GTc/+QW+/wf/ADIpFquedG4PffE8uqrQO2PYv0gpj7m0t0u1f56LVx7LCUN+TbW7y91zF7j7hS9y+MIrFB8Yk/qeWI4QpsQGixYKjCZtdgVkZYhNi5IFrQss799ntrFlzW/dZt52nBwcYV3LaGefq088xju++ZtQdcVvfPKzeBuo6zHrrsV7/9CmlFJCmWynCsFBSoSQcuqNlAhyMhKb35ckE/j8XynzLUyKPifkAD6BTIGYJIr8+5WMIAmRy67iEKMzMDAwMDAw8NbySAS+uLJDd3aLtLrDxCguXLzMbP8xUko4e4bvA9PJLuPxjOX9+9i2pZqOCSkQlaQYjRHBUmxfZLR3GQpJiD0yGWKyBOcRSJwTlGUJ3iMT4D3ReYIQGKlyuZH3KKVQShKaDoxCKElw+WN1WRBS9qMTIYqIUhpVbuIvhUAKgdQK1zpMWSAlOJcn9w8mvSkJ6rLaZLl7AhFTTkgxEH2HMQVKFQTniNYhjQIfCUpiijzVTVoSGkvTrdBG4oFRNcb6HhccZVnRN4mPffxTHC4POHf9MerxlFvz+xTXrnFle5fV4oTlUUc12yJ6T9ssMc4gywkkWC7uMzt3ie0r57n56ldYHh+yd/EJoqpQheGsWzI/OcYITVnU3Hr5JuNrF6mqiov1jItPXKdyDtk6rj/7NMvDY1xZMP7Wb0EXFcsf/zBhdczkG0vU1jY6JOzxCf70jPqxa4xml1jeP+CJ7/g26rrm5qc/yer4Ils7F2mXpzjXI4WB6Tay1EitUVHSdD2d7fHOcXrjdeqQWPues67jeNFwcHzA1qhm59I+tu9RhWLtLMe3Dzg9OGFrdweAk7MFuiiwm0VaY/KSNUgkCiETkYSU5FuYzZsQAm0kkU2SkS43/xYhSRDyob1LJkGMgaQUCYGP+XCXfMK33aN4iQ0MDAwMDAwM/LZ5JAJ/JKG8tIP1DbPxhGo8wbUd3vfIKOi7gNcN5WSb7SeeoW/P8N0KKTWFrhC1QLCDrEuijqiNVSJ6Two+p8oIKMoqT1d9QCoIPuJ9IMQIWpM2thupFX3fE2OgMGXOlHeOQqss0OChHQPAOofcTO1TymKv71sAqqraPFYW9kVR5BIvKQkpkkJEBA9FiU9QKoGMBlFMs/WnO0UqDSnlcqxylBc8bcCFluAt2qi8wIuiT4n1qqGua5Qo+MVf/BVev3+L/d3tXPJkWyZiF6zlpS98jiQF29szOpEQLh9cVusWVwmK0lDLGXbesF6s0WXBzuUrpOhwXcL7giefeIyr3/Jt9CcLOt9xfP8Oh2eHqNSzbAW/8s9/lqfKgj/6//gf0aMR/mROtTMmHh0TR2PU+S3S5X2k98gU6E5XuPmc2TufQiiJa1ZU0xEiRC5+8wcoZiNiYQhlQX/Q4ZoVuh4TwjFitcDUE7pN3jxGcfzCl3BnZ+y/4yluvvQq85MzolB89+/+Xo6PDrh374DZhfMkFHdu3GaxXuGInBwdYENesJaioGlWpJRLz1L0pBSICKQApXWe7sewEfPiTbvOpvTsa5FSEjctx1IoUgwQEx5QSqNTJIa4OQQMKToDAwMDAwMDby2PROBvX7oKVeLcuffgWkVar0jeosYT3FmDW3TY5HEoti9vMZ5dIXZrYgwooXDOIgpNUZX4FOhti5YFhShwOFwCScqRhd5vyoQUIUaSkkTniEWJFIkQPMpoTFkQjabvWlKIlHUumNIyR2AiBUmQDw8pL856myf2IYSN31rTtS1hk4hijMn59EI9PBz4GJHFxstvG7wqEHqEFIpmeUgS+cCSNuLbeQ+QBaX3FGVeuo0hEaMnug5TV0hR8PorN7hzeJdxXVGVWyznC5RY0DQrMIqd87ucHS9hPGO2C/dee4PLlx7n0vWK05MD7t++xXR7h6efex937r9BPPVMii3KWY0JsF5ZZttTfue//n35ez854Mpj13nX88/jnOPg8C4vfuIT7IoxT37nB+mbJZNzu1jv8O0Z6dRRPvMMo+mEtOpItUGdL4iuxTcrRlcuElctKEloLTjD/jvew/LoLutbtxCAkgWht5tl5obV3fuIcYUajzi9eZvu+Jjdx69hfSKagj54ppOK09NT7t28j9mdUE62WTbrfLMjJaoQ9MseHwQoTdd1IPLNDjHn1AuVIAViVIjNxF4p9ebB7aElS4BMhBAf/szhzcMgCKLMdpyUEiKR9zZEQiqdxf/AwMDAwMDAwFvIIxH4xWQbMzZErxDB4nWk3sk+77NmjS8CJpXU0ynRtiQxQo1G6ODprUfWBeVWLkEKzSL7m1VBFBLQqM3io+2z3UFqjU+5wTSGQFlVCCPp+56qqtCbJtjsu45orTaT2SzwhJCkjQc7+oBQcmPr0XjnCclnMW/z1xNSI6XE9R4QmEJvYiYdSimiEMgUKXQJpiRKRbs6JLo1qpgQiaQY8THgvUUpQ0oBici3CymiTYFtOzQ5MWhxvOC1G68jJDjnCATKsgYCo7rm7OwMNZoxndVoI1HjKRcfe4K9nW2WJwuahaUqR6hRxeHymNXJCToCo/z/Mt2eEtIpL331S/xPf+Uv8v3/1vfy9IVLjCYjKApmoxnnr1zlufd9AID56ozgW+oI4v/D3n/F2Lrm553Y7w1fWrFW5dr55NCRQWSTzShKJCUqjOWRNbYhGxAG9oXlgQfweDCQIScMDBuwLViY4DTWjOzReACNIWlkiZaGohiazW42O568z85Vu+KKX36TL746h9KN0Rcb5+r7ARv7xFW1V60PeN7/+/yfR8dE2Yjy/BLXGtIoxitLaMBYi9UKc3yKjBNkokBrfKLxzkDZINMUNRrQPr/A4olHA3ScsTk5pcYSSs/6wWPqxYqDV+6SRJq6tWyurlg0OZODQy4uFmxEYCRiRNWQ52uaoiQvKmQkcYhuQh8CUnFdZuDwQQCeQEAIiZLdYUup6+4Duvx6KbrJewjh056DcB2TKoT61LoTrPv0sCgR3Y1T6BKRgusWqnt6enp6enp6PkteiMCfrxfMsgMGSuISSdAJblMyn18ghGV6c68TzJWjKmoyGRN5RY2lcSVKJMi6YjTZxTU1plwjg8RpiYojItUlmKho2E2+pcQ7RzCGKJLIKMX5liSJ8UGQ5yVKBiQCKbvpuhKSEARoCQjwnb1GRd3NgWlaGtOJMa319TKm7lJwgiI4Pp3yimt7xiDNurZb71BB4aXE2AbbFuAs2XCKswEXPI23YM11CZJBIfFKIqRA+QaqFhWgNpZhK/n6H3yd48UlNw4OWJydcvL0PpPZIa+99nku5s9IsyGpVuzuv8T5/AQDjJXk+PEj9GiL7bt3iKzn8uqcj9/9AbvZlMO7r2BVoCgX+AuDaRw7Ry/x/NFD/sHf+w2+8NYd/uKf/3OYqubx/W+QmQXR1g4DCX5yRKyH2LEgCi2+adDDESqNaVZzTLlBj7e6+E8U9dUVameL4a0jXGFQiSQIcNYRkMjZLpETyNLglKVaLglKkvqEwrTo2Q47oy2KuqJUktXpBWeLK6YH+xy+/Trnp2eoYJnPlxhzRpCCsqpwLqBDjLMBKS0EiVDJ9c7F9d4FBi1igoPG5CiZXGfWB0QQSBk+TdMxzqGEQCn9aX+AUgqF6DLvhUB6R5CKWEmctTg6a483BtEP8Ht6enp6eno+Y16IwB9PMgQtTimcaXGVQ2iNMJ6qLInTCTJO8a5CNAFbV6yDg0QRD0efxk+ayxNECMQqJhqm6DSlqUryTUGSJMhI40IgGNv5pvV11KSEKBnSlAXOVkRao3XUWSW4bp2Vn0QggnOdTSYZZnhEN2l1nhAgUurT9BOBhkiRKI2p6s6iISXGe+R1+y0hEMsIF1y3vBsCznjiKMLaFufpUlrabvovIo0I4IJHaNWlrlhJUB7XGIYy4fj5Kc8uTruziBNkox0qUxPphE2+whQVSZKhkpinx09omoqoaljVDZFKGe0M8G3DerUCa9iNp6SjAYvzE1zwbDYbtmdHTKZTAg3TnTE2gn/6G1/n9Nkpf+m//Zf40hsvsXl6TmVWkCUIe8ngaBtpoG1qvPMIHWOtwZYl0nZi19Q1+fNTnn3rt7k1jJncuktrc2SIcMLjFZiywhQV2f4uIkqo53MKL9FjiVsXZC3MtmdUxqGDZ7lc8/j8jOnhPrdef4vzyyuenRzT1C116booVSkIQhJFEtta8B4VRXg6a5QSuvPdi9D58PF4YdBCgwJrWyLRRWC6cG3PQaJ1jLxuMhZCoLTAAwqPEh7nryf2IWCs7A4J0qNQBBHQqfr/8+T09PT09PT09Lx4XkxMZqkIQrA4/ZhgIlpriIUBkdJIR3t1wea5R+qIKARMljK9dYTxjmA9QQniLCWYbhnWDQZk4218W9E0BUJIWmfxziBs54UWsSbRmmZT4NuGYA0CSAfZp9PXTzz1SIGS6rrIKvxL/95fe++TLEXquPPk43HWopUgUgnemc7brRRBQKQ0QkDbtF2efhxBELi2i8JMkuS6iTbgvaEtCyKtscajXCfshRfYxl7bQzRBWFCSYAOPnj9jZ2sXgaeqCrIoZjgcY0PDer1E6oizs+eEi+copRgOJ8wvzhBec+elIwINRZUTvMRKjy0r9ndGXBQFZdOiZWA1P0bHYK2lag0TLK+/+gq/8bXf5Ld/77f53/zP/te8+do9tAqsGsGN/R1UNmTxh3+IHGckR0fYxYLgLenBDfRAYZ5fYZoND7/zLU4/fszNX4gwwRNCoKnKLkEoTdgURZdA4zztek5p6s7CVFcU9Rpnu/c0GqZszi6Yzy956c23yEYD8jzn+PQ5WTTAGkGIW4Lr2me7hVcP0qJ13NmgpEZJT2Oa7gOv4q6szHVL0yLqbmSEViAE+IASXa69EOFa3HfVV0IIQHV9DN6DswTvEbKb7kvpkTLF4UF0Tch9TGZPT09PT0/PZ80LEfgn73+X6XQP7T3DgwmKiOXJMdFEgBDYpkELUIAcpgDkx+ckh9v4uqHxNXE0Zrp7wNZ0wHJ+zvrqFN8atI5RiSAoiTMOFetOCMvOtoMQdEElXfuslBovuqXZLg0FupT6Lg6xE2LyOs/cd4IuUdepPZ1Ab+qaIDxpmiIRNHUDdJGJwTtCaBEBhJLEOiL4TsyLAMY44jhGaIFp2uv0ngRnTHfQiDrRF4Ij0gJrLN4HameIheZyuWC+WKGTmGAdJjhWRU6SZngpWC0vOhuMgPF4QL7KyVdLkuGAUTaiyJeI2uNFRBpn+JAyu3VA62qMD+xu79MUG5b5nE21QhhH21S0seT42RW7+zuUZcn/6W/+TX7yj/0Ef+a/8StMiuc0u/tEyxwjHaPdGf46jjQ72odEUa5yqBs+/Me/zv2PPuToS1/k6K03wdQ456jLHIvEbzbYtmUwHFJucjYXV/hgaWqDjiSkEclogpeS08fPOD89Y2t7hooS8qLm9PQEFcVsipKm6ToPqrIiihLUdfpNl3RkupsbJMa23c9ZdVGoUqsuxtL5rp34+vDmnEPQLWI7cV145f4oOvOTgyF0di2EQEbd4q2QumvFDV1RmjOBECyib7Lt6enp6enp+Yx5IQL/QZKxsz5nazyhbNaMx2MOPv8WZb5BaE9oB7Rti9oaE0cxxhiq+Yown5Nub6MrT5VvkBLKKsOWJSrrbDq+sTjvccaQxnEnupSC0CXg6CSG64XaIOisF/66YEhKuozDgA2B6DoJJ4RAVVVIrmM1Y0lbNnhr4brgKs26vPQ8XxNFEXyypAvda18LRqQgOIE1LdY0KBkRQpebX5QbkjjGIQleoIW6PmAASuNbg20NJrQMsgzjFe88fMx8ccFkd5ubRy/z+OEHCBEwTYtKYrxtiaKE0WSLOEuJRMzF4pyt7IBICuarKwaDIWApablx+yXUIKW4XPDaazfZbHK2d3eILodsllfU6znJdAvhAq5tuHP4KkVTMfGBsjb8k//3f8kv/vQb3JwO0FoipaZ8fEKUDZi8/TrxdMbq+9+levSYb/2z3+Txw/scfuVneftX/hQeKBYLTFvTGktVVSRJglCK5XpFVebdToUGlcZdIVk8YF3ksFhR1pZsOuVyMaesKsz1e27LkroxnTWmscRRhJCAsN2B0rpP9ySE6AR2FEVdQo7/o4hU569Fu5LdQrb3RFGEkBKsBaGQSmJNIGAQMkYgAYcQkm6afx23Kbu2Wz4tt5IgDN73Ar+np6enp6fns+WFCPyHMmXvzR8hm8Z842u/zuF0wMt7N4isomxa4jiFQUaQMU3r8ZFgsDelWhWoqiJKh4RI0ZqKyFk8AmctQXZzd1MZpNbU14kkcZqA6ZYdG2cIrUVfWy3CtS++m9Z235+6zrgHaNsWaxzeOXQcf5qso689/UIIoiiibTsBqZS69nIHxLXNRwhJlHYefOe7LH5jmk9bUL0PVHVNrBO0VnjTEgYRIlzHYwqFbQ0iCEKUEPlAUbX84P0PODs+IR0M2N3eQSpP2zbU6xXpcMIoSRiOtz89oOADSiom2Zjl5QVxlhLHCcYZtIxRSrNeLAhrQ+yHUFsgsHd02EWBrlaE4ZSj3VsUq0t2bt0Gr9mJIu7szEiFwp/lfPhPPuIr//qr6Lyg/PoZkUwZ/9jLpJMJ8w9+QHl+wbf+0T/m4+Nn3Pr8W7z66quMtGZ5dYVtDJWtwAuyLCObjCjLirqusdbipUALgYs1TVFB5Vmvl/ggsVIyf35BGxqiOEV4h/We1nTWqxC66FQVoi7K0hsE3SJ054wJIDxSCJwPnR+/a7QiEPDB4oMnEt1joHX3u/cecZ2kI4RAKgjheqLvQxeJKbqDghBdS7L3nS1HihQfPEo7vP8kSrOnp6enp6en57PjhQj8l7Z3SKQFNWHrCz+LxnD/2UPAc5h2i4eZHlObChEgCZo0zVCzjLIuSCLY2d7j8vKKylqiIJDG0TbttdUiRuuIIAJNVWPbliRJqE0DdILcA8Y5ZPgjK4a1Fi06kVWaqvPLa02kNSKKUEoirm0Xjm7B1jlHmReEEEgHGSKKaduWKI4BkKK7FDCmOwA457C+QUcxsY5w1lLkFUkUo4WkbRq01jShK0PS3lOVFSKKkUjiOOHRs6c8fPSM5cVztkYZw9kudZWzWiyJ45jJ0S2i6RaLi1PGyRAvFKItKcsNOhkRpRFKdIVdO5M9qqbEWodMFI3pUovS8ZCirEmyiOOHjxF0f75sesh0a5vatDRWYDaX7N44ZO/l1/n429/mrek2t54+4w/+6l/jpb/0q+jtPcyqwhQFlx+9R0Dw/rd/wDvf+g5f+LVf4a2v/jRbuzsYY7CxxAoLXuDaBpENMNZRbja0dYPUEd5bghc0RUVTltTOsC5rvPGsizUA2XBA3Ths24VfKqUQKKTwtLgu+vS6jiqEQKS7WyLvHVpJUAFxPUkPvrM9fZKGJKXAGdvtUUC354G6vq3pWoqFACkVeIcPn0RnCsS12FdKYa8z8YMwXSInn9h6XsQT1tPT09PT09Pzw/NCBP7B1pSLcsUHTx5ycHiLZDqhOXqNTb6itTU7tiUsV2xFGcNRSulazMbhlEDTeekXV1cIAZFU0BicFDQisD2Z0TrbTXuvFxadc3iuJ6gh4K7FM9f/7JOCIim7XyCIZIyUkkjH15NXgfP2UyuPiiKK1Rqs6yw5SnUikRYlFEJCXZZIBHGiMdZ0nm3niRONs4669XhruTZvdDsCgEUQBQUh0NgWEWmU1rRlw8P373OyymmLNVpLtu/do1yvMM6yvXPI2bMHJFtT0vGU9dU5AUvTOmKpGO0fMV+tkcGTJQPW7QaXaqSakAVPnW8YDEZkw22MEqhBhG27768ocqLJmPHuDr6q2Z7O2GyWRNrzq3/iz/D9x88Ybo/JtGS4viL+u/+A1ZdeY3TvJdK9AUIJ2vmSovY8+4Nv8MU/9Yt86Zf/BJP9m3hvMW1JqiKWtqGqqu79Dp66KCibGk9gtV4hpEQqwfJiTuMNpW1xjadtLJU3TIYj6qrF2usiMiUQSmJd2wlu6wgIIiUINlzvV1iE+OSg53Hed+aZ6xZjpOi+rhDdToWX1z8r3y3rSv7Id4/oEnSCwF1n3CMVSoRP/ffeW0TwICIcFh8cEKMk/QS/p6enp6en5zPnhQj809MTbhzc4I0ffZXnZxds5udEKuNXvvJLHO7P+NbHH1EvL7j/8H12V46DnW1qVzNIIlxZcnJ6ymQ6YDAY4JXCiYCOJFEL0WgL6SuKqyVSCNS1NcM5hzEGLSUq6qw5wXmSJP2XvNfOGaIkI9Yaby2OgJLdki5IhPdIpajLkmZTdBP+LCWEgLcOCYTrhVkhBFp0BwypQEmF8w63sVhvsde3B1orBN1/E5TEe9cVZRmDSmO8gGq14cnHT5iXNUd3blFcKhaLBSZI2kRhVhYpNTrNaJoSgmQrm9AIy/b2DN8EBrv7rMoV1jqUcljT0JQNe9uHLIsFIRKgFXVVoLOYdDyhtBuauiRNU0bbO1TrgrZtSYRCGoOSA4q6IvUrmvWGhag4+J//OwwePODs3fus12v2fuaX0KZENJZn3/g6k5dv8qU/968wOTzs3jOvEHrA+uKCarGhlYFkPMIGj6kqEJJVUbBeLYnijNrU1OsNLgia4DBtjXOBYTamzDsrklDgI0/lQRnXiWcJOo7w17c1nyxPO9o/WobtEjRBdCk7fCLyfSfyXXDd5yEEuhLa0C1f468LrcL1RL5Dqu61utf3eA/eg5Kd5946gUCBsIQgP41k7enp6enp6en5rHghAr9yjh/5wo/ywbMHPD1+xNHeHlerSz64/wFvvPlrRI8+pgkSMd7h/mLB0+MzlNRsJZq3b++xdZRQ5Q1EMUkUUSxW5MYyHs8oihXBGWwciIUmaIkUEU1dIJVHxVnnlcYTpKTxBlxAeZBKEOKIIKBpmj+apnqHFBFKaZxqqfOSqqpIR0OSNAKh8N6iEo0SGucNAY/WkhCum05ljDF1tysQAkpFoCXqWliaEBDe0YbO8uFFQKYC2ziqlWE5n6O1Yn//kMoLdDJgtJdQLOdsLo7RMqYs14xGU8pyQ2sLplsHSFuydXCD9eUp+fyM3Rs3uTw5JXjBcDJltVijVYypK9LRFs4aLi+fMRhOKdY5ZbEkTUbEu2OKzRopu1ZWLSWbxnN0c8YHDz/GLa4o1ysOXnod/cd+Bn/3BtF/76+xqi1iPCP50svkjx6S7O5ysLuH0xrvHUEEalezfj7HCkujGtpWEItAuVojBgPaoqLa5HitqKqKRb5EAt44jHFY4YiiBGMarDdoGeG9QyHBGxBdFv2nqjv80aRcKYUIXflYd3tzXWIbPrnhufbMiM6T3wnzcO23j/DXy7ZKx9dpR4EoSrC2xuMRTneLt8JD8ATru/2NEAhe8mmcpgsE4fC+F/g9PT09PT09ny0vpuhqb59//v53WDw/QUeC2sLt22+wcQX/2//b3+jSaBYrbh4cMB0lLFc5o2TE148/RkYjZjsxl6fPeXlnF+MdZdUw0CmFqIgHEq8Ak+B0wLQGQkWqIyQTvAAnPVrHxFJB22JCiwm2azQ1nb2ny54PRNcCz0uDMy3z8yuUUmztzlBRF01pTYuOY7TWmKa+ntirrpwqiGtrRxcTKdIMHQRt2yIB43w3wRcWUzddMozqGnXbpqbIczwgI8UomrC0gU1xRShLlvMV9aYhkjGTW/skYkBpGjbzE27cu8dgNiF/vmD++CE66ybi0+EOs5lktThhcriHqwxFPmf75l3SOOPs4/dZLhbkec50axcTPN5uUMuAc4EkHjAaZ2Ats6MD9qcHrM7OmO7s8sbP/BL64pj5f/WbfOFXfg6lG+RWhJgmvPfrv8v+7SMSC4v5BYPRFBlpFmcXlPNLZJLinGRxvmS8f8TVyRnj7QmRbajKHEfAlDXLzRpjPdI7UBK0Qlh3vUPRWa883Xttr9OS0jRFSkGe5yilkFJ9OrH33uP/hUjLcB2l+kk86if2LOg6ALT6oyIq5xyE0B3IrltrhRC0bYnWMbZuMc2GbDxCygjvBUqJbo8gdNGlQgq865Z7hQ+f2rR6enp6enp6ej4rXojAL+uGs6sLDicTRpObrPOSz73+Kpu65fzihHx1yTQbcbK4YiA0EsG/8a/+Rf7pt7/G/+sf/jp7RzeQEubVCT9x9wbjdMjZfIldFQzENpEKnec+xDhpUD6mdQKkRQSDEl2TrEJ8moKDUBAkIYDQEle3Xda5krS1RwRHUxcMRgOmkxFBKlprrrP3u7elKnKCscg4/TQnXSl1LTbbbrobpzR1TmMsWTroIjdtjW0MCImOE4KzlGVF07YMkgF125JlGfN8w8VmwySLkXKAswKzekw8GuHRxHHG2eUFZZWjBwPOr54Tk9G6kiRJiZqWzdUV6fY+E2VYP34OiWZ2eIRrWmysGGzvI8jQE42KJKlISZTm9Nk5QkaMh4E4kswO7pIoyfnyDN8ajm7eYbS3xf7OiFd/6scY7u1R/bt/neX3P6C4uGT+O79D+uM/wsnjh0y/9GVCNmDx6CFVUxINJrTCcP7oPkk6xtiG9XzBvTdeZbFYsF4smBcb2qrBBokAhI5ACIyzn8ZWBheI4uhaZLcIGYiiCGO64jHZ+WU6G476pKjKE4xFxJ3txtMJ9yiKPo3O/OTvtdbdzzROOk++dZ+KfO/89deQeGeB6wNDcPhgwAYkqpvqiy4ms9sHARE8AoEP7tP0pp6enp6enp6ez4oXIvCNabi1vcPhrZvUq5bhJOGl6ZDfPf6A42dPubG7y9t33qRqC955/ABD4H/1t/5D/uqf/29y56/s8jf+0/+UWzduM69qfvf9+/zpP/bj/OLLb3O2vOTy9ARXGbwLeK8Z7wwJSQqiIVUpjUyIUPi2pSqKboFSCJQXELo4RVvVNHmFIsbLgNKCQTpkf/cQlUiKqkISOp++BJC01iK1IkkGOBFwpkUK8ASMa7DOXk+PJTKKySbZdRyjxxiH8opkNKAocvK6Bu9IdUy52pDXNYu6osorEu/I24bi6oS6LNDTDDHIcHmDiWr2bhxSb+Z89L1v8crbX2R2cJNlcYGrLdOdLawIDHdmjKcxzoMrS5qqJUpS/KZh995d7GHO5vIS05QMd/bQUUq8qMA6SrPiaHALWs/5+oztnSnJpqY6eUazM2H7S18gGmc0dcH0l36Z5JU3WT19xI03X6fcWOLPfQGxmbP+zu9TFg3Z4U1CGvHk++9TFWtGgy2Wz44xzvLs6TFXl5ecXlzgtCYajEicxDSbTpwLj5KAkDhr0NfxpF14fddvoJQkivT13sF1Eo5SnVXKuU7gXy/IfuKp/yRVSciuJwERPhX7n5ZXXTfbKqW6NmPngUAQASkivPAE4ZFRDFp3lh/fefClDEipcK7FO3d9KLj2+vdLtj09PT09PT2fMS9E4AfnMU1DMS84O3nI2rTsRilvvPkq3zt6SFnmnMwv2J4OqEzDdDji4dOnfPToGZ/7wj1ev3eP84sF4+GIuQ/8Z9/4Ln/xJxJeO9ohUtAsluSbChkp/HKNHnmSvS2ks4jQTX5FHJEIj+e6tMgFpBddnKWHbDxECkUaK8Cj4gSnJY2zSK1xtsHYrujINiW2deg4QY0SmnyNdS1KddPjJIq6ybLSWBRSOIxraZquLZYgIBKsVnOK1Zqm9ozGCZtiQ95aFpcr3r1/n/3JDGUt66pAGEM0ShFxSjbZYba9R3l1jkJw8+XXefrxO+TrOXEyIZiAtyV5E4NVlKv32Dq4wWAypY4kWmhG2TZIwenTh0SuJdIp0XiX84dP8UEyO9ij3qzwNoGqwidDhkoSXyyJkwQVJ4RkQDwYkg4ShJOsP/yQZGvK7pd/FFcUNPNzDqe7YByiLpg/uI+QknyxwHrDzo27LJcrFosFapTxne9+G9MY4iQjTmKCc3jfILSgbZouo14EMP46+jR00/Tg0Fpjr/cdnHPX3vhuKt+0bbcYGyB4j7hetpX/QrHZJ/+f9/5Tu4/3/tMpvgyghOyakeMIusqFbgIfNAjXHUC0RqoE7wwh+OsJvb/+njorlhDhekegt+j09PT09PT0fPa8EIGvvcU5zcnZE6SKiI3ln33v63ztox8wiiRJlPLg7AkfHlsmkwkhBN586R5/57f+AYNvjrl78wY/8cV7GGcZTme8+/47/Cf//Nf54298mTf2ZrQhIh3FzPM126MJvnG4C4OPPelogDMV1nqSdIT3Dqc9Bo+3nW1HeYXQgjRW1GWFEBHBgzE10C1gusYSKdmVUvkuLhEfcCEgtOpEHpDGmhA8RVFQliXegzMW7y3Otug4QkcJbVNRrlco50mJyNctbZbgIsnlesk4jQi2pshrprMxTCY0mwW+NcRSIQM4FSNMjQT2t29imgZDQ11VIDxRlCIVtLXh8ukD6nJFPJixdbCHDzW+dgxDShsMMk4gG3Hr1duIxjNflIyzFMuU83rDODpkSoRuKpKDmySDMcv7H1O+/Qo6G7M8eY4LlnaVY8/ntFeX2EQxlBF1UxJmUyY/8mXys0sunz5HR0NUllLPr2hwuKIAFEmqaJyjmF8ivENnMT50KTSfWluEoG0bhJIEBDrq+gUgoJTu7DpCfmq38aa7bQlKEFBoqXDBXXvh1b8g5PmXvPqfWLFk8Gh5nYMfuhuATzz4sVbd9P4TT36QeGfwrkvnccL/C0VX3YHAOoOU4Fx32Ojp6enp6enp+Sx5MRP8ECiKmjRO2Nrf5eLigjiNWK+uiPWMONMMWo2KUywGJyKchVtHNyid4f3jh+yMZvzYW5/n7/6Tv4+xApmMcYlGxFDkBdnOLrcPZ1zMc1Rcky/OuZHdY6AlF4WlLEsm19n3WgakkqAkobWEJBBsoKpaskGGUDFVU+G8IVUJhsBoNEJLQdWUoNNr8efZzJdYXyACtCHQNDXL9QrvA85ZvLEIrdEyIooi6rLA+wLhBSJIZKypRSDEE5qq5YNvfpvx7hQ926LNC2KhyLYPGe/uIG4csXp+ThRFFPMr2qZmc3WFEo47b3+Ji9Mzqs2S4XBC28SE2uCEJdaKhkAkYkJV8fzJfWa3bqCUJp0NuXp4zvxiznB2QJ0odmbbTHYGlJtLXAzbyQHV2Rn7t/bYe/M1nB5QnB3z/Nvf4NlsxOorP4bDku4fYC4vqJsNLpaMbt3h7BtfY7VZc+MXfonn3/sWa2vJrWe1mfP04hTvHCpJ8K0DBE46nGkJwRLpTlRHWmOMAS/hE4sOoK5tNp8s1xL8vzQRN6ZL1ImSLvHGtO2n1hypBAhBMA5Ud5MjhEAi4do988lrdaK8hSDxSuCD724PpMAL8MERCYkNEusNigghBYGuNblbsv3k4NB9r15AQKCiP1ri7enp6enp6en5LHghAr+1jkGiMcFw8vwxKolJyIim+9Q+YFrLcDjriqNsTSICrXK0xqGNZxYP+Pb9d9ieTNne3eP+4ycIK7i1u81rb9zjP/yNf86rixVf/bEv8bf/ye/wI3f32X3zDR7dP+Xh8QnxbMz2nUOENWxWa2KlSaKu3dVGIK1HxJ3gNk2OA7LZHip4Lh9/DEJRCk8IgjiOsdbSNA3OOdbrJdIJnBA0pu1eP07Zmu2RDiY0dY5va+p8hcsyYpUiHN14Nx5QJxEejfCC73/tNzDFChcs+/deAidhBMP9LdJ4wGy6S7XIWVycs7V/hKgLfGi5/cobtFWDjCU72QGL9QqVpug4xlQFdb4hjsc4rynyKyIZc/70lCRJGA32+MVf/XOsLs+5OJ/z9NFjnj0+YbqzT7nJybIh470MZRXLxSXj3RtkBIrTRzTG8et/499nbzDiT/0v/hqbj9+jqQuEikhv7VMsFtjRmKMf+QnO73/Ixw+foff2qKua1TrHCoeQA8S1D90FizUtcZKSjFJaawjB4azFN46gPTqNECjSNMJ5C1ZgnLmOspS01yJe66jzuoeAubbb+BDQn3johURoicUhg/w0EUd+knkfAuF6Qda5gKDz0gsZX7++7oR/CDjbXi/NBtz1HoZ3XU+B9x7vbLfMfV2y9kkkp5SqL7rq6enp6enp+cx5IQI/ijW18UgJxgaatiJNA5HSpLIrAipcjVACETSVt4SmRfqAJRBFMUOt+c1vf51hlLEz3qKoCi6vNvzWDx5zcrFiW8X8H/7zf8Bwe5fH8zUni5yzssZ5iVk2PD274nM3bhDSMQ3gbUtCQEtBmigiLamaEhUJ4mwMSnLy8fucfvweSTJFZjE6iWgIVK2hbiwiiglCcbXeoBNNHKfs334JFTyVbSE3uNDiWk+SZYh4iFOQz5dYpUlGM84eP8eUBiLJ3iv3iGSKkIEy3xCERaiYSEYUxYYnH71PdXnMqqrxSA4ObxDJFNt4ivwcF3Liw0MGUlLXFSF4VKyo65r9owkbKuYPF7z00is0oaHe1OzfztBxwi/+8l9gc3nG6fkZp88ec3HyDHXrgCzSmKJCRY44GSJVIASH9oBK+NAW/MHf+//wq//2v4kpa6hg9NI9Ng8+4Pzhx0y+9CNs6pKT41MGuzu0IbCpy86b7gImtCgUPlikEkQhwrQtrm07Ae0dwXm88MQqBh9oQ4PQKcgIK9sultR1sfdKRzjnaOsGrRUq0n80iVcC77sUHGs93hqSKEaICKT5VHzHSYYxTZd5ryTquqwKqcA5vDfdgq7XBNXl+7sgELZFYHEuJsioa9J1Ld6H7uYhfFJq1hWveTy+8S/iEevp6enp6enp+aF5IQIf01kSWmeYDkeIECiqCiUFrbV4F0iSBB86u4RHggZ97aOWCBCQaEE0TFjnBXd2Dih8xTd/cJ8v3LzLST5nmEx46dYhH7/3HsMkRcWCddMSfMtVcYl3kl/9+V/g4vQxm7zhar2kqQ3pYMhIWVIB8XhEVbUUTx5jWsvey28TRRFxHLMuSjZ1jkiGKGVJ05i6sIymgngcEUtFUVXUmw1BBlQ6QIsIaz0lAlesCSEiJAlpOuLZxw9Y5EsUihuHRxiniKZT0Ir12TnxYMxoMuH0/gOaYkm2O2X08mtEi4LhOCGaDBnEgaZs0OMUsyp4/vEDssM9vGvwiUKkQ8azLfK6oSpydl8+RM8yDgb3uFxXKIZ87w+/xw++/Q5f+Zmf5o3X3+bll16jWF7i65Yqv8AHjQ2OKIqpq7bzkI/GZMOGG7deQS9XPPwb/x7xn/2TaOGonj9Co4jiAcVixeJqTjLbIghBsVl3pU8qQoTQ5cQ3DVaET6NG8R4ZR9jWIEIgSEGWDjqbjesiML2x14k2lmBDJ+SD6+IopcAHeb1MGz5ti1VK4K7N8d46lNC03qEESK0QrcV5S9vWXXpOEqGNIwBxpAiIzl4TAmjVJeGYBuG7vWmnJLYORBZQDo+jbkoinXSlWs6jhYTrg4sxFkn0Qh6xnp6enp6enp4flhci8J3zBAFaXeeGt6YrfTIGRZdN7q8nts450kGKsRZrDEoIGmdQzhOQhLZFuIbhcMTR7hEnqyueXDwnywa8cesG1dUlu5NtXr37Et/47tepraF0sK5aCCuW1nF8tebp+TFbW1skqWaRV1y5hnEWQ1thXMsoHkI8xAZFJgLzqsF6RVAZ1jnQMVdFCV6QTqfYqiQvNzRNQ5IkyGyAVZqyKsiLDR5BNtpBqxgpBBfHx+TrOdODA1zTUucbTu7fZ7i7jQ+KG6+/Sjlf8Pzdd3ACjl55GTEYki8XTCcjNnWJeXbCYJQh0xH2co4ta9RkxOXH75JmY7b2jnBKIPck9fyCnZ0ZSsZkW7vo4QGRXGON5+jOq3z4/jf4nd/4TR7f/pC333iFNE0pqjkhGZKNd2k2C8rVikhIqssV48O7DKdTjm7s8vrRHrOf+BFaEprVGb4qsWkCWQJlzv7hLsu8xgnJeHebYBrm6w2tc1AHgvZESuMJCAFBCpyxGNN1Dug4IgRPCB4tFTq+ntK3LYGAkAIXrsuv2m7ZVUdda2xdlqhr241XGiLVLd0KgYpkN0UvG7zUxFlGaxpsWZIMBljnUSEg4xh3/XnVoovNtNaihAbr8UCQHie6MivT1ngpsN7iQ9eqG0L3PUZSEXyXp2+DIxK9B7+np6enp6fns+XFCHwl0B60ULR1jW0NQQS8B4UEKaiaGn3dOGo21w2kvhN8UkpEkAg8RZXjPSzyFcNBhkoGvHxjj3Jd8ejxE4y33D28w87uHgcHN3ktGfB0edYtXErP//3/8X/hcP+IvCzIm8BkNkEGRxCK8WBKfn5GVW2YS4UPBu8D0ikcBhkkwdvOkuG7iMZhmlEtFgjXECMZTkfUVYVbLiilQumEbGsH6TVVU9JIjawDlbRE4wGUBaN0zO7RATsv3+Xpu+8TxynDnX2cM4wOj8i2MorLOe7qkuHOAX44ZHcyxbYF8WhMmowYDF+h3F/TlgVSzBDTbc6eP2P38IBERxhrefmtt4kHU4qyokYhrhpc0/nWbxzdwgU4uTpHPnJsjWbsbQ2orx6Sb+ak6YAsSlFeYpMUKSXJaBsVDViqhMHP/TwDV3F8dkWTBJqrc2SQMBnilpdoErLZDh7DIBtzdjUnBI+PBcjryT0CISXOdBGTSZYi1HVa0SepNXH8aZyl0BIlNe46blIFgZB0n68QcK5bnEUolJIEgCCI45TWWoKQtKucarMkm87QgwyhFEpIfHAE6/FSImygdS1SRbSuS0QSQiC0wkqHc7YrLpOCxlukk3gPhi7OU9LdGEi6bH1vHUJJFAKLfRGPWE9PT09PT0/PD80LS9EJomsUNa3BXaeQxFITnMcFz2gw7JZsCQTnsbYTPp8IKQJsTbZZLRe0rmG+WrI9nrJerGjqllGScO/gEBcsX3j9bQ4P7lB+/2uUi5LDnX2sgaKueOntPU4uzgDPYnFBVVV4BLPxkHnpWFpPaxWJlkRBEKwF6fHG0DQGYztxF0eaYGrOzk+Jmorx9gSZbdG2FuMstnHIQUo8nlCcn1M5x2AyxElBtDtgNrrF5tEx2Z2bTAdjzPwCo1KO3vo8y/kVTVMxvnOPrVffIB4MWTx6Sr04R46GeFeRTbZBbuFWOW21htmUYAxSGKLZAWZZcnX8MSPh2br9Csso5pvf/CbowMHNVzncO2J3MuR4+ZxBtEdoNauzZxwcHFGUDWfHH3E5HXP7pZdQbYXNK6J0i3V+ShRHWK1RQnD5/W/zxp//r2HrhmSUIgaa5bc/5OhXfoZwvqDMV7SlpcEyn1/y+MFDQpwQBIhI44Pr7DLXZVO2aTsbSxzjCSj4l/Ltre2abOM4hhAwTYNOBvjgsM4gQlc45Z0DJCrS4MEJ0XVlhUBZ12RJAj7gtSTb2QYd4VqDVwKnJcp38afBQX0dl6ojTZAKYbo8fWMbjGtxviVITZKOGIgEZyxWgg2WWHThP21ruwVe19mGBBZrfHeA6enp6enp6en5DHkhAj/VmrJtcM4yTDNq37WKflJI5OhKiVprsKHzU0sXCALKpiZ1Gus7i86dG7d5/8lH7G1tM5htsXzyEbPW8eVf/HG+/u3v8Ks//fMc7O3y7/3t/zOr9Zz9nV2k1uzPJnz4aM5F2+KDIo0z4ijq/NZKsSkCx5dnBBkhpWYcK7J4QmQb2tbgR2PiCURVgVAJtq2JE81w94jSS8pNjtjapS5zZCIJswwRCxoJjZLdLcF4m6y1tE2Dm4zJZlsIF1OnGWI0w16cEBpDtnuAEhqT5+T1Au0lTVPROktqA6J05GKDFAqdDjDlktX7H5BORmxOj0lSWC0adg6OKE1Jc/qA2Z3XGCQX5JcPyJenPGtrxsMR450Bp+cPmW0dsn14j9JscMsKKRWbZcXT+0+JIkfqDWlaUm9WRPGQcZKwqRo+9yf+ND/3V/41ytNjrsqWj3/jtxjOZgy2ZpRS4K8CSibkDx/w6KP32VQ1ajJFKIWREuG690Yq0cWWRl0ajnPX0Zeqm9Tj/Kce/UhpRICmqQhBoGSLa9oulpSAFx4lutsgoRRtsIjrVlrTdku5znQHMZnG3Y4HdEk8aAQS62pEsKBiiBXCdmk3cZLRCoVratq2xFqDSGKSeIySMY2z5FVFMsiQStO0LdYHlJAEa2hNZ+PR17re1g29Saenp6enp6fns+TFLNn6TsBba7HBE6z7NCfcB4+XMN+sUKqTOvI6UrCpa165eRvjHSdnp1xcniL2jpA+4s/+9C9gB4LvvP8O/9O//D/g+88/Zn804vHTR3xw/z1++ae+StnUfPDx99hsNkg8X3j7dd5970MereaMRyPiEONkwFjD9mwHlWpWqw2RgrLxlGXJTjagFSlVAN06BvEA568z9NWIldDoYcIwiclNjReeRCu8CpTeklSS0WwP37aURc4gHaDVAPP0jPhgl3A+xzxaEG4coe69ilyU2PKCJg5EckCUBerFmqZYoWSEK3Li0QihAvPH75EMR+gkQ7RLbGnZvnGbslgy2E7QxmOqBukC1BWDnSEm7KDiMYKI4D0ykRSLgtlUMt0Z0Laam29/iXf+8PeRwXL5/Bm+rrhz95CtaUJ56bEYxNYW+0dHHPzo5ykuF2gnaOqS86tTbt86wjUOJSOiJMah0ZMxydYuw7sjam9ZnJzhhSTIrpvAOQudSwfrLa7tqmKDVhC65J5P4imFEBjTgPBIoXC2QWuBlIq6NWgdd/sc3mBsgxcSbbv3QlznzjfOdoXCzqN13DXkaoWky6r30AnvYMFACBGOQFWsMRbiSHQHB61wRIjWEmuJCxYvPG1TkaVDVDwh8t2tFL5FRICOUMIhgBA7qnL9Qh6znp6enp6enp4fhhci8K0ISN+lpLTeoZXCOY/FI4UgDgKhuuVFbywq1syLNZvNhrtHN3nv/n12tsZk6ZCyKFBpzN//3X/Gz33lK7xy6yZ/8MH3+f7Dj3j91bd4973vkudrvNBczJ8j64rZzgGvvvFFnp0d42zDdprQhkCrWnwAHQ0o8iW+cdzbO2BT5DRNhRQCpCbNIqLNmqZ21IlkOMqoq4pV3uATzWgDJlbkSMY6wYaWUHkUATXawjYLhJeEuuKytgydJ0ZiXcDvTjBFRXN+TpZlJKlGxDO01gQpkXVgsrNH2NtHpxnLpx+xunyObmvSyRbt5XPaKEakE5q8oV2dkMy2+NxXf57V8xOO7/+Auqg4/fhDBttjonjGcDSiaRpIUnZ398gmW5TeIzclVdnwg7M/ZDKecnl1wmA0QEaK1cownVl2bt5mcXqKGqbs37vN8TvfZzuNkVXO/R98m8mbr9EEQ7NcsHh+ioskXqdMtqbM9ne5uLxiuVxijUPrzoMelL5OvOmiKwGiNOrSavB44/ikfcpZT1m2RIkmiiKcC127rO8891IEhA8YE5A6Bu8RbYuRIK/FfRACAWiliaSCSGKMxZQlToJWXYa+cIGpgIvaYoLHlCvqumQymqHSASEEhIO6zml0ROo7z3+aJN3XceBlwNgW6buW47JsqMoaCEhgOh69iEesp6enp6enp+eH5sUIfGsJSqKsB6mwEqQQaNHFBXoCSiq0jtAILvIFbx/e44//K1/lt771e/zclz7PByenHJ+fcmPvBqM45uMnj3jt5i18Y/jd73yTn/vxn+Rss+BkOcd7Dw/vU7sCFY+5Oxhy/4Pv8OjZMU1dksYp3hlEUCAUja1p6pZIRlhvCN4y3pohJVTrGt82WGdRA4U3gTYvqUwJacpOlLFYz1lWgclsiziO2TSOREuGKHJTY9cVwyRDa00TAlYpxCjFFRVx8IRsiJQtse6sIkHFWCmxwRIpTbANSmhs2tJsKtqrE5LtQ9LxPpODlzHrBevFkjiJqK0hGWxx8egEQcvenddYLc9pNws2F3OkXOKaA0bbOxSbkihZc2frJvN8w8YX6FgzzEas593CbppJ9m/cIdSeTVUT7Q2IBxF1VXD65AlRW3L80Yecfvf3yY4Oubl/yMHuPsFZTh4/4OBznyPfrGnqGtc22NByeOcW+WbDfD6HuotJFVrj8Yhra40XskuccY4WQ0Ci44iqKImjCCVjrO2SdaBbrPXOIVONtQHpJd5a2mAQDpSOcVqCczSmASFRwWMCiFZiJYTgib1CSYVQmtZWlCpjvD3BGUttUkaTbaajKcvlJVXtaFzFaDDAGkfuGqS1DIcTgnBU+YZEpGiZEOqKeDAlGQk2VzWR0sSRxnrzIh6xnp6enp6enp4fmhdTdCUV7rqx0weH9AonwDnLOErJEs3zxZrxMCEXgaaxVMYRqRG3b77BqlyxnWx4/Qs3eHxxyTrP2T/a53y5ZP/gBjdvamoX2N3aYpbFPDm/4t5Lr/Dy9qtc1I6np0+IRMZXvvhVPj59wvcevU+qAykaJwUKgVKBYRaz3KyRUjKSCmdbkA7rHFLERKMRrjT4umY2nlLbliY4oiQm4DGmYdN0VpJmILuSowDpMKUtLSHRDIdDIhnRrFdkWUpoGpQLMIhQxhO8REqgLNEE2kjinWcgAsXHz9GTKbde+kXqVY7xFuUcIsvY1hq0gmhIaBqa1ZKAY5QNGOiUrRuvUdsGZ1uaZcHy8hFKaE4fLVmFx0zSLdibMNvZZ378hCSJadIRrfU8fe8DjDS8/dZPYCtDZS1uuWY4HBLWF4T7FaODO9x843Vu3LuLLwtOz04Qoymj6ZSr+Zyzi9NrUZvivWd3bw8fAqvloiuecqbzwmuFUN2fuZUBJSXeS2IdEXwgjq/tN87ivLv25QeMbdBR1pVKhdBFcHqDUAk+ARtct0TrPZFWaKlp2xYTfJdmIwJaahrnqIorpFKMBlOMcdhqic4SEpUitebs4oLFYkESCaJ4zKYqGCRjBlpStS1aSqwPjMdTApI009TeMd8s8AQ0nsYb6raC0jF9QU64np6enp6enp4fhhcTkykg+E6sScDhUULjcDgRaJqGIByTaYbJW+I05un5MV/7ztd57ZVXee+j7/Hw8ce8fOsXuTVr+bCuAcVVvWR4Dm62x6NyRXQxRzctaRZxvLxkmiR4D9YJ3nz9TfYODvjN7/wuMniUSnEqwrmWSMUE0eWcR3HMYDKg2pR456iDIXjBcDCgqWp8lRPFMSqKiZwHPDJK0M4ShCAZj8C0WO8xxpCmEbXTCOlwbctgOkPJiDTN8N7AeItQ5ugabIB4kCJUwNeBkBtkAkkSsV6cku3sQIhwpaEtS3zdYiYOhcAIj6s9KtTkF+fs3rqLb0tq7xFWsT55ht6akEx2SEdD1s8fQBShbc3J+RnHAXavZpR7h50IFlDWFW61IUPx4Owp69MzXv7cl9jdu4EzLU5IouEOOpHceeM17r78KjYvWCwuiKe7jKzk8tkJ25MtruadKJYqZn61Io4U0SBhOBpT2wqFwhlLCAJ86H4BhpYg9B+lKimN876LxVTdz8xaj1QRItKYurn+zHlM43ChQMSKAGRJxmQ8RMuIumlIdUqiNLU1qOBpvKVRgUHUlWqtyzXOtPjg0GWKlhHGNLS2YRBPiFLJdJSR6AmbqsU6gdIJebNEqxRrPKfzSxZ5QTaI0FpTlRYhut3d1gdWqxU/sn/7RTxmPT09PT09PT0/FC8kw897TwAcofvrEEAEtJKUbc3ctRAc2mX8d//4X+Cv/Mqf45Wbd5htTzBNxa/8zC8wO9jj6+/8gPO8Ip2NIU4oC8Pl5SXniyvses3VYs5aaaxWfO7wFsFZmqrgzt1XaVzJN/7wtzBtSRRFeKmQWhPHXfZ5lKRk0ZDt0RaJ77L3g05QUUIIgbxYMB2M2N29yd7uLrasCGiIMnBQNFU30W8LWixNXWKMYVM1WA9GBFIE5vEzXLDI2zepvWQ6HrE9zmBVIpwCGVPVDYYWOY4YbG0j0wyzttRFg1WecpMT28B0b5d4METqmDaviZEIY5Cups2X4BTBClrjkMKzuTxn/vgDTCsZ7ryMUAGdJbz0+TfZOZyxXJ/y5NkHOGPJ8zVltSLfXPBv/fV/l7/9j36PV7/0o6Sh2yXwTlJdzXGmoXUOrzzxdIRxDmc8cZJhnONqs+bJxSlFWRNHKY01iFhj8Kw2a4o8B6EwTdsVn+mu7EyILjteCEWqI0IQhCAwTbd8G0URzgac67z39vqjGgRY76iqisoalJJk6YAbuwcc7ezhastmuUEF2J5MKcuS88UVy6qibGpE8EQ6QQWF8I44ihAyYp5X1G3FaJgxGW8TpKVYt2zynGx3ytXlCmc9TsHVxZwq3+BCyzBNiFLJB89PeXh2AcoTNNgmsHh22t3e9PT09PT09PR8hryQCb724HW3RIkUSCEwtmsTTXVEGwxxNuad4w+xv+N4/ZWXeX55xpdf/zK/+NM/xT/79u/wubuf48GTD1g3NYNsi7qu+ck3vsDZ8pQfPH7AyzdvEUYpy6rhv/Ozf47FxSM+fPoxL7/2RR4/PwbnqeoCL7s4Rtd4mmLDaDYhAKaukFFCXRV4LKPxNrV1iGLDweFNLpcrauvJhgM21YZMRSAEa19TmYo4zRgMBpSbHGstWkm0VhgkwlfESYoeTImjnHq9otysGWpNPV8gsgly2xEXBdooFnVJjEQrqMs1YbrN3s0bGAvoBD2Gcm5QkxmDWGPKmsFkgoxibGlROmZ444jiyQnV2SkiBjGash8NkbFgk6+IpwOy0Q7VekE5bxiMD9k5vENZltgStBqQZZbZvbt8+93vMnzwhNc+/6NUF1dslhekwy0CIOMEESKevPcRxXrFK5//EXZu3uLy7IQ8zyFOWK8XOMCaziLTNg0KgfMWay1RCEjnQULZlOgowQWPUhqpNKZp8CEQxTFIQVs3BAQyigi+pa0NIukOkhCw1uKcZ2d3h9lownxdIIVmvc5Z5Ru2t7fRWnB8fkzR1sQRFE2Bt90CuKDEuC5v37SWxrcIqQlRTNlKVkWBih0exemzBd9/fMxoOMUpQZ2vqLykrWooN7gA4yjl83fucrleU7YNcXAsr5YgNUqJF/GI9fT09PT09PT80LwYi44EjEVwXVwlOjGmo4hIaZrG4EXLznTCx5cf887xh9zcO+S9x+/y0sEhX7r1Kl+++wa//T3N773/Pt4aqrZhYxvq0OIILPMcpSS76Yg/fPQurlyyu3PEerFktVpzcnWMEIrd8TZBeIw3TMcDFvmGOEuZjSckWjHP1zStRUSGwTBDNjEHo5Q4Svn49An5/JThcEybpZSbHGlLhBQkOiF2kjpAGqVEmcbXLduTGUoJvPG4NKMKnqjcMLYO0oTKB7h6ynC0hRgOyauaTKbkdcWyXZMJzUFboWdbsFohQmB88xZewpNv/QEvv/5F0v0pdbkgtA41HrB3+5Dx7h73Hz9kNNYYXGcNiiIaadnJ9llulkTpFuORpGkashDRGoGrKnzbsm48wyhia/uQf/j3/p+UVzk/8aM/y9buHoP9XWzwECJCOmb/5k2+9o//LtMHKUcvvdItr5Zrnp88pFUpKtYID7Zusd4gtYQgiFSMbwxOOprr9JxkOMAFj0SgIo2znWAXSYoJUNcNWkjiNGO92VA3BZPhCKFVl2uPQmhBNhoyTDPWmwprLRcXFzhviNKMJ+fHLPIVWZaQqgRnHJHWIBV50yIB6z0t3U0BHlTwnFydI4jZ29omBI8SDXvTGZXzID1XmzXzxSXZaNrFmYqIQZbgVUxrKsZZSlFV5I3n9u2baK15cHrxIh6xnp6enp6enp4fmhci8MV15GD4F4aVWimCdWzqpluaVBrfOobDKWnqmGUpD58/4X//t/+v/Jv/rX+du6/f4pXbd7l//IwkHeK95/e+902+eO9t/vTP/0m8gI8f3ufi4oKLtWVsNTt3j6htgX1uGUxmhLIi04LWORwCpRRpoojTlCAky+WSpjUMRiOU99y8cYtjPO8/eoSTMQOtSfQII0ApTxxrZDLG1g3LeoNMhiRKUxIw3jGNEtq2Zbh/iDIOc/ocnYIaj0izCTavqNsF2WQXLzy5a2h9IE4UkZbgIIk0y7pldzIm80PKqqXalGzduYvXisXzC8brNfEwYm0WDKJDZFNQP1iSzCb44ZCJUug0oWo8ajOnEo5IJ3iTk40nVE3OPL+ifrZktrdLFUqOjm4zkAmbxRW37r6KeiPGGUFRromThPHNHaplyfzRQ/KTY9bBIaOMd99/D5qCqsiZX14hSJHDGKkVAoWPJDIIQgi03jHYmWGaGhMciY4RSqGuPx8+XFu6pCR4j3WONBsTRYp8s8G6lt3dXZSMcS4ghaEtLdYFhPfMVxUueJJY41xDkiScLudcrBZkaUzwmsIH6toDJUmWIuKIum6IVIwWgPQ4GdEEi0VA6PYyhE9YbRZYv2Y7GTIaDNnUa4xOWM8v+PydO+g45fHFBSPrEUKQr3OC6GxETxdrpFRkw+GLeMR6enp6enp6en5oXojAV64rEbIEVAAvuuhMYRwq0oggCN4RgGBAIfjg9Cmfu/Ma1ZFl0y45GL7F+z7iJ974PN+6/x4/fusOf2AMF5cnDCZjKumZrxZoD7FISQcRJ2fHnF+eEWvNK7t3adqK5WpFojWT0ZC8bYlVyiRICu8RWjAdTRmlCdVqzenTp9x76S3+4PL80+IlNZ2yKXJe2r3BYDvm6cP38XFKtGmoVUMapwjTEGzAxynLYsPymWGsFZNUYH3AmkDVLlCNQUewMTVtsWJgQISAU7Az2UZWjsoZKh1QrUKpIUF7VhfP0cYyHo8R2ZhquWSd56AhvziBdhc93cFT4Y2htIHaFOjK4IxnPJshjKX1ls1qzWiwh1/nDHdm7L30OT43HjGZbrNcXIIru8l5fk7hM2Z6h1k6QsiUIDb4VGInCdP4FtVizQ++/x7JMMYHGCQjTLmhPVsRDxOkjolHYxrXkqUJw+GQvGioq5wkitBJjDEOHwIukSA8jWuwBmIcg3RIkg3I8zVNUzEZjUiihMWmvN4zCLTXDcNF2WCDJ0pi4hCz8hUfPXvSif+gkUGy2OTUNjBKI6ra8uD8lCRJuLN7wLqtuFjMiVvYPdzFFAX1pkSlmo+fnBAPx+RJzLqsUGLJ7dmQ1nrOFjlffuUWQkV86/5D8qZirCOmcbfguzYVy7yidp1daaQTmO6+iMesp6enp6enp+eH4sVYdIJFhgiFJwSBCJBIQTyZ0DRl12EkOs+5iEBaSawGPH5+wuHOAbPdI373O19HGsmXbr9BUJJmU7E/HPN0fsk7Dz7AeoO2hsZ40kSTV5rxrLNdnOVrRuNtUilolCdKJghpyVTCpi05rUpenm0RIs0SD0Gz9I7Hzz5iNN1lON7G1iWNsWzKkiSJmK8XVOmAxjmkNAyGwy63HYkWEVoqCh+YTCa4qqGkRWVTdFnjg0GpCK8lrZW09aZbJt3fJtk0rLyhMAaZRGAcezph9ewRPgTS2RZ7B/tQWdJ4i6Jd0giH3p0ivSQ/vcSJEjlOkIOEbDJgc37F3s1XWH/wDq0rGOy9Rf70MbQOrEFuJxyN3iLTluPL55TNDsmyQMcNxN3NxdoPiZVETsYs6wb3/Ammatm5cRMVRbhNSSIiZEgR3jGcTbrDnPdgDbYJJJEivzwjGg6JhyOUjhFuQyYj4iTDC02SjaibNda1yBARnCdNU8ajEVLEVK2jbGqSJKE1sFie0bYtrbA0tSNLY7zQGCPwItBsKs6a56zzAq01SaLJlGJeVrxzfMr+aMjt3RsMk8AoS3nv2THfa54wSxIwoLKETWkYDAZo22C9J8syqGt2phmjdIZEImhw3nJzZxsVYj58/AzZVLy5O4MQcby+Yr1puthNQKsu7rPqd2x7enp6enp6PmNeiMCXQuC9QckUHwwEi/eSbJIiUJTFGq01aE2wlqJuubG9z8nygtEw4zvvv89ooGiahu88/JBUK4rW46OUKIrQoWZ/tEMcx1xslrTWsK43XOYLtrd2uLc1Y12tGasRt8YTFnXBJsSYzSXLIBkMBqybhgzBKNZcbRZMhiNQMY9PHxENB7Q1aK1ZVTlb0x3ioKmKNUpJnA34SHWRnKElHQ5xrQHToKZ77M52KZ6f0wTBKI3xDlYqYniwQ7ZZMc622FRz8rYlywZsLo45ShN8saEZjNCTKcMQkFJSVCVsTRFJS5UvqLUiS0dIZ3HOMtjfxnlHuy4gHeAaQ6IEsipJ3ngbffyMslxgxilmtWGSjcnGI0SQXD5/TINHbBZcmQqfZiTJAI9nd/sI324QOHZmM84vnrFzcBtbVpw++ZDRdIQMNTSevHYUm4JIK7LRiK29Q4LztE2FSlKSbISUknp5RZrEiImibD3Odk208XCIbAwIT5aMiWJNGyLK2mLKSyIctZdcLS5oTdceq5RCKk9rHLW3KAnBCIqmpREV27MJoyihrFvK1tC2LUc7Y8raMV+3kEhqU/L6zSM+ODvhsi453NknlQNMu8ZbmOwekjcbhnpIayyJdigVkeiUymXIdknkHU8ePyCbjBmlMevKsRYNlfeoxpAlA7AGRwAlkf5FPGE9PT09PT09PT88LyQmU0YD0nRIFEUopYgHQ4KSXM6vaJsSpwOegDCOtrUIIXh+8QzpJD/7+R8lDQ3LTY51Dls1PLq64J0HH9A2FXu3bqKc5vj5M37stS/w81/6CqapmU6nTLb2uMqvGBCzk44xoea1G/fYHY8pNjlBZ+xImCC4qBsWzjHJxtw7uslQSGTwpElCvt5gbEPRliRCQZAEZ0ilREcpHklV16ybzhZSrFdUpsV52BQlIcrIRkNSEYgGI5okxbou7rJq6m7R1oGuW+rNnL3xiNY4goAsipiHQEhi4kGMCR4RFHIw5Gx5SfXkIbUzlMHSmgLrN9RaYlcF1fkl+dWCTb3k6clDpG1pZwMu5mukD4xv34aDHZpNwbKuyYNkONlmcHgbdIRygSjEFHlNM5BUTUlertg52uPmndcor9aIADfffgWfKfZuHZIezoimE3zlKZZriiKnMo4GgxqPmOwfkWVpl02fJKw2S/Kipso3CGeRUqKjhHSQEcUxjYP3Hzzh9Zde5+17dylXS9Z5weNnTzHBImOwOhBpSZaM0EmM9AGCxIpAlmqmyQzhBfPK8PHVFd96+pjhMOMnb99FqojvHD9kXhie5zWrqmJ7sEWajLk4v+L+s4esGsvVcsMqX5D4gLctw1gjAnhvyasV5/MrbOwolKUQnkVTclaVnFQb8qomVQlCR5Te4IUkIGmCA9Er/J6enp6enp7PlhczwfeBUTLm1o0j5ssrHp8egxCoWGNNS6I1CEljDCIIhPEkkxm/8MWvsr+/x3/8j/8z3jp6jdu3b1OPhzRPLxGpRMea/dGUjzfv8Pm7b/Dxs0f8wTt/yI0br+ITCN5xuHPEbz98l5+89zb7ozGn8zmboiFSkr2dbdaLNXldgIpxUvJ0uWQ0m7K1vc+yfILxjp0sY1kGXj3a43S1JLhAHRy2LjBVQKWa2lcEBKK2BCWJ0xQpIJGSi9PnqEzRbhrWjUNr8JsNcjigKiu0MDgJzjqm0wnZYMR8vmS6NcHZEl9YdJyA1KTjIeXZKbOD2+jBjLA8hQUUowmb1rJTadqJYPfVO8hlSV3kXLae0Bacffd3SW6+xSwdIqsKay9ZmxpNxGBXY6Xi5OSEcbZCBMFsNGVjK2LlEUVDKxKGUcrT86cklWDkAutqQzUv2N/fp40ilBBMxzPa/W3q+Ry8ZXV1QZRGDAaCqjYgHOkgg8ZRVA0ySLa2thhu7VBVFXhBHA05vnjEsloTpwn3H75Lka+5qhvKYElGCVplAEQiUDUVx4sr6qZhOspAakZxTBbDg+enXLYFzks0Dq08lyFmdbbmS/tbPMgjHi4veXN2RNWuWQfQOG7uTznftFws1uzOJsxkTPCSdVmRpA2zyZS6bHhycUWkFFvbO9x/9hzrITYOpyLiJEFaj8GD6JaLhYIISSYk3pkX8Yj19PT09PT09PzQvBCBX5qcsqqYbk8pqwIVBFJJwCOirItNxBOCxniHcYJ/9af/LGPt+I/+7n/Mzf2XOdre41vvv4uRHiscpjQ0Y8/lfE5IFbdu7ZI0HqMFT+bH7IwnDKIUF0v+8s/8SXYGU3778QcUl1foaECUJtTB8mSzYn8wIFKOothw9/AGj54945WjlxmPppwsz5kd3uTLB7fYns2I1DOenDxCD8ds793g/Mkj6qYhUQneGYSUyOEEhMC0Dd4ZnAdRB25s75FIgagKcmNoVznj2QzbVui8xcYxayFxzqKCpa1qojiCq+eYozus1jnGtbiqoDizzCY7iK0fZ318glzn7O6M2J3e4vLBR4i9barIs7u3jczXzAWMdmZkKiXPLymCIHWKvWRK7WqieMjdz93i4be/iWlrBuMJS2fI24rJYMjlh+8iRxFm9DqPnp4z1oJpNCYPBdbVFHjm64IoBEZpS2srpAARJQy3Elrr2BQbVBKzNdyizGtWi0tElhJraIF6sSQEx9LVIAROtIwGQ7JsyHc/+n73fqQJiUzRRDhvSKIYU3sWRcUgFays5awqsa1h01pmwyl1WzDKBoS2pAkQRVtslnOUEjz2MSYIMud4tp6TxZLtRLFsFetaIr1jNu5aj5cqJSs3KNdyOvdcbQyF22CsZ3844fTZEuEidOwRMkHiEF6CAghdb4AQREhkpBHOMkmzF/GI9fT09PT09PT80LwQgZ9GMSJNeXJ+TFNXREoxyDJacz25ri0iiRgPB8QS8qbg97//dU7nJ4TguJ05vnfxlKs6x3vHbDjm137hq9y5dZO//h/9Te7N9qnWJRWSo8M7CAnBOlZFSRpGHK8Lvv3Rx0wnA9qtCba0bMoNk3jEX/7qz/APv/NNvnDjVf7Cz/0Cf/93/ivc3g7rdsN0NOXLO9s8OT8m1Yonx89QwZNmCW5d0OiE6e42YbUiWEeWpNQ6BRnhfIszFpVG0DZkgwEu8qzKlrauuH3zDkFpnh8/ZRNLJqFlUDrIEvJyzShOkVVDIxKYHnF69pTt7Rsk0YhqtSYadn78dZ0z2BljpSfzMaPdQ+oqp316Qt3UFKNtVPBExjCY3mRnd5/HXz+GGHYP7pGImOJkw+mDj5nee4m9e2/y/NGH2BC4NA07acKWklxuTxkMRtT5Gls3XAxSlkGyFyt2trcwPpDICO9qlmWOkA6fJkgUsdK0oiZEmkRIzhdrjLLYQUQaR6TJhNY76mKD0BEBSQgOHUWooDh5/pxN7aiNJ3YNW5OEOPJID7Z1XNQ5zgu2pjNGgzFn85w4U9xTgYu2YpRu41rDlfGoKEU5R9PmSJFwqizBtAzjmMa3VJXA1GB8oBSGVgp2VMqeC2yKBefrklRqgoLc1YxFSu4LLpdrsmSL8TijLHO8twg8wguClog2ICJBANq2xQaLEIGZSl7EI9bT09PT09PT80PzQgR+cAIpAnmVE1xAR5KmrIijhGAbrIBMZVSuRquY0BjeXbzDwfYRIkhO5ifEowlboxF5npPXNd5bHp8/54/de50boxHHZ6espOXW/g18VbAOBlnnZNpxli9pZMBuKkbDIRs7Z75Z8Mtf+CmGWcze1hajyQ5lXoAL7I6mTPZ3qNtAFMCcPeKDp8843NlCKcVE77J2c64uT9DjXabpAKUUhfXs7+9SLNccX23Y2dlFmJq9oym2VVy1nkxGhCCoh0MyEdGKQJakSKDYbNhFMsi2OC6XDEdjfJmz2RSMdndJ0jHB1kz2tjifL7FCEg2HjAY76JVltV7w8PEPOJgdsdmsONg+ZHW5RAwStqZ7RDawWRUcHexztbjE5gWl3xBtb5Eu58zf/Q7sHrC9f0S1vmIoDXowoiotw92bVFGEmZ+zNRkwjEcs1pesak2TpiANV3VBmkbEKmYYRcQG4ghyYxgmCYkacrVa44RFt6FbTjUek68ZDAaEIGjqGik9aTogWM3F4pIPL5/TNA2pCKhohBKaujWUtWVhKnZHAwaTLULd4rTiOF8Qxymv7+8yEvBsXaA9KBmD89Q4dDxEBoi8w+lAkB7lupSnloDSESqKGXmHCZYiSI6EpogTTlvLYRbhqop5W/LVL/84D07O+ejkEUM3JFMRvouGQqiAAGQcEXAEb3FKYF1gkiQI0TfZ9vT09PT09Hy2vBCBb5zB+IrZYA8lwboKHzR52xKlMbYpWK0vuyKixYo7d18lataUyw2zrT1COsa1K4I1RHpAo1q+9f53WbWB/+Gf+jW+9rWvsWpqXr73Eh89fYy3jv3pPjs7BxR1QeICNpKEEJgOYobxDR5fLJHK8a2HD0nkkAfnD/j9D/6QL9x5hbs7+xzuHHC6ueJ7H33IweSQJCr5sc9/iePjp7Rty2CrS+OxbY02LYx3YKBQpiHBsr+/jzGGN+68TJoOePTsGaPaMts5QM92eHZyTFAR2WQHYyyNHCBminndMpsOAMiD4mD7kIG6pClrprsBUwvKXLKtMwodqL3Ht4YsHWGsRzmwzmCHCS6KCOMIoQVCBJZnJySzHXYObmCMoapz1nXD7uENhAxMk4SzzYI8ijjav83ZySNcYzECnFScnT4jFYLp4U1c1ZBYuKiXbEzCjajrFXh4dYGIFGOpSUTEre2MWMV8lJcUxvL5wyMS7zldLTkuCqzxHI1ixqMZXsDOZIcsHVCsN1xuCp4uzrgqapSp+R//G/82rqn5P/6t/4DRzgEWWBUb4jhmb5ZR4Hl2NufHXvkCj8+f840Hj9lOE3RwZHGCiVNsXYHwCKGItaRsG4SUWO/wzpOOZghXE0yDaOjal73hSiXISHFvOmbcGoq2JJKKjUowjUc4S6YioiBwwSMUiCAxAXQIBGznvxcCJSS+dV2Lb/xCHrGenp6enp6enh+aF5KiMxqMyOIRramp24q6bUizMa+9/mV0pLh9dMhwPKKuKqIoZrFe4KsG6y1YRxRnlK0nrxtstUG1Du0l94Yj/unXfo+vHz8mHU1YLpf4BnYnWySxZblckkUDYi1ZrXKm0YjZeJc//tZP8vbd2/zBgw9xxqNE29lK0hTnYZkX/Ma3vs7Rzh6/9tWf4nR5xesvvYV1HgkIGWFWOa/cfJlb29vo4ZDL4gLlW+ZXa9bGM9meIUJDbR3Hqzk4x2S8Rb4u2NQN4zhlliQMpWfgSiaTMUpnWOlZyZbZaMKBt+jJmFLB/OIRTW0YvHKHoAzStMSmYWe2y9nqjMf5KbnPUUrRrucYYuJkwlBNiKxCGokcJAQNRVOglGKcpQy05vL+D0hcTqsVJhmimga5LhgPtpDG0ii4PH3OmJYb2RDWaxb1hlwabJyQObja5CgEd2Y7DGXKom5opGPhIion2VIR63zFg8WKp5ucD1YrxqMpb9zdZX80Jg4OIQSbpuKy3FCsNzxbnpPbQF5u+Mkvf4W/8DN/HpM3PC02LKqC47NT/vKf/Av8ma/+CXQ85rsPHnP38JBEaQpbMY4EEoeUGhs8wbcEJbuEIATOORQCGQIhBIhjdKzQ3qODxJqGjTU0wjPJFKU11FJwZ3eXddmgkgFbScxHTx9RW8PhdIskifAhEMsYQufhxzsMAiVACEFAEkcC6R2n6+WLeMR6enp6enp6en5oXojAN21D3ZRUtqK1LcYY2mrNcv6M9WKO8BHDSOEFpGmKK3JcbdjdOaIyOW2xQqqIprXUrsFVDetiTS1aHl6dEuHZSVKklGzvjlmu5zw/X3C5XvL9D99lMBjw5p07ZOmUL790h6+982186VgtlkitKCQ0bSCVEVuzCXEaEUcR33jvHYweMJxMeO/+uzw/eUrVNDS2YDIegPM0VcvuzZe5tXcHk1ckmWZn/4B8uWBVWO7fv89muWTVlMyLBau24OLiiu2tAyLhaVc5rqrQoSVJEo4m22QhYe0agoZwfsLd3Vv8W//9/wlJknH/e+8wD4p8MmQwGlI8fcheOuH27IhMKk4vTkmyIT/7hS+wCJ6qzZEqJUojYhlhNzm+Llk8+4jF1SXpaEw2PaAWMTIaMVQxwrU8ry7RiWBrd5/LvGEkHK8NdnjzzqvsTof86K3XmEVb3JxtoaWkVR4vHK12xFFgkgxoTWBtai6VwMSanfGE0+UZD5fzzptuLGVlOZMaN5qxKxJEtaS9eE6UJkxGW2gCu5MpF4sl/85/8L/jf/mf/ycMt3Zpq4bheMjf/61/xN/5R/8l51fnpJFkMhzx0bOHLJeXJFGEC10kpbGegEQpRSQk1rYYa4l0V1Ml0Yh4QFk1eO+prSOJM8bDhFRFNGVN1dQ8Oz/j8ekZMo0JUnF37waD8YBnyxU2ktze20PLCJzHuwaEQEpNRMB7SGSMFIG6qPFak6a9B7+np6enp6fns+WFCPzWOSKdkClFphRbkxnOW06fPyNWmkcnj4hDxt5kmxA8w/EEKSXC1kQipqqX2LZACkE2nhCkoClaTp93sYg6aMqyJFYRq9UCrENJiRKS//pP/xK/9sv/GrPpFidP3uG/+O1/yreO3+d4fkGkFFmW0VY1bduwXq/57vv3CV7z9qtvk6YZf+fv/X3mV0tqk/PKjQNuHhyyLiuK5YanD++zqjY8OHsGWhOnCTIbsqlrTp6dMptO0FnCfLUkiyPKesPLNw7583/8Z1BxoFXw6lufx2Yz6vMVO8mYDRCnQ25uHfKD01OG0YCffPNH+P0nZwgV09YbBmmC8xGnhWGYjbgxOeT27ZuMdo/AO/JizXQ4YqQshTCs3IplvaFqKgZbW5RNzXA8I/aW1fF9XFNijKF2hiM95NbNV7iygctiTSIUzrfMdo8IWzNWtiFSI5JBytMPv0+cF7x2dMRPv/oKX7n3EqkT4ANJ2k2pm6ogn895eHVJ2VqUjvE4kljyNJ9zXDrGUmJUzZPIkogB+zfu8tFiycVmyTQbMxtPuP/sIX/zH/wtZjtbbGdTpNRoGXO+POdsccXX3vkOS1PxX/zuPyEvN+yNpighELKzZslPfhcCnEcIgb/2wnsgRBGibVDO0AIoTRpLIhFYlxWbtkUCXmseXp7zuaPbbI+nzHb2+PGXv4A1NXXjOc9XJLGk9d1SrQzggkd5EDpi0zQ4Ab/287/ETjZgnPQpOj09PT09PT2fLS/EIJxFCVJqgvCE4GmNRSBJs07cZJkkb8suUcc5WlPhFSgh0RrWhWdrNKI0Ddp4ZJLQOoNSEWksaKzjtLjELs6YRCmvv/ImxyeP+Ut/8s/w+p17nD4/YX9rlyLSnF9d4lH83Bff4qXbr/Eb3/kGrjZEaULw0ApPbWref3Yf05a8cnOCCxP2D1/ifDXn1o3b3Mk3fPjR+wxmI+IopZnPObtOBArLJaZs2Z3OOEyH3K9rRBTh1ku0jthsrqjzCaXL2ZluMa8r7r7xKqI0vPf+D7jz6sucLc/ZHu3z2u5NHl6ccTA/YbxzyHc+eJfDg7tkWczDpx+RG4Mc7jJNPEVRcFmsaaVguV5SFzk7B/s451guL0Foto5mOKuoG8Po1m3kpuDs5BGxkvgo48beAV9+9WUulyv0x4Yk0pyXaw63xpwvLlgPR1QXFyyvznj1R3+Un/qr/yO+9ev/X+KLOV989WXef/6M4+WaVEnGaYqTmrK2SGOItMbgmcZDIhFYNhWjwRgrBcu2ZeLAKkGexRznczZtTeygEoFaCaJhxJe3XyUVgVXTJeCUVYWMRmQRpD4iCMnWZIYJAWcdUkpU8IBEaUXbtnhjO4uOjsA5LB4hIoQDicFHEt8KtILlZsX2eJuvfOkn+M5H38cZg0cwylKasmCxKXh0/JTBIOXW4QGbvKJqPINMEWlNZSMSBV6AQBGMwzY1STJlK5swSmMqEV7EI9bT09PT09PT80PzQgR+VVVIJZBK4ZxDKwV0Yl5HEWXVYlyBEp2FomkszoM1DoVB6YiqqiltySiOUTIhxIKqKajqQJRGCAmOgEgS/uCDd9kZjPnJH/txHpw85h9/7ddhkCCJUdIxkzEHN17i995/l01eEOkM4wOxFIxHGTo43r79Ctkg5s9+9Sf55g++ywcXBW1wXK1WHExmHIuESEdUecl0tsXKtOROE7znaGePUjiWdc3IeryHWmhEteHkNPDTb/84v/DWNl//w+/x9OIZP/cTX2UzsBzcu4lwguWqQPk5b96+yfc/zPne/Q/4qa3/X3v/HSXpdd93/u97n1i5OueZ7skRgxnMIAMEQJAASUgkRYoUKYuWvQperw3tSvKuvD6r9R6vZcv+SWtJlCzbXHOllRjEIIAiKQYkAiRympxTd0/H6srhiffuHwXjmD+ZEtaan+QffF/nzB/d81Q9VV31nPOpW9/7/Q4zMDyCjNusVa8hpM3E8AgrlSXmlxNarR537N3HRrGMrVJeOneSyPbYObuNNWmBSFGRptZt4nke9fmr9KSNLA8StwPSOGR6/wQKiwtXr2H5NkOTY8zkfI5dW2c13sDTGYKoR3FwiHMnTjA2Pcv4ju2cffa7PH8+4dpGjcFsCc+DME3IYFPIusQxCClIeglTgyUGMj4vL86jIoVSARd7XSwEI1mXnoJu0MUCEjuL7TmoXhfwaYUhjZ7CU5pI98CysZAIqcG2SZMEUoXlOkRxjFKKxBJYqUIlAtt1CKLkjeCvsRBoKUmVQkqJ0h52osl6LrVGBVdYVHsBg80mQ5ksS70qOcsh67lcXFnEtT20ThnIeISJpC06OLb1xrkkTgpxkuBZEmwJUpHJZWl1Ozz24veYGR8iE5pBV4ZhGIZh/NW6LiU62rNJLY1S/daBSut+qLIsoihGobCEhSUliP6Kq9aaIOmRWhbImFCFuF6GSFiEOiVMY3LZLMVcnjhM6IaKKFVMlwfZNDDMh37ox1FenvXldeY2b2G9UaMddRn0itx3210sXFvghtkZRgYnGRguoi1NmsZ4SnBxbZVWr83WTbP8D7/1SX7v63/KiOcyMzTCqyeO8crZ0yQ5l0SD5bisKM3g6AQZBJlsicXGGm4hz+YduynnM0zmbEpZD+UV+bEH38flK2d55fQSfr7MD931AJPZPEuLy9x++G5ev3AGXIfhgUEatTZjY2PMry1TW7rMO7ZtIU4CApViWQ5Lq0vkPJdOFOHbFrbvccO+AwjP5/iVeeYvn+HKlTMkScKZq4scX56noxXCsrHzBTxhQZRgZR20nfLYay/wfz/+bVoyJq6ts7y8xuDQFI2NJfKOJEX0N/FGEZ5j8fKT32Tj2jxuOc9KtUKpNMDI5Dh5L4fQmm7Uwbf7HWpklFByfC6vLXF88Sq5XA7XtnB1yqDjMlMq4glJN4xQbg5hZ0jRSJFSzjiM5/OINEEpwLJxHAepUpSISRAkJJAmCMdGqQTPtRG2hZAuqW2jhERJB+04aK1J0xQlwBLgAVIohGURIGh1mtyy7zBbZ7ZSa63zvWMvUGs1KGSyjA4No2yBtF2U1pQLRToqZmVjGR+LJE2RloNWgigK0UIQpQlR2kNrhaUkZdeh3mlw+uoV5leWrsclZhiGYRiG8ZZdlxX8XCZPKlOEkP3OJQpsKdBvtBC0gViAUgpLg0oS8jkf17LpdAMU/RINEgvtuug4gF6P4fFBtmzfQrvVo9FocW3pClnL553334nrSc5dPsdnnvwG+7ftZ+fMFhaqL9KNu5y5usJP3nUnT595iYXFiwwNlBkQ8NCd97HUabK8tMLUyBDPvP4cQqbMbd7CC+dPc+xUf5rrRGkEwhjPzdBRMbraplJtgEjpBV1GsxnSVoeLzXPEWnHf/lu5dPkcDdEg4xb4sR/+AOfOX2JlY5UXz59molQkDNp87alvUizk0Ci6vTpFt4AKQjaPlthcGmBp8QpnL18lXy6weXSARMUEAvL5Iq31Cs+/+BIq51CrtxkoFnjfzUc4evYUry9fJVceJJN0IezQTRVRqvEzPu12D9sbwHcTvBRyw2VCFeEVi7TaXT77xDfYNb2J+VqLRhDiSoXvu6Cz6DRmcXGRWGmmJjczlM9zZfkaUZRgWQLPsghikH4WK0pROsGybZpxjNvukvUzxEGAtASClFovQNkWrutiWRZpp4YlbA7P7uDspStMDBZYXGvSikJGB4fodgJSFSG1QuqUQAik0thC4jgOYRCjpcayHCwhCaMAKW0sKUmThESlOJbEFpJERTi2RZRG2I7DxdUldJLwUw8+xMvnzyCwUUrRibpUm23crI/SmlhpZKAoZLKkKkFqG7RmqJTH9T1G8znmr82TRmBJjVYC2wYhNT2VEJkSHcMwDMMw/opdn022QQcdxKTdAN0NIElIkoQwDNAoIgRS9v9Znk9hbIxMeYDR3ABZ1yOMQUcaB8XyyjxCWPw3P/Rj7Nq6CzE4ytaJacpelrDa5NAt7+Led72H8xeP8chjjxCplCdPvMSTr71IyS/z/iPv4H/4wLspjJb59vGTDOYKhGFIzsmwsVJhfmWRW266iZfPXebomSu84+DNeJksC+tLbJmZ4NCmWUoiQ6oF3U6LzaVhBgez1BobZAeHuP+GG9k0OY2IY5ZX5rGk5NuvPc/Tp4+xJZfnytIlnnzlVb59/Hm+9OxT1BoVVpo1yHrYScKQX8SOAqZHJ2mkId1ei9mhKU7FEQvNDSZ8Hz+VrGzUyebL+K7H2kaFXMZj586tqKBNtpQh0QmLG3V6yiWTydDtdZib3kI+k2WxVqETdWi0W4TKZmBgiO0zO2gGAdVahV4vJpEuUUYSKcG1ZkDcC7B1iLQgjjSB6hEkKbmsTzHr0W22yLgOo0NlIpFgWR5jI+NIS6ODAN/P4mWLWK5HNpvlwMxmVBIQSo8kjah0A2wvS5IkJDpGIgiEQ8ZyOLGwzGq3Ta+bctP2ndy0ZRvVdhPHcXC8ApZvE1oS28sibAdl27SjBEe4SAQ6iUnSCM92yNouUvQnygosUg2xbSFtnzAN8T2PTCbP2sY6vm+z0ezy0C238+N3P8RSdY1Wq4XWAks62NhEaYqSNmXfw7FcsCVRmrBUrzGU99FhzFCpgG87OFJgOxALjW1JMggcbQZdGYZhGIbxV+u6rOALbHSaEqFw6A8PCtMErUF2Q4IkxnJsbCwSN6UT9gh6HeTIOMPlAmHYQaG5vFHhE7fcQ8bxON9uMDo2xLWlNaSWxCTs2XeEDx05wskLZ+hoxbtuvJV2BN848SKdMKAoHc5fvcr+bZv5nT/5MgU3T2prfG3Tiho8f+Eku6e38fyp12i1OowNDfKdY8e4fPUKg/kiuuDQ6MZ0wpCV6gZ3HTzMerVKrxdSzhUpF8qsdLpcm18mcWxu3LENV7hUmnXifJZmGFLvtvnSk99GZHyGcx5Dg+PUgjbXFhfZs2M33XoT5eTJZgb4sTsO8Hvf+mNOXr7ELcMTqHyZkXKH5eYGXWUhEbgqpiT6q9Tz9SaH995ML044evYEj774XbYPjuK5WeJeE9ty2T6zjWqjTpIkFLND5H1BHIecm7+IlhaBFOQluNKh12ni2i7VaoViNkOSCrphghAaXzgkKiTSKa7tEYc9LixcBstn2M8iLavfjz6KWGv3CIWL5QggIeuXaQPbZjZz6so1uirCl4I0jSn4PomStKI2MlF0OgntsEY5m6faaxNXVtkzNkXRcWmkMb7I9PvNW07//YREJRHStlCAJQVpKlBakKiUxLKRWOQ8i8hS2AhcYdEJOjheDkiIWnV8rdgzOcErp89w+vJVRkdK7Jqb467dh3jm+FG+8drLbBkfw5IWiUpZbLfI+HmyliDUKe0g4sTZS2waG2BkcIAwUPTSmFjHeNom1v1++KlZwTcMwzAM46/YdVnBT9EoC1zXRXkOWBJHWti2jbIlmUwe33dxPAdh2Shpkx8YQfsZFtdXyXo2uDabZqbIFwd4/uopFi+cJVdpE1+dZ8z3OLBjL++8+w5+9Y/+DZX1Fh991w9hZYtstCvErRaZMGXP3AzzzWu8eGaehw7fTLO+jo4VxXyOm3bfxI033kg9Cchri7/13vdiZ2wuzV+mVCiy1qnznVdfptZqEkRdyhOjXFpZYmFlAd9yaEd1Lpw+yelzp1GOIlMqknMLxCql2+0yN72V7XOb6TQbDI8NUy74dOOQU1fPUfCyHNi3m3bQoBJUGcrlaW/UOX7lPEXPB9uh0+1yaeEKp5YWaHaC/otjC7qpxs0UWGtsMH/1Kp1uwOnzJ1nvtDm8ZQ+FTJag28AVFt99+Tn27tjLvTfeirQ8elGXqBNSXV+i1tzA8zxKmRxhp0k7bFHMeKRpjOtYNMMelrBxhYOlFWmaktoSz/FRcYKSFtV2lzRok8tlaUQ9qr02bjZPOV/Cz9nYlkUaQ0YmvGPvPu7duZ3p8QHWm02kdPvzEZAIC6wgwVURtbC/Yt5JemQ8h9X1Nb5z4nUSBLYAlYSINAKdAhqV9PcnICwSpUBbOJZLqgGlcZMIIWJiFUMvIAp6BL0WswOj/X0MsSLjWBQzPscvXGZqfDO3Hb6Nbz3/OJ1WwjtvuZ+feeijbBuZZKVa4dp6lbJrs3liAiQ4Tn8lf+v0BJvGx+l12rRbPTpx/GZ5WoLGlpKQlERel0vMMAzDMAzjLbsu6cOyBJa20SrFjlOSJMUSEqETLMsGV5JqSUclSKURWFgWdJo1vPIYcmCcervFgLb57sWTrLbaVMMWj77yPG0roas0diw4NDZAPjfAaDHHzHCBl84d5cK1JTp43L5rB/s3zVIcmKQXx1hujkBpPnj3O4mk5tnjr/OuG4+Ap7m8VuPLjz/FayfPQJhSDzoMD5SZHZ2gWqvTjWIcpVnfWCcWmlqjiutn+iUjGR/Hz1PK5OjW6+heGy+Xp6dhqd6l0QnIaoduV7F9cgf7xqZp9prMzWwim1qM5UoM+g7X1q/yB9/8CmuNNhk3y7FLpwiTmNTxSTMellYoy8LzPJROQGYoD5a4VFmmnUYUcgUqtRrdKGR8eASBYmxsjD964us8dfJ1cp6NKyBMYpSw8WyHKArI2C6+44MSRAocW5IKQFoEYUocpwgticIeqAStU9yMT96zKPh5UjfHeifFy5ZYbVT5Bz/xE3z0HXezvFKH1KZS3eDQ3G5s4fLpx57m4Qc/zN17D7BQqZHJZUHH0O3hOBZaCiypcGwJShDGKe+//V72bd5Ko9vFRSJUjFKgtej3ubctPM/Blhag+5uSky5DmQye7aHDGC9OUXFCnASkYQAqpROnxO0eaE2MZKlWYXJsnFSk6DTiH//MLzC/fJl/98d/SL0VsGN2Dwfm9rBlJM+WsSmmh0bxbIvRgWGKXoF2vYpOApqRIEkShgoDgE0qbCKtibWimMkw6DjX4xIzDMMwDMN4y67P8qLQ/Y4oGmISWnFIjOrXQov+RFOlwLc8Ih2RRh16jRbpGxsm280mO4bmaMVdXMtm2/Rmut0O12pLbC6PkXVtYh2Tz4+ya9sUYyNjAKxu1Lm0dI2Cb3Oq1mF+scXhiUGOXnyBs/U1PvbDP0InVeyb3YaVtfk///SrSJUyMzVFK+7SaK/jZTO4CFCCYjGP8i20ZdGp1dAqwhI24+UhRrNDSJHiSos47FBZWyYdHMIbHCQbpZQKWRILMr5NpdsmiQM8zyMRmpF8CbsV49oOhaEBrlRWCEXCjdt2kYYx660ankpJdUI2n2Pv3DZGB0ZY3agShjF2Jo/vS4qWR61eRzpZstIin7VIpI2lHRzHQViSjdoalcoaSRpTHhgg50mCsIufL+H4GaqtBokChKCd9BDSxULgS4klFWkSEMchrpfDzZSI/SKJZaHtLFYmQ6gVnrAYyXiEYUjWGeLG7XuY8CVSB4wODPG557/Htcoq0tP89p/+KXNj4xRcaAchthZEKkUAlvSw6LdXFUITxzFrtSZpqhnIZUAkOI5H+kZ7Vdd2QEIQ9UjDLrZK0HFAKdOfSNvrtYgsSU/1e9MPFspk/AKxcFisr9FBEaQwMzrOf/ejf5OhzAA/dNvtPHDkNj74rg/y4+/6YeY3Fnnp/HFeOf4ihw/s4Zd+7KfIZQdZr66TweHS8gJtunQ7Ma1uQibnE6gEpRJ81yHVCbZtkwhNxsv2v20wDMMwDMP4K3R9SnQShSNTWr0e24dn+Mnb7qPRaRPFCpIEqTWKhCQKINYIIYlVgFYxK7UVolaTm7bsYnBkjMXqKpVugHYFYbvHpmyWiZLN6eULPPbyq9y1+0ayBZsXj57DdhRzE5P8zLvex8XVy/zbZ79JpRVzx5aDfPz+BxjKZBBpwj/4sZ9gamSEx157hXtuupM07FJrtpken6aY9dEq4cqVq6yuVYiDHo4QuK6PLWykSskMlNkyt5vh0gCFbAY3W0CkmmbcZSlN0bZmdGCKA5PTFESP8cEyO6anOHbhNPO1dfLZHJ0woNFrsba+wVBhgKzn4/gO2hXs37GNLdNb8LoRriVYrGxQ7XWZLA0wUBpAKo1jQzeJEEIShiHC1rzvxjtQOmBdRgxv2ky71kCncPvOveyZ3s3FtWvknH77z0qrQhh0IU5BKPyMy0i2TJpESCXI+TmkZWE7Hm62gPR9hJBIlYISBAhSFWNZFl0RkaKZGhrlZ/7pL/N/ffGPcIt5ol6A50o0Ac+dOcPP/fBHuVpd5omjr/H7//B/IYoiOrFCOjZJkiBtC1v0N+GCpJwr8cK5Y1zZWKaQLaCVQMkExwadJmiVILWCOO3/TYQk42UJexFXV9YQb7TOjG2BQtOLIVACkGStDI4UuFa/febs+GZu2rOfejfi1ZNn+Ef/8lc4ev4cvUjRUwGf/ZVf4YG9B/jyUy+zVltHuBmyuTxTpQFsNH4pT6XbJu9lyGc9VpsbSLu/b0KlIIXDcq3GeqdzPS4xwzAMwzCMt+y6BHxHSGKtyFg26806L5w7Sd7x0FqjtSaRCSJKsHR/g2IiLQr5EiKOCZotYmnxzKVXaDcauJZDo9OmLPL865//h2y4NvNVn7/97g+B7/Krn/59/s7/+sucvHyGD97zIJvHN3F26TKH57YyN1BC+hn+xo//LS5dnCejHH7iPQ/xz//gs7zy6nF2TA7z+Se+wWtnj9FpBhRsj1anTTPqMTpY7g9SihSdRp12r00uVyBGcfHaErumpti5fS/NRkAYhuisSykRvHfvYezCEEvXLvLUM09Tt3N88K67CTtt0ihmslCi2apzdukycRQR9gJCIchnsgSdLnt27mDQz9AOegyNDJO1LIJeFxUnRFFEPWgjpSLrFnH8DL4nyTgOXibLCydP4TW7bM7nsRTIXBbPc7jW7vHKwmWQNvVWi8mhCX74lneQsSwa3Xa/vj7RdIMI2+23Jg3TBMfycTJ5cDySKKbXbSCCJlKliDRlrDxCKZfBSnsQKuJOj2whg3Bt1mstEjSR0kxkS8xXrvErn/880+OjaKn53usn2DE2SSdO0NIi1ooUje06qFQihCZVIflcDrCp93rYCEjAUQobjY4jRJpgSRC2Rar7YTpJUyzbQwqXNNVkLIdctkAjDEAqtGMR6JCM9FGxoBt3eerV7+E4Di+deo1/+vnf5qWTr3Bh6QpXqossLF3lmVPn+e6peY5feZ1qUGM0UyKNInZvnqXkFCjYDmMjg1Q7dTxh4UiHZhAgpYvWEKcJtm2Rta3rcYkZhmEYhmG8ZddnBV9q7LS/qbbSa/La4hUcy8Z1HYQWiFiTSEiF5r17b2KkkOf8ep09E3v5g//2H3Df/oNksg52Aq2kTaPZ5n/+kY/zo/fex87tB5gZ387i2hp/+PU/4gvf/hPuv/0ODuzdxbOnTjE2NIBjC2qVZaYHh5iaGOdTj3yWT33lMyShRukOjzz1KI7nsnd2MyroMVDIUM75eHYOXI+s5ePnsthZF+HYhElMomJiEtJEQxTxyHe+wYkTR7EzFtliCREq2r0ujz33HK1WnbVmndLICEJL/uDrX6WjJZMjBTpRwPraBs16g5YKCLVmvV6n0esxN7GJm+f2kGqL5dUlyLiMDI0yMFDC9j2QFt1Wk14vJp/PU2s2uHluB1vGJ0AJFirzOMUiixcvcProUSwlcDyXaqtFEHawhSTr5zi/Ns9irYV0M5RzBeqdgDgJcaRCpTa9sE0QdLEl/amscdivXQdwPSwJraCLQ8q47dCqtjiztMB6t0YsIl6/cpGcLclmMkilieOUoWKR+XYFKxX81IMP8fRLxzgwvQWdRpAIbGET6rRfVy8hiiKiKCKJQrAgVppUSNAarQWu5SKEePOfUgqFRtsSKWX/91ogEcRJShRFuLaFUCk2GmG5dMOAOE3IOT6VRo3PPfV1HAGz5UFGy0Us3+KWnTdi4fDNF57mO8deZHgoh60FtXadiIQTV8+Rzbns3bQTFQl8KRgZnCDvZulFIVooLCkQWiNUim+bEh3DMAzDMP5qXZ8a/FShhUahKdoe48UyKk1J0xRtQaJBSokWghPXLrParHHD5DSxBU+eOc+WsVF8K8Ny1KZQGGPL+BSPnznKD/3yP6IsNSNDTZ449jx5v8Tv/8r/hw/ecy/tVsSeua2keCwsN3jPvQ8xNzvFsdMneep7T7B9YjvFgQLl3ACz01OMD4yya9shEstl+9adFGxNM25Tr9fJZjyKuSKbhiaQQiOlxHczrK6u9stAclk6UZu1Tg1pZyi5WaQjUa6g2VpHKs2W2VlKIwO016uk0mV6dJRuFDNcGKY4kGO+VcN1C9i2RyafgzQmRPL48VO8cPI4jShkfXGVxZVVyn6BbMbDdW3Gh0ZoBwGNTgfXERy/eIkg6pDzPWZ37QHXxslkGRgfIdUpaaAg6TKQyzBdGqCUK9Lqxbxy5igOMDUywbbJCVI0obLwXMlgJovjODTjgFilOAI8zyHnuVipRqmE4VyRC8srrHTazExOsGvzOO84cCszA5NYrsPBrXvQlktPgbAFYQpTpQInr16i2WwxOTXAv3viGxT9/rmU7eBoQRynSFeS9XyE4+JqC0cLBAolQGMTAloKbMsl1pAgEFKihCSRktRyUDoGobFsgUIRxzG2JRCWj1YCK9VoIjIZj2q7ydmlRUTssdpq45SHCTNZOpFicW2NYrGI7LWw0xquEnS7XTZaNSIsrqytU3Bdbti2lRs2b+PBO9/HcMFDEeNKQaXdRAnwLRffcWkm4XW5xAzDMAzDMN6q61Oi4zgEaYxAEaiERCv4DwN+dL+jjh3AcKnEhgyp16uMOh7dTo1/88w3eezll3jp6CvYWMyUhukkLf742afZOrmb2U1zzA4N87E77uDnPv5Rjhw4xHK7xvFL82wfmqDRWuGVq1d4+eQFdhRGuH3PNkp5j0urC3zvxGv8yh/+PuuNFo7v8NSrzzGYLyO1RCQQtKokSUitUWWlsk6MIpvPIaVNqTiI5/g0gy6W6h9fLhQJui0uL17Ftm28FIbLQ4RSEwRd0l6KzviU8hmSJEJjEUUBn3jH/ewc20y9WSOJA3zhMDG+iXMXL3B5/jy2lbJtcoKRiRF6vQ5x0MNONUGckC8MMlDI4cQhN83N0em2CLohSRQj82Vy5REkkJP9oVFSxGQdG891aemYE5fOIi1FOZMhjmPWGxscmN2ObefoaE2QClJtoYWLwCKKInzfJ+PYoFJ8x8UWNkIrXMch1v0PCWNDk+ydnuPWvQcYGRniXK1CnCQU8wW09Povv3bpRiF/9NST3L3/CP/4J/4WI6USG50mrrRB2EQkeJZHJwhpNptYroVOFRnZ3zScSIWwJEGSIu3+NxSpkiRCgNRoBSCwpYPWKRqwtERZ/VV+KZP+Sr9McYRPoGCt2WU4U2LP5mkiHdPsdmh1Q5JUsN5qM798lbBdA8CVgrInyVgObtrh1kM3Mj6+madeeJWeDjk8t4st07u4sHCNXdM72DkxRb3VD/mRTnGv02dowzAMwzCMt+r6BHzLw5M2qQKJAG0hHFAqQWCDUMiMTa/XQ3YTJkrDvLpwgWNXL7C1PMhCtcqdN9/OB+6+l1Z9ncrKEv/64V/i9p2b+al/8o945MkT3Lx7P/cdPsirV6+xsNrmS09+hS9/+xvkbcmRraNstNZYavWYr3W4+x33s312mkur83zm618h55SI0oCNZpWMI7h6ZZEOkkhpSoUyWb/ARrPK5fnLpEEEJDRqFfKeRxrFxFGHjCvpddskGnphxLXlJTphANLGz2ZYW6pQr60jCQm7LSZGxsn7OV6/doWvPPs9RnJZ8vk8nuszv7HO5OgYH3nXO9k6MY5veYwMj7Fvbif7Z2ZphF2E7TFQyBLHDWxLkAiNa5eYnpmjEyYUcjm6y/MkStNRFgsr8yRxB5koMtks9XaPdqtBtjhAopz+a2P3a/C/9NxTCNcm57moNKITBYS9Jp7U5L3+xuQ4TMDNkpISqxhNRNZWWFqRIDi1vMS/f/pbnL18kfcfuoe8ZZOIFGUJpAOgsC2LmdER2irht7/6JRaurSGUIE1CumEb25KAZLVW44ff+T5uOXAzy40m2WwWz7EgisjaLkJoNJIoBVtrMr6NVhKNhZAK17bpJgGNOEBiIaXEURKNRGsNqj/VNhEK17GI04jhUp6xoQGE0LgpeMIin3HxdcJGp0fHybLcS7jc6DDfbLLaq5MtFhkpjvDq+TMsUsGzHb723DOMj27mf//5X+TWm/bzN+//ECO5Mr2oQ5KmNHpmk61hGIZhGH+1rkvA10qQz+fROgWtcYXGlg42DqlOcax+kOwGHZqdgBTI5zIMZjM0ej2mxjaxd3Yb1coKy50ud910Hwe37GR4WDAzOcrxhdPMtwNeu1CjUpnnuZcf54HDd5AZLlNvt3j/4XfwvsO30m5WWVpdYfvQDJHl0tEJEyMjJN021Y0GZT+HslJqvRZBHDI8MEzecml3Ogz5eSbLQziWzWCuQLfbxi/kmJuZREgNjs/o0Dgj2TyFXJZYQ7PTphc1yVo+XjZLO4xo1Zv4uTwvnj5JlCgObdvL8dUVlhvrbC2UGC4XGRkZoVeps7qxQTeJGBscoFltkCBoBl1Kvovr2FhYNCtVVKdLKZfltYvn6IRdpicGSdOUTrtHt17FtjQj5UEynovtZemFuj9ROFEUvAxCQ6IVsa3JuA55z8NTGp1EpGEHW0CxUKAXBDhS4VguOBY2GhUrpBQIy0LgorTF5YVr/ZKXOGLb5BRxFLHYWAMUUbsNgC0dLGkThiEF36XaqvOFl59ifmOZuYFh9m7ejA4ChBBEqSKTyTCQzyG1IrAElTAktSySJMKW/X0AaZoSpf23rW1b/cFW0qLT63Jo6w4+dvv9VJtNlASFxhE2GujPlO232lSpwKHfbeelCyewpM+2mSl2TY4xUSqRsV2iVLFWr9NstrEsC0SGwzv2smlsE4899wzjXo6bJrYxUprg2dNH+dl//ktMD47w4bvu45UTr3J4+xakcPCEYPPE1PW4xAzDMAzDMN4y+3rcieMLwkDjeVnSNEJZEMcxUiosLQl0ii36JR/jeY92HJJKh1CnlDMee6anePbES7xw4gy/8KFPcNvNB/nW8Ze5YcssN+3YyabhMcrFEaqtU6ydOcXx4ye45ci7EVbI+UqNT33nCTwk24fG+dQ//nk++D/9EkuraxQHisQqxXUd7DSh12nz2vwiWybHsD04f/Uqm8YmGCJHnCiGBkdo99r9XvljM4wNDNPobaDCfglJu91l0+QEw77bD4tJDFqyUauSkoIjsQpFtE4peRZhGtPtNfnYfQ/S6AW89vrLRDJmqJjlpasnUFoymi+xVmsishmq54+ztF7l1l17mZkY4fUrV8jFZVQaUFlZQVg2iZvD0h6rK4so5aDcfieaopUj61kstKp0Owlbx0fQokAjTLGClGaSoEJF3vaxEXSDLpawwcrg2BKhBMJ2qAcROVfi2RY6SYmkwLH7rUTjOMR1XUKh0JHCEpInT7zCUqtBxs3gWJIETRgk/bIaEeMJmzjtUs5nuGPvDbx27hQZ26NWb9OII3KZLKPlMv/nlz+DZbuMDI4QdLpYUqIV9ITAUxrLspBSE6WaNEnxHRutFEmswZKEYczl1SUyjgNKoWyB0pr+Z07dHxaGQErQSUh5YIihQoHlhav42SxzM1vpNms89dqL6FRxaNdOvCRCa4/5jWXCVOHbCVMjA4wMjHLrlr185/xRUpnwrlvv5X/+zd9k09AQUbdFK+xxePtmTpw7Q9HNXY9LzDAMwzAM4y27LgHfEhLbUcSRh2NZpGmE60iSVAIaKSBRKbYQ5HIFWo2QqBfgWg7rtQo2ipGREUoDK+wem2DnzCbOnD/DN15a5fWzZ7h75yGKluTm8Un+l1eeZ6mb8uqplxgbneKhI3dyZWmexeoCPVK+9t2X8F2LXTNTVFsddBzR7nbYObOVWKVMTwnyuTzzy6tsmxrlhl37IUl5/PVXWa6sEKUR7UabQnmAzRMTWHKA9VqD0eIg5y5d5nQvYGpshHI+w/xSnVJmDDurKbguKk7oBD06SUjWcnBti1ajTaNe4cJqhbVul9JAGdXpsm1sivlqnVIxz32HjvDYieM0ggZjAwOcvnoFN5+HGDyp2LN1D265zLGTx0iVZLleZ2R0tD81td4gShWNuIPjDTBbHuZKvM7lSoWRTI5izkdnPEhttBa0gx5ZkeJITRj0sLJZMq6DEpKcVaDR7eIkMQpNKAW+42ARo5IEYQtilaIleAjQkKKZzJVpdLpEscLzXaQrUSrFUxplwYDIEcqU777+MpaUtKIeXSCbzZGkKY6EfKFArDQkGlva/dIaIbCBOI1JU4ljW9hSk6b9ibuWbRMlMb7lcurKZSJLMVEs041ibKXBAolFnMaAwrJc0kSTihTbLnLjzI2E6xUqSlPrdpkeHSefyYLjc/uhOzhx4hhX19fYsX0/RQFZ36WVG+RKs0rl1e9QqzaIooQriwtks5J20uKG3XPMTm0mq/KEqeLchXPMzu28HpeZYRiGYRjGW3JdAv5ArsDVSpWM4yCljUo8wjhCuym6F6IVZG2LVMLF9TUKjk8uq4nCBEdInj99nGrYZLI0hhwd4lOPfpFsDCNzcziu5qvHjmFlbP706acIbIeh0gB5z2K0kGU65zAvA3ZPbmXr5km+8/x3mR2aYnH5Cp3mOjs3zTE7NsuV1SssXFvkIw98gF6rzmCmyPtuu4OXL53jxUvnGMrmUFGP5bjDwMAAWmtOXjxDJ9Ws12pEsWZsbIRau0mlWiObzZLJF4ijHqVsFmHZZHN5Opcb5ApFqu02moiJkVG++cLzJCJlpDgI3R4bnRbtIGTQzzExPsW5aytcuXCWndt3sdpeY3iwjG8LJAFOvkgnlezavIMoEbzwwvPsm5mlnfRItGS11cJNEkrlQZYaG0wMj7Jv02ZW6w16AlAK27bx4wTbd2kEHTLZfjvLtojIZVw0gjSOyXo5ep5DO4goeBnSOKSTRvhS4tkZUpUSqwDbsvCkJA41aSLoxE2yvovWFtVqFc93cKQgVpq86xInMUJAIiQKQeRAOZtjo1al1esyMzRJHAdkfA+hgTBG2xIbSNIIS0pSpQmTBMcWWJZNqhWg8RwXHaVI12XEcZFS9vcrCEBoEqWxhERrgY5TYpEyMzbBwsJZvlJZZs/WWcZFlpNXT4OCj773R7myfIXXj57g5LV5Jodz3LBplmvVdY6dPUUgLfLuAKHdJnZiHjx8hHatxejULsrlIrs3bePciTNcbC7x4B0fp77xr6/HJWYYhmEYhvGWXZca/MvXFpE6JhExfi6LX/BYqW1AGON6NrYQxEKDlniW3a8Vlw5pqvCzLkuNNcaLY9TrVX7r85/m7MVLnK+u8dk/+WMmh2eZnijzv//7T/Pvv/koeWHR7FTJZ8oMF/NcXLjKjqEJvnr0BcJY8qEH383K6jK7duzk4MEj3LH/ENVWha9+72myuRLzqyuEqaI8VOYzz36H8yvLlESerO3iui6OttBS0I67LFY36PR6DBVKVJoNVhtVhAW9KCRRAteySaIWYbtB3OlSb9bBlQRBgGNLHFugicnlS2RyedI4oRcGDAwUyLiCYiHD+vo63371O/gZh/XKKkpHWElEpdmk3olpxJLY9rhy9TzNdpPi0Aj33XoX+WyGcyeO4ReKxI5FJ44ZymVotVos1atksx62tkjtfgtQAEsrMo5LNQrpKIEWDrbub0QNY0077JCTAt+yiHXSf3G1RagdGlrRQRFbHqGyCVILK5Nho1vFtxwKrkfBcygP5Ml4NhnL6ZcxaYHjOIRpgsRCWRauljRrVe7Zd5D33XonK811FJokSfvBXYImQSmFJR0EFo5jI6V4o02mxrJkf2BXmoIlSVUCrk0uk0fFCYmGOEoR9Iet2Qhcz0GphJJbZnJ0iLWoQbOrWVq7SkHaFB2fc5cu8uRrL7PSaTBSLrJtZJKwFzM9McneG27iwMwcm6aHyWTLyFiyY9McH3vow1gCPv6OB/nui2f4J//3p2g3N3jsqS9RGhy4HpeYYRiGYRjGWybCMNR/mTv4+Z//eZ5ZX6MTdfFsn00jU6RS8aFbbuXfP/EN1jfajA+WaXSaWG8MLorSCFKQjoMtJTrVlMtl1msVJoqDNMI2jW7ApsFBRscn2XfoNs6ePsaIm+H1K6dZXW8ihOCh/YfoZi1eO3eJD996K4VSkWYv5Innv8MH7ns/VlDjWqONLVJ6QvHFp75DcaiEjDRHzx5nfHSYrJXjyPYDYMdU15aZnpjmubPHqTbqDBQHGMjk6aRdgjAljmM81wb64dKyLHIFn8LAMMH6BrlSmVwuR8FzaNTrrDQbbNSq7JrYhGVZrNVWqQUJH3n3A+wYGuXffuNRuvUaW7ftptZqo6IYQYLtuTh2hpWNVVq1CgcP3Ezet3j+1VfZs+8gzVaLsL4BOmF+6RqbNm/By/jESUCaKIRdYm11nnLOR1oecRyCUCRJQhSn1MMAz80SoSCJsIXEcfoDmSaHRoiDDtV2m56CMIzw7H7JTCx0f6CUAqUUWmss18YTAh0lpCrk0JZt9KKEY5fP47ouGonlOiSJQiNJJVgKrq2v8rfe/UMM5Ar8H3/yWbaPThHGEcoSCGmTxglKSrTQaKWwRb/cJkxTEBpHWliWTRCHSA0Z3yWKU7SSSKGA/qZcLUAi8VzrjQ8CMXGgGCmV+gOybMWWoXFymQyXllaRjsvO2U14tsd6vYprewRJzJHdO8iKDFc2Fji89wCvnbhMK1mnWW2R9XxGR6aoXqvze099hYHBPAXHYcfkIFYmQ64R8eu//ut/6YvVMAzDMAzjrbguK/iJSnEch9FckbznUFYuU0Mz3LRzK+Vihm4SUciV0LrfOtMSNpbr4EiJkBptCSr1DTzbodJr0wy6FLNZBgdGeOiGm7l370HcgREWGg16sY2Tz7JjehLciHYrJAo7vHzqFLvHJvjCt7+KdMtU6mscXVzjDx//Fof3H2J8aIDVtSXSbo9Wc5n33Hw7h3fdyFghRy9aZblWYXB4hFxpgMmRCbZv3cFUsUij3aDS7eFlfPxsBiFtLEQ/HCqNwCENYjZ6XVbW1wg7bXw/i3CzrK6vcePcNjL5Egtr8xTyJXK5HF96/DFOXr3GSL5EO0y5cOUqa0sLNJpr9JKUNEwJ0w6T5SF2bdlBtbJOrdNienKGa5cvsbxwgWanSWligpmZWaJeGysGQs3E2DBbN82yf/t2umFEMwjopTGxkgg3Q6bgMui6WMLGUSl510cJSRAmWNKn2wkQ0qbkegxlXBwpURqElDjSJoOFLwWebeM5DsSKdhRQ6dRYatZ54eIFrqyto7RFqDXacgkUSMfDdiSOFmgspscn+MoL3+W3v/5lDkxt58COG8jni/SCNybo2jaOEEilkVqR6H5nHNcW/R79AErhyv68BdVfyMey0v57MknfHMUgLEGqFWmS0OmFlLNZJgcH2TQxzkRxmPLQJEkKF1Yu0263GSiMc8/hW5nKD7BebzM1PIwMM6ytL7F7dgeN1S7XVuY5uHU3f+Pd70O4CS+9fpzfffwRNs2OUPAy1Hsdluo9xoa3Xo9LzDAMwzAM4y27Liv4Ty4vY9mKrJ+jFYZsG5rkpcuX+Uc//DFOVM/zx898l+mRMaRtE3d6JPSHXylSVGpBmrBlepLl+gbtVhfX9dg3PcvSRgVncJCt03OcPnuG1eoKA8UBQhRxs8Mn7n+A+/ft4rmr5/j0Y0/g9zI8/Lc/Qs4WfO5b3yQztItDm8s8/vJ3ubS4wsGts4xNTXPy1HF+/MEP8eKF01y4cJ7ESjh76SoDY+MsrS7w373vx9m1ZROf/doXGZveTC+IePLlFyjncoyXBul0u6y16hTzRVwpiUmwXJ+gFzE3OQZxRCNOyFoWOSTztTr3vvudnHjpVV47eZTdu3YwkstTrTXQjkW32yYIEjbPzdGu1/BcC+na1CotxsaH6LS6tNtNWu2AQCWUSwWCMEbHCXNzm9m1fStBrUOz1cOSba5cXmLLvkMsXLtAtxPQC9oUC0Ns1Cr9IVq+g5QSz81T67bphhEJksGcD0ncH3iVhHiWjZ/PUW20CcKEgudiOZJGu0PGtXClw3rQZSRfoui7RGHIUrNOrJP+0C0nA4BN/xuASIVYEoSysCyL1XqFbNbFtz2K+RKdXps4SdDCxnJs0rCH0BIpLbRW/daXlo1lWURJjBASlCYRClKF69rY0iEIAmzbIUni/vldB532S3UsKVivVHjonvu49cAhvvC1r/Gu228nCSOeP32MTqtLR/bYt+0gzfVlYp0wOzXHA4duQ6U9QlXka9/9UzZNl5ic3okfpVxbq+JkFEfPnuL5E6cYKA4RqRZ2Kti5aTv5Ts2s4BuGYRiG8VfmuqzgSyloNnqMZ4psHx7nxStnmR4Zo1Jtslpvc3DXfsYH8rTaETLjYAlJqnV/JVwIpG1Rb3WJE02MYnZkimtxj8XaGgU/y/mlS8SqRRC2WFtbI+l08HM21UTzytI6SSfi4ObNXGst4qs83WqbqVKRn3nHIe49sofHXnkRG8XP/9RPc+uem/nbP/pRjh59krhZ4cT8JU5eme9vrO1FSNfmyeOv8aUnHmPT+GY+eue7iKIIhSKXy7Feq3G1skqoEqQGbVm0wh6S/kTfar1Bo9ujIG0G83mWm3W0Vpx6/RS1Tou5uc3cvf8gE4NjZHIlLJmS9zyKuSyOAAHs27mPmcFR4jQiDgRxAtVGm0KhwEBpkMGBYQ7v30O+lGWl3uTaco3VRgs/m2OyPE5gC1rNGlunt3Ljnn3cesMB2p0I1/WZmZwBBb1Ol06vh+1aTBRzDPsZ8l6eKIJWHFMLQhLHBhssBCINqffqREHIcC5LiiZSGiE0lrDYPrqZX/rYT/LwB36MVjtEWj7dIMASEklKFPdQSYpOoROHrDbX+dE77uQn7nwnCIv51WWSVCOEjbQdRJr23x+2BVKgBbiOBUCSJAihSVHEWiFU/zOqEBZKKZRSuG5/D4AWQJogpUDbKaV8BulZdNttglaT4eE8i0tXee3UBXq9kHceuAXaPRbX5qn1OoyUhmjUK3zmqa9xcXWV8wvnAcXmsS0sXbrMpeoqmycmKLkFds1spdqss9rcwNYOuWyZtcbG9bjEDMMwDMMw3rLrEvBxbTIZn/OrK1xdX2fI9wmCKl89/SyXF1dYXl5my+Am7juwm24vQEgHG4mWAhuFtDRrjSpprPAsydELp5h18vzy3/hJHCJs7XD4xlv48D3v5cjBm0hJmS6NcXBmmiuL5/n97zzLwnqVHdu38r/9X7/Gp554knv23UxrY5XPfPUJ7tl9A7/+i/8jY/khctkCns6Syw8wXh5n69QmctkMvV6PTthmPD/K6YVzfOaZb3D84mWeefFFjl+4wNTYKJ0goN5rcM/tt3DTDTfS7tSoNWqMDoyzaXSULWNDJDpBuj6p79LstCmVCqQS6o0NRstl9s/t5PVLF3n9wjkcAZ6Xxcvl8LI5Tl+5ytDwKNdqVc5cuEQuk6XVbRMqxdjEBDt37gSpaTfr9Jo9pOWxZXyCTAoHduxhpbbMUjfgh+99kF69zbmVZY4cuoWhgUmOX7uIlcmRyY+wae5GiiOb2KhVyOCQxApJxPLGBrHU2E6/dKfbCmhWWhRcSda1cJBYWtFNElIlSaVCaslIOct85So/8y//OV974Xm2jE9iK03Js4miiG4SIy0by3EQtsXM0AgSwXBpkPn1Ku1egmM5xFqRKIVIE5RKCHVKlKRonaClJkGAlKg33ro6SbGlwHc9JKL/QUwppJS02+1+/b3sbyKOkxBbO3SCmLKXBaDaafFT7/8Iw6Uhar0qr5w6zsX1S9y87wBZy+Gu/Yd4x6HD5H2PieEBwjTh1de/h29HLK6tsNqq89CttxCnIb/+h/+OJ4+9zHvvvpedE+M4QnFh+QqFYvG6XGKGYRiGYRhv1XUJ+GMDo+RzOVKrP5XU9nySNGW9USGX9Vnv1ui0Uj582z0EaYRSYNsuSikiC3QKGc8DFEJDF83f/dCPM1Us01ivc9PenYwOlhkdmmCqVGR0YADlZvg/Pv8HXKlUmZocJpv3aScJ+cEyc9NjPPLSdzm6dJmnXnuJbVt3Mjk4xfHLZ6mtXeRz3/wKK6Hi9ZVLnFu8Rqw1h3ft48D2LTTTHqOjIxzYtpeenfL6/DmKBR8pJWPDw/y3H/ggP/7e9yKRzI5vJu/6aKGY3byFspfFtWwcC6Jem0y+wHRpnMlyAdeWJIkiarSprK7gFTL00pisk2EkX+TaRpUgFVSqG1w6e5Jsvkg1itFWiu9IfJESdTv4+QJjY2N878RRLl25xvjQGPlskWMXz4DtcXZ1iYvLK+zZs4eCVlw8eYarlRUO7drFZKZAq75KVzW58dAB7r/7HnphTBD1iEnxpWZubITRbIEkTYlV/xuVNA4oZ3L4XoFA2rTTfocbiSCTybC4WqU4OMzDH/8QT770Hc4tXMFzBNryiImRWoMU/Y25qSLvZygWy3z36EucnT9JL+pxaPsuym4GkaboNMWRgrLn4zk2jrSQqUDFb3TNAaIoxpY2tpAkKkXaVn+gFf2NwFII0jhBpwqETdb3UEqxWqmw0WrglQocuOEwvluiHSTcfegQt+zZRbGQ5cZ9R9g3PUPY7RCT4Z13PMhIYQxf5IjilNLwJJbvc+eRgywtt/nT7z3LzOY5poanada6rGzUKOYH2DY+Sadeux6XmGEYhmEYxlt2XQK+0JAvFLGdDMJxCRAMlIYo5wust6uMlSZxvJhf//IX2LdpN9gxnaCHwEdIieu6CAApSBEMZUt87sVn+DfPP8OOub3807/9Ce7YsYn5a5dodzYo5IvMDBcZHxvg+XMXuLa+wYX5edrrTe7euZ8bd23nfe98kNzwGHfeuI8bt2/l9ctncGybZqeLn8tidQNuGBng4+9+J6VSkWanQzY/hBWGWI5NJuMyUczSaLUpF/K40mNieJS7b7uPS5eWeOW1VxkfGidXyNNpNzi/OM+5lVU6QY+o20ImipXKBvOVNW7YsZdMucy2gSGEL0h0QnejwvLqEkMDgyxV6tw4M8tH77iVbqfOwbkD+Jk8U7kc5VyJJO0xMTXFyNgEE1OT1Kottk7O8NA772ZhYZEnXv4eyxuriFiRETYnLl3i7NI82ZzPd4+/zMjwJDtmtrBSWyfnSLaMDVNZ3iAlw865OZIkIQ5TXNcljlN6cT9E/4c2l5VY0Eg0iUzoxCG2Fij6U2WtNGa9XWF+cZWSN8y/+e9/kZ964AHW2l16nS6ucFACHN0v5YpJODN/BVtLAu1QCQSzQyWa9TVUGlLM5vBcG5EqMlqSE0Cq+m0u0bg6wReqv0Fb8EYZU0gxX+i/j3S/w48Qot/FRwAiZqPeYGJkmA/deRv37N3Dz977IdYur7K4sUQcRhw7fpK5yTmWam2Uimg3O5ytNZlfXUQGIbV6hxcvHuPGG28iK2xumJ1hS2mGX/7tf8m5hWN8+J77yErNqYVjOFlwfJ+hUpl21L0el5hhGIZhGMZbdn0m2VqCVAvWOzWG/CKeULRaTcAijQPWmyGbDt7MfG+dSr3JcHaE3KjL/NoqLj6IN3qeC4kWEse3ePSxr4PncO/d9/K//tq/pRqHLFY2OLxzK/e9Yz9W0qFX38HFR76AjBWdVhut6sjUJufkePy555gaHeTdh28hEpIwSRnMF1DSwfE9zh67xOShgxQKBeJ2l1eWV7HmHTKWJpta5PI+8+srWNrB13mKjsvyyiqf/trXadWqDBcLLK4v0E27+F6W1cUlbEdQKhXwLY+olKMUKNaW53n93AUGhsusx23W16vMTM2ytn6NmaEh1upNLq+vMTU4zvbBGc5PrOCPDlNqxmwbneZcJaCcLyKETbDRIli9ynptnRv2HWHzwAhXLl4i46d4aUKnW6fVaZJxclQqFYJWnX27djJSyHLq9Bo9rcgMT5D1SnSsFV49cYKx0iDFkQka1RrK0lSbDdyMz0ipxFqjTbXdopArstJsMprzGPRdolCjhSCOeowPDDE0WGZ9o8I/+NRv8PB7P8KmkVl8/1VQ4o2BVGBLm17cgxTyuSyogGqtTc7Jksl4uNIG26EZhzhoLCVo9HqkpOg3NtaKROO6/bdsxpVEOsV1MmSyFp7rEkURnbCD73mEUUSSJP06fKWxLIsgCLi4tkESJJw9d4wLlVWaC5rm2hJpElAuFbi6vsB3j73E2vIaLZlSnN3KxcVLKB0RNTuk5TaZXJFvvfgie8Z2cOPendx142FKfpGD+/fxznvuYHZ4lH/3yBc5de0KQ0MjEEbX4zIzDMMwDMN4S65LwF9rbDCQGeRv3nk3jx97hVYrRukY13YZyJep6CpfevZp/vEn/ibPzb/C57/1CjffcAMZp0YURUjpg5Vi2zbSctAqwfMl20YnuXbhLF+6eIrRTInZwSF68U78WJP1c/zrbz3KiJuhXC5RzNk0ej3OrCwzu2mOpY0Fxkp57rrtVl44cYbL586xNH+V589fpiBd9t64nz8+fpS8pfBcm3w2R8FxKRaLBEGADgKSGFSaUKmsopKIUqHI2QtHwbLxMi6LS9cYnpzGzdjEkcKTFu1eQKhjsqnCKZUZ37SJi+fPEUchU7t3oWp16msVdm/bj593OXXmAiP5EufWF1loVig5No1ulcM33sbFC2c5f+k1Pvrg+zh79jgvnrvKQ0eO8OEjd/DU4iLf/t6zbN23GxHEDLs2T504wfZNc1TbXQ5s38LFhas8cOudNLVLM0koeA6V9RXuOnwn20Ymuba4iMz4TLiD+MT04pieTEmShDBIGM75HJ6dYLnWZGRykvOVCiU/i5UXSAkZR7LU2CCoKnw7y01bB/jUk4/iSJeZiSk2alUG8wVsNAu1GkPFPAXXZbXRQlgOeD4dldDZaLJlfAqSHkmU4LgWyrbpaU3ey6A0JEmMFgKwUEkKUpHJZN/ojqNYXV1FSIn9Rs/+jO+TpilBGOE4DoVMkVqzwVKtyka1QU8qPvXf/0N+55E/Zq1bYfvUFs5fXaBar4EU+CWHe3bezOPPfwcx4LNtaJK1jRVWa4tsm9zOyMAgn/rTzxB0Au4+eJC5uVE2BYN84VtPc22mws6JWb7z4stYJZgoZq/HZWYYhmEYhvGWXJc2mYZh/PlMm0zDMAzDMP6q/KUDvmEYhmEYhmEY/+W4Pm0yDcMwDMMwDMP4L4IJ+IZhGIZhGIbxNmICvmEYhmEYhmG8jZiAbxiGYRiGYRhvIybgG4ZhGIZhGMbbiAn4hmEYhmEYhvE2YgK+YRiGYRiGYbyNmIBvGIZhGIZhGG8jJuAbhmEYhmEYxtuICfiGYRiGYRiG8TZiAr5hGIZhGIZhvI2YgG8YhmEYhmEYbyMm4BuGYRiGYRjG24gJ+IZhGIZhGIbxNmICvmEYhmEYhmG8jZiAbxiGYRiGYRhvIybgG4ZhGIZhGMbbiAn4hmEYhmEYhvE2YgL+XxOlFMeOHfvPvv2/+Bf/go2NjT/z+2effZavfOUrAGxsbHD16tX/7HP8x1544QW+9KUv/aXv55/9s39Go9G4Do/IMAzDMAzD+E+x/7ofwH+tVldXOXbsGDfccMN1vd8jR46glALg3LlzpGnK5s2br+s5DMMwDMMwjP9ymYD/AyRJwqOPPsrCwgLlcpnNmzfTaDT4wAc+wGc/+1lGR0c5evQo73//+5menubrX/86CwsLaK258847uemmmwBYWFjga1/7GlEUYVkW733ve5mcnORzn/scvV6P3//93+cTn/jEm+d95ZVXuHLlCh/60IcA+OQnP8nu3bt55zvfidaaX/3VX+Xhhx8G4OLFi2/ezy233MJdd93FSy+9RKVSYd++fTz99NNYlkUQBNx///0888wzvP7666Rpyo4dO3jwwQeR8vu/xKnVajzyyCO0Wi201hw6dIi77roLAK01n//851lcXKRQKPCRj3yEcrlMu93mkUceoVqtopTitttu45ZbbgH6K/Z33XUXzz33HD/3cz/3fed6/PHHWV1d5WMf+xhCiP/fvJCGYRiGYRj/lTElOj/AK6+8QqPR4OGHH+aDH/wgr7322pthWErJ1atX+ft//++zdetWnnjiCZRS/L2/9/f46Z/+aZ555hlWVlYA+JM/+RNuv/12Hn74Ye68806++tWv4nkeDzzwAJs2bfq+cA8wNzfH4uIiAJ1OB9/3WVhYAPqr/uVymWw2C0ClUuHv/t2/y0/+5E/y1FNPEcfxm/ezZcsW9u/fz6233sr999/PmTNnOHr0KD/90z/Nww8/TLPZ5MUXX/wzz/u5555j69atPPzww/ydv/N3WFpaIggCoP+B4r777uMXfuEXGBoa4pVXXgHg6aefplgs8vDDD/OJT3yCb33rWzSbTQAsy6Lb7fKLv/iLuK775nlOnDjB+fPn+fCHP2zCvWEYhmEYxnVkAv4PMD8/z549e5BSUiqV2LVr1/f9//bt23EcB4BTp05x5MgRpJRks1n27NnD6dOnAfjZn/1Z9u/fD/TDe61W+3PPOzg4iFKKdrvN/Pw8W7ZsodfrkaYp8/PzzM3NvXnswYMHEUIwPDyM4zi02+0feL8nTpzgwIED+L6PlJJDhw69+Rj/Y/l8nosXL3Lt2jVc1+WjH/0ovu8DMDMzw8jICABTU1NvhvgHH3yQ973vfW8+/lKpRL1ef/M+d+/e/X0hfmVlhccff5yPf/zj3xf6DcMwDMMwjL88U6LzAwRBQCaTefPnYrFItVp98+f/sIoO0Ov1+OIXv/jmCn+SJOzduxeAs2fP8vzzz5OmKUoptNZ/4bn/wyr+lStX2Lp1K41Gg+XlZa5evcqBAwfePO4/DsdSyjdr73/Q83nuuefeXHVXSpHL5f7McXfccQdSSh599FG63S633XYbd9xxBwCe5715nBDizfOtra3xxBNP0Gq1sCyLZrP5fc/zP/5bAXz1q1/Fdd3v+/sahmEYhmEY14cJ+D+A67qEYfjmz61W6wceWywW+chHPsL4+Pj3/b7dbvPlL3+Zn/3Zn2VkZIR6vc5v/MZv/IXnnp2dZWFhgYWFBe69914ajQYLCwssLS3x/ve//z/r+RSLRbZt28att9765x5nWRZ33nknd955J5VKhd/7vd9jdnb2z73Nl7/8ZW677TYOHjwI8Bc+xx/5kR/h1Vdf5bHHHuM973nP/6vnYRiGYRiGYfz5TInODzA9Pc3p06fRWtNsNjl79uwPPHbHjh28/PLLaK1J05RvfOMbXLt2jW63i+u6DAwMoLV+85g4jpFSEgTBf3JFf3Z2lkuXLqGUwvd9ZmZmOHnyJIVC4f9VSYuUkl6vB8DOnTs5evQoURQB8PLLL/Pqq6/+mdt88Ytf5Pz58wCUSiU8z/sLa+Tb7TZjY2MAHD9+nG63++Z5/lMGBwd5z3vew6lTp7h8+fJbfj6GYRiGYRjGX8wE/B/g8OHD2LbNb/zGb/CVr3yFffv2/cBj7733XuI45jd/8zf55Cc/SZqmTExMMDo6yvbt2/nkJz/Jpz71Kebm5ti0aROf/vSnmZqaotVq8Wu/9mt/5v7K5TJhGDI1NQXA2NgYa2tr31d//1Zs376dl156iS984Qvs3LmTPXv28Lu/+7v85m/+JmfOnGHbtm1/5ja33norTzzxBP/qX/0rfud3foe9e/cyOTn5557nnnvu4XOf+xy/+7u/S6vV4siRIzzyyCPfV4f//y2bzfLQQw/x6KOPft83JYZhGIZhGMZfjgjD8C8uCv+vlNb6zdXrJ598kjiOefe73/3X/KgMwzAMwzAM4wczK/g/wNmzZ/mt3/ot4jgmiiLOnDnDzMzMX/fDMgzDMAzDMIw/l1nB/wGUUnz961/n3LlzSCnZtWsXDzzwgOnZbhiGYRiGYfwXzQR8wzAMwzAMw3gbMSU6hmEYhmEYhvE2YgK+YRiGYRiGYbyNmIBvGIZhGIZhGG8jJuAbhmEYhmEYxtuICfiGYRiGYRiG8TZiAr5hGIZhGIZhvI2YgG8YhmEYhmEYbyMm4BuGYRiGYRjG24gJ+IZhGIZhGIbxNmICvmEYhmEYhmG8jZiAbxiGYRiGYRhvIybgG4ZhGIZhGMbbiAn4hmEYhmEYhvE2IqU0Gd8wDMMwDMMw3g6klEjbtjEh3zAMwzAMwzD+/5uUEtu2EVpr/df9YAzDMAzDMAzDuD7+Hzo9GlTSxb0FAAAAAElFTkSuQmCC"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9ebxkVXnu/13Dnmo6c090I9jQMglCUJQoioqKA8ErEXHWCCY4E42a+NM4mzhggsYxXo3ojTHGePXqFfXeiOCAIBJADCDSTN30cKYa995r+P2xdtXpphtoBMHk1vP5oOfUqdq19lq7dteznud9XuG998YYnHOMMcYYY4wxxhhjjDHGGP85IaVEa40Q4oEeyhhj/JeEHBPnMcYYY4wxxhhjjDHG+M8P5xzGmAd6GGOM8V8WckycxxhjjDHGGGOMMcY...
1
math
grade-4
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "right", "obtuse", "acute" ]
null
2
math
grade-7
front-side-and-top-view
true
true
If you look at this object from the top, what will you see?
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xFUJ9GwoLTJg8SSn/3KMJ82HfI6FkdTnCw8Nx+qwDJe/qULY9E2clMVDH95o5sanImb8WkREK/O3bLuSsTkVuoS7QxxoWS70ZcxZOxEf7G+CEE9GKODzzmCHQxyIiIqIQwQJ7lPqvdHM4HIiZpkJdZRPqqgQ8cF/coO/LzzLgK6EXyYmpCAsLw8ETNhhqNNjSHPpBJzkpJpgLHEieuRRO5/dosQuYrR3vtTRIX/n80AGkZc/Euiojeq58h8gIJVIezkbaXL1P5+WJiIhobGGBPQqlpaXQaDSw2WyYFKlAYf5a7NsmIlmj9fgz6qoEbKnaj3t/NA2Xr0jYcsCEF99S4+AJm49O7R9TlXEoec52yzTIYBwbyS3UIeeVJ9B+5hTGh0dgTqwW6Y8b8MA/PxTooxEREVGIYYE9AjabDWq1GiaTCZIkYeH8pdhlcaCwwDSiz3s0YT4+29GFktXliLh7As5dEFG2PRMldbqQHxtxp0G+uLBcToPMfiUFuYU6j9MgfclSb8Zs7Xi02AU44UTMPQ9hcdJKxKu0gT4aERERhSgW2MMgiiJ0Oh0yMzMhiiIenpGAusombFpvG3IcxFP5WQZ82fgdFqVkIAxhONIhYMVGNbY0l6K7Rxr15wdS+mMGvL1KxIJ4127pFruABTkzbpsG6SufHzoAzZIpWFdlRF9fLyIjlFgQr8cTj2RzHISIiIhGhQW2ByRJQmlpKdRqNQRBwKRIBUpWl2OXxTGscRBPbSxrgFDfhtiYBwEAWw6YYKjRoPFIaAedRE1QwvC0FeteaMKc2FT09fXKaZC7G9/zyxnOdLUjt1CH7FdScKlbwvjwCCRNX4z0xw2YqozzyxmIiIhobGOBfRu1tbXQaDQwmUwAgGVL8rBvm4j8LINPnxtznwqfbD0lx3afuyCiYrceJXU6nD7r8OmzfS1epUVZroCipyzy2IjBlI30giSfjo28uXkNFuTMQItdAACooxOR/rgRs2Pm+eyZREREdOdhgT0Ih8MBnU4HvV4PURSRnJiKusom/LbYOmDtnq/lZxlg3yPh+aeWy2MjhhoNqvcaQ35sJG2uHm+vEvHMo0UAgGMn7dBmqb0+NrK78T1olkzB5nc2oK+vF8rIaVgQr8e82Rm4e9wErz6LiIiIiAX2DSRJgtFohEajkcdB3lhjQV2V4JNxEE+tf7UaQn0bHpmZCADY2WrGirfUY2JsZMUiM95e2YY5salwwon63dWYs3AiLPXmUX32ma52pBckwWDKlsdBkmdlYEnSyxwHISIiIp9hgd1PbW0t1Go1zGYzAED/fBH2bRPx7JP6gJ7LLeY+FXbW2AekQVbs1o+ZNMiyXAHFzzYgWqFCz5XvsK7KiLTsmSMaGyl+YwVSs9Q4dtIOAJh1/zykP27E9KmJXj45ERER0UAssPFDCqNer5dTGHfW2PFaodmv4yCecqdBvvTzVxEePk5Og6zYnR/yYyPzZmXAXOBAzvy1AID2M6eg/Zkaq0qWefR+S70ZmiVTUL+7GriewrhY8zJ+8uBijoMQERGRX9zRBbYkScjPzx+QwrixrAF1VYI8ihHMfvnSenyy5RSSE1MBAI1HrFjxlho7WysCfLLRiZqgRE6KCW+vbLueBunER/sbMFs7ftCxkTNd7XIK46VuaUAK45Soaf79BYiIiOiOdscW2IWFhYiLi4PVanV9nb8Wu2ocWJSSEdBzDVfMfSrUVQnY+vtmOQ2yeq8BRzv2Bfpoo9Y/DTJaoUJfXy/WVRnx04z7B6RBripZBm2WGu1nTgEA5sRqsTjpZaYwEhERUUCMC/QB/E0QBDz//PP45ptvAAAPz0jAxjLvBMUEkjsN8t9rX0d59f8jv/7ZV9sxb1ZGSF/qi1dpUb1KxJZmE3a0mvG3b7uQs/oJPKh6GP/919O4crUHABCtiEPyrAwGxRAREVFA3TEdbFEUkZmZCZ1Oh2+++Qbh4eEAgL+cOoRfr8/HsZOOwB7QCz5utmHbH/8w4LVjnQdgqNGMiTTInBQTKgocWBCfB6fTiVPiMVy52iOnMKbN1bO4JiIiooAb8wW2O4VRo9HAZrMhKlKBwvy1+Erode2WDgtDi11AeoEG66qMuHhJCvSRh+3YSQdyC3VYWZyJzi4REXdPQMnqcmz9fTNiYx7E5SuSnAZ58IQt0McdlanKOBietqLoKQsAYNxddzOFkYiIiILKmC6wbTabnMIoSRKWLcnDbosDhQUmANd3S7/3w25pS70Z2iw1PtgTGrulL16SsK7KiPQCDVrsAsLCwvD8U8vxZeN3yM8y4NGE+XIaZMTdE3Dugoiy7ZkoqdPhrCQG+vijEq2IAwCEhY3p/4SJiIgoBI3J6kQUReh0OmRmZkIURTw8I0FOYbxx1tq9W9ps2opJUQpc7JbwqzI9cgt1cqR2MPpgTy20WWp5q8YjMxMhvNeG9a9W3/Sz+VkGfNn4HRalZCAszJUGuWKjekyMjRAREREFmzFVYLvHQdRqtZzCWLK6HLssjtumMD6d9rMBu6Vb7AJyC3X4dVl+UI2NuM/1qzI9LnZLmBSlgNm0FTtr7Ii5TzXkezeWNUB4rw2xMQ8CALYcMGHFxtBPgyQiIiIKJmOmwHanMJpMJgDAsiV52LdNRH6WYVifc+Nu6e17rNBmqWHdFtjd0hcvSfh1Wb7cWQ8PH4eXfv4q7HskPJ32M48/J+Y+FT7Zekru2F/ucaVBltTpcPqsw3e/ABEREdEdIuQLbIfDAZ1Od1MK42+LrSNOYey/W9o9NvJ6pQHaLHVAxkas2yqgzVJj+x4rACA5MRWfbDmFX760fsSf6e7YP//UcoTBNTZiqNGgeq+RYyNEREREoxCyBbYkSTAajdBoNPI4yBtrLF5NYXRHkpesLkd4+Dh0dokDtnX4mnu7yeuVBnkcZOvvm1FXJdx2HMRT61+thlDfJnfsd7aasWJj6KdBEhEREQVKSBbYFRUVUKvVMJvNAAD980XYt03Es0/qffK8/CwDvhKuITkxFWFhYfi42Yb0Ag0qLaU+eV5nl4iVxZnILdTh2EkHwsPHoWR1Oex7JDyaMN/rz7uxY3+5x5UGaajR4Ei74PXnEREREY1lIVVgC4IAjUYDg8Egj4MI9W14rdA84nGQ4airErClaj/u/dE0XOyWUFljgjZLjY+bbV57RqWlFOkFGnzcbENYWBiSE1PxlXBt2LPkI+Hu2Lsvep4+60DJuzpU7M7n2AgRERGRh0KiwJYkCfn5+dDpdHA4HIiZqsLGsgbUVQl+jzh3R5K7dkv/04Bu82jGRj5utkGbpUZljQkXuyXc+6Np2FK1H3VVgreO7rH+Fz3Dwu5C4xErVrzlWutHREREREML+gLbvXbParViUpQrhXGXxYFFKRkBPZdrt/Q/5N3SLXbBVSBbSoe11u/Gue6Iu/8JJavL8dmOLp+Mg3jKPTaypWof7v3RNDkN8sW31BwbISIiIhpC0BbYgiDIa/ckScLC+Uuxq8aVwuiPcRBP3bhburLGhPTlmtumQV68JKHSUipvJgkLC8OilAx82fgPv4yDeKp/xz48fBzOXRBR8q4OZdszQz4NkoiIiMgXgq7AFkURmZmZ0Ol0EEURMdNUqKtswqb1Nr+Pg3jKvVu6ZHU5JkUp0NklymmQx046bvr5D/bUIn25BpU1JgBAbMyDEN5rw8ayBv8efBhuvOh58ISNaZBEREREtxA0BXb/FEabzSaPg+zbJt42hTFY5GcZftgtfX1sJL1Ag3VVRly8JOHYSYecwtjZJWJSlCtp8pOtp7y2ds/X6qqEm9IgDTUaHO3YF9iDEREREQWJMKfT6Qz0IcrLy/Gb3/wGkiQBcKUwvrbaP5tBfOVMVztWlmTIHezJUUpc7JYAAGFhYXjuyQKsf7U6cAf0Aku9Gf+2uRhXrn4nv6aOTkTFcrvPn32kXUDJuzqMD5+A5/7Hqz5/XnePhF2tZgBAEPwvQ0REREEsoB1sURSh0+nwi1/8Qi6uF6VkjCqFMVjE3KfCzho75j/2PwFALq6BMLz88zUhX1wDro597e8+wvjxd8uvtZ1zwFCThLNSewBP5l2Otr3Y3VoZ6GMQERFRiAhIge1OYVSr1RAEAZETJ2OK4h4AP6yrC0QkuTdZ6s2Ys3AiDrR+dMN3nNj4/5UhLXsmznSFdhGaW6hD9itP4Nq1qwNeP33WjhUb1aj604oAncw7zl3owPufbsBfOg/Aie8DfRwiIiIKEX4vsGtra29KYWx+vx2tu7+5KZJ8tLulA+FMVzvSsmdiXZURPVe+w8QIBWbdPw8AMGF8JHLmrwUAtJ85hdQsNVaVLAvkcUfEUm/GbO34638JciLmnoegjk4EAMT8aDbmxKYCcOLjQ9XI+d0UNB97L4CnHb7uHgmNh61oPFyDa309GB8egaTpiwN9LCIiIgoRfiuwHQ4HdDod9Hq9nMK4s8Y+IIXRvalitLulA2VVyTKkZqnRfuYUAGBOrBZLklbigXseAgCE3zUOOSkmvL2yDckzlwJw4qP9DZitHQ9LvTlwB/fQ54cOQLNkCtZVGdHX14vICAUWxOvxxCPZiJygBABMiZqGslwBRU9ZcO9kFS5fkfDmjmy8tGlmSIyNtJzYiV2tZpy7IAIAZt0/D+mPGzE7Zl5gD0ZEREQhw+cFtjuFUaPRQBAExExV4Y01FtRVCXhkZuIt3zPYbmlvRpJ7k7uj+9H+Brg7us88ZkC8Sou7x0246eenKuNQ8pwN615oQrRChb6+XqyrMuKnGffj80MH/P8L3MaZrvbr4yApuNQtyR3d9MeNmKqMu+V70ubqUbHcIXfsu86fwoqNapRtD86Offu5o3j/0w04ffYLAEC0Ig6LNS/jJw8uvuWfIREREdFgfFpgV1RUyCmMAOQUxmef1N/2vf13S0fcPWFAJPmtdksHwueHDuCnGfffsqMbdb2jO5R4lRbVq0TkzF+LiREK/O3bLuS88gRyC3W+P7yH3ty8BgtyZsgz8eroRI87ulETlHLH3j02cvBEA557cyJ2/Nns03N7qrtHwodfbMKnX70vj4Mkz8pA2lw9pkRNC/TxiIiIKAT5pMAWBAEajQYGg0EeBxHq20aUwuiKJP9u0N3SgZJbqEPOK0/gb992YXx4BObEaofs6A4lJ8WEigIHFsTnwQknWuwCZmvH483Na7x/cA/tbnwPmiVTsPmdDejr64UychoWxOsxb3bGsDu6U5VxKMsVUPxsA6IVKlzt/Q5/aDTipU0z8WVH4Dr2zce2YlerGecvfw0A8p/h9KmJATsTERERhT6vFtiiKCI/Px86nQ4OhwMx01TYWNaAuiph1CmM61+thvBemzxWYqk3Q5ulvm0kube9uXmNfMHPCSfU0YlYnLQS8SrtqD53qjIOhqetWPdCE9TRCejr68XmdzZAs2SKX8dGznS1I70gCQZTtjwOkjwrA0uSXh7RXx76mzcrY0DHvuv8KaypewLFdf7t2B/vPIj6/3wdnd8eB+AaBxlqpIeIiIhoOLxWYJeWlkKj0cBqtSIq8ocUxkUpGd56hLxb2mzaiklRClzsluRIcl+v9XNf8LtVR9eTcRBPxau0qFjuwIsLyzExQoFL3RKyX0lBbqHO52v9it9YgdQsNY6ddAXFuC/4ebuj6+7Yuy96Hu0QkLFhvM/HRlxhMZWwt32Ivu9dIz0pD2cjba7eq3+GREREdGcbdYEtCALUajVMJhMkScLC+Uux2+JAYYFp9KcbxNNpP4N9j4SXfv4qwsPHocUuILdQh1+X5Xt9bGSwC37e6OgOJf0xA6pXiVgQnwcAaLELSM1So/gN7++WttSboVkyBfW7qwE4/XLB78aLnt87e/GHRiPyqu73ydhI42ErdrWa0d3zd3mkZ3HSSjzwzw95/VlERER0ZxtxgS2KIjIzM6HT6SCKImKmqVBX2YRN622jHgfx1C9fWo9PtpxCcmIqAGD7Hiu0WWpYt1V45fPdHd2RXPDzhqgJShietsJcYJcvCdbvroZmyRTsbhz9bun+O7svdUsDOrr+uuDnvujp7tif7+7CmroUFNfpvLLW73jnQWxt/o28di/mnofkkR6OgxAREZEvDLvAliQJpaWlUKvVsNlsmBSpQMnqcuzbJiJZo/X+CW8j5j4V6qoEbP19szw28nqlAekFmhGPjbgv+N3Y0R3JBT9vmD41Ud4tHXl9bMRgykZ6QdKIx0ZWlSyD9oad3YHs6N7YsT/aIeClTTNQK4zsoue5Cx1oaPk32Ns+hBPfIzJCOawNL0REREQjNawC22azQaPRwGQyAQCWLcnDvm0i8rMMPjja8DyaMB/2PdL1NMhwHDvpQG6hDiuLMz1Ogxzsgl+wrGxLm6vH29cvCQLAsZN2aIeZBumOcP9ofwOc1//yECwX/Nwde/dFz++dvdj+2YZhpUH2T2Hsudrdb8OLwacjPURERERuHhXYoihCp9MhMzMToiji4RkJqKtswm+LrcNeu+drrjTIXiQnpiIsLAwfN9vwTIEGlZbSId/n7uj6+oLfaN24W9p5PQ1yzsKJQ6ZB9t/Z3XPlO7mjG4wX/NwXPd0de3capKEmacixEUfbXuxurZTHQdwjPaPd8EJEREQ0HEMW2JIkwWg0Qq1WQxAETIpS4I01FuyyOAIyDjIcdVUCtlTtx70/moZL3RIqa0zQZqlvSoMcrKMb7Al+N+6W7rnyHdZVGZGWPfOmsZFb7+wO/o6uu2P/zKNFAIDTZ+1YsVGNqj8NvOh57kIH3v90A/7SeQBOfD+qnd1EREREoxXmdDqdt/pGbW2tHBQDAPrni1CYP/ygmGBgqTfj3zavwZWrPQCAZI0WRct/gzXrC+QZ5MgIJZKmL/bJDPJZScQnR6yIjFBgyy8kr3++a/2cGTtazfjHlQsICwvD44mpWDh/KTa89Uv09fUCcF3wS5q+2Ccd6yPtAo52CJgTm4qyXMHrn3/6rAPVew042rEPADA+fAKu9fUACAPgvP5aBOJVOp9dQt3SbAIADPK/DBERERGAQQrse++9F9988w0AIDkxFSWFZjngJZStLM7Ex8074C7IAFdRNjvmp5gdM89n3U5fF9j9n1O914CWkzsGvK6MnIak6Yt92rH2dYHtdvCEDdV7DTh3YWCXftb983w+R84Cm4iIiDxxyxERd3ENAF//7QwUUVP8diBfejwxFXfd9cOvHK2IG1Mr2/rvlo6MUABwzSH7eme3P82blQFzgUMeG7krbJzPd3YTERERDcdtLzm2nzkF7c+Gt6ki2PS/4Pf9933y69GKuKC74OcN8Sot1NcvZyojA7/9xNuiJigxb1YGACD8rnFBseGFiIiIyG3IAlveVOH0bFNFsOmfwtj/gl+0Ii7QRyMiIiKiMWrIAnuoTRWfH/J+nLU3vbl5DRbkzLgphZEr24iIiIjIlzzagz1vVgaqrwecTIxQoP3MKeSsfgK5hTpfn2/YPj90AJolU7D5nQ3o6+vlyjYiIiIi8qthJTnmpJhQUeBA8sylcDqdaLELmK0dHxRjI+4UxuxXUuQUxqTpi8fUBT8iIiIiCn7DKrCBgZsqohUq9PX1Yl2VEZolUwI2NlL8xgqk3iKF0Vf7kImIiIiIBjPsAtstXqVF9SoRLy4sR2SEApe6JWS/koLcQt1NSYK+srvxPWiWTEH97mrgegojV7YRERERUSCNuMB2S3/MgLdXiVgQnwcAaLELWJAzA29uXjPqww3mTFc70rJnwmDKxqVuCZERSiTPykDaXD1XthERERFRQI26wAZce4kNT1ux7oUmzIlNRV9fLza/swGaJVOwu/E9bzxCtqpkGbRZajnifE6sFouTXsb063ufiYiIiIgCySsFtlu8SouyXAFFT1nksRGDKRvpBUmjHhux1JsxZ+FEfLS/Ac7r4yDPPGYYMymMRERERDQ2eLXAdkubq8fbq0Q5zvrYSTu0WWoUv7Fi2J/VP4Wx58p3iIxQIuXhbKTN1Y/JFEYiIiIiCm0+KbAB19jIikVmmAvsrjRIOFG/uxqaJVM8XuuXW6hDzitPDEhhTH/cgAf++SFfHZuIiIiIaFR8VmC7TZ+aOCAN8lK3JKdBDjY2Yqk3Y7Z2PFrsApxwIuaeh7A4aSVTGImIiIgo6I3z14PmzcrAnFgtdrWaseVAKdrPnII2S41FT2TgrXUfAHCNg6x49Rlc6pYAAMrIaUiavnjMBMX0ft8b6CP4TN8Y/t2IiIiIhsPnHez+oiYokZNiwtsr2+SxkY/2N2B26jgs/l8/HpMpjOcudKD52FYAwJVrl1Fcp8NZyT97wv2l5cRO/KXTFTJ0tGM/dvzZHNgDeVl3j4RdrZWBPgYRERGFCL91sPubqoxDWa6AI+0CKv6ox7kL7TglHgMAqKMTkTQGgmK6eyS0nLDh3AVxwOtHOwS8tGkGMuf9H+Rp1wfmcF7Sfu4oWk/txrW+nn6vOvGHRiM+aPktfrW0Hj+OnR+w83lD87Gt6Pz2eKCPQURERCHErx3sG7nTINXRCQCAhx+Yj3mzM0K+uHa07cXu1kq5uI5WxAHA9Yuaqfje2Yvtn21Azu+moPmYd/eE+4O7o/vpV+/jWl8PxodHyL+jMnIqJkYocL67C2vqngjZjv3xzoPY2vwbubiOuYcXa4mIiMgzAS2w3SKvr9ubMD4qsAcZpfZzR/H+pxvwl84DcOJ7RCvisCBejzmxWgDA3eMmyHvCJ0YocPmKhDd3ZMNQkxQyRWjzsa3Y1WpGd8/fAeD6ZhejXGA/cM9DqJaTPZ1yx75W8F2ypzedu9CBhpZ/g73tQzjxPSIjFFgQr8cTj2QH+mhEREQUIgIyIjLWdPdIOHBsK85f/hqAq1Od9OASOV3yrCQO+Pm0uXokz8rAlmYTdn1egdNn7VixUY1FCcux+sm3/Xx6zxzvPIjD7Xvly4zRijgkz8q45S5yd7JnWrwe1XsNaDt3CNs/24APv9iE157bFbRjI42HrfK/OowPj8DsmJ9ycw0RERENGwvsUWo5sROnz34hfz3r/nkepUu694SnzXUVoUc79uHjQ9XY92Ud/ldqGZY+bvDxyT1z7kIHWk7Y5I51ZIQCSdOXeLSLPF6lRcVyB3a2mvFuswmXr0hYU5eCObFaFD1lxVSlytfH94ijbS+Od34KJ74H4LoHMEelZZARERERjQgL7BG6VUc3afpiTImaNqzPce8JP3jChuq9Bpy70I4/NBrxpy/+Hb/J3hvQIvRWHd3ZMfOGPSOf/pgBC+L1csf+aIcQFB37cxc6sP/Ld+VLmmNtLSQREREFBgvsYerukdB05P8dUUd3KDfuCe86fworNqoxb1YGip/9wBtH99jxzoNwtH0kd3Rj7nkISdMXj6qjO1jH/tPj72PV4k1IeeRnXjr97d244WV8eATiVTrMjpnntzMQERHR2MUCexhuXNk2J1Y7oo7uYNx7whfE61HxRz2OduzDwRMNyNgwHvkL3vT52Mi5Cx34z+P16LnaDQCIjFAieVaGVzu67o5942Erqvca5Iue7+x/zS8d+5YTO9F21jFgHGQsrIUkIiKi4MEC2wM3dnSHuuDnDbfaE+7L3dKB6Oi6L3r6q2N/487ukY70EBEREd0OC+wh+KOjOxT3nvAtzSbsaDXjfHcXiuuewI9jU1GW2+SVZ9zqgp+/OrqDdeyfe3Oi1y563m7DCxEREZG3scAeRDCtbHMXoVsOmPDJkVoc7RCQsWH8qNIgg+mCn7tjf6uLnoVPWkbcsb9xpMfTDS9EREREo8EC+wY3dnS9ccHPG6Yq47yyWzqYO7r9L3ruaDWj6/ypEXXsh7Ozm4iIiMjbWGBfF0wd3aH03y29ZZi7pUe6s9uf+o+NVO81oOXkDrljf7uLnjdveFEiafriUW94ISIiIhqOO77ADtWVbe7d0tV7DfLYyMubZ2BBvP6m3dLHOw/iaIcQUhf8pirjUPKcbdCLnjfqP9IDeH/DCxEREZGn7ugCu/1vR/Hlf++H0xmaK9vckeTpjxlu2i199/iJAIAv/3sfrvZ+B8DV0Z2j0gbFOIin3Bc93R37891dWFOXggfucXWle/uuYWvzb4JupIeIiIjuXEMW2Gel9qCJs/amK72uTu6l774BEBod3aHcarf05SsSAMjFdah3dG/s2LsvLzrRB8D/G16IiIiIBnPXUN98adMM1Apr/HUWn+vukfDhF5twQb7gNwHJszKQNlcfssV1f2lz9Xh7lYhnHi2SX5sSdT+eecwQdLPWI+Hu2K97oQnq6AQAQBjuwpxYLdIfN7C4JiIioqAwZIH9vbMX2z/bgJzfTcGXHQf8dSafaDmxE7tazfL2DACYHTMvpMYlPOGOJJ8TmwoAiLt37pgbl4hXafHiQjMAYFz43QFbn0hERER0K0MW2C8uLEdkhELeVGGoScJZqd1fZ/OK450HUf+fr8vbM6IVcVBGhn63moiIiIiC05AFdvpjhgEjB6fP2vG/N6pR9acVfjncaHT3SNjVWgl724fo+74XkRFKpDycjbS5+pAflSAiIiKi4DVkgQ38MHJgLrBjTmwqnHDi40PVyPndFDQfe88fZxy2xsNW7Go1y/uQ58RqsTjpZe5DJiIiIiKfu22B7ebeVFH0lEUeG3lzRzZe2jQzaMZGjncexNbm38j7kGPueWjMXPAjIiIiotAw7D3YaXP1SJ6VgV2tZmw5UIqu86fwvzeqkTwrA8XPfuCLM97WuQsd+M/j9ei52g2AK9uIiIiIKHA87mD3546zfntlmzw2cvBEA557cyJ2/Nns5SMOrrtHQuNhKxoPW9BztRvjwyO4so2IiIiIAmpEBbbbVGUcynIFFD/bgGiFCld7v8MfGo14adNMn6/1c7Ttxe7WyuvjIE6ooxOxOGklV7YRERERUUB5JSp93qwMzJuVgS3NJuxoNaPr/CkU1z2BH8emoiy3yRuPkJ270IH9X76La32uNEZl5DQkTV/MjjURERERBYVRdbBvlJNiQkWBA8kzl8IJJ452CMjYMN4rYyM/jIPU4FpfD8aHRyBp+mIsSXqZxTURERERBQ2vFtiAa2yk5Dkb1r3QhGiFCt87e/GHRiPyqu4f8diIO4XRvR1k1v3zkP64EbNj5nnx5EREREREo+eVEZFbiVdpUb1KxM5WM7Y0m3C+uwtr6lIwJ1aLoqesmKpU3fYz2s8dReup3fI4SLQiDknTF2NKFJMYiYiIiCg4eb2DfSN3GuSC+DwAwNEOAS9vnoFaYc2g73GnMH761fvXx0EmIHlWBtLm6llcExEREVFQ81kHu7+oCUoYnrYiLV6P6r0GtJ07hO2fbcCHX2zCa8/tGvCzzce2ovPb4/LXc2K1mB0zj0ExRERERBQS/FJgu8WrtKhY7kDjYSuq9xpw+YqENXUpGBceAQCwt/0HACcA1zhI8qwMRE1Q+vOIPuGeHb/aewVH2oUxt0qwu0eSf0fp8ll090hj4s+tv85vjt/+h4iIiIjghxGRW0mbq8fbq0Q882gRAKC378r17zgRGaFEysPZSJurD/ki7awk4sMvNuFohwAAuNbXg5J3dajYnY+zkhjQs3nLkXYBH36xSS6wO789jhVvqdF4pDawB/OS891fo/GwFc1/2QoASEhICPCJiIiIKNgFpMAGXGMjKxaZYS6wI1rhuvD4wD2PYHHSy3jgnx8K1LG8ortHwsETNnxyxIrzl7+GSqXCO++8g7Vr10KhUKDxiBWGGg22NJcG+qgj1vnNcez8sxlHOwRc6+tBXl4e/vjHPyI1NRWXr0io2K2HoUaDI+1CoI86Ild7e/DF//0QH9pdf3lQKBSwWCxwOByBPhoREREFuYAV2G7TpyYiWhEHALh3cmzIz1q7O7ptZx2YPHky1q5dC4fDgdzcXJhMJjgcDixduhSXr0jYcsCEF99Sh1QR6t5H3vyXrbh8RUJCQgKamppgtVrx5JNPQhAENDQ0QKVS4fRZh9yx7+6RAn10j50+68DOVjO++utBAEBRURFEUYRerw/swYiIiCgkBLzAHivOSuKAju7SpUtx6NAhmEwmKJVK+efi4uJgs9nQ1NQElUqFcxdElLyrQ9n2zKAeG7na24Mj7YK8j1yhUKC8vBwOhwNarXbAz2ZkZMDhcGDt2rUAgMYjVqx4S42drRUBOLnnzkoiGg9b0XLChmu9PUhNTYXdbofZbB7wZ0hEREQ0FBbYo9TdI6H52FZ8csSKy1ckqFQqNDU1wWazIS4ubtD3abVaiKKI8vJyKBQKHDxhw4qNamxpLg26bu/ps44Bs+R5eXkQRREGg2HQ9yiVSphMJrS1tcljI9V7DUHZsb/a2yOP9Jy7IEKlUsFisUAQBCQmJgb6eERERBRiWGCPUP+Obue3x+WOriiKN3V0h2IwGCCKIvLyXHvCtxwwwVCjwcETNt8cfBjcF/xaTthw+Yokd3StVqvHHd24uDgIghC0HfuvzhzEzj+b0XbWAQDySA/HQYiIiGikWGCPQOc3x4fd0R2KUqmE1WpFU1MTEhIScO6CiLLtmSip0wWkCB3sgt9oOrrujr37oufBE7aAXvR0b3j54vSHuNbnGgdpa2u7aaSHiIiIaLhYYA/DUBf8vFGUabVaOBwOWCwWKBQKHOkQsGKjGtV7jX4bG/nqzEGfXvBzX/TMy8sbcNHTXx37/iM97g0vTU1NEARhyJEeIiIiIk+xwPaAu6Pb/4Kfe2XbcMZBPKXX6yGKIoqKXHvCd7aasWKjb3dLD+jo9v7Q0fXFBb+4uLiAdOzdG146vz0ub3gZ7kgPERER0e2wwL6NQK1sUyqVMJvNsNvtrkuCPa7d0iV1Oq9eEux/wc/d0W1oaPBLR9fdsXdf9HR37L190XOoDS9ERERE3sYCexDBsrItMTERgiDAYrFApVLhSIfgtd3SR9qFW17wy8jIGPW5h2Owi56j7di7R3rcG17cIz232/BCRERENBossG8QrCvb9Hq913ZL36qjG+gLfu6Lnu6O/bkLotyxP339LwCeGs7ObiIiIiJvY4HdT7CvbBtst7SnkeQj3dntT/079u6xEUONxuOLnt7e8EJEREQ0XCywEXor29y7pW+MJB9st7S7o+u+4KdQKIL+gt9gFz0H69i7d3a7N7ykpqZ6dcMLERERkafCnE6n86YXw8IAADvX3PQtnyiu0+Joxz5o1Ivx0APzfP68xsOu8Q91dCKu9fWg89vjAACVSgWz2ez3GeTRMplMKC834+LFC4iMUCL9MQOOdDThaMc+PHDPIzjf/VdcviIBcHV0TSZT0HSsPeG+VLpv3z4AwPSpiUieuRRbDpRi3F1348FpSfIlVIVCAbPZHDT/6kBERER3nju6wHabPHkyjEZjSG+VcI9B7Nix45bfT0hIgNlsDtqOtSdsNhsMBgPa29tv+f2ioqKg/VcHIiIiunMMOSLijU0VweasJOJ899fy12NlZVtcXBxsNpu8W9otKipqzFzwy8jIGHDR0y1QG16IiIiIbuWWHWyTyYTSUleEdWSEEjkpJqQ/VuSzQ/ijg93dI6HlhE3uXEdGRsJsNuPFF1/0yfMC7cUXX8R//dd/oampaUwWnYcPH0Z2djZeeOEFvPbaa4E+DhEREZHslgU2cPPIQbQiDkVPWRCv0nr9EL4ssK/29uCrMwflrRIKhQImk4lbJYiIiIjIJwYdEek/cqBSqXDugjjkpopgxJVtRERERORvt13Tp9VqIYoi1q5dC4VCgYMnbDDUaLweZ+1NXNlGRERERIHi8R5sk8kEh8OBvLw8XL4iyXHWB0/YfHi84bna24Mv/u+H+NC+SU7wc6cwhvoFPyIiIiIKDcMKmomLi4PVapU3VZy7IKJseyZK6nQBHxs5fdaBnX82y/uQi4qK5P3JRERERET+MqIkR61WC4fDgfLycjnOesVGdUDGRtwpjC0nbHIKI1e2EREREVGgjCoq3WAwQBRF5OXlAQC2HDBhxVtqNB6p9crhhnK1twcHT9jwyRErzl/+GiqVCg0NDRAEAYmJiT5/PhERERHRrYyqwAYApVIJq9UKu92O1NRUXL4ioWK3HiV1Opw+6/DCEW/21ZmD2PlnM9quf/7atWvhcDhCLuKciIiIiMaeURfYbomJiRAEARaLRR4bMdRoUL3X6LWxkbOSiJ1/NuOL0x/iWl8Pli5dira2NsZjExEREVHQ8FqB7abX6+W1fgCws9WMFW+psbO1YsSf2d0jofnYVnxyxIrLVySoVCo0NTXBZrMhLi7OSycnIiIiIho9rxfYgGtsxGQyoa2tTR4bqd5rgKFGgyPtgsefc7W3B0faBXz4xSZ0fnscCoUCa9euhSiKXLtHREREREHJJwW2W1xcHARBQENDA1QqFU6fdaDkXR0qduffdmykfwrjtb4e5OXlweFwwGQy+fLIRERERESj4tMC2y0jIwMOh0NOg2w8YsWKt1xr/W7U3SMNSGFMSEiQUxg5DkJEREREwS7M6XQ6/flAURRhMBiwY8cOAEC0Ig4AcO6CiHsnx+JvFzsAAAqFAiaTCQaDwZ/HIyIiIiIaFb8X2G6CIECv16O9vf2m7+Xl5TEohoiIiIhCkl9GRG5Fq9XK20bGjRsHAPjJT34Cu90Oq9XK4pqIiIiIQlLAOtj9tbe3o6GhgeMgRERERBTygqLAJiIiIiIaKwI2IkJERERENBaxwCYiIiIi8iIW2EREREREXsQCm4iIiIjIi/5/r6VEznloDnAAAAAASUVORK5CYII="
null
[ "iVBORw0KGgoAAAANSUhEUgAAA3gAAADICAYAAAC6TEOmAAA/SUlEQVR4nO3df3TUhbnv+3caMGwSmFAroPEwGSqgbiIZthp6FzEzoHeBPyDxBwXTc5iEclSWhEnX3q2QnsVk7xJR99lMSI/oNU2Gc40gVBl+tLgVzBfDbqG4zCBIFblmQuFEULdfINQAiXP/CDMF5EdCJplJ+LzW6mIRku88KelafPo88zwJQAgREREREYmKUCjE56fhwF/hRBu06l/b0o36JcCgRBg1EIZdBwko4ImIiIiIRM3np0L86Xisq5BrUdZg6BfrIkR...
0
math
grade-4
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
"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"
[ "no", "yes" ]
null
1
math
grade-6
identify-complementary-supplementary-vertical-adjacent-and-congruent-angles
false
true
Which angle is complementary to \angle{2}?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAEACAYAAACJVgHaAAAktUlEQVR4nO3df3BV9Z3/8dclzQ0RPEksAb2FTVBnErZogmOToIzk0qr3RnLvVdfZ7OxYgrOzWqbrwO46W2fsLnZ/TJ3pbGGctrrjTmN3di0rP+69WfJD2iS4LOaCK1FwuelSkwzhrhiUy1UEbia53z/45hYkCIR777n33Odjxincc3LPK/afVz99n8/HlkgkEsJ1iUajKi0tNTsGAAAAssAsswNYwcDAgNauXWt2DAAAAGQBCnYK9PX1qa2tTT/60Y/MjgIAAACTUbBTYHh4WJL0zDPPqK+vz9QsAAAAMBcFOwXi8Xjyzz6fTwMDA+aFAQAAgKko2CkQiUSSfz516pTWrl2raDRqXiAAAACYhoKdYmVlZbz0CAAAkMco2Clw4UjIxMSESkpK5Pf7tX79etMyAQAAwBwU7BQ4deqUJKmmpkaxWEx/8zd/I0navHlz8gVIAAAA5AcK9nWamrUuKSlRY2OjJGlkZEQ///nP1dvbq8rKStOyAQAAIPNsnOR4fQYGBrRs2TKtXLlSmzZt0rJly1RZWamhoSGzowEAAMAEFOwUq6ys1MjIiA4cOKDa2lqz4wAAACDDGBFJsakxEb/fb2oOAAAAmIOCnWI+n0+SFAgEzA0CAAAAUzAikgalpaU6deqUhoaGeMkRAAAgz7CCnQZTYyJ9fX2m5gAAAEDmUbDTYGpMhDlsAACA/MOISBpEo1GVlZVJkk6ePKnS0lJzAwEAACBjWMFOg9LSUtXU1EhiTAQAACDfULDTpLW1VRJjIgAAAPmGEZE0GR4e1uLFi1VaWqqTJ0+aHQcAAAAZwgp2mlRWVqqiokLRaJQ9sQEAAPIIBTuN/vIv/1Lz5s3Trl27zI4CAACADKFgp9HSpUt14sQJ7dixQ0ziAAAA5AcKdhrdc889MgxDkUhEoVDI7DgAAADIAAp2GtntdrndbknsJgIAAJAvKNhpNnWqY1dXl7lBAAAAkBFs05dmsVhM5eXlGh8f1+joqBwOh9mRAAAAkEasYKeZYRhyOp1KJBIKBoNmxwEAAECaUbAzYGpMhDlsAAAA62NEJAMikYgWLlyowsJCjY2NyTAMsyMBAAAgTVjBzgCHw6G6ujrF43F1dHSYHQcAAABpRMHOEMZEAAAA8gMjIhkSDoe1ZMkSGYahsbEx2e12syMBAAAgDVjBzpDq6mpVVFQoFoupp6fH7DgAAABIEwp2BrlcLkkcOgMAAGBlFOwM4lRHAAAA62MGO4Pi8bjKy8sVi8V0+PBhVVdXmx0JAAAAKcYKdgbZ7Xa53W5J7CYCAABgVRTsDGO7PgAAAGtjRCTDYrGYysvLNT4+rtHRUTkcDrMjAQAAIIVYwc4wwzDkdDqVSCQUDAbNjgMAAIAUo2CbgDERAAAA62JExASRSEQLFy5UYWGhxsbGZBiG2ZEAAACQIqxgm8DhcKiurk7xeFwdHR1mxwEAAEAKUbBNwqmOAAAA1kTBNslUwd61a5eY0gEAALAOCrZJ6uvr5XA4FIlEFAqFzI4DAACAFKFgm8Rms6m5uVkSu4kAAABYCQXbRGzXBwAAYD1s02eieDyu8vJyxWIxHT58WNXV1WZHAgAAwHViBdtEdrtdbrdbEqvYAAAAVkHBNhljIgAAANbCiIjJYrGYysvLNT4+rtHRUTkcDrMjAQAA4Dqwgm0ywzDkdDqVSCQUDAbNjgMAAIDrRMHOAlNjIpzqCAAAkPsYEckCw8PDWrx4sQzD0NjYmOx2u9mRAAAAMEOsYGeByspKVVVVKRaLqaenx+w4AAAAuA4U7CzBbiIAAADWQMHOElMFu729XUztAAAA5C4Kdpaor6+Xw+FQJBJRKBQyOw4AAABmiIKdJWw2m5qbmyUxJgIAAJDLKNhZhDlsAACA3Mc2fVkkHo+rvLxcsVhMhw8fVnV1tdmRAAAAcI1Ywc4idrtdbrdbEqvYAAAAuYqCnWU41REAACC3MSKSZWKxmMrLyyVJY2NjMgzD5EQAAAC4FqxgZxnDMOR0OhWPx9XR0WF2HAAAAFwjCnYWcrlckpjDBgAAyEWMiGShcDisJUuWyDAMjY2NyW63mx0JAAAAV4kV7CxUXV2tqqoqxWIx9fT0mB0HAAAA14CCnaU4dAYAACA3UbCz1FTBbm9vF1M8AAAAuYOCnaXq6+vlcDgUiUQUCoXMjgMAAICrRMHOUjabTc3NzZIYEwEAAMglFOwsxqmOAAAAuYdt+rJYPB5XeXm5Pv30U42OjsrhcJgdCQAAAFfACnYWs9vtcrvdSiQSCgaDZscBAADAVaBgZzm26wMAAMgtjIhkuVgsptLSUhUWFmpsbEyGYZgdCQAAAF+CFewsZxiG6urqFI/H1dHRYXYcpNjw8LAGBgbMjgEAAFLoK2YHwJX5fD6FQiH5/X61tLSYHQcp1NbWpueffz7599raWpWWlkqSqqurNXv2bNXW1qqmpka1tbXmhAQAANeEEZEcEA6HtWTJEhmGobGxMdntdrMjIUXa2tq0ceNGjYyMXPaeiooK+f1+CjYAADmCgp0jqqurNTg4qM7OTrlcLrPjIEWi0agCgYD8fv+0L7I6HA69//77yVVtAACQ/ZjBzhEcOmMdw8PD2rx5s5YtW6aysjK1trYmy/WCBQuS961Zs0bHjh2jXAMAkGNYwc4R/f39Wr58uaqqqhQOh82Og2s0MDCgV199VX6/X8PDwxdd83q9euCBB9Tb26utW7dKkn7+85+rtbU180EBAMB1o2DniEQioYULFyoSiejw4cOqrq42OxKuwO/3J8c/otFo8vOSkhL5fD75fD41NjZKkpxOpwYGBlRSUiK/35/8HAAA5B52EckRNptNzc3Nevnll+X3+/W9733P7Ej4glgspjfeeEPbt2/Xa6+9dtG1ioqKS0r1lGg0qkQioZqaGrW1tfEyIwAAOY4V7BzS1dUlt9ut+vp69ff3mx0Hko4dO6bt27crGAxq9+7dGh8f13333ac333xTNTU1am1tVWNj4xVL89QKN/PWAADkPgp2DonH4yovL9enn36q0dFRORwOsyPlpXfeeUfBYFDt7e165513kp87HA41NzerublZ9957L2UZAIA8xYhIDrHb7XI6nQoEAgoGg3rqqafMjpQXxsfH1dvbq2AwqGAwqKNHjyavLV26VF6vV16vV3fffbdsNpuJSQEAQDagYOcYl8uVfHGOgp0+J0+eVFdXl4LBoDo7O3Xq1ClJUkFBgRobG+X1evXwww+roqLC5KQAACDbMCKSYyKRiBYuXKjCwkKNjY3JMAyzI1nGyMiItm3bpmAwqD179mhiYkKSNHfuXD344IPyer1avXq1ysrKTE4KAACyGQU7BzU0NCgUCum1115TS0uL2XFyViKR0L59+5KjH4cOHUpemz9/vlavXi2v1yuXy8Xx9AAA4KoxIpKDfD6fQqGQurq6KNjX6MyZM+rt7VUgEFB7e7v+7//+L3mtqqoqOU/d0NCgWbM46BQAAFw7VrBzUDgc1pIlS+RwODQ6OsqLdVdw4sSJ5Iuhu3bt0pkzZyRJs2bN0vLly5Pz1LfffrvJSQEAgBVQsHNUdXW1BgcH9dZbb6mhocHsOFnnyJEj2r59uwKBgPr7+zU5OSlJKi4u1v333y+v1yuPx6N58+aZnBQAAFgNIyI5yufz6YUXXpDf76dgS5qYmNBbb72VnKceHBxMXrtwnvr+++9XcXGxiUkBAIDVsYKdo/r7+7V8+XJVVVUpHA6bHccUp0+fVmdnpwKBgDo6OvTJJ58krzFPDQAAzELBzlGJREILFy5UJBLR4cOHVV1dbXakjDh+/Lh27NihYDConp4enTt3ThLz1AAAIHuwrJejbDabmpubJUl+v/+K97e1tclms2nFihVpTpZ6Bw8e1N///d+rrq5Ot9xyi77zne+os7NTktTU1KSXX35Zx48f1549e/TMM89QrgEAgKko2Bn2n//5n7r77rt1ww03aMmSJdq2bduMv8vlckm6csGOxWJ69tlnVVBQMONnZdLU0eQbNmzQbbfdpjvvvFPPPfec9u/fr7KyMj3++OPaunWrPv74Y+3cuVN/+qd/ysuKAAAgazAikkGnTp3S4sWLNX/+fD3xxBP6p3/6Jx09elQjIyO6+eabr/n7YrGYysvLNT4+rtHRUTkcjmnv+4u/+At1dXWpsLBQc+fO1Z49e673V0m5WCymnTt3XnI0uSTdeuutyXnqFStW5Mz/UAAAAPmJXUQy6MSJE3riiSf0h3/4h/rGN76hoqIirV+/Xv/7v/87o4JtGIacTqe6u7sVDAb11FNPXXJPOBzWiy++qO7ubm3YsCEVv0bKHDt2TNu3b1cwGNTu3bs1Pj4u6fz4S11dXbJUf/3rXzc5KQAAwNVjBdsEp0+f1tDQkJ5++mkdPHhQR44cUUlJyYy+66WXXtJ3vvMdeb3eaUdFHnzwQc2bN0//+q//qtraWlNXsBOJhA4cOKBgMKhAIKCBgYHktaKiIn3zm99MluoFCxaYkhEAAOB6sYJtgh07dujxxx9XeXm5XnvttRmXa0nyeDxat26dent7FY/HZbfbk9f8fr/27Nmjt99+W9FoVBMTE5qYmNCnn36qG2+8MRW/yhXF43H96le/mvZo8ptuukkPPfSQvF6vXC6X5syZk5FMAAAA6cQKtglGR0e1Z88evfLKK/qv//ov7du3T3fccceMv6+hoUGhUEidnZ3JFx8laf369dq8efMl99922206cuTIjJ93JSdPnlR7e7uCwaC6u7v12WefJa8xTw0AAKyOFewMOnDggLZs2aLHH39cLS0tuvnmm+V0OvXrX/965gV7aEg/qqvTto8/lt/vv6hgf/e735XP50v+/U/+5E9UXFysV1555Tp/k0sdOXIkeYrinj17NDExkby2bNmyZKmura1N+bMBAACyCSvYGXTw4EEtW7ZMS5Ys0R//8R/L7/crFAqpp6dHTqfz6r9o3z7p/ffP/+fYmCRp+PRp3fveexodHZXNZpv2x1I5gz05Oam9e/dOezR5YWGhGhsb5fV65fP59LWvfe26nwcAAJArKNgZ9stf/lI/+MEPNDQ0pJtvvllPP/30lXf3OH1a2r9fOnTofKn+/PPfXZs3T1q6VN/9xS/0k/379dZbb6mhoSEt2c+cOaM33nhDgUBAO3fu1EcffZS8VlJSIrfbLa/Xq6amJhmGkZYMAAAA2Y4RkQxraWlRS0vL1f/Ali3S669f/FlFhbR0qdTYKC1eLEmaOzoq7d8vv9+f0oJ94sQJBQIBBYNB7dq1S2fOnEle+73f+z15PB55vV6tXLlShYWFKXsuAABArmIFO9u98ML51et586TVq6W6Omn+/Etu6+/v1/Lly1VVVaVwOHxdjwyHw8mt9Pr7+zU5OZm8xjw1AADAl2MFO9vV1Z0v2IsXny/Yl1FfXy/DMDQ4OKhwOKzq6uqrfsTExITefPPN5Dz1Bx98kLxWWFiY3J+aeWoAAIAro2Bnu7o66Sc/OV+yv4TNZpPb7daWLVvk9/v1ve9970vvP336tDo7OxUIBNTR0aFPPvkkeW3u3Ll68MEHkyvVzFMDAABcPQp2tpsz5/zM9cjI+Rcc6+oue6vP59OWLVvU1dU1bcE+duxYcn/qnp4enTt3LnnN4XCoublZXq9X3/zmNy86sAYAAABXjxnsXPAf/yG1tZ1/qfG7373sbbFYTOXl5ZKksbExGYahd955Z9qjySVp6dKlyVXqu++++7Lb+wEAAODqUbBzwUcfSevWSTfcIP3iF196q8vlUnd3tx544AEdPnxYR48eveh6Y2OjPB6PHnnkEVVUVKQzNQAAQF5iRCQXzJ9/fheREyekoaHk1nxTTp48qa6uLgWDQb355psqKirSG2+8IenieerVq1errKzMjN8AAAAgb1Cwc0V9vbRzp9TXJy1erA8++EB+v1/BYFC7d+++5PZZs2bJ7/erubk581kBAADyGAU7V9TVSTt36mR3t+77x3/UoUOHLrq8dOlSeTweFRcX6/vf/74mJyev6uCXhQsX6tixYxd9dvToUS1cuDCl8QEAAPIFBTuLxeNx/epXv1IgEFB7e7s6f//31XfihA4dOqSCggKtWLFCHo9Hjz76aHKeuq2tLfnzfr9fLpfrS58Ri8XkdDq1bt265Gdf/epX0/L7AAAA5AMKdpY5ceKEOjo6FAwG1d3drc8++yx5beXnn8vtduvf/uqv5HK5rjhP3d7erp/97GeX3R1kcnJSn332mWpqauR2u2Wz2XTDDTek9PcBAADINxTsLHDkyBFt37592qPJFy1aJI/HI4/HI6fTecWxj7Nnz0qSSktLFYlEFAqF1NDQMO29sVhMiURCwWBQL774oiTpySef1E9+8pMU/WYAAAD5h4JtgsnJSe3duzd5NPng4OBF12tra+X1euXxeHTXXXdd03dPFezbb79db7/9tvx+/2UL9ueff64FCxZo/vz5+uu//mv9y7/8i37605/qgQcekNfrndkvBwAAkOco2Bly+vTp5Dz1zp079dFHHyWvFRUVadWqVfJ4PGpubtbXvva1GT9nqmAvWbIkWbB/+MMfTnuvw+HQhx9+mPz7XXfdpTvvvFN79+6lYAMAAMwQBTuNjh8/rh07dkx7NPlNN92kpqYmeb1eud1uzZkzJyXPnCrYt956qwzD0ODgoMLhsKqrqy+5d2hoSP/+7/8ul8ulmpoanTlzRtL5vbMBAAAwMxTsFDt48GDyaPK3335bFx6Ueeuttybnqe+77z4VFBRc1Xf29/frz/7sz/T+++9r0aJFev7559XS0jLtvVMFe/bs2XK73dqyZYu6urqmLdhFRUXauHGj/vmf/1nf/va3tW3bNhUUFLB6DQAAcB1mmR0g142Pj6u3t1cbNmzQbbfdpjvvvFPPPfec9u/fL5vNpnvuuUcvvPCCDh8+rN/+9rf68Y9/LKfTedXlOh6P6+GHH9bx48e1ceNG2e12ffvb39bo6Oi0919YsH0+nySpq6tr2nsdDoe2bdumoqIi/cM//IPGx8f1+uuv684777z2fxEAAACQxAr2jMRiMe3cuVPBYFCdnZ06depU8lpxcbHuv/9+eTweeb1ezZs377qedfz4cT300EN69NFH5Xa7VVpaqieffFKDg4PTHgZzYcFuamqS3W5Xb2+vYrGYDMO45P6mpiY1NTVdV0YAAAD8DgX7Kh07dkzbt29PHk0+Pj6evDZ//nw99NBD8nq9euCBB1RcXJyy5y5atEivvPKKJCmRSCgQCKiwsFBLly6d9v4LC7ZhGHI6neru7lZHR8dlx0oAAACQOhTsL/HOO+8k56kHBgYuulZVVZWcp77nnns0a1Z6p20mJyf15JNPqqOjQz/4wQ+0YMGCae+7sGBLks/nU3d3t/x+PwUbAAAgAyjYF4jH4+rr60vuT3306NHktQuPJvd4PLr99tszlmtiYkJ/9Ed/pNdff13PPfecvv/971/23i8WbI/Ho3Xr1qmzs1PxeFx2uz0jmQEAAPJV3hfskydPqr29fdqjyefOnasHH3wwuT/1lY4mT5cNGzbo9ddf10svvaQnn3zyS+/9YsF2OByqq6tTKBRST0+PXC5X2vMCAADks7ws2CMjI9q2bZuCwaD27NmjiYmJ5LVbbrlFzc3N8nq9+ta3vmX6iu97772nF198UYsWLdLJkyeTh8Z861vf0t13333J/V8s2NL5MZFQKCS/30/BBgAASLO8KNiTk5Pav39/cvTj0KFDF12/8GjyZcuWyWazmZT0Ur/5zW8kSUePHtWzzz6b/Hz27NnXVLCfffZZtbe362c/+1lW/X4AAABWY9mCfebMGb3xxhvTHk1eWFiolStXyuPx6JFHHrmuo8nT7Q/+4A8uOqzmSqYr2NXV1aqqqtLg4KBCoZAaGhpSnhMAAADnWapgnzhxQoFAQMFgULt27Uoe/S1JJSUlcrvd8ng8euihh6bdE9rKfD6fXnjhBfn9fgo2AABAGtkS17I8moXC4XByK73+/n5NTk4mr114NPmKFStUWFhoYtLMqK6u1uDgoA4fPnzR8eh9fX1yOp2qqqpSOBw2MSEAAIC15dwK9sTEhN58883kPPUHH3yQvGaz2fSNb3wjOU99xx13mJjUHNONiEjSPffcI8MwNDg4qOHhYVVWVpqQDgAAwPpyomCfPn1anZ2dCgQC6ujo0CeffJK8VlRUpFWrVsnj8ejhhx++7AEs+eJyBdtut8vtdmvLli3q6urSU089ZUY8AAAAy8vagn38+HHt2LFDwWBQPT09OnfuXPLaTTfdpKamJnm9Xrndbs2ZM8fEpNnlcgVbOj+HvWXLFvn9fgo2AABAmmTVDPbBgweT89Rvv/32RbtnXHg0+fLly1VQUGBi0uw1e/ZsnTt3TmfOnLmkZMdiMZWXl0uSxsbG8u5FTwAAgEwwtWCPj4+rt7d32qPJZ82apYaGBnm9Xj3yyCMZPZo8l03tcX25/1pdLpe6u7v12muvqaWlJZPRAAAA8kLGR0RisZh27typYDCozs5OnTp1KnmtuLhY999/vzwej7xer+bNm5fpeDltajykqKjosvf4fD51d3fL7/dTsAEAANIgIyvYIyMjyVXq3bt3a3x8PHntwqPJnU6niouL0x3HsqLRqMrKylRSUqJoNDrtPZFIRAsXLtSNN96osbEx04+CBwAAsJq0rGAnEgnt27fvskeTL126NDlPXVdXx9HdKfJlLzhOcTgcqqurUygUUk9Pj1wuV6biAQAA5IWUFuyBgQEFAgH9+te/VigUUjwelyQVFBRoxYoV8ng8evTRR1VRUZHKx+L/u5qCLZ0fEwmFQvL7/RRsAACAFPvSEZGBgQFt3rxZP/7xj1VaWjrtPX6/X7t375bf79fw8HDy83vvvVeLFi2Sx+ORy+VSWVlZqrPjC8LhsJYsWXLF0xqn7nM4HBodHeX/QQAAAEihy65g+/1+rV27VtFoVIlEQm1tbZLOz/kGAgH19fXJ7/dfNOtbUVGhxsZG+Xw++Xy+NEfHF13tCnZ1dbWqqqo0ODioUCikhoaGTMQDAADIC9MW7E2bNmnDhg2SpDVr1ujP//zPtXnz5mSpvlBNTY0aGxvV2tqq2tradOdFirhcLg0ODsrv91OwAQAAUuiSgt3a2qpXX31VktTQ0KB3331XNTU1F92zcuXK5Cp1ZWVlRoLiyq52BVs6X7A3b96srq4u/fCHP0x3NAAAgLyRLNjRaFR33XWXhoaGNGvWLE1OTqq/v1+SVFJSIp/Plxz/uNw8Nsx1LQV71apVMgxD7733niKRiBwOR7rjAQAA5IVZ0vmXGe+44w4NDQ1JkiYnJzV79mzddtttamlp0YYNG+R0OtXa2kq5zmLXUrDtdrvcbrcSiYSCwWC6owEAAOSNWQMDA9q4caMKCgouunD27Fn99re/1S9/+Utt3LhRra2t5iTEVbuWgi0p+SLqF+fqAQAAMHNfqa2tvaRgDQwMKBqNKhqNamBgQJIu2oIP2elaC3ZTU5Psdrt6e3sVi8VkGEY64wEAAOSFaXcRuXA3ELbbyx3XWrANw5DT6VR3d7c6OjrU0tKSzngAAAB5YZbZAZA611qwJcZEAAAAUo2CbSEzKdgej0c2m02dnZ3Jo+0BAAAwcxRsC5lJwXY4HKqrq1MsFlNPT0+6ogEAAOQNCraFzKRgS4yJAAAApBIF20JmWrBdLpckqb29XYlEIuW5AAAA8gkF20KmK9jxeFzPPPOMZs2apdWrV0/7czU1NXI4HIpEInr33XczkhUAAMCqKNgWMl3BXrVqlXbs2KGvfGXaHRklSTabTc3NzZKkrq6u9IYEAACwOAq2hUxXsBsbG/Xuu+/Kbrd/6c8yhw0AAJAaFGyL+7u/+zvNmTPnivetWrVKhmFo3759ikQiGUgGAABgTRRsC5npS46SZLfb5Xa7lUgkFAwGUx0NAAAgb1CwLeR6CrbEmAgAAEAqULAt5HoLdlNTk+x2u3p7exWLxVIZDQAAIG9QsC1kuoK9detWbd26VRMTE/rwww+1detWHThwYNqfNwxDTqdT8XhcHR0dGckMAABgNRRsC5muYD/22GN67LHHdPbsWf33f/+3HnvsMb388suX/Q7GRAAAAK4PBdtCpivYiUTikn9eeumly36Hx+ORzWZTZ2en4vF42jMDAABYDQXbQq53BluSHA6H6urqFIvF1NPTk6poAAAAeYOCbSGpKNiS5HK5JDEmAgAAMBMUbAtJdcHm2HQAAIBrR8G2kFQV7Pr6ejkcDo2MjCgcDqciGgAAQN6gYFtIqgq2zWZTc3OzJMZEAAAArhUF20LOnTsn6foLtsR2fQAAADNlSyQSCbND4PqdPXtWxcXFKioqSq5kX494PK7y8nJ9+umnGh0dlcPhSEFKAAAA62MF2yJSNR4yxW63y+12K5FIKBgMpuQ7AQAA8gEFG5fFmAgAAMC1Y0TEIj788EPdcsstWrBggT788MOUfGcsFlN5ebkkaWxsTIZhpOR7AQAArIwVbItI9YiIJBmGIafTqXg8ro6OjpR9LwAAgJVRsC0iHQVbYkwEAADgWlGwLSJdBXvqVMfOzk7F4/GUfjcAAIAVUbAtIl0Fu7KyUlVVVYrFYtq7d29KvxsAAMCKKNgWka6CLf1uTKSrqyvl3w0AAGA1FGyLyETBZg4bAADgyijYFpHOgl1fXy+Hw6HBwUGFw+GUfz8AAICVULAtIp0F22azqbm5WRKr2AAAAFdCwbaIdBZsiTERAACAq0XBtoh0F+xVq1bJMAzt27dPkUgkLc8AAACwAgq2RaS7YNvtdrndbiUSCQWDwbQ8AwAAwAoo2LhqjIkAAABcGQXbItK9gi1JTU1Nstvt6u3tVSwWS9tzAAAAchkF2yIyUbANw5DT6VQ8HldHR0fangMAAJDLKNgWkYmCLUkul0sSYyIAAACXQ8G2iEwX7M7OTiUSibQ+CwAAIBdRsC0iUwW7urpaVVVVisViCoVCaX0WAABALqJgW0SmCrbEbiIAAABfhoJtERRsAACA7EDBtohMFuz6+no5HA4NDg4qHA6n/XkAAAC5hIJtEZks2DabTc3NzZJYxQYAAPgiCrZFZLJgS4yJAAAAXA4F2yIyXbBXrVolwzC0b98+RSKRjDwTAAAgF1CwLSLTBdtut8vtdiuRSCgYDGbkmQAAALmAgm0RmS7YEmMiAAAA06FgW4QZBbupqUk2m029vb2KxWIZey4AAEA2o2BjxgzDUF1dneLxuHp6esyOAwAAkBUo2BZhxgq29Lsxka6urow+FwAAIFtRsC3C7ILd3t6uRCKR0WcDAABkIwq2RZhVsKurq1VVVaVIJKJQKJTRZwMAAGQjCrZFnDt3TlLmC7bEbiIAAAAXomBbwNTqdVFRkSnPp2ADAAD8DgXbAswaD5nS0NCglpYWFRQUaHh42JQMAAAA2YKCbQFmF2zp/Or5//zP/7CKDQAA8h4F2wKyoWBPjYm8+uqrpmUAAADIBhRsC8iGgt3Y2ChJGhgYUDQaNS0HAACA2SjYFnD27FktW7ZMX//6103LUFpaKq/XK4mXHQEAQH6jYFtANBrVgQMH9PHHH5uag91EAAAAKNhIoakxkd27d5sbBAAAwEQUbKRMZWWlampqFI1GWcUGAAB5i4KNlGptbZXEmAgAAMhfFGykFGMiAAAg31GwkVK1tbWqqKjQ8PCwBgYGzI4DAACQcRRsC5gqsrW1tabmmDK1m0hbW5uGh4f1/PPPq62tzdRMAAAAmULBtoCpg11KS0tNzSFJw8PDF42JtLW1aePGjRoeHjY1FwAAQKZQsJEymzZt0uLFiyVJJSUlnOoIAADyEgUbKbd27Vrdd999kqS9e/dKyo7VdQAAgEygYCNl1q9frzVr1igajeqtt96SJP3mN7+RlD3z4QAAAOlGwUZKbdq0STU1NTpx4oQk6dSpUyYnAgAAyCwKdo7q6+vT4sWLkwe7TGltbdXatWtNe6mwtLRUfX19KikpuehzVrABAEC+oGDnqNLSUg0PDysQCCQ/i0ajevXVV03fEm+qZM+ePfuizwAAAPIBBTtH1dbWqqamRtFoNLkPdjgcliStWbNGlZWV5oXT+Xx/+7d/a2oGAAAAM9gSiUTC7BCYmba2Nq1du1Zf/epX9fHHH2vu3Ln67LPPdODAgawZydi4caP6+vrU19dndhQAAICMoGDnsGg0qrKysos+W7lyZdaV2U2bNmn9+vVmxwAAAMgIRkRyWGlpqdasWXPRZ9lYZLMxEwAAQLpQsHOcz+dL/nnBggUX/R0AAACZR8HOcT6fTzfeeKMkad26dSanAQAAAAXbAp544gmVlJTo6aefNjsKAABA3vuK2QFw/davX6/S0lL2mgYAAMgC7CJiEdFolIINAACQBSjYAAAAQAoxgw0AAACkEAUbAAAASCEKNgAAAJBCFGwAAAAghSjYAAAAQApRsAEAAIAUomADAAAAKUTBBgAAAFKIgg0AAACkEAUbAAAASCEKNgAAAJBCFGwAAAAghSjYAAAAQApRsAEAAIAU+n+4IxZc3Ijf/AAAAABJRU5ErkJggg=="
[ "\\angle{5}", "\\angle{3}", "\\angle{4}", "\\angle{1}" ]
null
3
science
grade-5
use-evidence-to-classify-mammals-birds-fish-reptiles-and-amphibians
true
false
Amphibians are a group of animals with similar traits. The following traits can be used to identify amphibians: They spend part of their lives in water and part on land. They have moist skin. They make eggs with no shells. Observe the animals and read the descriptions. Select the one animal that has all of the amphibian traits listed above. Green toads have moist skin and hatch from eggs with no shells. The tadpoles begin their lives underwater, while adult toads live on land. Some adult green toads live in dry places such as deserts. They stay underground until it rains so their skin won't dry out. Female black-capped squirrel monkeys carry their offspring on their backs. They also feed their offspring milk. Adult squirrel monkeys eat fruit and insects.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACmCAYAAACcAuREAAEAAElEQVR4nOy9d5wlaVn2/31CVZ3ccbon59kwG1hgiQss0SVIUnIQCSKIoqAIKqAYEFEEERARURDTj9cEkpG8hGWXjWzenZ3ZydP5xKp6wu+Pp87p7t0FeUVYXqhrPufT3afPqTynr7ru+7pu8Y+HBv78yYiJSFCiRIkSJUqUKFGixPcDi7nn0oUccVPH+pJ4lihRokSJEiVKlPh+YzH3iLnU+bt7Q0qUKFGiRIkSJUr8eECv/eF33/AmsnxAmqcMBgPyNCftr9D...
1
math
grade-7
which-is-the-better-coupon
true
false
Which coupon will save Ernest more money on a softball bat originally priced at $17.00?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXcAAACRCAYAAAA4qvjVAAAyv0lEQVR4nO2dd3gc1bn/P2e276paXbYky02WbWxsg8EGA6YTminBN9cJgYSEC5dAOslN4AYSCKRAwk0ghfxoIeBAQguJMWAIxoSAK+7dlqzey/Yyvz9GWu2q7q52pdX6fJ6Hx2hm58zZ3dnvvPOetwhVVdV6Dxx0QJcffCoSiUQimWDoBaTrYKYVCowg6t2q+lHneE9LIpFIJPHitAzQH3BofxQZocKmKb9EIpFIJhZdfthnhzoP7HeA0unTdkhhl0gkkolLuk7...
1
math
grade-5
identify-three-dimensional-figures
false
true
What shape is this?
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"
[ "cylinder", "pyramid", "rectangular prism", "cone" ]
null
1
math
grade-5
angles-of-90-180-270-and-360-degrees
false
true
What fraction of a turn is this angle?
"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"
[ "1/4", "3/4", "1/2" ]
null
1
math
pre-k
count-scattered-shapes-up-to-10
false
true
How many shapes are there?
"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"
[ "2", "1", "8", "4" ]
null
2
science
grade-8
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
1
science
grade-4
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACnqUlEQVR4nOz92ZNd2ZXmB/7OfM6dZx8xTxEMRgbJZCazMsWqrKG7Kq3UZjLT/6R/QLJ+k970ILNuU6klK6mquyZmFbM4BocYEAAC4XCHT3cez7ln7od99r7XwWAyiyTICNCXGQyAw3H9Dnvttda3vvUt7QezPH9UhqrBtV3btf0atkjhkxWcR9A04b9qiK/r1451bdf2m1nVgEdl8edluvm6fu1Y13Ztv7lJP4rzzdf0389TubZre/Pt2rmu7dpek10717Vd22u...
1
math
grade-5
interpret-bar-graphs
false
true
Mr. Meyer, the band director, counted the number of instruments played by each member of the band. Do fewer girls play the trombone or the trumpet?
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Cjx49GDp0KACOjo6EhYURHh6OSqUiJCQEX19fvWQQQghRMY0F4/PPP9d7iFGjRjFq1KhytwUEBBAQEKD3DEIIISqm8bZaW1tbCgsLOXPmDIcPH8bW1hZbW1vMzWUYKiGEqEk09jD+/PNPIiIiKCwsBKBXr16sXr0ac3NzXnrpJb0HFEIIYRo0dhM2bNiAt7c3kydPVq+rX78+f/zxh16DCSGEMC0aC0ZmZiatW7emfv366nV5eXnqHocQQoiaQeMpqWbNmhEVFcX9+/cB+Pnnnzlw4AAtWrTQezghhBCmQ2MPY9SoUdja2rJr1y4Atm7dSu3atXU2tLkQQoing8YeRt26dXnvvfc4e/YsGRkZODs706pVK/V8FUIIIWoGre6NfXg6ytbWFnt7eywtNdYZIYQQ1YzGb/6EhAQiIiJKDQLo7u7O66+/XupCuBBCiOpNYw9j3bp1FBcXExgYyMiRI+nZsyfp6elERkYaIp8QQggTobGHkZ2dTVBQkHp8JwArKytiYmL0GkwIIYRp0VgwOnXqxNWrVykpKcHMzAx4UETatm2rsxBZWVl88803JCUlYWdnx2uvvUbz5s0BiI+PJzIyEpVKRWhoKMHBwTprVwghhPbKLRgrVqzg5MmTAJibm6NUKpk2bZq6YBQUFOh0EqV169bRqFEj5s6dy4kTJ/j666/56quvyMrKIiIigvnz56NQKJgzZw6+vr46nR5WCCGEdsotGLVr18bFxaXCN2ZmZuosRE5ODl26dMHMzAw/Pz/y8/MpKSkhNjYWf39/3NzcAAgKCiI6OloKhhBCGEG5BePFF180aIi+ffvy/fffY2trS2ZmJp07d8bMzIzU1FQ8PT3Vr/Pw8CAhIcGg2YQQQjyg1QMVly9f5ubNm6hUqlLre/XqpZMQvr6+2Nra8uWXX5KTk8PChQsByM3NLTXLn52dHTk5OTppU1Q/A/a8xcGMMzrf77P127Kzz2c6368QTxuNBSMyMpIDBw6Uu00XBUOlUvH+++8zc+ZMvLy8+O2335g3bx5ffvklCoWi1PMf+fn5ODg4VLi/Y8eOVTmT0MwUP2d9FAuAmPTTJnm81Y3ME2/6NBaM+Ph46taty/PPP0+dOnV0HuDmzZuUlJTQqFEjAPr168f+/ftJSEjA3d2dxMRE9WuTk5Nxd3evcH/yQ/eIC/rbtUl+zv//eKd1HK2zXX55dC1goscrhIFpLBje3t44OzsTFBSklwAuLi7k5eVx9uxZWrVqRUpKCjdu3MDZ2RlPT082b95MWloa9vb2REVFMWPGDL3kEEIIUTGNBWPMmDF8/PHH1KtXDxsbm1Lb+vTpU+UANjY2vP3226xatYqcnBwsLS2ZPHmy+s6osLAwwsPDUalUhISE4OvrW+U2hRBCVJ7GgrF3714KCgrYvn17mW26KBgALVq0IDw8vNxtAQEBBAQE6KQdIYQQT05jwThy5Ah169alX79+ermGIYQQ4umgsWB4enpSr149evbsaYg8QgghTJTGgtGzZ09WrlyJs7NzmWsYzz33nN6CCSGEMC0aC8Z//vMfAHbu3FlmmxQMIYSoOTQWjMmTJxsihxBCCBOnsWD4+fkBD4YgVyqVGh+cE0IIUT1pLBjp6eksW7aM69evA7B06VJ2796NmZmZnJISQogaROMUrZGRkeTl5dG/f3/1uuzsbKKjo/UaTAghhGnRWDASExPp0aMHnTp1Uq9TKBTcvXtXr8GEEEKYFo0Fw83NjRMnTpCRkQE8GOo8JiYGDw8PvYcTQghhOjQWjOHDh5OcnMySJUsA+PTTT7lz5w5Dhw7VezghhBCmQ+NF76ZNm/L+++8THR1NRkYGzs7OBAYGyt1SQghRw2g1456rqyvDhw/XS4CkpCTefffdUuvy8/OZPXs2HTp0ID4+nsjISFQqFaGhoQQHB+slhxBCiIppLBh5eXlER0eTkpJSZorWSZMmVTlAgwYNWL16tXr53LlzrF69mvbt25OVlUVERATz589HoVAwZ84cfH19adKkSZXbFUIIUTkaC0ZERAQXLuhx6rZHlJSUsGLFCiZPnoy5uTmxsbH4+/ur58YICgoiOjpaCoYQQhiBxoKRlJRE48aNGTt2rN6HNz99+jT29vY0btwYgNTUVDw9PdXbPTw8SEhI0GsGIYQQ5dNYMNq1a0dubm6pL2592bt3L7169VIv5+bm4uXlpV62s7MjJydH7zmEEEKUpbFgDBkyhHfffZfFixeXGd5c1wMT/vHHH4waNUq9rFAoUCqV6uX8/HwcHBwq3MexY8d0mkmUr6Z9zjXteI2hQ4cOxo4gNNBYMFauXIlKpdL7qaC0tDQKCwtxdXVVr3N3dycxMVG9nJycrPF2Xvmhe4QeLz2Z5Odc045XCAPTWDCuX79O48aNefnll3F0dNRbkIyMDBwdHTEzM1Ov69atG5s3byYtLQ17e3uioqKYMWOG3jIIIYR4PI0Fo02bNuTl5en9Qb27d++iUChKrXN0dCQsLIzw8HBUKhUhISH4+vrqNYcQQojyaSwY9evXZ8eOHfzf//1fmWsYU6ZM0VmQ7t2707179zLrAwICCAgI0Fk7QgghnozGgrFjxw4ALl68qPcwQgghTJfGgvH5558bIIYQQghTp7Fg2NraGiKHEEIIE6dxeHMhhBACpGAIIYTQUrmnpI4ePUpKSorGNw8ePFjngYQQQpimcgvG8ePHOX78eIVvtLCwkIIhhBA1SLkFY/DgwfTp0weAqKgoMjIy1BMolZSUEBkZSY8ePQyXUgghhNGVew3Dzc2NJk2a0KRJE86dO0fr1q3Vy02bNqVjx47s2bPH0FmFEEIYkVa31cbGxlKvXj0aN25MZmYmcXFxpcZ8EkIIUf1pLBgvvvgiS5cuLTWNKsDf/vY3vYUSQghhejQWDD8/Pz744APi4uK4desWDg4O+Pv707RpU50G+fnnn9m1axeFhYUEBAQwbtw4atWqRXx8PJGRkahUKkJDQwkODtZpu0IIIbSjsWDAg2saQ4YM0VuIAwcOcODAAT766CMcHBw4fvw4lpaWZGVlERERwfz581EoFMyZMwdfX1+Z01sIIYxAY8FIT0/nl19+ITU1FZVKVWrb3LlzdRJi+/btTJgwQT3fRseOHQGIjY3F398fNzc3AIKCgoiOjpaCIYQQRqCxYCxdupSkpCQArK2tdR6gpKSE5ORk7t+/z4IFCygqKmLIkCG0atWK1NTUUnOJe3h46H3mPyGEEOXTWDAyMzNp1aoVr732ml4GIszJyaGoqIj9+/czadIkbty4QXh4ON988w25ubl4eXmpX2tnZ0dOTo7OMwjxNBqw5y0OZpzR+X6frd+WnX0+Uy8nL8jg3oUCnbdj29waj3dcdL5foT8aC0a7du24e/eu3katVSgUmJubM2nSJGrVqoWjoyMuLi5cunQJhUKBUqlUvzY/Px8HB4cK93fs2DG95BSl1bTP2RSPVx/FAiAm/XSp43W84KqXdpTnC0q1I/Ommz6NBcPZ2ZmDBw/qbcY9c3NzXFxcSE1NVfcmLCwsAHB3dycxMVH92uTkZI1TxcoP3SMu6G/XJvk519DjndZxtM52+eXRtUDp473Mg1PSHoN1VzhStqWVaUeYPpOYce/5559n48aNTJ8+nZSUFNLT02natCk+Pj5s3ryZtLQ07O3tiYqKYsaMGXrLIYQQ4vFMYsa9AQMGEBkZycyZM7GwsGDmzJkoFAoAwsLCCA8PR6VSERISgq+vr97zCCGEKMskZtwzNzfn5Zdf5uWXXy6zLSAggICAAL1nEEIIUTGNBSMjI4Mff/yRK1eukJ+fX2rbt99+q7dgQgghTIvGGfdWr17N6dOngQe3tfr4+ADQuXNn/SYTQghhUjQWjGvXrhEYGMjEiRNxcXHhnXfeISgoiPv37xsinxBCCBOhsWDUrVsXGxsbvLy8uH79OpcuXaKkpIQ///zTEPmEEEKYCI0Fo02bNpw4cQI7OzsCAgL47LPP2Lt3r3p8JyGEEDWDxove/fr1o0+fPpiZmTF27FhcXV3Jy8ujb9++hsgnhBDCRGgsGA+H5zh9+jS5ubk0a9YMX19fzM01dk6EEEJUIxoLRkJCAhEREaXGdHJ3d+f111+nfv36eg0nhBDCdGjsJqxbt47i4mICAwMZOXIkPXv2JD09ncjISEPkE0IIYSI09jCys7MJCgpi6NCh6nVWVlbExMToNZgQQgjTorGH0alTJ65evUpJSYl6XXZ2Nm3bttVrMCGEEKal3B7GihUrOHnyJPBgnCelUsm0adMwMzMDoKCggDZt2ugsxKZNm9i4cSNWVlYANGjQgI8//hiA+Ph4IiMjUalUhIaGEhwcrLN2hRBCaK/cglG7dm1cXCqeCSszM1NnIfLy8hg5ciRDhgwptT4rK4uIiAjmz5+PQqFgzpw5+Pr6ypzeQghhBOUWjBdffNGgIfLy8kpNxfpQbGws/v7+6ocEg4KCiI6OloIhhBBGoPGityHk5eVx5MgR9u/fT926dRk+fDju7u6kpqbi6empfp2HhwcJCQlGTCqEEDWXSRSM3r17Y2dnh7e3N1u3buXf//43n3/+Obm5uaV6HnZ2duTk5BgxqShP8oIM7l0o0Pl+bZtb4/FOxadGhdClwsJCiouLjR3D5Jibm2NlZVV+wVi+fDkdO3akbdu2JCQk4ObmhqOjo97C+Pv7q/8+ePBgduzYwc2bN9VPmT+Un5+Pg4NDhft6dFJ5oT+Pfs6OF3Q31/OjlOcLTObf01RyGEqpf1/08+/713ZMYX5vKRble/i5lFswTp48ia2tLa1atWLx4sWMGTOGwMBAgwSzs7PDysoKc3Nz3N3dSUxMVG9LTk7G3d29wvebwg+dybigv10/+jlfJgkAj8G6+2JJ2ZZWph2NDHS8JsPA/776bkeYvnILho+PD/v372f//v0ArFmzhjVr1pR53dKlS6sc4Pr16+zcuZNRo0bh6OjItm3bqFu3Lm5ubnTr1o3NmzeTlpaGvb09UVFRzJgxo8ptCiGEqLxyC8b48ePZtWsXKSkpXLx4ERcXF+rUqaOXAA0aNMDV1ZX58+eTlZVFw4YNeeeddzA3N8fR0ZGwsDDCw8NRqVSEhITg6+urlxxCCCEqVm7BcHR0ZPTo0QCsWrWKzp0707JlS70EMDc3Z9iwYQwbNqzc7QEBAQQEBOilbSGEENrTeJfUuHHjSE9PZ/PmzaSnp+Pi4kKPHj1kpFohhKhhNBaMixcv8sUXX5Saw3vfvn1Mnz6dpk2b6jWcEEII06GxYGzcuJHatWszbNgwvLy8SE5OZtOmTWzatInZs2cbIqMQQggToLFg3Lx5k759+6pvf6tfvz7Jycns3r1b7+GEEEKYDo0Fw83NjcOHD+Pt7a3uYRw+fBgPDw9D5BNCCJMzIHoWx29Xfpgif+fm7Ar8VA+JDENjwXjxxRf54osv+Pbbb//3JktLXnrpJb0GE0IIU3X8dgLTOo6u9Pu+PLpWD2kMR2PBaNasGe+99x4HDhwgIyODevXq0aNHD41PXAshhKia8PBwNmzYgIODA8XFxXh6ejJr1iz8/PyMkkerwQfd3NwYPny4vrMIIYT4i+HDh6tvMPrxxx+ZPn26ehQOQ9M4RasQQgjT0K9fPzIzMyksLAQgJSWFsLAwunXrxrBhwzhy5AgAkZGRvP7666Xe27t3by5fvszFixcZMWIEvXr1YsyYMZw/f17r9qVgCCHEUyAzM5PvvvuOPn36YGVlRVFREf/4xz/o0KEDBw4c4J133mHq1KmkpKQwcOBADh8+zN27dwE4f/48NjY2+Pr68vnnn9O3b1+ioqKYO3dupS4vaCwYb7/9Nj///POTH6UQQogntmXLFgYOHMgLL7zADz/8oL48cObMGW7fvs2ECROwsLCgc+fOdO/ene3bt+Pk5ES3bt3Ys2cPANHR0Tz33HMA1KtXjyNHjpCamkrr1q2pXbu21lk0Fgw3NzfOnTv3JMdZadevX2fkyJHExsaq18XHxzNjxgymTJnCr7/+apAcQghhKoYOHcpPP/3Evn372LFjB/Pnz+fYsWMkJyfj4eGBufn/vsa9vb1JSnowHP2QIUPYtWsX8GB0jueffx6AWbNm0a5dO1544QX+9a9/kZubq3UWjQVj4MCB3Lhxg6+//prffvut1B9dW7FiRakZ9rKysoiIiGD27NmEh4ezc+dOLl26pPN2hRDiaeDu7k737t2JjY3Fw8ODmzdvUlJSot6elJSkfkYuMDCQixcvcu3aNTIyMmjdujXwYM6hqVOn8ssvv3Dp0iW+++47rdvXWDAWL15Mfn4+Z86cYePGjaX+6FJsbCyOjo6lzqfFxsbi7++Pm5sbCoWCoKAgoqOjddquEEI8La5evcrevXtp164dbdq0oU6dOqxevZqSkhKOHz/OgQMHCAkJAaBWrVr069ePjz/+mN69e6v3sW7dOnJycnBwcKBZs2bcu3dP6/Y13lY7efLkJzisyrl37x4//PAD77//PitXrlSvT01NxdPTU73s4eFBQkLln64UQoin1aZNm9izZw/FxcUoFArCwsLo2bMnAEuWLGHevHn85z//wcXFhc8//xxvb2/1e4cMGcKwYcMICwsDQKVScffuXUaNGoVSqcTHx4fw8HCts2gsGA8fEMnKykKpVOrlgb2NGzcSGBiIi4tLqfW5ubmlTlHZ2dmRk5Oj8/aFqIzkBRncu1Cg8/3aNrfG4x0XzS8UNcbs2bMrHOS1QYMGLFu27LHbHR0dcXV1VX+PW1paEhYWpi4glaWxYKSnp7Ns2TKuX78OPJiWdffu3ZiZmamvuldFSkoKhw8fZuHChWW2KRQKlEqlejk/Px8HB4cK9/fopPJCfx79nB3R3VzeFbVjTKWO94J+jld5vsA0j9dA/74yv7duFRQUsGjRIl577bVSF8arQmPBiIyMJC8vj/79+6tvr83OzubUqVM6KRjHjh2jsLCQqVOnApCTk8O5c+e4desW7u7uJCYmql+bnJyssYcjP3SPuKC/XT/6OV8mySDtaGTg4/UYrLsv0pRtaWXa0aim/fsKrZ07d44JEybQqVMnXnzxRZ3tV2PBSExMpH///rRr105dMBQKhfqBkKoKDQ0lNDRUvfzpp5/SvXt3unfvTlZWFps3byYtLQ17e3uioqKYMWOGTtoVQogn5e/c4okGEvR3bqGHNGW1bNmSgwcP6ny/Wg1vfuLECfWtWpcvXyYmJsYgw5s7OjoSFhZGeHg4KpWKkJAQfH199d6uEEJUZFfgAmNHMAqNBWP48OF8/vnnLFmyBHjQA7CwsNDb8ObvvPNOqeWAgAACAgL00pYQQgjtaSwYTZs25f333yc6OpqMjAycnZ0JDAyU4c2FEKKG0Wp4c1dXV0JDQ8nNzcXJyQkLCwt95xJCCGFiNBaM27dvs3r1avUQuBYWFnTr1o3hw4djbW2t94BCCCFMg8aC8bBYuLm54ebmRlpaGgcOHKCoqIhXXnnFEBmFEEKYAI0F49q1azz77LOlLnIvW7aMkydPSsEQQogaROPjf02bNqWoqKjUOicnJ4PcViuEEMJ0lNvDeDjsLUBeXh5nzpwhOztb/Xj5+fPnCQwMNFxKIYQQRlduwbh27Rpnzpwpte7PP/8stbxnzx71zE9CCCGqv3ILxquvvsrLL79s6CxCCCFMWLkFw8rKqtSySqXizp07qFSqUuttbW31l0wIIYRJ0XiXVGxsLOvXr6egoOz4/0uXLtVLKCGEEKZHY8HYvHkzJSUltG/fnjp16uglxMGDB9m6dSu3b9/Gw8ODSZMm0aBBAwDi4+OJjIxEpVIRGhpKcHCwXjIIIYS2bi/M5t6Vwkq/z8anFs5v6ed71BA0Fow6derQqFEjvV3TKC4u5tKlS7z11lvUrVuX1atXs2zZMubNm0dWVhYRERHMnz8fhULBnDlz8PX1pUmTJnrJIoQQ2rh3pfCJ5kN5OO+JrkRGRnLgwIHHnu2JiYnh3LlzTJw4USftaSwYQ4YMITIykosXL5a5ZvGwF1AV5ubmpYpRly5d1HdkxcbG4u/vj5ubGwBBQUFER0dLwRBC1BiXL19m0aJFnDp1CmtrawIDA3njjTdwcHCgZ8+eFX4fJicnc/r0aZ1l0VgwcnNzyc3N5f/+7//KbNPlNQyVSkVqaiqbNm1Sz+SXmpqKp6en+jUeHh4kJCTorE0hhDBlly5dYsyYMUydOpX58+dTVFTEtm3buHnzJg4ODnh5eeHl5WWwPBoLxrZt27CwsMDPzw9HR0e9BVm7di27d++mefPmBAUFAQ+K1aMfhp2dHTk5OU/cxoA9b3Ew44zmF1bSs/XbsrPPZ+rl5AUZ3LtQ9iaBqrJtbo3HOy46368QwjR99tlnvPTSS4wdO1a9bsKECeq/r1+/npiYGL766iuuXr3KnDlzGDVqFAsXLuTdd98tta+8vDxmz57NqVOnqFOnDv/4xz/o169fpfJoLBi2tra0bt1a789lvPzyy4wdO5bff/+dt99+m0WLFqFQKFAqlerX5Ofn4+DgUOF+Hp1U/q/0USwAYtJPl2rX8YLu5np+lPJ8QYXHZ0iljhf9HO9f2zEmOV79tyPze5d18uRJZs6cqfXrL1++THx8PJs3b6Z27dps2bJFvW3Dhg0UFhayd+9eMjMzn2iaba2vYZw/fx4bG5tS2xo2bFjpBitibm5Onz59WLVqFSkpKbi7u5OYmKjenpycrHHipgp/6C48+M+0jqN1kPaBh/P6PtruZZIAnuii2OM8vFhWqf+pLuis+TLKO159t6ORHK9ecpjM8dYwhYWFZGdnU7t2bQCOHj3K9OnTARgwYAD//Oc/y33PrFmzUCgUZba5uLhw8eJFzp8/T+vWrXFxqfzZCo0FY9WqVSiVShYtWlRmmy6uYSQlJbFz505GjBhB7dq12b17N5aWlri6ulKnTh02b95MWloa9vb2REVFMWPGjCq3KYQQps7Kygp3d3dSUlLw8PCgY8eOHDx4kPXr13Pq1Kly32NjY1NusQAYOHAg9+/fZ/r06fj6+jJ79mx8fHwqlUljwejWrVuldlhZHh4euLm58cknn3Dr1i1cXV2ZPXs2NjY22NjYEBYWRnh4OCqVipCQEHx9ffWaRwghTEXnzp3ZsWMHAQEBOtnfkCFDCAkJYeHChcyZM4cffvihUu/XWDBGjBjxxOG0YW5uzpAhQxgyZEi52wMCAnT2YQkhxNNk6tSpDB06FC8vL4YNG0atWrX4448/tH5/rVq1uH//PvBgFPJWrVrh7e1Nu3btOHToUKXzaCwYv/3222O3Pbz9VQghhO55eHjw448/Eh4ezooVK7CysqJDhw689dZbWr0/ICCAJUuWEBcXh5mZGW+99RZZWVnY2dnxwQcfVDqPxoKxcePGx26TgiGEEPrVsGFDvv3223K3jRw5kpEjRwLg4+PD4cOHS2339vZmz5496uWqDq2ksWBMnjy51HJ+fj4bNmxg0qRJVWpYCCHE00VjwfDz8yuzLjExkS1btjBnzhx9ZBJCCGGCNBaMv14Yyc7O5tSpU+UOdy6EEDWBTWOrJxpI0KaxleYXmTCtnsMoT69evXQcRQghng7Ob9Y2dgSj0Fgwxo0bV2rZwsICV1dXnT/lLYQQwrRpLBhdu3Y1RA4hhBAm7rEF43Gnoh71196HEEKI6uuxBeOvF7vNzMyws7PD0tJSPcqhFAwhhKg5HlswPv/881LLhYWF7Nu3j/3796NQKOjfv7++swkhhDAhjy0YD6djVSqV/Pbbb+zZs4eSkhL69u3L888/X2a6ViGEENXbYwuGSqVi//797Nq1i3v37vHss88ycOBA9djsuhQXF8e2bdtIT0+nadOmTJ48mTp16gAQHx9PZGQkKpWK0NDQKj/aLoQQ4sk8tmC899573LlzBzc3N/r27YulpSVRUVGUlJSoXzN48OAqB8jNzWXv3r288cYb2NvbExERwZo1a3j99dfJysoiIiKC+fPno1AomDNnDr6+vhVOei6EEE/K3Nyc4uJiY8cwOebm5kAFBePOnTsApKamsnXr1nJfo4uCoVAomDt3rno5KCiItWsfzGIXGxuLv78/bm5u6m3R0dFSMIQQemFl9XQ/ia1vjy0YTzL0rS6kp6erp2FNTU3F09NTvc3Dw4OEhASj5BJCiJrusQXDw8PDkDkAKCgoYNu2bUyZMgV4cLrKy8tLvd3Ozo6cnByD5xJCCKHFk96GtGzZMtq0aUOrVq2AB6erlEqlent+fj4ODg4V7uPYsWN6zahNu464GqQdY5Lj1X87xmSM4+3QoYPe2hG6YTIFY+PGjSQlJfGvf/1Lvc7d3Z3ExET1cnJysvp01eNU+EN3oaoptWv3MkkGaUcjOV695JDj1U87wvSZGzsAPJhrdv/+/cyZM6fURadu3bpx/Phx0tLSyM3NJSoqisDAQCMmFUKImsvoPYzr16+zfPly7O3tmTlzJkVFRQDMnDkTPz8/wsLCCA8PR6VSERISgq+vr5ETCyFEzWT0guHt7c2GDRseuz0gIICAgAADJhJCCFEekzglJYQQwvRJwRBCCKEVKRhCCCG0IgVDCCGEVqRgCCGE0IoUDCGEEFqRgiGEEEIrUjCEEEJoRQqGEEIIrUjBEEIIoRUpGEIIIbRi9LGk4MEse9u3b+fAgQP8/e9/p0ePHupt8fHxREZGolKpCA0NJTg42IhJhRCi5jKJHoalpSUtW7akbt26pdZnZWURERHB7NmzCQ8PZ+fOnVy6dMlIKYUQomYziYJRt25dunfvTp06dUqtj42Nxd/fHzc3NxQKBUFBQURHRxsppRBC1GwmUTAeJzU1FU9PT/Wyh4cHqampRkwkhBA1l0kXjNzcXGxtbdXLdnZ25OTkGDGREELUXCZx0ftxFAoFSqVSvZyfn4+Dg0OF73l0UnlDerRdR1wN0o4xyfHqvx1jMsbxyvzeps+kC4a7uzuJiYnq5eTkZNzd3St8T4U/dBd0FExDu5dJMkg7Gsnx6iWHHK9+2hGmz6RPSXXr1o3jx4+TlpZGbm4uUVFRBAYGGjuWEELUSCbRw/jyyy85c+YMubm5XL16lf/+97+Eh4fj7OxMWFgY4eHhqFQqQkJC8PX1NXZcIYSokUyiYEybNu2x2wICAggICDBgGiGEEOUx6VNSQgghTIcUDCGEEFqRgiGEEEIrUjCEEEJoRQqGEEIIrUjBEEIIoRUpGEIIIbQiBUMIIYRWpGAIIYTQihQMIYQQWpGCIYQQQismMZZUReLj44mMjESlUhEaGkpwcLCxIwkhRI1k0j2MrKwsIiIimD17NuHh4ezcuZNLly4ZO5YQwgBSU1NZtWoVJ0+eNHYU8f+ZdA8jNjYWf39/3NzcAAgKCiI6OpomTZoYOZkQQt8OHTpEYmIiiYmJ/PLLL/j5+dGlSxccHR2NHa3GMumCkZqaiqenp3rZw8ODhIQEIyYSQhhK//798fHx4dChQ6SlpREXF0dcXBwtWrTAz8+PFi1aGDtijWNWUlJSYuwQj/PFF1/QsmVLnn/+eQBOnz7NunXr+OSTT8q89sMPPzRwOiGEIZWUlGBmZqZednR0ZMaMGcYLVAOZ9DUMhUKBUqlUL+fn5+Pg4FDua6VgCFG9PVos4EEBEYZl0qek3N3dSUxMVC8nJyfj7u7+2NdL0RCi+rh37x4JCQnExcWRmpqqXt+8eXPat28vp6SMwKQLRrdu3di8eTNpaWnY29sTFRUlXVAhaoiff/6ZU6dOAWBtbU2XLl1o3769XPQ2IpO+hgEPnsNYs2YNKpWKkJAQeQ5DiBoiNTWVn3/+mfbt2+Pn52fsOIKnoGAIIYQwDSZ90VsIIYTpkIIhhBBCK1IwhBBCaEUKRhVkZ2eXWv7ll1/YsmULxcXFRkqkX9OmTSuzrri4mPHjxxshjf7VtOMFuHXrFjt37mTXrl3qdSqVyoiJhCmRglEF48ePZ9++fQAsXryYl156ifnz5zN16lQjJ9OPLVu2lFmXlpbGjh07jJBG/2ra8W7bto0OHTrwww8/8MEHHwBw4sSJal0gReXIXVJV0LBhQ65du0ZeXh6+vr7ExMTg5eVF8+bNSz1w+LQLDg7mwoUL3LhxAy8vL/X64uJi0tLSmDhxIl999ZURE+pWTTveh1q0aMHu3bvx9vamY8eOHD16FHjwoNz58+eNnE6YApN+cM/UWVhYcOjQIbZu3UpwcDBNmjShqKgIa2trY0fTqY0bN5KRkUFgYCA//PCDer2ZmRmtWrVCoVAYMZ3u1bTjfUipVJYa7PPhunv37hkpkTA1UjCq4LPPPqN///64urry22+/AbBy5Up69uxp5GS65eDggIODA3v27KFFixbk5OSQn5+Pq6ursaPpRU073ocGDhzIhAkT+Oc//wk8OP02bdo0Bg0aZORkwlTINYwqGDZsGJmZmZw/fx5vb2/1un//+99GTqY/Xbp0oWXLloSEhADwxx9/sHDhQiOn0p+adLwLFy6kTp06+Pn5cfz4cRo2bIiTkxMLFiwwdjRhIuQaRhWdPXuWS5cucf/+/VLrhw0bZqRE+tOtWzfeffddBg4cqD7Hff/+fdq1a8fZs2eNHU/natrxPvTwWk39+vWxsLAwdhxhQuSUVBVMnTqV5cuX07p1a2xsbEptq44F48aNGwwcOLDUOktLS3Jzc42USL9q2vECXL58mcuXL5f5Beivn4OomaRgVMH3339PTEwM/v7+xo5iEM888wzLly/n1VdfVa9bvHgx7dq1M2Iq/alpx/vmm2/yzTff0LRp0zK/AEnBECCnpKqkf//+LFq0iJYtWxo7ikFcv36dwYMHk5mZSVZWFu7u7lhaWrJjxw4aNWpk7Hg6V9OOt06dOvz666906dLF2FGEiZKCUQVJSUmMGDGC8ePHl5kNbMKECUZKpV/FxcUcOXKEq1ev4u3tTefOnbG0rL4d1Zp0vN27d2f9+vU0aNDA2FGEiZKCUQVTp05lzZo1dOjQoUwXvro+DVzTqFQq/vzzT27fvk3jxo2rZc/iof379/PZZ58xf/78Mr8AVdfTcKJypGBUgYuLC/v27eOZZ54xdhSD+PPPP1mwYEG5d4U9fCq4Ojly5AgjR47k+vXreHp6kpaWRpcuXVi7dm2ZB9yqg4qmP75586YBkwhTVT371gbSpUsXioqKjB3DYIYNG0ZAQABvvvlmmR5VdfTaa68xbdo0JkyYQO3atcnLy+Pdd99l4sSJpQbnqy6kKAhNpIdRBcuXL+fTTz9l8uTJZbrw06dPN1Iq/XF3d+fs2bM4OTkZO4pBuLq6kpKSUupZhKKiIjw9PUlNTTViMv1RqVQcPnyYq1ev0qhRIzp37kytWrWMHUuYCOlhVMGePXvw9/fn8OHDZbZVx4Lx0ksv8csvvzBq1ChjRzGIAQMGsGfPnlLzyF+9erXans9PTExk0KBB3L59Gx8fHxITE3F0dGTHjh34+PgYO54wAdLDEFqbOXMmy5cvp3fv3mV6VOUNBf60e+WVV9i1axfPPvuset3DHtaj5/ury7EPGDCAXr168dZbb2Fubk5JSQmLFy/mt99+4+effzZ2PGECpGBUwalTpx67rTr+Frp06dLHbps0aZIBkxhGRcf7qOpy7C4uLqSlpWFu/r8h5kpKSnB3d6+2p+BE5UjBqIK/3lVSXFxMVlYWHTt2JCYmxkiphHgy7du3Z9GiRQQFBanXxcTEMHXqVE6cOGHEZMJUyDWMKijvrpL33nuvWp3vXbBgAUOHDqVZs2Z88cUXj31ddbxmk52dTWRkZLm3EVfHCZQWL17M0KFDef7552ncuDGJiYn88ssvbNq0ydjRhImQHoaO5eXl4e/vX21mKBs+fDjTpk2jR48eFV7sXrdunQFTGUbv3r3JysqiT58+ZW4j/uijj4yUSr+uXbvG2rVrSUxMpGHDhowePbpaP6woKkcKRhUkJyeXWi4sLGTjxo0sXLiwWp7z3bhxI4MGDcLKysrYUQzC2dmZ06dPV8uH9DRRqVTVdggU8eRkAqUqaNSoUak/rVq1YuXKlXz33XfGjqYXU6ZM4e7du8aOYTAjR46sUefu09PTGTt2LE5OTlhZWdGoUSM+/PBDCgoKjB1NmAjpYQit/fe//+XAgQMsWrQIBwcHY8fRu4yMDAICAujRo0eZ24i///57I6XSnwEDBmBvb88rr7xCq1atuHLlCvPmzcPPz69aXrMRlScFowratm1LXFwcdnZ2xo5iEF26dOHcuXMUFBRga2tbaltmZqaRUulPnz59KCgooH///mWuYbz55ptGSqU/zs7OJCcnlzrWu3fv0qJFCxk2RAByl1SVuLu7c/jw4VK3IVZnq1evNnYEgzpz5gynT5/Gzc3N2FEMwt/fn2vXrtG8eXP1OjMzMzw8PIyYSpgSKRhVMH78eCZOnMjIkSOpX79+qW3V8TbTR79IaoJRo0YRExPDiy++aOwoerNq1Sr1dakWLVowZswYXnrpJfX26Oho+vbta6x4wsTIKakqqGm3md68eZMFCxZw6tQp7t27V2rboUOHjJRKf2bMmMGKFSuq9VAoM2bMIC0tTePrquPPs6g8KRhCaz179sTDwwMPDw9ycnIYOHAga9eupXfv3tVmeIxH1bShUITQRApGFRw7doz4+HiSk5Np0KABnTp1ws/Pz9ix9KZevXqkp6dz/fp1Pv30U5YsWUJOTg6hoaFERUUZO57QgbNnz5b7ZPuwYcOMlEiYErmG8QRUKhVjx47lp59+okuXLri6unLw4EHeeOMNBg8ezH//+99ScyhUF40aNSI5OZlGjRpx5swZMjMzsbKy4urVq8aOphc1bXDJqVOnsnz5clq3bl3mrjApGAKkYDyR8PBwbt68yZUrV3BxcVGvT0tLY9iwYSxYsIC5c+caMaF+vPrqq/z000+EhYUxc+ZM2rRpg0qlYsiQIcaOphf9+vUrtVzdB5f8/vvviYmJwd/f39hRhImSU1JPoF27dqxfv54WLVqU2ZaQkMDf/vY3Tp48afhgBnb16lWuX79O9+7da8wwEg8Hlxw/fryxo+hc//79WbRoES1btjR2FGGipGA8AWdnZ27dulXmzpmHXFxcyMjIMHAq49m7dy+9e/c2dgyDqG6DSz4qKSmJESNGMH78+DI/2xMmTDBSKmFKasavhTp2//59tm/f/tjtKpXKgGn0Kzw8vNwpaB+6f/8+586d4/LlywZMZRiPG1yyuo6ntWDBAhISEli/fn2ZaxhSMARID+OJtG/fXuNrqsugdb/++iuJiYmP3W5lZUVgYCC+vr6GC2UgtWrVKrVsaWmJj48P4eHhDBo0yEip9MfFxYV9+/bxzDPPGDuKMFHSw3gC1aUYaCM4ONjYEYzm5s2b1KtXz9gxDKZLly4UFRUZO4YwYVIwhEYXLlzg4MGDjBs3rsy2iRMn8sYbb1TLC6UNGzYkOTkZR0dHY0cxiCFDhjBixAgmT55c5hpGdRzqRlSezIchNJo5c2aZ0zMPBQcH88Ybbxg4kWFMnDiRyMhIY8cwmD179uDv78/hw4eJi4sr9UcIkGsYQgtOTk4kJSVhb29fZptSqaRBgwbcvn3bCMn0a9asWaxYsYJmzZqVGVyyuowlJURlyCkpoZG7uztXrlyhTZs2ZbZdu3atzJdpddG4cWPmz59v7BgGlZiYyJo1a7h69SqNGjVi9OjRNG7c2NixhImQHobQ6JNPPmHHjh1s3bq1VHG4ffs2w4YNIygoiA8++MCICXUrMDCQ6OhoY8cwuH379vHCCy/Qr18/fH19uXr1Krt27WLTpk015jkbUTEpGEKj4uJiwsLCWLduHT169MDT05ObN28SHR3NkCFDWLFiRbV60tvBwYGcnBxjxzC49u3bs3jxYnr16qVeFxMTw9SpU2vUnYHi8aRgCK398ccfxMbGcu3aNby8vOjatWu1HJ3X3t6e06dPV/ia6vjciYuLC2lpaZib/+9emJKSEtzd3UlNTTViMmEqpGAI8RdmZmZlnnT+K6VSaaA0hjNgwAB69uzJ22+/jbm5OSUlJSxatIjff/+dXbt2GTueMAFSMIT4i5p6SuratWsMGjSI9PR0GjVqxPXr13F2dmb79u00atTI2PGECag+J56FEFVib2/P8ePHOXLkCImJiTRs2JBOnTpVq+tTomqkhyHEX/z973/nP//5j7FjGJy9vX2NerJdVJ4UDCEEADNmzKBJkyZMmTLF2FGEiZK+phACAGtra+bNm8e6devkyXZRLikYQgigZj7ZLipHTkkJUcO9++67fPzxx8aOIZ4CUjCEqOFq6m3EovJkeHMhhBBakR6GEDWcubk5np6eFb7mxo0bBkojTJlc9BaihrOxsWHjxo3GjiGeAtLDEKKGk2sYQltyDUOIGs7Dw8PYEcRTQnoYQgghtCI9DCGEEFqRgiGEEEIrUjCEEEJoRQqGEEIIrUjBEEIIoRUpGEIIIbQiBUMIIYRWpGAIIYTQihQMIYQQWpGCIYQQQitSMMRjLV26lEmTJpGVlVWl/Sxfvpwff/xRN6EM4GnLK4ShSMEQenfu3DnS09ONHUNrT1teIQxFBh8Uj7V06VKOHz/OggULcHR05KOPPqJu3bo0adKE/fv3U1RUxJgxY2jbti0Au3fv5vfff6ewsJBmzZoxfPhw/vWvf1FQUKDe5/jx47G2tubbb79l5syZ/PTTT6SmpjJ79mzmzp1L165dGTduHEqlkhkzZtCmTRumTJnCjz/+yMGDBxk3bhxbt25FqVQyePBgFAoFW7duJTs7m6FDh9K9e3cACgsL2bJlC0ePHqVWrVr06tWL4OBg9X4HDRrE7du3OXnyJE5OTkyaNIn69eszbdq0Mnn9/f2JjIzk1KlT2Nra0q5dO1544QWsrKwM+w8ihJFJD0NUyunTp4mLi6NZs2bcvXtXferm2rVrbNq0CW9vb1544QVKSkqwsbFh0KBBAHh6ejJmzBh8fHzU+1q6dCkAvXv31qptpVJJZGQkPj4+5OfnExkZSWRkJA0bNqSgoID169ejUqkAWLduHfv376dLly40a9aMzZs3c/r0afW+tm/fTmZmJg0bNiQpKYlffvkFoNy8UVFRxMXFERgYSFBQEAUFBdSqVauKn6QQTx+ZcU9UiqWlJXPmzMHKyork5GSuX79OUVERxcXFANy7dw9fX1969OgBQPfu3dmwYQN169YlMDAQgJSUFAAaN27M1KlTAbh9+7ZW7U+cOJHmzZtTUFDAsWPHmDhxIk2bNkWpVHLixAnu3LlD7dq1OXjwIK1ataJbt26UlJRw+vRpTp06RdOmTQFo2rQp06dPV/c4UlNTH5v34bEVFBTw3HPP4eDgoIuPUoinjhQMUSkWFhbqUzF16tQBQKVS4ePjw8iRI9m+fTvz5s3D39+fcePGVbivFi1aVLp9GxsbABwdHQGwtbUtkyUjIwOAs2fPMm/ePPV78/Pzy+zH1tYWa2trdc+kPEFBQWRkZLB//34OHjxIcHAwISEhlc4uxNNOCobQmd69e9O1a1e2b9/O3r17S/U0CgsLK3yvpeWDH8Xs7Gyg9Jd7ZTk7OwPQqlUrpk+fXmqbUqms8L3m5g/O0j6a18rKirFjx9K/f39WrVrFjh07aNu2Ld7e3k+cUYinkRQMoRNnzpzhp59+onv37jy8j8LOzg5ra2vq1KnDlStX2LVrF35+fuW+38HBAVtbW86fP09kZCTnz5/HzMzsibLY2dnRqVMnjhw5wsqVK2nYsCEXLlxgzJgx6sL0OOXljYuL4/bt2zzzzDNYWFgA/+vZCFGTyEVvoRNOTk44ODiwefNm4uPj6d27N126dAFg9OjRKBQKdu/ezZUrV8p9v7m5OSNGjMDGxoaEhAQGDBhAgwYNnjjP2LFj6d27NwkJCWzfvp379+9r3Wv5a14fHx9u377N2rVruXXrFi+//DIuLi5PnE2Ip5XcViuEEEIr0sMQQgihFSkYQgghtCIFQwghhFakYAghhNCKFAwhhBBa+X/kcXqgdkeICwAAAABJRU5ErkJggg=="
[ "trumpet", "trombone" ]
null
0
math
algebra-1
surface-area-and-volume-changes-in-scale
false
true
Look at this cube: If the side lengths are quadrupled, then which of the following statements about its volume will be true?
"iVBORw0KGgoAAAANSUhEUgAAAKYAAACcCAYAAAD1adC8AAAZ30lEQVR4nO2deVyU1f7H38PmKLKoQAgipqJeNzJvWtrVwtSb3utWem9U5orpveEuaYqahkuhkqKhYpiCmoYb3SzBLRdwQ9l3xAU3QFDBYZl5fn+g/IxcAJl5Hmae9+vFH4wzz/nw+JlzZs7nfM9RCIIgICMjMYzEFiAj8yRkYz5kzZo1ODs7M3fuXFQqldhyZAQD58SJE4Krq6sAVPw0a9ZM2Llzp9jSDBqDNWZ2drbg7u5eYcahPXoJvy5ZKUz657CKx9566y0hMTFRbKkGicEZs6SkRFi6dKnQsGFDARBa2jsIvy1ZJagPHK/4iQnYInRv114ABGNjY+Gzzz4T8vPzxZZuUCgEwXC+lUdERODh4UFGRgbmSiVffDCKae/9G1MTkyc+f0v4AT7ftI4bebnY2Njg4+PDuHHjUCgUOlZueBiEMTMyMvD09OTnn38GYETvPqyY8BlNG9s897WFqgfM/yGQ1Xt3UqZW4+rqSmBgIF27dtW2bINGr41ZVFTE4sWL8fX1paSkhHZOzqyf4kXPDp2rfa3Ua1eY4LecozHRKBQKPv74Y77++mvs7Oy0oFxGb425bds2Zs6cybVr17BsYM6XI8cx6Z/DMDY2fqHr7vr9MDPXr+Hy7ZtYWFjg7e3NlClTMHnKxwGZmqF3xoyPj2fs2LFERUWhUCj4pO8Alo2diI2Vda21oSopxmfbD3yzK4Ti0lJcXFxYt24dffr0qbU2DB29MWZBQQFz5swhICAAtVqNa8vWbJj6OV1d2mmtzaybN5i8biX7I08AMHjwYPz8/HB2dtZam4ZCnTemRqNh/fr1zJ07l9zcXJpYWrFkzKeM6f8PnX17jog+y6d+y8m4kY1SqWTGjBl88cUXKJVKnbSvj9RpY0ZFRTF27Fji4+MxNjJiwsAhLB7lgZV5Q51rKS0rw/enbfhs20yhSoWTkxO+vr4MHz5c51r0gTppzOvXrzNz5kyCg4MB6N6uPRumzqaD88siK4PreTlMC1jNj0cjAOjZsycbN26kXTvtfaTQR+qUMUtLS1mxYgWLFy/m/v37NG1sw9fj/8MHb/cVW9qfOBEfg8eqZSRdycLY2JhJkyaxaNEirKysxJZWJ6gzxnw8tTE1NmHy0BF4fzQac2V9saU9FbVajf/+UOb/sJG7RYXY2tri4+PD2LFj5fToOUjemBkZGUyePJmwsDAAenfuQsDkWbg4OomsrOrkFOTjFbiOzQf/hyAIcnpUBSRrzEepzYoVKyguLqbFS/b4TvBkSI9eYkurMedSkxi/cikXM9Lk9Og5SNKYj6c2SlMzZv3rI7xGfIjSrJ7Y0l4YQRAIPLCfOd8HkHu3AAsLC+bPn8/kyZPl9OgxJGXMx1MbgCE9euE3cQrNbPWvRykovM/coPUE/LwHtUYjp0eVkIQxK6c2Lo7NCJjsRe/OXcSWpnXiszIZv3IJUUkJgJwePUJUY1ZObcyV9Zn34SimDvsXJsaGNayFHPqNWRvXcj0vB6VSycyZM5kzZ47BpkeiGfPx1Abgg7f7smKCJ3bWjcSQIwkKVQ/4cuv3+O3+kVJ1mUGnRzo35q1bt5g2bVpFatPB+WU2TP2c7u066FKGpHl87ScYZnqkM2NWTm0aWVjy5chxfDpwCEZGchXxk9h94igz1q/m0s0bmJiYMGnSJBYvXoyFhYXY0rSOToz5eGpjpFAwuv8/WDp2Io0tLLXddJ1HVVLMsh+DWb5jK6rSEoNJj7RqzMqpTVeXtmyYOhvXlq211aTeknXzBtMCvmXPyWMAep8eacWYlVMbWytrlo6dyCd9B+j1u1wXPL72U6FQMHLkSJYvX6536VGtG/Px1MbE2JiJ/xjKok88sGjQoDabMWhKy8pYtXsHi4KDKFQ9wNLSEm9vb71Kj2rNmPHx8UyYMIETJ8rLDHp26MT6KZ/TzsmwJ4q1ya38O0wL+JZthw8C4OLiwoYNG+jdu7fIyl6cFzZm5dTG0caWb8b/lxG95WhNV0QlxTN+5VLiszIBGDJkCKtWrarT6VGNjVk5tTEzMWHqsH8z130UDQw0rRATjUbDurDdzNu8gYLC+3U+PaqRMSunNn1e+SvfTZ5Jy6aOtS5Qpnrk3bvL54Hr2PRrGIIg0Lx5c7755ps6lx5Vy5iVU5uW9g6s+HQy/3y9p9YEytSMixlpjF+5hHOpyUDdS4+qZMzKqU0DpRKvER8x83136pmZ6UKnTA0QBIGg335m9qbvuF2QX6fSo+ca8/HUBuC9N99ixQRPvVwjqa/cKypi3ub1rN0filqjqRPp0VONWTm1MaQ1kvpK0pUsPFYt5UR8LCDt9OhPxqyc2lg0aID3h6PxHDLc4NZI6is7joQzY8MasnNzJJse/cGY27dvZ8aMGVy7dg2FQsGHbv34evx/DXqNpL5SpFKxOCSIlaHbKSkrk1x6VGFMW1tbcnJyAHillQtr/judN/7SUVRxMtonLfsqU9at4pczkQC89NJLpKWl0bCh7rfZeZyKhZCPTAmg1mhwrMJuuzJ1HzurRhQUFlb8fvPmTUpKSkRUVE5Fj1n525lCoeAjt/5smj5HXsirp3zxfQBf7wxGrdH84XEJ1Cf++QCq9W8PpV0jWwRBYEvEASyH9GVrxK9iaJPREgfPncZ2+ACW7tiCWqPBvoEF4zq8JrasP/CnHvO3wWMAiLiSzoaEM+SpigBo7dCMfV8up22z5iJJlXlRbuffYdD8WZxOTgSgvrEJbk6t6GLrgEKhYNHpQ4A0esynGhNAVVbK1uQLhKbHUyaUd/eD3/gb2+csxMxUTnzqCoIgMHndKtaF7Uaj0aAAXrVzxK1ZS5QmphXPk5Ixn/nhUWliyrgOrxHYZxhdbBwA2Hvqd6yG9sN/3y6dCJR5McIij9NoWH/89/2ERqPBwdySsR1eY0CLtn8wpdR4Zo9Zmcgbl1kXG8X1onsAONrYsmf+Ul51aasDqTLV4VrubQbNm8WFjFQAGpiY0sepFa42TZ8aQ0qpx6yWMQHKNBp2psWyLeUiKnUZAG6vdGX3/CU0rC+XT4iNIAhM8FvO97+GoREEFEBXO0ferjRsPwkpGbPa80AmRkZ80MaV7995n7ccWwJw6MI5mrz/Lt6bN9S6QJmqs/P3w1gN7Ufggf1oBAEHc0vGd+zGuxIftp9EtXvMysTn3mTVxRNk3csHoLGFJTvmLMKti/QWBugrmTeyGeQ9i4TLlwAwNzGlj1NrOtvYV2v1kJR6zBc2JoBGEAjLTCIo6Rz3S8tTg25t27NnwRJeatSkFuXKPI5Go2HUN4sJOXwQ4eGw/dpLzXirWUvq1WDBjZSMWSuRjpFCwaCWfyHoneEMbNEWBQpOJyfQzH0o/1njK4k/VN/44eAvWA7pS/Ch3xAEgWYNrZjQqTv9ndvUyJRSo1Z6zMqkF+Thd/EESXduA2CurM/mmXMZ2rPul5WKTcrVywya70XqtSsANDQ14x2n1nSysX/ha0upx9SKMR8RcSWNDfFnyCt+AJTv7LZv4TJa2DvUWhuGQmlpKR8u+5LQ44cRACMUvGbfjLccX8aslnpIKRlTq6sz+ji1Juid9xneuhMmCiPiszJpPfpffLxsIWUPp5pkns/GX/ZhNawfPz00ZXMLazw6daNfc5daM6XU0GqP+TjXC++y6sJJonOyAVCamrHWcwaf9B2glfb0gbhL6Qye/zmXbl4HwMLUjHeau9CxyUtaaU9KPabOjPmIyunRy/YO7FmwhI4tWmm13bpEcUkJI76aR1hU+XY7RgoF3V9yopdjC632kAZtTIAStZpd6bFsS4mh+OGQPrB7D3bM+ZL69ererhG1ybd7duK10Z+SsvL70tzCmoEt2mJT31zrbRu8MR+Rqyriu7gojl4r33PH1MSEhSPH4TXiI51pkArnU5MZuvBzruaUz2RYmtWjr1Nr2mtp2H4SsjErEZ97kxUXjnPlfgEAdtaNCPX24Y32nXSuRdcUPijivUVfcPD8GaB82H7d3oleDi9jamysUy2yMZ+AWtAQlpnE5qTzFelRr06vsNt7CdYS3zWipiwK/p6vQoIoVasBaGHZiHed2+hk2H6iHtmYT+duSTGbEs5yICsFDQLGRkZMf+8DfMZ8KtldI6rLyYRY3vtyDrfy7wDlw3a/5i78pbG4dd2yMatA5fTI2rwhIbMX0P+vr4usrOYUFN5n8Hwvfo+7CICxQsEb9s35m2MLTIx0O2w/CdmY1SD8ShobE86QpypPj15t3ZY9C5biaGMrsrKqIwgC84LWs/yxisRWVo35u3MbGiuls4ZVNmY1UZWVsiU5mt3pCZQJGowUCsa/O4hv/zNV8tvWhJ8/w799vLlzv3ze1spMST9nF9o1kt4bSzZmDbl2v4BvL56qSI/MlUo2Tp0tyW21b+XfYfB8L04nlx9eaqwwokfT5rzp4CyJYftJyMZ8QU5dv8x3cf+fHrVt1pw9C5bSRgKlxRqNhunrV7PmYfEXlA/bA1q0xbpefZHVPRvZmLVAiVrNzrRYtqeWp0cK4L1eb7N5xlyUZvVE0RQWdYKPly3kblF5Lb51PSX9m7ehTaO6sd2ObMxa5PaDQtbHneZodnl6VM/UjOXjJvHfwe/rTMPVnFsMnu/FhfTyikQThRE9HJzp2dQZkzq0vY5sTC1QOT1qZmPHngVL6NJae6XFZeoyPP1Xsv6XfRX/mW2sbejv7CL5YftJyMbUEmpBw/7MJH54LD3q17UbP36xuNZPZtt57BBjV/hQqFIBYG2mZMDLbWllVXdrnKRkzLozzlQBY4URQ1q2J+id4QxwbosRCn47dxrb4e+yKPj7Wrnh6dnX6OTxMf/28aZQpcLEyIi3HFsysfPrddqUtYlSqSQ8PPyFrqFXPWZl0gvyWHHhd1LzcwFoYmnFzrmLa7SPfHFJCRP8lrM14gCP7N2ukS39mrtgpSdL9Z7VY+bk5DBlyhSsra1Zs2aN1rXoVY9ZmVZWjVnTaxAzu/Sicb365N4twG3WZ7w59VNuP8ypq8LGX/ZjM3wAWx6aslG9+ri3dWW4Sye9MeWzCAoKwtbWtuJ8J12g18aE8pGgb/Py2qP3W3XERGHEqcQ4HN0HM3396mfWHiVdvkTrUSOY4LeMomIVpkZGvN2sJRM7dTeoYXvUqFEIgsD06dOr9Hx7e3vOnj0LgI2NDb6+vnTr1g1LS0uGDx9OcXHxc6+h98Z8hNLEFI+O3djgNpQuNg6oNRpWhe7AdvgA9p36/Q/PLVKpGLF4Lh08PiLzRnnK9JdGtvyn8xu86dAC4zo0BSQFzp49S3BwMCkpKcTExBASEvLc10g7aNYCjg2tWNbz75y8nsV3cae5UXSPoQtn0/nlVuz/8mv2nDzGrI3+FJeWAtBE2YB3W7ThZcvGIiuvu3h5eeHi4gKAm5sbiYmJz32NwRnzET2aOtOjqTNbkqLZkhxNTGY6zh8Pq/h3EyMj/ubQgjcdWognUg8xNzev0uEDBmvMR3zcrgt/d25DQFwUx7IvAdC+sR39mrtgIVK0KWNAnzGfhW19c+a+5lbx+3utO8qmFBnZmDLPJSgoCIVCga+vL/7+/igUCrZu3arVNvV6gr269Nu7CYB53dye80z9RI4kZWSeg2xMGUkiG1NGksjGlJEksjFlJIlsTBlJIhtTRpLIxpSRJLIxZSSJbEwZSSIbU0aSyMaUkSSyMWUkiWxMGUkiG1NGksjGlJEksjFlJIlsTBlJIhtTRpLIxpSRJLIxZSSJbEwZSSIbU0aSyMaUkSSyMWUkiWxMGUkiG1NGksjGlJEksjFlJIlsTBlJIhtTRpL8yZi/Xk4RQ4eMyFy8fV1sCX+gwpgffPABAL7Rx5lweDfxuTdFEyWjO67dL2B93Gn2ZZafJOHu7i6yonIqjBkSEsKOHTtwcnIi8+4dph7/mSVnj5CrKhJTn4yWKCwtYV9GIpsSznGz6D4ODg6EhITo9PSzZ/GHoXzEiBGkpKQwb948lEolh69lMDp8F9tTYijTaMTSKFOLCILAmZtX8Y+J5GLOdUxNTZk1axbJyckVo6YUqNiDvTJZWVlMmzaN0NBQABzMLZjY8XW62zvpVKAu0fc92K/cK+B/l5K49aAQKD8Mau3atbRtq70z3WvKU7+VOzs789NPP3HkyBHatWtHduE95kUdxOvEAa4X3tWlRpkXpLC0hL0ZCQQlnuPWg0KcnZ0JDQ0lIiJCkqaEKkwX9e7dm7i4OPz8/LC2tiY6J5uxEaEEJpxFVfb0A0JlxEcjCETduIJ/zClicm6gVCrx9vYmKSmJoUOHii3vmVRpHtPY2BhPT0/S09Px8PBAo4AdqTGMjtjFoavp2tYoUwOu3CsgIDaK3y6nUqxWM2jQIBITE1m4cCFKpfSPsq7WBHvjxo0JCAjg/PnzdO/enVxVEUvPHcXz2H4u3a36+d8y2uN+STG70+MJSjxHjqqIVq1aceDAAfbu3UuLFi3ElldlapT8uLq6EhkZSXBwMI6OjiTduc2nR/aw+uJJCkuff4ClTO2jEQQir19mbWwUcbk3MTc3x8fHh4SEBPr37y+2vGrzQpGku7s7KSkpzJ49G1MzM/ZfSuKT8F2EZSahkcDpWoZC1t18AmKjOHgljWJ1WcW03+zZszEzMxNbXo144ay8QYMG+Pj4kJyczKBBg7hbouLbmJNMOLybpDu3akOjzFO4V1JMaFocPySdJ0dVRPv27Tl69Cg7duzAwcFBbHkvRK0t4nB2dmbv3r2Eh4fj4uJC1r18PI+FsfScnB7VNhpBw8nrWayNjSI+7xaWlpasWLGCmJgYevXqJba8WqHWVxf16dOHhIQEfH19sbS05NDV8vRoR6qcHtUGmXfz+C72NBFX0inVqBk5ciTJyclMnToVY2NjseXVGlpZ9mZiYsK0adNIT09nzJgxFGvUBCacZWzET0TfztZGk3rPvZJidqXFsTXpArmqIjp37szx48fZvHkz9vb2YsurdbS6HtPGxobAwECio6Pp2rUr14vu4XXyAPMiD8rpURVRazScyM7CP+YUiXm3aNy4MWvXriU6OpoePXqILU9r6GShsKurK2fOnKl4d0fdvMK4Q6FsktOjZ5J5N491sVEcupqOGvDw8CAlJYWJEydiZKTfa7x19tcpFApGjhxJWloaM2fORGFiwvaH6dFhOT36AwXFKnamxrI16QJ3ih/QrVs3zpw5Q0BAAE2aNBFbnk7Q+dvO3Nyc5cuXk5iYSJ8+fchVFbHk3FGm/h5m8OmRWqPh9+xLrIuLIunObezs7Ni0aRORkZG8+uqrYsvTKaKNBy1btiQ8PJywsDBcXFyIz7tVnh7FGGZ6lF6Qy7rYKI5czUADeHp6kpqayujRo1EoFGLL0zmif1AZOHAg8fHxLFu2DPOGDdmfWZ4e/XzJMNKjgmIVP6bEEJJ8kTvFD+jVqxcxMTH4+flhaWkptjzREN2YQMUq6rS0NEaOHMm90mL8Lup3elSm0XDsWiZrYyJJzs+pKG04evQo7du3F1ue6EjCmI+ws7Nj8+bNnDlzBldX18fSo6PkFz8QW16tkV6Qy9qYSI5ey0RhYizJ0gax0aoxlUol4eHh1X5d165diY6OJjAwEDs7Ow5dTWfkwZ38WMfTo/ziB2xPuUhI8kUKSlS4ubkRGxvLsmXLaNiw4Qtfv6b3W4o8tebnaeTk5DBlyhSsra1Zs2aNtnRVcO/ePRYsWMDq1aspLS2laQMLprzSky62tb9IQVs1P2UaNSeyszhx/TJqQYOzszMrV66s0ipyXd9vqVCtHjMoKAhbW1udlnhaWFjg6+tLfHw8ffr0qUiPvKMOcrPovs501JTkO7dZGxPFsexLmNYzq1Zpgxj3WypUy5ijRo1CEASmT59epefb29tz9uxZoDye9PX1pVu3blhaWjJ8+HCKi4ur3LaLiwvh4eHs3buXli1bEnnjCmMidvF9wjlJpkd5qiJCki/wY2osBSWqGpU2iHm/xUanX37Onj1LcHAwKSkpxMTEEBISUu1rDBo0iISEBL766ivM6tdnW+pFxkTs4sjVDC0orj5lGjWHr6bzXWwU6QV5opY21Mb9FgudGtPLywsXFxfs7e1xc3MjMTGxRtepV68ec+bMITU1FXd3d3JURficOyJ6epSYdwv/mEiOZ2ehfLiAWszShtq632Ig2nSRubk5JSUvlvA0bdqU4OBgIiMjcXV1rUiP1sSc0ml6lKcqYktSNLvS4rhbUizJ0obauN+6RFLzmDWle/fuREdHExAQQOMmTdiXmcgn4Tv5+VIS1Zx0qBalajWHrpQP25fu3tGr0gax0QtjQvnqJQ8PD9LS0vD09KRIo8bv4kkmHtmrlfQo4eGwfeJ6FuYWFnpX2iA21Z4uUigU+Pr64u/vj0KhYOvWrdrSViOsrKzw8/MjNjaW3r17k3E3j8nHwlhWS+lRzoNCtiRF81NaHPfLSrRa2lAX7re2qPYEe10jNDSU6dOnc+nSJRqYmOLe5hWGteqAyRMW2j5rgr1UrebotUyibl5BIwh07tyZdevW6fUqcjHRm6H8aQwbNoykpCQWLlwIZqZsTDhT7dqj+Nyb+MdEcurGZawbNTKI0gax0XtjQvn0kre3N8nJyYwYMaIiPZofFf7M9Oj2g0I2J54nND2eQnWpQZU2iI5ggBw/flzo0KGDAAiA4N7GVdg3cGTF715dewmv2zsJRigEQOjWrZtw7tw5sWUbFAZpzEf4+/sLlpaWAiDYKBtUGNPc1Kz8MRsbITAwUGyZBolBG1MQBCE3N1eYNGlShSkf/Xz22WdCfn6+2PIMFr3/Vl5V4uLi6NmzJxqNhlOnTtGxY0exJRk0sjFlJIn81VJGkvwfM27bqgs8N68AAAAASUVORK5CYII="
[ "The ratio of the new volume to the old volume will be 256:1.", "The ratio of the new volume to the old volume will be 1:8.", "The ratio of the new volume to the old volume will be 64:1.", "The ratio of the new volume to the old volume will be 4:1." ]
null
2
science
grade-6
compare-thermal-energy-transfers
false
true
The table shows the same data about how the temperature of each greenhouse changed over 2hours.
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"
[ "Thermal energy was transferred into both greenhouses at the same rate.", "Thermal energy was transferred more quickly into the greenhouse with no solar panels.", "Thermal energy was transferred more quickly into the greenhouse with solar panels." ]
null
1
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACE8klEQVR4nO29eZBtWVXn/9l7n+GOmfmmejVQM1gIAlJVzPxAGZ2bdkANFAiQUFptBRqbFrrlF9iNHSJ2NK22YmtoYysBKmK0dLfyAxXEAmQUkKEQqwpqeFNm3rzDGfbevz/2Wefsm+9VUUAl7z76roiMzLz3zGevvdb6ru9aW71vx/vrhjA2rGUta/kyZGLhk1O4vYRDCTx+K3yu14q1lrV8ZTI2cN0w/L1nu8/1WrHWspavXESPKt99ps/PpaxlLV/7slautaz...
1
math
grade-1
square-corners
true
false
Which shape has 1 square corner?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGcklEQVR4nO3dy24cRRQG4L96psce9zgoigxGQt4kgJywcUA4ArHhAVjmaVjyamyyYR3CEgmz9U2K8dBZtMcQKYrSp6rOpf1/O8vqi+r86p6p7qmT+r7vT66APy6BszVw3YMo2zwBuzPg8x3gkwWQTl73/YtT69OiKTu+B8xfXQ5/fLoAvuyGFBLlOlsDLy+Av66A3y+B5vR6+AdDRiXtzoZMAcD5GmjW//sHUUmbTP3TA43tqdBdwaCRCgaNVDBopIJBIxUMGql...
1
math
algebra-2
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
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"
[ "Law of Sines", "Law of Cosines" ]
null
1
math
algebra-2
outliers-in-scatter-plots
true
false
The three scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUYAAAFGCAYAAAAW1zbwAAAnHElEQVR4nO3dfVBTV+I38G/CS1BJkFRx1KKZGrRYKVYkmGr2qX1q6q/bnd12asW+F2zr0qp0O7Z2xw6suz93Ulyn9W2VacvT2V3Wt7a223HrdrZadhEhLqsVUAusqVS7Bg1vqYQQuc8fKdFcQERPXoDvZ4bCObnknGD5cm7uuecoJEmS/usG6i4BbZcBjwQiomElUgGoI4CkkcC4aEDx3w5JqmgNdbeIiMJDhgaIrL3kLYyPBqaN8qYmEdFw0nYZOPU98J0b+Po...
1
math
grade-3
purchases-do-you-have-enough-money-up-to-10-dollars
false
true
A brown marble costs 40 cents. Do you have enough money to buy it?
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"
[ "yes", "no" ]
null
1
science
grade-5
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch, and heat begins to flow between the blocks. The pair of blocks is insulated, so no energy escapes. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAmZUlEQVR4nO3d2XMcVb4n8G9m7VUqSdZm7ZbkXQjvwsbYpo3phoYGGhjD9EL3PPSdxzsRE/M6N+Z15j+YIOLGdNN9uX2hFxoaDG3AGO+2ZEnYlmXZ2qx9s6Taq3KZh1SVtpJcNqXMrKrvJ4JQkK7lSOfUr355zi9PCgBUEBEBUFUVo1HgbhDwyYDE6EBEaWIVAK8F2OoGNtoBAUxAiGjeaETFlTmjW0FE2e5gPmA1uhFEZB7dQe1nhR3Y7tHOVoiI0sEnA10BYCQ...
2
science
grade-2
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "85°F", "95°F", "120°F" ]
null
1
science
grade-7
use-scientific-names-to-classify-organisms
true
true
This organism is a European hedgehog. Its scientific name is Erinaceus europaeus. Select the organism in the same genus as the European hedgehog.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOydd6AcZb3+P2+Zmd09Lb2RQEiD0BN6FaRXQUFAlGZFUX8WpFgRKygWBBXuRUSwofcK4aogRToEAkRqEpJASCE9p2ybecvvj3d2zzkEIShX7uXuo8s5u2d35p13ZjbzzPN8n6/w3ntjDM45WmihhRZaaKGFFlpooYX/nZBSorVGCPFmD6WFFl4TskVCW2ihhRZaaKGFFlpo4X8/nHMYY97sYbTQwiZBt0hoCy200EILLbTQQgstvDXgnOPhbs9WbdC...
1
math
grade-3
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater area?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAL8AAACOCAYAAABgzNkOAAAFO0lEQVR4nO3dsWuTeRzH8c/TxhJy8Y7HSs5CFpHL1UkHqYODGRoKwbpIwYqjU8Axu1On/hEdBM1ax7aEFhcdCrVDyTWrPY+KqdYENcbfDY+NJweapnnytPm+XxDShzxP+y28nx8P4QnxnHPu1Sep2pD2W9JnJ2AgxTzp9LD0R0L6fUTyXn107vm7qMcC+uvqr1JsuxFsjI1If/4SnBnAINpvSZW69Pcn6a+GNPTuc/AC4WPQnR4OOpek9y1pqPWfF4BBd9B500l...
1
math
kindergarten
ordinal-numbers-up-to-tenth
false
true
The first picture is a train. Which picture is third? first
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"
[ "train", "plane", "bear" ]
null
2
math
pre-k
pennies-nickels-dimes-and-quarters
false
true
Which coin is this?
"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"
[ "dime", "quarter", "penny", "nickel" ]
null
0