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4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
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1.12k
problem_pic
unknown
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choices_pic
listlengths
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answer_idx
int64
0
3
math
grade-8
perimeter-and-area-changes-in-scale
false
true
Look at this triangle: If all three dimensions are tripled, then which of the following statements about its perimeter will be true?
"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"
[ "The ratio of the new perimeter to the old perimeter will be 1:2.", "The ratio of the new perimeter to the old perimeter will be 2:1.", "The ratio of the new perimeter to the old perimeter will be 3:1.", "The ratio of the new perimeter to the old perimeter will be 4:1." ]
null
2
math
calculus
describe-linear-and-exponential-growth-and-decay
false
true
How does h(x) change over the interval from x=1 to x=3?
"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"
[ "h(x) increases by 4", "h(x) increases by 200%", "h(x) increases by a factor of 4", "h(x) increases by 100%" ]
null
0
math
grade-8
parts-of-three-dimensional-figures
false
true
In the triangular prism shown below, which lines are parallel? O
"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"
[ "KL\n and \nKN", "KN\n and \nLO", "KN\n and \nMN", "JK\n and \nJL" ]
null
1
math
pre-k
represent-numbers-with-shapes-up-to-5
true
false
Which group has 3 rectangles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAExklEQVR4nO3cMW4UBxSA4bf2glZroEyUAyQ5AhfwYSg4EIehpOIGhPRxWhuvjGNrUqyQkn71L6y/r5rRSE+v+vWqWS3Lslzdz/y5m7l5nHlYBuAg1quZl+czv25nfn4+s7r6uiwfr4+9FnDqXr+aWX/e7V9+eT7z+8W+RgCHcPM48+l25q/7mT92M2fXD/sPYgMc2svzfVtmZr48zpw9/ucDwKF9a8s/y8zZcVcBnhLBATKCA2QEB8gIDpARHCAjOEBGcICM4AA...
0
math
pre-k
represent-numbers-up-to-20
true
false
Which picture shows 5 stars?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAASoAAABcCAYAAADZNvhHAAAIkklEQVR4nO3dPXAadxoG8IddJAICfRgrOgtHzNmRHH8kk2EySXetr7nC49p1rvS5Tpuky026y7VJ67mZuybXqsz40nl8lmI5ECGJA/SFWGkldkmx+hPJQoDQfry79/wqBIjdB3kev8Dun1i73W5vHAI/GUDDAlptEBEFKh4DMjownwJmRoHYhtlu/7Ab9G4REXX3yTgQXzacH66NArfGnBYjIgpSwwJeNoH1Q2DJALTdlnMDS4qIpMjoTicBwJ4FaNaJG4iIpFC...
0
math
pre-k
circles-squares-triangles-and-rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAEgElEQVR4nO3dO28TQRiF4WPnUnDtQPwAoKXj1xEh0dDQ0NEgOjoqOjo6qKiQMQYJEHIiC0WyiSH2zg7FagFBIIm9++1c3qciCggXr5x4fCbpee/97kIazaWZkwovYG2bPen8hnT1jHR5W+rtHnr/ctr1w0LKbl6QNt/Oqw+ubEvXz1YVAuuaOenNgTReSMO51J8W1SeIDE06v1E1JUlfndR3v30CaFLd1NJL/W4fCnJBaDBBaDBBaDBBaDBBaDBBaDBBaDBBaDB...
2
math
grade-3
compare-fractions-using-number-lines
false
true
Which fraction is less?
"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"
[ "3/8", "3/6" ]
null
0
math
grade-3
open-and-closed-shapes
false
true
Is this shape open or closed?
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[ "open", "closed" ]
null
1
science
grade-6
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 shapes.
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"
[ "The magnitude of the magnetic force is greater in Pair 2.", "The magnitude of the magnetic force is the same in both pairs.", "The magnitude of the magnetic force is greater in Pair 1." ]
null
0
engineer
grade-6
identify-control-and-experimental-groups
false
true
In this experiment, which were part of an experimental group? The passage below describes an experiment. Hassan noticed that he could make a dome of water on a penny if he added drops of water slowly enough. He wondered if adding soap to the water would allow him to fit more or less water on the penny. Hassan put equal-sized drops of pure water, one at a time, onto a penny. He recorded the number of drops he could add before the water spilled over the edge of the penny. Then, he rinsed and dried the penny, and repeated the test using water mixed with hand soap. Hassan repeated these trials on seven additional pennies.
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"
[ "the pennies with pure water", "the pennies with soapy water" ]
null
1
math
pre-k
addition-sentences-up-to-5-what-does-the-model-show
false
true
Which addition sentence does the picture show?
"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"
[ "3+2=5", "1+4=5" ]
null
1
science
grade-2
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
"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"
[ "100°F", "110°F", "80°F" ]
null
0
math
pre-k
one-more-with-pictures-up-to-5
true
true
Count the rubber ducks in this group. Which group has one more than the group you counted?
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x1E0i0MDI0DCWP0igpIqy0Fm01gxQy+a7a6jddHxp+3Y1MjkVJZWMMhGvp3LLR2hq/Vere8C3iMs//h9cfuav8Fc2UOEDvx3GW7kJizCGaaMdja19ONpHciZEMq2ZyrrJZOJERvrZVeUBIF6+l7Hhc9z7RGrJ+05ZBxgfOIYRPEx3dy/3fvjpDdtTeq35suLxu/GUVmI6E5KVdSJZEUIIMZ91LbDnJMb76PrBl5g4+xzuokqCxUV4lY1l2GjlImV4yaSyTA9forRuC42lkwT0KKFkM+nxHqaK9xAe6+DQr+3G6yzyAtesjHWA8aFjOA6k3PeRyBax78G/2LBDjs0nE5um6wd/xcgb38XyBCiracRt2hjZOEopEmYQJ6MJj/djetxs2VpBefxVou57iPddIFW2g4H+fnY8vIO6upufE+1qIhS2ic1cxvRupncwzu53/RnldfeswdHeOt6elZKKClzZOJbhSFbWiWRFCCHE2xVEgT0nE5um77mv0ffi17FTcTwllXiDpbi8fgL+AEWuLG4zjUKRnBon4qpkdHgYnBjbfqGKmuooKrvw7HPaqiIUsYiFc0OVpd2HCYUyHHj0y7g8JWt1mLcU7dgMvfptLn33T8gmY5geL/7yTVhuL8GiEjzpSUrKvRgo4tMhYilNzCpjovMU29+3n+otGk928TF8M64DjPYfA5gtGGJsvfN3qW9+fC0O8ZYkWSk8khUhhBBzCqrAnpOJTdP3/FcZev17mC4XlstFoKQcNGSzNulkjNDARfwVfhrv2YXhbqeibhfu7OmFN2r4GZvIkk7HUFaAqLOPaDTOnb/wP7Dc80wlLa6TjYUYOfUs/T/9BnY8jNtfSqAk93tzsppEIkp8sp9sIsamI60UNQzgCQQoD0bAiS243ZS1n/GB3KMKZvAwl3v62XboM9Q3f3hNjutWJ1kpPJIVIYQQBVlgz9GOQ3JygMlLrzMx/Dx+dxyPK42yEpjuKNn0ZQAq6w/hdRYpGIAke5kYyd1+jThtJJImBx59Sp5ZXCbtOGQTYaYvvcFkz09w1ChBbwZNEsufwk53ABAoaaAsEF20YNBWFYMDQwCYwQN0XrxEy72flYJhBSQrhUeyIoQQG9e6zeS4FMow8FU10VDVxNRzP8XlSWAkT+JosFxVlFUdws0Ayl68YABNeOoiAGn3QaYG+jn8gW9KwbACyjBwBcqoPvAoSdcIkYEOlHkOAAMfxTVteDwurPRbi45yAZDR9cAQhreJ3t4h6nf/shQMKyRZKTySFSGE2LgKusCeo7VDdLqTpt1VFDkWV6aItkNLWt9x7yCTvoDhb2Xg0gUOPPI3+IoaV7HFG0N0uoOiEh+bikpmZ6HLAO2QXtoLcPHEDACTYTe+kiZajvze6jV2g5CsFCbJihBCbCy3xJRfqdggyeggQdXLYlNELyy3zshYhOpt76Ws7u68tm9j0oRHT1BerK+Z4lmxnPOTTYVQ/gNMTwyx+74/Xta6Yn6SlUIkWRFCiI2m4AtsrTWXjv1XtjfvRtnjK96O4WkgGp6gac9H89i6javv3NfQTgjfTZ7nXZjGUDbhSIaKhndLL2keSFYKk2RFCCE2noIvsEMjrzPe9zx1lSvvsVE6jWH6AEWwfFf+GrdBxWf6uXzmv7NnTysr70lTGK4KpiZHCJa35LN5G9ZE348lKwVGsiKEEBtTQRfYkclznH3hd2i765cws903Xd5wzT+EmMr0YbmCgGai7/k8t3JjSSfDnHvxt6ltbKPIl77p8sosggUmJQkEi6moqCM63cFyp4gW14tMnuPCK38kWSkgkhUhhNi4CrbAzqSmufDKH1FavYWyQAKcyE3XyVo7FvysqMjA5fEx3HU0n83cUDKpEKd/9CkyyVG2bGmA+ImbrmO7WlioIHDZlygu9jLZ/1Mik+fy3NqNIxHpk6wUGMmKEEJsbAVZYM9MnOW1b38AX8DNzl2tGJlObnp71VWDNksX/NiTPUPzjhYm+1+k99zf57O5KxYL9653E5YsnQxx6tlPY6fHOHjvhzHsoSWtp911YJTN/6ETp6pc4fV6eOuF3yWbDuWvwe9AItK33k1YspmJsxx/+lckKwVEsiKEEKLgCuzx3h9x+ke/Tln1Flp27sXSYXT87E3Xc6xqsKrBdC+4TEWgh+3Nu+k+/kX6zn2V9ZpjR2uH7lN/yRvf/SCDHd9alzYsR2TyHCee/giGkeTA3R/CVGFU5IWbr2iVgRFEu6sXXMSdOcX+/bvIxIc4+cynia/jBTuTCtHxxv/Fa99+P9PDr61bO5Yql5V/Q1nVZslKgZCsCCGEgAIqsLXW9Jz6Emdf+B227nmIlp0tKFLomZ8sbX2zKveF1bDgMsqeZFPJJZqbt9F1/Au89cJvkYj056P5S6SZHn6V40c/Qu/pL1NTW8tk/4truP/lG7r0LY4f/RWCpdW0HbgXQ8dRsTeWtK525YoFx7Vl0eU82WPcfagBO9nHiaMfpf/811jb50w1Y5ef5fjRJ5i4/B2Ky8rpb//HNdz/8lyflQclKwVCsiKEEGJOQUw0k0mFaX/ls0z2vciB+58k4IlgGKBCRxedPvgqBUYpAI65CYNFXvLSceqK2/HfcYgzp17k+MhJanZ8gMZdH8UbbEAt8JLROzU9/Bo9Z/47oZETVNW3sP+uaqLpWk6/+SK5adwK5t86QK6Iu/DKZxnpPErLHR+gqtwFpDATxyB185foADSzPaRGGcoKoLMLn0vL7uFQ22Yu9Rl0Hvu/6W//R7bu/3XqdnyQ1fzdTA+/Ss+ZpwiPnKBp2y42V8aYTGymu6cDrR2UKqzzMm9WFKjw05KVdSJZKcysCCHEelJ6ve79zsqkZjj17CdJJ0dpO/xhvNY0lnLQ4R8ssWDIsUs/cuVrM/RPLKVXxzEr6Z2oo6/7AgpF7Y73U9n4AJWND6KUuZLDuY7WNhP9zzPS9X0m+l7A7S+h7c4HCThvQmaI4ekqLnUO8uC/OkWhFQ3nX/4DRju/z4H7niTgjWAYDiryImRGl7wNx9eG9rQCYCbeWGKxoYk4bbR3jJCMhfEE66nf8X5qtv0i3uCmvFzEM6kQE/3PMdJ1lNDISUoqm9i55yDexFG0WcHwmKKze4gHPvZmQRUN82dFz2YluuTtSFbyS7JSeFkRQoj1tq4FdiYV5s1nP0k2Ocad9z6OQQgz3Q2xY8velg68C8dVD4AZeQbs6aWuiRN4mOFQMV1nvg8oLHeQisZ3U9X0IMGynXiDmwC1aI/d3K8xmw4TGj3O1MhxRruOYqejeAKl7Nz/PooDSYzQ/wdOjLRrP5OTM3RenuaBj75M4czMpjnz3G8x2f9TDj3wCTxWCCM7ioqsYMg27zZs7xEAVOocRuKtpbfCvYWE5246zp5kZuIyAMHyFiqa3k1ZzUFKaw6jlIHW3KQnNXdeEpEBpkePMT18gqmBF8mmI5RUbmXH3ofwW5Oo2X/Qpcz9TIUSDI1bHPnF/0WhnBfJimRlwVZIVoQQouCsW4GdTc/w5jOfJJMc5c77Hsetw+jw95fVa30dwwXuRrSTRqUHlr269mzD9t1FIh1gsOcUYwNnrnzmCdbhDdZRVnMQgNLag2gN2UyE6ORFlFJEpztIRIeITXUACpSmYdt91DTswuuKYzozEPnxlZ7GUGITkWQFPd3t3P340YKYnU1rzfmX/4Cxrqc5+O5P4HdNoeLHl3ybe16zI1aodDc4meW3KfggKXM701PT9F/6GclYaO4TguU78QbrCJa1YLmLCJTlJuFIxYZIRocAxfToCVLRIZLREUCjFGzZ/QhVdU24mMLSsdyfOxSgmYyWE7WbGOzr5+7Hj+LylK782PNEsiJZWVKbJCtCCFEw1qXA1lrT/spnGe08yj0PfxyXHoPp76x1M+bn24Pj3opj1pLKuJgJjTM28BYzk5eZu7Dc8BtTuU+KK7ZQ07iPouJKPK4MSsdQCox0J8SOX1lcu5oY7O8iaRwgmwnhKnuIliP/ce2OcQHnX/59RjvnCoYQ6p0UcflkBDCK30VGFZPV5SQSSaZGexgfOUcqHgY06Lf3nunZW9aayk17qazbTVFxMS4VA51GGWAm3kInro4prN17GOw7zVRqB9qOUdb0L9l64DfX8khvIFmRrCzLBs6KEEIUknUpsLvf/G/0nvk7Dj7wCQLmKIQKpGC4QqN8rWjvHmxtMnfrU6sAztzLSLPXKO2QuwA509evrxSmDqFnfnbDhTep2pia7Gc8bLG32ccbb0a47yM/y8uzrCs11PktLr78n2m756OUBpOoqW+uW1sWZAQgcBeOVT37mEGuWrNV2Ww5dw0NCgdDh6/7oVIKI9MP0Zdv2Hw4vZ1YPM5MzKJ5Mxw/p7j3wz9gPZ/5laxIVlZkA2ZFCCEKyZoX2JHJcxw/+lGa9/8ideU2zHx3LXe/fEYA/AfAVY+DOc94wNdcrhSY2obsMERfYr5nErVVxeDAEMGqeynxhTHMDBc6HUq3fYr65sdX+WDml4j0c/zoEzRsv5vGhqJljN6yXjR4tqPdm8GqxtFpYKExnTXKMDCcJCp16bpeuGs57h0M9bXjr3oX5b5ecBKc6nDTuP8/Ur35kVU7ksVIViQr79zGyIoQQhSaNS2wtXY4fvQjGEaafXccwgh9r8AvTvMwAijPVnLDhc0WDFqh05eXdCwJ2kgkxikvSmD77sZMnCKSqaJvvJZ9D/05a/+ikObkM/+aZKSbw/c/gjH1nVvvnAC4alBWFVf75mZ7UhM3n3gFcj1yCodi7wB28FHM+MtMJbYyHm1i9/3/x6oNSbcQyYpkZdXcZlkRQohCtKbjYA93fpfoVAf3vOdjGJECeWZxuZzYki9Eb6etKkJj56itrsDxtoEKgD2G3+Vlsr8dx3EwjLW99T3e+2PCIye44/6PYUSeuzXPCUBmFL2MYdGu5bh3YMejlBcnsX0PgVKQnabEX8mFCy/MjvG7tudlLit3P/xxjMh3b83zIlkpTLdZVoQQohCt2QNzWjv0nnmKxu33YWW7ljVG7O1BE0+XUVvTiHZvQ1sNGJlzoDVmthcDRXh0abO+5a1F2mHgwjcpqdxKkXsAUj1ruv+CYPhJRBOUB2ZyhZxZhpE4BYCZ6SCbjhKbvrCmTbo2K65Mh2RFslIYCjArQghRqNaswJ7o+zHJ6DD1m7etbJzYW5ztbsXvSaJdtWj3VlT6MipxEcj11lXWbmN65MSatik0+jqhkRM0774Lws+s6b4LRdrYQsAbzk30YW3KnZd0bkpw7W6mtKKe6ZHjN9lKfklWJCuFqBCzIoQQhWrNCuzxvhfwBkrw2O1rtcs80wt8vbR1zWwf2lV3pWAw4q9d+dRWNbi9PqLTHXlp6VKN976AUuBTnWu639WxslcJ3E4fjrcV7d6Kkbp0/XnRAVyudTgvkhXJyqq6fbIihBCFak2ewdbaZmLgpzTvPgTRZ3M/NMvBmebGgXILwWybfHvQZjVoG+UuR+NGz36WyVoY6S5cqaX02Ci0txXt2oQRewmVuXZyD006Ay4TIonI7L5X/yUhrR0mBn7K9rb3oGJPAwplFaGdFDjpVd//ymhwVYOrAe2qzP3ZMUtBKbRjo5SbdCqBlW3HTC/hQm+4sAOHQQUxo89D9vpHMZLJJAG/wXR0iLU7L5IVyUo+3P5ZEUKIQrYmBXZ0qh07HaHIb8Ps9cjxNGDEp9Zi9ytjVUPiPIrzgIJY7pKhXDXg2YHbvQnH2kMk7aZInQInvuCmtK8FZY9jJk/eOEObESAycRHM1tyyWq/JW/jRqfOkosMU+Zohm9uf7d6KEV/6FM1rzlUNdgwyb95w+VaebeBuwu2tJZX9eWzHjTu7+At22r0VM9MLyXlm37OqCI2cRfkO56/9SyBZkazkxQbIihBCFLI1KbCz6QhKgce5BIAyg+AUTm+cMoM4rmpQAbRZChoMexCl42j7bSMFZEYhM4oCjOJHicRtbF1EqT/GQr02KrFwD5Ft7SCTPgE+iE1fytsx3Uw2HUErjU+N5X5gukG7WOnt41XhqkFbpWjtR1ulKCeCoQYhm7mx+Ep1Q6obZQQwg7/E5FSM0rL9eO3TC25eJRc+LynqgaE8HcjSSVYkKyuyAbMihBCFbE0K7OmRE2jtYGR7AYXj3oSiAG6tumqwPXvAqgFAZQcxsoOQ7IErN7gXlo5PYGYjRGMDFJfuwkh3LbsJ05OzLwlpjeEKLnv9lYpMdYB2sDJncj9wNYAugHMC4GvD9jQDbpSOQXoIM3EK7OmbrQlOjKnx8+j0EFODHdTXupa/f8NPZLov97W68r81IVlZmGRlHhs4K0IIUcjWaBxsPTs2ajb3nVGDkVnfl2GUGSDrbUXZMYzEG5AdAHvpF03baqR/JIk3O/9sZ0uRdh8hGctNQ5xK2/iCdWs2SUM2PTM3vQSgcFQZFEAh5/j2oq0qVOoSRnoA7BDL6SmMG3tJJ9OobHTFbUgZzSRjueeFo5EE4FnxtpZPsjIfycqNJCtCCFG41uYlx2v+jwKtrHW/u6rtGGbkuRWt67iaONWepa7aQRPANPTye+QMP1Mjb175NpGI4CtpRuvc3A2rT6GUwZVZ3KxSVHZsLXa8KGOFE5OAJmHs50LHKHXVPhygrHoXsLzzoq0qxgeOz22SaHiY8s1HWKueOcnKPCQr89roWRFCiEK2JgW2uvIXrprtBFJoqwSVGVmL3eeHfy/avRkci8moi22tRURDI/R0drB95360akfpxJI3F800kk3nLpCG5Sc8OEhJ/XvXdJphfd2oFHrdC7llM/zg3Y12VWJTRGTGQ+PONiaHLhKanCRQXYZ/mZsMzVy9TW54qkgm4niL6vPb7kVIVm4kWcmD2zArQghRyNakwDZdRTdckDSewu/n8B8EqwHbdIMG5cTRhqK82ADiFPuKqat/kv7LXRw77+Lg3ipMu++mm01b+wldMyGDdu/E4QKVjQ+u4sFczxusu+575WRBudds/ytm+NGBI2DVo1UG7YDhJFGGQUVxBpSifOcO7F2HOXv8Gfy+LexqGF/StNYJ2ojNnLzyvWPWoOmmrObQah7RdSQr15OsvAO3eVaEEKKQrUmBXVTRAlrhWA0Y2YHc7VVVuha7XhnDD64qlE6iI9/DdMjd9bx2eFcjgPJsQXtbaNpcjaPv5GxnB/u3Lr5px7Ofsd5rxgPWEE9qPP56guW7V+d45uELbkJpRdZqw8q+hXJGccxNa7b/FfFsRRk+SJyH7AtXi04N5tw3rhpwN2J4trH/0H0cf+WHjJY2U+M/teims+59TPZdPztgKJTAE6hd0/MylxXb1YKZ6ZCsSFZWZgNkRQghCtmazORYVL4brTRJO3f70MgMoC0/hfqsnlIGWpk42gD3Nq69a3+FE0MnzsH0dzBjL7B5yxZmpiaIcWTB7WpXE2PD56//oeVjpP8SVZvfjWGYeT+WhZTWHkYrTSLtA8BID4JVSqGeEwCcOA4m2lUOrtqrP7+2yZlRiB1HTf1PrOQJWg9+kI72c2TdbQtv1r2PkbcVDIa7iumJESobH5h9/nZtzGUllS3NtUOycpVkZek2QFaEEKKQrcnfhi5PCZ5ALZPTCbRVBdlp0FkwVjAs1Cpz/HeRLXo/2qhG2WO5MWNvJjOGmTqGVpqpcBLHvf2GRbSrgdHRYbLp6yfZSBt70EDTnl/N0xEsjVIGgbIWpsJxtKsRbUdR6aHZwqGwKDOAXfI4tv9IrmM03Q1LeCZZJ87j0pcBxWQomfuz9zaOex9DbysYAGJ2Iw6axjU+L5IVyco7sZGyIoQQhWyNuhsUpbWHiMVSROJFAJiJk7nxZAuMEX8dM/RPGPHXcj08SxRLuFFaYTmTxJIm1z5I67j3MDo6fkPBYLqrGLx8nppt78UbbMzXISxR7pyEZyKEw7mJKMzUWZSrfI3bcXPajmHOfAczfBQj8dayhogbHx0FHDIz58mo61/AyngOz1swGL6djPRdZMu+T+ErWp/zIlmRrKzExsqKEEIUrjW7n1fZ8G7GRrqJzAyQNvdAdhplj6/V7pdpeUMEpM09nG+/TEXtZuzUZeLTPczdi826jzDUd5ps+vqxZhUQTtahUWw98G/z1O7lqdv+fqYnBognkiTVLrQdRWcKdEpurVneedGE9b10X7rIlua9ACRiM1c+TdDGaO8rN6ylLD/jIY3hCqxbj9y1WUlZ+yUrSFaWZQNlRQghCtWaFdhVm9+DJ1CH8jQzNnga292GzkbyvyPlY63G0NJmFWOJA7z2RgceXwmlntyoCG5/ORh+YvYuRvpennddx3+YseEuth/67XXr+SmqaMUbqMd2bWFi+C1s197cIwmrYu3GNbNdzfRMtnL65HEatuxGxY8B4PEVo11NTCfqmBw5Oe+6KXYTnhhkx+HfxuUpXbM2X+varIwPHJesSFZWza2eFSGEKFRrVmArZdCw+6MMj+Z6fYb7TmIv8jLNiukEjquBCIewrab8bx9Im3sZTdzJS2+EuHD+LHUNO6kKDuHMzojm9pQwMpFhevyteddX/jvouXSWkpo7aGr92Kq0cWkUW/b/OqMj4xiWn+H+N0lbB1iNC7w2K0ma+8lYqzTKgOEnae6jc6KNl1/rpf9yB9t2tOLO5EahUICJxWB/F7Hw/MPDKf8BBnovUNn4Lup2PL467VwCycpVkpVVcBtlRQghCpXS18+gsKoyqTDHvv/LbKorhUTueb7y6t34rSFw4ouvvEzavYOJmSDxlMbv8xL0JvCYMxiZy8velm01kdZ1TEzFGRnuJRFLAIr6xhaKfAky0QtLHlDAcG+iqyeEO1DL4Q98c917frR2OP79X6aywoWRyPVelVRsp8g9DsuYDGRJDD+RbDMToSxejwu/1yDgjWBlLi21tVz5RRt+suYmoqkiJiYzDPdfQGtwe3zU1G/FRy/Z9NIfqzD8B+i8dIlAWTN3PPplXJ6SZR9ePs2XlYq6O/GpLsnKOpGszG2usLIihBCFaE0LbIDx3me59NrnaGooxk70AOANVFNeUYeRPn+TtZfJCJI2djATmiaeLmN8cojEzBS1m3diKJvyMv/c5Mfk5tBTaDQaL5NTU2TTacaG+2b7qAwUUFJRT0VFCUamF3sZFyUAw7eLvoEpsrbmzkefoqiiNb/Hu0KRyXMcP/oEO7ZV46R6AbDcfqpqd2Gmz5Dv4ci0u5nQTJpEOkA8qRjuv0BxeRXBojKKgh48boNr58GeG1Y5kXSIxVNEImEiU+PoK+1yqG/cRcCn0KmOK72jSzVXMHgCNRz+wD+teyE3R7IiWZGsCCHErWnNC2yA7lN/yczgP1Pm6bju58UVuwgGFEb6Enm9UBkBsmYL48NnQAVR7joy2kcsksDOxJmaHALAYe6ZGQONQ3XtDiyXhcdj4bIyOIlLONmbz3I2fxMO0NlxCcMVmC0Y9uTr6PKi79xXGbn0NWpLxtH21d44b6CasooGzPT8t/BXTpN17ycajRCd6sDy78JWQTJpSCYTROMhEjMhrj0roPEXVxDwF+Px+XG7NBYRsrGLK75Rb3sP09t1nkBZM3vu/+OCmyhDsiJZkawIIcStZ10KbNCc/OEnCHoSeOwbh37yByopKi7BcvpRKr/Ns937SKbSzExfwk4nb/h8rgdotpnvuHZRlp8UuxnovYAnUEPbg18ouIJhzvmf/SdSM6eoCAyis9c/huANVFMcLMZkGFMtfeivpdCuJlJOGcnoONFwrlfw7edBqfw+7aosPzPp7YwPdxMo2zF7q7s0j3vIl8Wz4g1UU1JShun0YOT5eWDJysIkK6V53IMQQtx+1qnAhkxqhjef+deUlbpwp4/Nv5CGQMCHZabxeRWWma+eutlqwN1MWgfIZrNkUjEUikxqikQsdzu7pHwXGgetDezMBKnoBPYy9mJ6NzMW9hCeGKSk5g7aHvxiwT+v2P7S75MKn6I8MIheoAfS4wa3W+HzGLhd+X1PVltVaLMax3GTSCZwsmkMpYjO9GFn47j81Xg9ZRiGxskmic/0YS/zT7Dp20nfwCSpZIKabe+l5a7fw3IX5/U48mkpWVEafAEfLsnKmpGsCCGEWMi6Fdg5mvMv/QEqc4mAunhDT9DbWZbC7QLTBJ/HheEKYLG8ZwgXawsAhh/HqsfWfrIZm1hkkGRsYllbMiw/WVcrPZ1nUSg27/sU2+743yjoqZVnaa1pf/kPSIVPUhkM42QWfnZWAYYJlqnweBQuEyxPKS4V4Wof2js55rluUZ0rJowqso6LVGKaRGSI9Dy9qosxLD8xvYvhvnZMVxHbD/82m5o//A7at5beWVYslweD5f2+FmsLIFmRrAghhFjAOhfYuYtUz+kvMdH9PepqPDiJi8vehmUp/CUtKAxcHhem4cG55p61S4VRykSjQTtk9PU9Y+lEFBQkIn2kUyt7bnSOETjA0OgU8fAkgbJmdt/3+YJ5QWs5+s5/laH2r9OwqRo7usAdhkUYBgSKG8EI4nb7MCwTA66cF5MkhpG9srzjWNh4UeTOWjZrk07H0XaSaOjyO6o9DMuP7WplcKCHdDJORcO7aT7yu7fczHNzWZm8/G1qq/zvKCsGDpbHd11WlE5jGQnJyjJJVoQQQrzduhfYc6aGX+Xiy39I3aZ6jNSbN+2hKzTKf4DhsVyxYLoCbNn/6dlxewu/J24hkclzXHj5cxQVmQSMgUV76AqRMv04nlaG+ntIJeO4A3W0HP53VG1+eL2b9o5MDb/KhZc+T/2mOoy0ZKUQSFaEEEJcq2AKbIB0MsTAhW8wcvEbNG1uwYm+uoZzmi2fsvw47lbGx0aJzhYLDXueoGnPr2G5C/v50aXT9J37GoPt/0BdfSVm+vyKR4dYK4a7iiRbGB/OFQueQC1b9v869c0f4lYu4q6VToYYaP86I5f+kcaGBnT8lGRl3UlWhBBC5BRUgT0nEenn8um/ITLxKlVVtViZArlQzT51YvhbSWb9DPacR0OuWNj9BE2tt1OxcL1MKkT/+a8z3v09yquq8LH8sY1XkzL9KO8uJqeiTE8MAhp3oI6t+z9N3Y7HUGrNJi1dU/GZPi6f+VuikpWCIVkRQghRkAX2nESkn/72bzDS+T3qNm3F505hx/I9xuxNaDBcAbS7mWTaZGK0l1QyN/Ztac0d1Gz/wIa6KGVSIYY7v8dA+z9QUuynpLgYne7GSY+ueVtMdxW2uZmZWJbx4YsoDExXgMqmB6jb/gHK6u5io/TCSVYKj2RFCCE2roIusOekkyHG+3/CZP/zRMePU17VgN/rQtnj6FRv3m+NG+4qlKuWtOMlFk0yMdJJbgIHTaCshdrt76eq6SG8wQaU2pgXJa0dJvp+wnjf80z2P09RSQmlZeW4mMFJDy57hrilcAX2kNUBUmmHUGicWHgCDRiuIGU1B6lsejdVTT+/ocfolawUHsmKEEJsPLdEgX2VJpMKM973HKGR40yPHicdG6a6rhmX243HbWCQQOkM6CROsnd2rZwrl3crgOluQGvQyo2NF8dxE4/PkIiHiYUnr6zjCdRSWnuQ0pqDVDU9NDs278YsFBaitU1o5Bjj/c8THjlOdPoSpZVb8PqL8XkcTGVj6NxjC3Z6AK55hOHa+UmUdzOG4c0tp4uwUaTSNnYmzfhw15VpuEFTUnMnpTUHKSrfSdXmn+fqDHYiR7JSiCQrQgixMdxiBfb1tHZIRgeJTl0gMn2R0MgJ7PQMsVAnWmsMZeBo5+pMZ1euULPDks1O8wwGKE1J1Z1YniDBshZKaw7hL27AE9i0YW5p54PWDtn0DNGpdqZHTpCMDZOMDBGdvoCdiQIq15MGgIHWDkrlJnm+Wopdne7ZE6jDF6wjUNaCN1hHUfkuSmoOYxgGUrwtnWSl8EhWhBDi9nVLF9jzmbsIaa2ZHj525WsAOxvBtIoArrtdHSzfhctTDFdGlhX5pWfPgSY6dYFsOoLWmrlTkElHsFzXnxfLXUSwfBdz52SjPl6wmiQrhUiyIoQQt4PbrsAWQgghhBBiPcn9XCGEEEIIIfJICmwhhBBCCCHySApsIYQQQggh8kgKbCGEEEIIIfJICmwhhBBCCCHySApsIYQQQggh8kgKbCGEEEIIIfJICmwhhBBCCCHySApsIYQQQggh8kgKbCGEEEIIIfLo/wc42O1WrMRbiQAAAABJRU5ErkJggg=="
null
[ "iVBORw0KGgoAAAANSUhEUgAABOwAAAB+CAYAAACXpI7eAABj1ElEQVR4nO3dd3wlWX3n/c+puvle5axW6CR1q3OeCBMIw2IGz4BZE9bewQbs9Xof89hre71rE+xnn2dtHPCusTHgxWBs490FBs+AYYAJMLlzVqvVrZzTvbo5VJ3njyt1mJbUklqhuvV7v2C6W/dW1SmVvrpVv3PqlAI0QgghhBBCiCWhtWYwA+0JiFqQk7NtIYQQQszBpaDAhKYAVHnyX1NIwU4IIYQQQoglM5jWvD652q0QQgghxO3orkKo9IBrtRsihBBCCCH...
0
science
grade-4
compare-properties-of-materials
true
false
Which is the stickiest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA0aUlEQVR4nO2de0xbaXr/v+f4bmyDbQwYCHcw1wAm3HIjmdwmgSQw29WOOrfd7lZVu9tWbaWtVHW7rdpKu6p+rTrb3VVVdWYn092ZaleZCSQhlwkJATIhkAQS7uEW7sZgLrbx3e/vD3rO2HGSIQGDk5yPhJIYc857nC/v+z7P+1yotiVCdGGAnAcOjk3F7AH6rcC0E1Dygd0Rq6/TnCA5tgo5D9CFrf7d4vnqdZoTJMdWwujPRb56jd6aoXBwPBlOlBwhBydKjpC...
1
math
grade-8
identify-linear-and-nonlinear-functions-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"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"
[ "linear", "nonlinear" ]
null
1
math
kindergarten
compare-two-groups-of-coins-pennies-through-dimes
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAeUAAACYCAYAAADa+/HJAAB0Z0lEQVR4nO39d5xcd33vjz9PmTO97c72ri3a1ar37l7kChibkkASQknhSxK4N41ccpPcm+Tmlxu4pJAYCGDAYIqNe5GrLFm9ty3S9t5mp5fTfn+M5iAlJEi2Ja/DeT4eemhXu5o57zMz79fn8/68i2CapjmRh3NpSOigmdjY2NjY2NhcA2QB/BK0eqBCAWEiZ5oH4u/0ZdnY2NjY2PxisyEAcm+68E2VAou9BcW2sbGxsbGxufokdOhOwXgeetIgxrXCD2xBtrG...
1
math
kindergarten
are-there-enough
false
true
Are there enough pencils for every piece of paper?
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"
[ "no", "yes" ]
null
0
math
grade-7
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
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"
[ "negative trend", "positive trend", "no trend" ]
null
2
math
grade-7
bases-of-three-dimensional-figures
false
true
Look at this figure: What is the shape of its base?
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nv/QP+/EJEUIIIYSQucDACOz7brwfAHDG7/8GutpBt6pRSyc0I4qGBsQkjTNRN0d7tff2j5f2CSQkiCSBbu89YKPTnQ2aKdJExIbO1Jq82L2jeugcWAMA3vKnb9n3D4YQQgghhMwpBkJg/8mn3oLNN29BZ0GN4593AjquF6whrkIF81+n4TKh4hx0dLCBNN6jCcraFLfAi81Ml8Ig4q0aLQrV4Md2TnNkn1iiSBTZrj06XTuKekGN7iHBJrJ97Q7s3Llz/z8wQgghhBAysAyEwP78Zz4PADjq7CMxumQUXe2g0goODk4qOIlVZ0DMWy0I2tnDh+q1eDRWzg5xfeWIGbUZM8GHHUrdliqSEkQsVURCpJ+L1WwT2erCZMeq6zC0upeaHZ/8gpP2+/MihBBCCCGDy6wL7Hs33YuN3wnNjae99lR0XI2qqlBb9nWY3FiFqYu7+a9jCJ9ZQ+xzyMFGNIAg1LIV8GLLAdVw6+H4gMKGzQDBjy3mxTabiLjQ9Oi6Dr2lPQwtD17sNbeu2cdPiBBCCCGEzCVmXWCf89bnY2r7FJYcsxgrnrQCHddFLTUq50IVW9Qq2GqzGbPI9r6BoLGUEFPY4tGYpC5S+6DwgHpLD7EjBZ+IVbAtys+aHkVMVLui6dESRaqRCkOHB4E9MTaJt1/+9v33wAghhBBCyEAz6wJ77dWhufGUV5+MjuuiKx1UWofpjRoGy5QiO8hrD++Dr7qBmP86eLK9B6SR5M8GotAWmwCpxbRHbxVsq46LDaRxNuFRzDLiJGdiVwpXK7orusmL/bGPfXQ/PjFCCCGEEDLIzKrAfu37X43t92xHvaDGUy86GR0N9pBKalSugkMVYvS8eafhi0mMYnF8TZGBHV5eQqU6Lk6mEh+nNypUFBAXkvssF1vUBUHtARVJle3Wywlc7VCP1OjZZMcd9+3Euo3r9tdjI4QQQgghA8ysCuyvf/HrAIDjzj8GtXZRuw5qCWPRK6tcCyw+D4BIsHYEZ7XZQix+LzQ2hhxsIHuyQwS2wNuo9JZtJHqsVcK5JAprF7aZJqyDRUQhtaDqOXSP7KIacfBTHqedc+p+e26EEEIIIWRwmTWBfc3Pr8bDN20GAJz6209Fx3VscqMliGgVYvO82KBzbYnjxtsAdB+82HG4DKBhimMxyTEsjQ2Qlh4SM7UlVMg9QqNjsImEcekALBs7vJxDGqmuXcXQ0iH0rNlxwy837PNnRgghhBBCBp9ZE9iX/N9vwNT2KSx76iFYesSBqKsadRWEdQjoU4h3ISovRvShGA4DD8SpjQCC/8MDvjGhLWmdpEGOPh9HBKrmubaEElFA1UHEWxa2TXnUEN2H2AxZB592NezQO7wLcYLJzVN40zt/b78/R0IIIYQQMljMmsB+4OrgWT7+xcehq72QfS01anEmch2cWN1akOrXWVArfGxwTLPRfSv/uix5C6z6nI4RatbhUCE9RGOd20S9mvhGTBSZZhXRWtE7tIfO0jDZ8dP/69P78IkRQgghhJC5wKwI7HPe+Tzs2jCOkWUjOPmlJ2VriFRwEofLKERcqDDHy4xCGYBHH7GD0cfhMpZ9HUamlxYRSxCxyrba1Eaxv/AxRcQaHQGzkSCIbQl/0bKJBJFdDVcYPjykiYw/OIEf/vyH++kpEkIIIYSQQWRWBPaPr/0JAOC481ejdl3UdbCHVOLgNIxFj/9JUNDt/Gu79CShfbti7XMq9h6JxwQEIj5UyiWex8S0U7OGIOdlOwSbiA2d0UpR9Rx6K4dQj1bwUx7nvuZFM/24CCGEEELIHGK/C+zP3XAVNlwXJjee8JIT0dWYHFLDaYjmU3HQonodGw5hbpCUhW3HDBXsaPyI4jlTeriDYg7JIyGiz5odNaSJiATriZpPGxKXmyCP2xVV7M5oFz3LxH74lw/v82dICCGEEEIGl/0usN/+128DABz+zBU48IglqF2V7CEVzCJiphCNghi5MTF6qBsgZfHlMenhg0eRg21IKawRK9OFkPYC8QInAudCwyOkHeUnTkMjpEOriu26iqFVQxAnmNrex7m/yyo2IYQQQsh/VvarwN45tRMbbwzV65NffRK62rX8a2fea7OHmP86jkYXSKsoHUakA0Cc2NjANx7xv5iLXXpIfAzpC3EiuaIdz2BVaYgGxe5DeohGYa65og0VSJWtIq7r0FnaQXdZGDxzzb9fuz8eJyGEEEIIGUD2q8B+ztvOtubGYaz8zZWoXY3aVXBaW/a1WUPCeJlg3zBlLT7r5TBwpsy6tqQP84+0GxyRLB9xRnoW1sg2kJiJLSGqL9lSJArvMhNboVJUsTuKerjC8BEhE3vioQl89bqv7uOnSQghhBBCBpH9KrBvv+52AMCTLj4RXdcJo9GlDs2NRQXbSa5da+GdziPPfUjA9pKc17Yi+a0TPqaOSBihDoE0cWxN0Tpph4iaXaA5/xqWNiLZaqIasrBjfJ/rOfSW91Kz429dcvE+e46EEEIIIWRw2W8C+/IvvhcP/2gTAOCElxyP2nVRaQe1cyGeDy5MboQzj7Sa1SOr5RDF5+HR2MCZBjDzh4dH4wHfWKk7FbHj/k2K3vMWORL81dFnrTYm3Ualx2TAOIhG23nYUAD2Xuvgxa4XdtA7LDQ7brl3K/r9/r58pIQQQgghZADZbwL7ik9+BACw6tyjsHDRAai1sgbHGg61xfM58zprmKYIsWbFXG2GTV3MPmwgDpkJmwVl3R5LE0wiYXkQ0jHqT0ThJawVtRHq3oS1ahLYQLSIaJEuAmilQWhXEsanHzUE7SqaXQ3OeNkZ+/KREkIIIYSQAWS/COwHtz2IdTa58YQLjg1j0V1t0XwOTgUuVq6hYUy6ZWCnxA87VhLVolbRboozmWEkpvq1qtjRPhKM2to6pqR56jmzJBwuimmRGNWHIKhdrmyLWiZ2x6F7YBe9ZaGK/bPv/WzmHiIhhBBCCJkT7BeB/by3PAdT2/tYtHoUh//mEai1gzo2NlrmdfRel97oKIzhy1p0zAQJ72LDYxLVlizixU+7CskyO1bFBSEtJIloSzBJY9E1CWspqtkpcURDo6OWiSI9h6HlodlxfP04PvKZK/bpsyWEEEIIIYPFfhHY996wBgDwpFedgI4L4rp2FSoNY9ErcSGWTyTYRERTFnbZ4JgbGsXyroMnu0lrTHQDqYwtxct7QHxW68EuEj6qSD6XjVSPVpGYvx2Hy8RYv5AwUoxOrxSup+gu76Brg2f+9J1/us+fLyGEEEIIGRz2ucB+x2fegS23bkU9UmPVc1eFaD6NvuuqSA9xUDjA2hfDJPPpExnjv03OuZaytm3vZPpOJrEFOQ0kjkW3sexxvcRKtmqoWk8bOAOUcX3FK9pGnKJe0EHvkJCJvXPdLuzcuXNGnykhhBBCCBlc9rnA/seP/gOAMLnxgNEFyRoScq8ri+gL1gyNleuYSw0UTY4B701cS8jB9u2JMoD3oUrdWhaOEavgyU8dp0SagFbRfE4frSSavdcSBHTQ41FclxXsMDpde4ruEd3U7PjUF50y04+VEEIIIYQMKPtUYP/4rh/j4Z9sAgCc+qanorLqdRXtIV7DYBlx7VRqL4DX9D7KazOHWPVa0gIBgMabpVqwm/ta8t4th7e3tO00jh3JIiKIaSbmv9ZsFUHcx5mJxVkCiVWxXa3oLu4mL/bdv/jVjD5XQgghhBAyuOxTgf3q91yMqe19HPSUg7B4+SJ0XCdUr1GH7GsJTuvY6Kipku3SgBeImLc6i+uwJg6bybHXpbD2rU9pnEz6KxLGr4sEP3fyWntAVMM4dAmiXctBN5aVLSppmmNqfDQfttYK13UYWmGTHccm8e7/+a599ZgJIYQQQsgAsU8F9pqr1wIAjjnvaHRS9TpYRFScNTm6GMaHnHUNAD7bq1up1h6Nz5LbR4Ud94lvd/Nhxz2kWGxiWzV9ju/VfNrRl60xQURgySV2DBX4wiYSfdjaVXSX5WbHy//75b/WsySEEEIIIXODfSawX/N3F2P7PTtQj9Q44cXHhdxrrVFpENZxamMcMKNa+q9DwkfUwjlBxD5LuSQniMS5jq3ex7gPgGS7NgUuMTmktb1ZQ0xsq4a8bWi8mOjTbsf4oYzuq4JNpFpQo3t4ENi71o9jw8MbZuTZEkIIIYSQwWWfCeyvf/GbAICjzj0yJIe4bvBeo4YTZ1XsOExGQrXYPNfekkTKBsdQhA6l6iIvJOReR8Hs/e5eEUl1bsRDiNc0nTF5vtXlnGspsrI9ctOlZWGLA1TjEJpQvY6fpQpebK0U2lH0lnfgRhz8lMepz3/qPnrahBBCCCFkUNgnAvuan1+Njd8ZAwA8+eITUbuOVa4rOI2DZbJFRJE92DAxGyYrym7Va48G4k1Y25Kgqz18SvvYfchM/JvNJnlbjTnXxSvF9qla1VvyREmv+bMliSDaRKJH2wlcR9Fd2MWwNTuuv2v9DD1hQgghhBAyqOwTgf3Gd78BALD8zEOx+IjFqJ0Lw2WiyI4NjXEcepHiEQR1lrnePnmfPdQeYtXsPGJGUlxf2KNpmbCRKuVFJHZY6uOH4ASPjZXiJYxsF5+sJGHSo0XzJVuI5sp2tIm4YBNRp3A9h+5hXYgTTG6ewuve+tv74pETQgghhJABYcYFdr/p475r1gEAjj7/aHS0g0pDeohDDScaEkSgachLzL+Wwp6R3SE5gzq5PywDW7yW/Yuhkp2sH+0cbB8j+nzhu5bCb22nSlXs6Kf2EnzXUq4sI/tM+Bej01PDY2VV7IM76C0Lg2e+8E9fmNkHTgghhBBCBooZF9gX/OV5GN84juFDhrD67FWoXJWGy4SGxiCy0/RG1dJlnT3ZRapIGc0HIGnnRsqAPvNs+8YGzbSJPuxQsJ6eWGLTGa0LMoruMEO9SAyJDZAxE9sysqGhmh192BrTRCqFVopqpEZvxRAAYOKhSXznR9+ZuQdOCCGEEEIGihkX2Df+2/cAAKvOXQXnKlSuEyY2JoFtlWvLwFZIyr+W2HCY56Cn4+beRd9a0NhYdR8FMXTanplQwQ7vpBDaSPsiNz9Oq25nAW7HiANoouc6VrbVRHr0ZVcC11V0D61Rj1bwUx4v+92XzszDJoQQQgghA8eMCuxPfOUT2HTTJgDAseevDukhalMbUaGWMBq90lC51iRiNU1PjM2DpUgOHuwQwtfEhkakDBG0c/matH8kH0uyyk5ebB+c1wpYHEkrSSTYRTQfIU13LJ5eFNbl6HTVnIldKzoLu+geEmwiD9310Ew+dkIIIYQQMkDMqMB+94f/EgCw8oVHYPGKRahdBSd1+GvpIWFyopoXWpGGzCiCUE0tjqXDOQhbKxynNSl+TwDfeHgp0kVaLpEoo21jCNBkH3YMx27ZRICQYhJzr4FkZ4liPUT3SZEegiS2kxe7ypF9w6uGIU4wtb2P57/m+TP56AkhhBBCyIAwYwJ759RObPheiOZbfd7R5r3uoFaFkxqVavBeI1SxVZ1Vg0N1OGd4RItG608YZ472WHRfynCB2Ut8yNLeLarPx4y99FYgIRe7ENyI1hGzfsR5N6LFelWzgpSxfmFlrmAHkQ0XGh+1VnQW1Wl8+nVXf3sGnjohhBBCCBk0Zkxgn/3WZ2N8Q2huPPy05ahdDSfBe13BwUkFlSr5rZ1VgNWmN7Zr10Fql7Ma03B0H2vUAp9i+swuktRuW1yL3aiY3ztG6gHmuZbgsQYA9blKnTzbqimdRFSTD7tschSnLZsIYIkikjOx3VCF3qFBYI+vn8D/ufr/zNTjJ4QQQgghA8KMCexbvnYrAODYVxyLqq5y7rWroGm4TCFwfYzpy+khCoFInroYK9bl+5BxDZT1a/hYjfaWj11ie0prnmOxLhu2RWK5WlJlXaNFxAeLiALpHqzQbbtImugYqtzSqmSLkzDZ8bAanQNrAMB/efPrf/0HTwghhBBCBooZEdiXf+G92HrbVlQjFY45fzVqreG0hlPzYNvExvzSYnpi9j37XIJOf2M8X2xrhPjo8igEc9HIKHF0uh2llewnrWVl0oikzsiYG1JulO0i1g2ZfxaIoG3vllwhj7nY9nK1ohrpoHdwaHbcfM8WTExMPKFnTgghhBBCBpMZEdgf/NgHAQDLzzwMBywaQaUd1K5C5RwqOIgU8XyxVi3Bk50Tr0tp3ZK4KYIvNC8Gf0ZIFQkbhSmPaebj7pPS01HjW3Nuh8J2GNEOpLi9XJG25dEn7oORJUX4pQmUsUHSbCJOIBoq7OKCbUQrDQ2PXUXvyCFoV9HsavCsVz5zJr4CQgghhBAyIPzaAnts+xg23BiaG0941XGhudE5VFKhkmAPceKgcHBQqHPmvLY0ETHPtc9CG+KTXAYsoi+5QYKwjuI2LCvGqXvBHvW1bZkL08H+4Ut5n3aUNPFRymVpEI0A6lPzo6jkCZOxlxKak0Sskh3TRDqjNXqHdAEAN11/0xN78IQQQgghZCD5tQX22X/0LPR39DG6aiEOPv4gVC4IaycKp5YeopZ9baPRnVWAtawAy/Rado7pS1khliSCwmrdAIhj1EVNmE8vYUuuPIfkD02nKA0pwe1hVey4rWpKBgkxgZquU6dXsGPDowrEIU97LManayVwvQrDR9pkx7FJ/P1nP/brfg2EEEIIIWRA+LUF9j03rgEAHPvKY1C7GpWr4Jx5sMVBpIJahkfODnFWuY7NhO22wxY+hvIFsZrMIHFMumQjibdkD+8LO0ihtUvZ7ovUvrjOQ+BFkxe7FNCCbCUBQvpIEPW54REIjZCIo9TVm11E4F0Q6eoU2lV0DqrQtSr22y97++N+7oQQQgghZDD5tQT2H3/kzam58chnrQzVa+2glpAe4sShEoXzzrKv4/RGqxTHWnAc7IL2mJmgc6MkjpF8HjG/uhwoEw0lPsX4BbKTpNXSaBaTPLExDpcJtg8tt0SS5qaj1aJCNG4nKI5jcYHWECmWKKIxH9sysavhTprsuOOBndi8dfOv81UQQgghhJAB4dcS2J/7p88DAI48ZyVGFg+HzGsbIhNGomvwX2tKvLaIOwW8mqjNlWzxvpjU2G58DL7oKLF9XuGLkelotTIWe0ahHUV12DGcS1oj0tvnzQJcVJLnGmIiW3z6gRDPHaP+0n5xsqNqHjoTI/sO76Zmx9NfeNqv81UQQgghhJAB4QkL7O/d9l08/ONNAIATLj4WldbJf11pZV7lYAlxlhiShr14STF9sblQ4NMwlxjKF95nAR2r27Fy7dEkkRvxlqM9PQ7b51J3nt5Y5l/btWgcm27VZ1h8n/ppItoaKqMoVw1NjWmbGNMXgrOD6I6RfVUQ2J2FNYZXBi/2PTff80S/CkIIIYQQMkA8YYH9+stfj/6OPpaefCAWr1iMWqsgsrUKExylCs2NEmL6glfZwcWqcPqLoEI9WkNnyoyQZB2JvusCb2q6iR9icXu3QrYdNcbwFR2O7c9mThGkJBEVDQX3wjoSRqlr8mHHhBK1mL5YxUZZAbfR6eo0NDt2K/QO7UKcYHLzFN71ob98ol8HIYQQQggZEJ6wwL773+4GABz1oiND5dpVqKQO2ddamT3ERqNHg4iZk7VI4khiWqLruh2zlyvR3t6HBY3F9YUlZh8xf8neYvqStaTwZZdSXlDYOiCh8hxWhNHoVpkW+PCDAUg+7JA2EoW12V9iRF8cPBPzs4vIvu5BHXSWhsmOf/u3f/N4vwZCCCGEEDJgVE9kp1e8++UY3zgRJjdesDpUrTVG8zkT0M6EtYPTmBpiiRs+iNdYMI6a15eCG1luR8uIpBTssP32zduwadMWNL7BpJ/EunvXoe/7WLJiCZasWLzbdQsEd333l+g3faAWDC/tYbI/ib5vMLJsGPB9m6qu8OinKjvgoaLoo0HyZcMHAe7ztadqtb0QB9eohyigTuAVKVlEK4EbqjC0Ygjj6yewY90ubHh4Aw5afNAT+VoIIYQQQsgA8IQE9rVfuRYAcMxFR6PWULGuoz0EIT3EqTOxHYa2OBPX4i0zGkWDYUr0aPUuAt5j6+ZtWDC6wCY3Sl4H4I6f3YkffvtHaHyDBg2892h8gyc944TdBHaU7XfccKdt30fTeDS+j8Z7PP0Pn2biWqxaHV6T2yagQwovfaiI5W6r+b/Nny2CBg1UJMhy8bkiHxQ2gAbwHuIEvvHBh13b4JlDO3AjDv3tfZx+zmm45/v3PpGvhRBCCCGEDACPW2B/48dfw9gNDwEAjj5vFaqYea0OlXNwzsGpFtaQWNG2lxbxeIjJHaE+DQD333s/Nq4fw/333I+N6zdiy6bNeO0fvQbDSWTHyD7BgoULsOyIZfC+QR8NRg8ehes4HLjcxHVyf2Tv9rFPX43Jfh/bt27Djs07MNX00fipZA2JlhRRBfoN1t30IMZuG0NnSQedRR30Duqis6hGPVoD/T4a1SCYVeGbPqAKNI1NezTvtfrkwZZGkJNFBK6j6C6sMbS8i22378D9t9z/hL5IQgghhBAyGDxugf2m97wJAHDoMw7BouWj5r9Wq1pXQVCnweihuTEkcogliWiRgS1mCwkV5u98/Qb89Hs/bQ2d6fZ62LJ5K4ZHF0AAND40HwINVj95NY466ShMNlNopI9+00ffT2GqmcQU+q3rjsdc/bSjMdn0MdlMou+nMNmfwmQzgX7Tb9mzY5R1+CDYNbYLOzfuxMN3NGiaBqtfuQqoFIKp8KOhbz7sZircjQK+b+YREYg2wVISolSCwK5ioojD8BHD2H7XTkxt7+P1b389/vF//OPj/WoIIYQQQsgA8LgE9kR/Avdf+wAA4MgXHWWDZWpU2gkebKgNl4l+7CymNcpVL5iYmMTwUIU4wjzE5HkcePCBWLrsIBx2xGFYesiBOPCQpVhy8CIAMFsHAPgQxReL3oUbA/bHF5XoiLSkszcveNhXRdC3SL6U/GHbrnzW4VjxzOXYsnYztm3cjh1jOzG+dRzaUfSbJp082EMa9Hf0oT1BfypWr62yLQpBk0anB4eJDZ7pKOpFFbrLOth13zg+/5nPU2ATQgghhMxRHpfAPuft52B84wSGDh7Ckc86ApWz1BDRMLHRVXCqloEdatWxar19y3Y8cOcDuO0Ht+OwlYfhORecDfgc2ecBHHfKcTj+lOPT+byPDY6NVbrDX9go9MbnyrTtkUR3SVtcl5/jMi22DD5xb55wFUW/6WPk0BH0Dumh3/Qx1e+jafohxq8YTjO1fQr3feUBdJd2MLxiGJ2DO1atRraJmFWkaZpQvW4UWjVwQxWGVwxh133jGB8bx3d+9B0849RnPJ6vhxBCCCGEDACPS2D/5JofAwCOefkq1FWVMq9VKzhX2ENMcIsoNm/YgltuuBX33X5/GJUOxbo165CGukjICVEx70SBL80i0tiAGITMPG++al/E9YlAGuyB3DrZltZRanvLvLblcex5FOSxSTHt4dO70LSp6Dce42MT0I5i14Zx7Fy/C1IpuofUWHj8AeEYZhMJo9MFjVlFYrNjvayDerTC5OYpvPySi/DATesez9dDCCGEEEIGgMcssP/+3z+GTT/ZDAA4+jyzh7jgu65EW/YQgQOscr1pwyasvX0tVBTHPnk1jjp2FY467sjkv47THYHdE0QkBfOFqYkpsM/ntsUomb14SOOxR31tR20Xt/O4dTGx3/dZXIsUw9fL6D0EQT3l+3HncCgVLDhyAYYO7WHbmu3YcvsW7HpoAhMbJ+E6Ds1Uk+P94sEcQtOjiezOSIXeYV1Mbp7Cg7dseKxfDSGEEEIIGSAes8D+qyv+CgBw+AtWYGh0xIbJVKjFMrC1TvYQJwqVkB5yxDGHA88L9o/h3jAcqmDx0LKhMNg+vPj4KYxNNyN1kMbNbvnYtnMafZ72mT4r3duGseosAvWKvu8jBnF7FF7uYOQuYgOtXp1833mwjWjwUwPBy+07igOOHMHQiiFMbpvE+Nh4bmrUBqIW06cCcR7oS2p41I7D0OFD2P7LnWjGG5z7Oy/Cf3zqK4/5yySEEEIIIbPPY5rkuGXXFmz83kYAwKoXHYnamS1EKqg6OHHYdN9mbLhrI9SaG2PudafXxYm/cQK6vS7iOHKVMq8jVpWz7QKIhWFb45s0bCZUtoMrG8URvPdB9E6zmaSDpePlI6cIbqCwhOQIQSkfj1lewlaSJjmKVbTTaUzMqwiq4QrDy4fSOQBNXuxtd2xHf6KBdwiNji5UsevRCr1DugCAa752zWP5egghhBBCyADxmAT28/74Oam58dDTDrXBMmGQjJ/o47Zv3oYf/MsPcOu3bkV/og/xYSy6mxbKF4VnFKKtWDyZNiLd1jUx5i4tLLeLJo5pvY2yp2Hpbfme69nFJ5F8HIlNjm2LSPhsPwaKyThBZAfhbWXyeGOp0h30uWLHvTuwY81OPPyDTdi1dmfIx3Y22bFXoXtYDwAwvn4C//KVf34sXxEhhBBCCBkQHpPAvu262wEAJ/7OcXBVFYbKaIWx28fwvc/8AA/csh4qgiOedAR6nZ6JaKvqegmpIj6MmgnkJsJozfCF/AWQ1HLLtZFW5Uy+WNlui+49VLEjkt8E0V5s66PgzsIdYhGDvhzkrsHzLZIG5Xj4rKljI6SW3hPY8BmPoRXD6B3ShZ/02PbLHdj0k83o72pSs2N3WQedA2sAwCV/fMne74UQQgghhAwcj+rB/pt/vhxbb9uGaqTCimetQEec5V9X2PXQLvTH+zj4iENw+gtPxaIli20MuoOqQMWZyLTKblE5DhVga3P0KGwU2TISpbL4ZBAJQhZZeIdidXRl76lybcf0DZLDu9wsNilKFtQiCpEmXVSwkoTx6F5iU6TaMBu7tyYcJGZqq+Vfq1omt3mvVRWoGyx+6iIMrRjH5p9tRn+8gasVUASbyLDD0GE9TIxNYuvabZiYmECn03kMXychhBBCCJltHrWC/f6PvB9AmNw4smjYsq4riCiO/I0j8eRzTsIZr3gaFiw6IIxHF4VqHI0uUF/YQgCI11CxluL0Uvit0XZnB8d1kTLiMa1ibU2QEqL2dmtwjOdNdeXgTRHJy+K/9r/kv47Nk2IVd9W2d1zTfYits31Vg/I3u0jybmu2jYgA3SUdHPi0JVh00kK4EZdsIlo7dA/rQruKZrzBMy58+qN9TYQQQgghZEB4RIH9y/t/iQ3fHQMAHHvRMSk5pDKLSG+oixUnHh4mNkpsbDTftdlEVFz2X2tQtt6LCfAsisuoPu9LCe2Tp7podUTa2CR4SPLzKRGkdH7EjcvqedLgyaoSj5xFdOx7TJ+8PTBbEe41p42IlnJdU9xf2N1EthOI5pK5dhT14trGqefJjp3RGkPLgxf7Z9//2SN9TYQQQgghZIB4RIH9sssuRH9HH0uevAR1VWHLXVtQqYOTGk6CF1tFoT6I6vTefMtBUJulIglPbxXtKIrRalyMDYZIWyNE+FlCiLSEc65wRwNIZJqjO/m8436pvdGbOvbZYZ0q3JonNVrYdXBgiyDaq5FEdIwAzMtVJFhK1PR1OpbFFMbnY02OQXwLoMDOtePoHhRsIRNjk/jQJz/4iF8kIYQQQggZDB5RYN/5jbsAAIc89SDcd/063PvttZja2QSRraE67cSFCY0a7SFigtrSQ6zJMQrmOGAm5FZHzZnTO7KszlVsjyZpZ99S4shVbC85A3saWSI3+SzB3J082Goj2+MPglg4F7uMNN0xieRgA0l1cY3HjI2P+dxl4khodLR7tu2jqBYNYnvX2l3o7+xjctsUOgeFZsfL3v3OR/qqCCGEEELIgLBXgf3mD/8BdqzZCTfkzOohOPi4gzB0wDAUQWA7qaya66BJVAfBLSZYRXNlV6w0HF3VScjaOcv6ctLRPjc15o1zighiA6TkA7Wr3PnAiunj2FMdOy+K6SUi8PbDQFWnGb/N3iHaqpvnnGzzYduydkXb4gCtoh0r5VCYyBYsWDWCaoFLA2gAYNuabdi8dfPevi5CCCGEEDIg7FVgf+GfQv7y0pMPhIrioOOXYvVzj04ebAdnvmuXpjbCpjjGynVMwEas4ALIVexoZW6nf8RhMkDOwEbpmd5Dk2NYbhVsKY42faPopy6q1HF5ujbRcvMszkWzFUQANZN3jOmLIl1LH7YWy+yGVfNTTzYRWGVbNNhEOoKFT1qIaqRCvbCGG3bwUx5nnP+03b8oQgghhBAyUOwxpu97t30XD/90EwDgKX90Cqp+heUnhgEzTqx6be9VNVWvXTFUpqxiZ/91FtWhEC1ms2iL2mgMUQj6sf1Qog87bujNEeKDjcPGrPvY3einy/CwvInvzPYRi+LSusYo1lH8MEBKEmmmYCJdAWlMlE9l+4tkK4uqoN/Y31gdV4FXDzRWyXZmpWlsmVO4jsfCEw/A+MZxwAPbbt+Ou35612P9XgkhhBBCyCyxxwr2ay97bWpuHD38ABx87IFwliDiRKFi4jraQyyeL3qNnah1L6qJ52gKKU8nIfWjZdlAIaKtym0WEW8j0tNYGcu/tv7EuHcYl75nKzZMErdSRqLvutjELBzZFhIr14AEJ0psyjTvRyg+u7S/L33Y0QICs5BI9mTHYrmGzsk0iCaliXQV9WiN3rIuxAkmN0/hsvf9xR7vjBBCCCGEDAZ7FNhrrl0DADjmolWoXA1ng2UELlSutbSHxFg+q1hbyLVqEV8X/6KoDiML15YYLlM70PZjl0o4Rur5lt4urCctYl08e7dbVerSvO3z9U1vVoR4ePshEdflJk2fK+LxfqNIh7QysIFCdEcvtp0kxfu54L/WWlEf2EFnaWh2fN/fvG9PXxkhhBBCCBkQdhPYF/23l2J84wS6S7o4/JmHT8u+dnDmsw5TGoO4dqoQb8strg+WdR3917HB0aOwXfgsvKdXnNPYGWn7s32Zhe3zAeK0xz02OPpSdEsS11EQR8HdtrBkIZwzumPyB5LIFolXH96HITsxKSU2O5qQ11gdL0W2NYLaCw4prk8liOxqSDF0xDAAYNfGcfz8tp8/lu+WEEIIIYTMArsJ7G/+yzUAgMXHL0LlTFQXVesUzWdWEEEQ11FYKjRVZMUHk0hAUhyefQKmV4gRhXLUxdKaGOPRtKrTpSiP6RzB/rFng0jqchS08qrTxcbycxTUsaIdvdgprETSBEcAKTEk30SRkw2kFJIk0IGcgR13lZyNHS0iUglcrdDaobPUwfUUvu/xoleds5f7I4QQQgghs01LYH/qK5/Clpu3AACOfeUxYSy6y5F8zirZpT3EIQ6WMd8yBOphTY45Fq81ZyUK5z2MNPeIGSPhE+DhfRP2Kscz+qIsHeP64vHi8Jg9UMjnVlU7vaK3u7R7WGB3SEqJNpQovPMY9FzpBlIetol9sbHpZti2Zcgi29Zl+3oW2tpRdBZ2UNvgmXW3rd/zzRFCCCGEkFmnJbDf/bF3AQAWHr0Qy045GJVzlhpifyUOlHHBDoFisEz0JgNJaAfN6FP+dPwP8CFFY5qfI9pC0piZKJjFrCHii0C8ch9kG4ovRO4eiJMfka8w/VvaP/L6uAxpMI5qTEFBKoOXlhJf7BO96RBv1xieiaRhM4I4bCa9Tx5uSRMeteNwwLEjEBX0xxv817/9r3v9UgkhhBBCyOzREtgP3roBAHDMK45GVVWotYLTGpXUNq0x5l8LVB0ENoQmRvJ5haiGyDkAyYuBrKVDGoikanQZpmfSGzEdRCwjOx3Ll1vEArhPx/VSHm06sTKe2ybLSnS6llYUYPkmX7OYgg6Z1z4Lc9s+/uiIkX2tSndMKDHvdblfe3R64cWuBFopqkUVOktDFfvK//WJvdwnIYQQQgiZTZLA/tEvf4itt20FACx/+mGotIKqQ1WZFUQUVYzki/YQkdDgGJsbC5uE5mHpQTh7e5/UZFk9DkTxHZckL3ZS4DkFBECqRfti5LmXYoPdyNeH8ixFFToNlEkOFKsop8sKEx7zbVjKt/cAtKhSmw87dHUWPxhgtpAsuEubiKoWo9MlZGQ7gdSCquvQOyQI7E0PbH6Er5UQQgghhMwWSWB/5IsfBQAsXHUAhkaHzHftwlh0CY2OMe9aoz1EwlhC52O+s3mwi9zoJIaT2yJL3NJC3drIkkJiwyNiUkdRsS6rzlKe5xH6G2MKSbJmFBaQfHXI66M1JCWN5MvMJhL7oaBaDJjJPyLipMf8ufiYKtjxGPlaRTSJbNEQ16e1Q29FDwAwuXkSd93LwTOEEEIIIYNGEtjf+vdvAQAOPeNQVM4aGl0VqtbqkkVEpfgbDCJBAFqF2pnoTl7jIvIuCmVvFd8Yt5cFd16WjSKheXF380cyipg9BHvYZjrtCnZsqRQf0z3Ks9v2kuP4UipgMWAGQM64BlrRfelnhmjeJsbxSdrBjmHHdLa/Q/ZjO4G6ILI7C2tUI2EA54c+8qFHvFtCCCGEELL/SQJ73R3rAACLVo2G5kaL5guvkBrikHOu43AZBYJAVU0RfKnFsci/zu2N0W4xXexGuQvkCrAvtoiTHJMVOzcsilh8noeIie09JJTINEHfqmAXFpZcl25vpqkRMRfTc4E6C24giOp4ttKbHSvhuUIeRDWAVMEOArztwxYHSCWQjqKzJAydueHGG3a7R0IIIYQQMrskge2bIAedqkXzWd41iomNksV1ysAWtYEzsYQsyZdcSuiiJtwqM7eqzkkUF3F7aG8r8Hm7pMOtkh0bKkubRjpve2ANEB0phcguFXW0bUTxbpnYUXprkfqRq9UmjItkkGTPTio9W0GiDQSIVXDJ0X0pSiSIbKiGKnalSZBv37UNhBBCCCFksMgCux9k58jSkSCpVaEx97qwhzhrdIwNgZqa/CT5s4vgOyC9aylYRMk7fan3aElhX2wflrQ3buWMeA8/TZSX52u9izpdple1kbzXseTuUwJI3j/2VSYLiEgS+JByXczDbl9FeawsssOSNHQmxvdFL7Y1O2o37LBr5/he7pUQQgghhMwWSWBPbJ0AADhxYTS6VKgkVKidZHuIiAa/tTiUdWqN0XNJOUbZa+IUhaQuBGjER0+2mKfaPqfl0ywfudYtYR/kCvfefdhJ9rYaFaOaLv+LPpDyZ0IuKYckkWyBiWK6sJEUx45CO1e8s4hOZy5tIpLFNaLoViQvtp8KdzixY2Kvd0oIIYQQQmaHJLAnd04CAFzlkvdaRYsR6dkeoqq2Y+HH9tYMaKI0JomU/6YkDo8knu1jFqvITYWxihwlri+aIJHeFyVvAUrX9nRiI2M+Z3iTmxxba7NNA0G4lz8KxK7LC6A+V6/TXRRxf+kOJPQ05mE0ghwdsgebSPJiS0oTkUoxtaMfvit1e71XQgghhBAyOyR156og1ras2RrsIeLgpGqnhsRJjla7dmo17CKWL+VCF9XegM+iNjYSJlGKtE1r23Qc35p+npoHp9WrY6NjXlCIbV8YTlIFPTcttuMEcwU6VqbLY2XhjKKCXTrOJSeolE2RhUSPzZFiQjonksT9i+1Mh6dmR9t2dOEoCCGEEELIYJEE9pKDlgAAHvjhutzgqGr512YQEZdEqWoW0rFiHau6pTCOsSHtiu7uiC/FtVgGdq4np0zs6fsVkrplE9ljIXv3inrusizsIbGpMTVbhvVx4kwpukNR3E8/TVLBUWSXPuxkUUkWEDtWGdmnWVRDEUrfLjRXTm4J/2/DicefuOeHSQghhBBCZo0ksE899VQAwIO/2JAr16JIA9EtNcSZL1ss69qZcG7nXcdR52H4ipQDYsIGLW2bM6/DuiSyiz2iYE4uD5+U8W6mkEeyiaCoevtsiS4O4rM4NlGdpjOmV6zW2xE1P4PpojvbXLKvOlbJ07E031wS2VHAm6c72rdFFVPbg0XkwvMvfIT7JIQQQgghs0ES2G/5w7cAALbctyU0Nca0EHWhgh0nOFqTo1o8H0RSRF/bf40iLi/L0mzPaL92G/ISGxejT9uXkX4+aexHamm0A6WjRktJaetIeda29XRh3zqO/YiIwlx8+aOiLFwHT0dKFil92MhV7SSmi+q4hzfBXdhEnMBbNXvL7VvTI/qt3/qtR7l3QgghhBCyv0kC+7zzzguCzwN3f/tXwR4i0R4iSWQjDpWJhgpTvaGK27aNZFdE0YX4iNVl5J7FOE1GYvbItLp09CY/FpEt+bzT6uLJ8oJibSuOD0UFGfGcYY1Ph5XU6Bj3T42aYnYTLertLQsJSveJWW9Km0jYXi0ze9NNmwEAy49Y/sj3TAghhBBCZgUtP6w+djUA4Oq/u8Yyr7Wwh4RKtbMKNiCWvhG92YW3OcrqdsBHi1ISl1F8ZZU6+KRtiIxZR8rQkHTgluE6H2F3fOtvTidpXXaqdk+LFsn7RAE+XSSndW2rTKx8Rx92+aOjNZRm2nVkC4okT/aOtTsBABe+mPYQQgghhJBBpCWwP/B3HwAAbPzlGDbc/qDZRJyJ6PAK1gUbMKMSY5ohsNHg4mP9OvmyW7nQu71D9i1bxXe3iY723u+2I9I5/TQpL9MaD02e79G1HRsb21YOaa8vlqQCtJ++L9piP/4Qae0ngEUdSqzOmyjPTY6SbSIuL1v/zQ2pAfOKD18BQgghhBAyeLQE9nnnnYeDDj4IAPDZP/6cCWiBE2f16/b0RkXwYAf/tYemrdJsxcJusXdrSJ7paJ8lVsBL5RqbB8Onli3Ei9k2Hoko/LP1Iy6PJuzW8Blke0hS1EVFO1pgYhMkUjOipGXlKPXWPcTDxG2K3wYp+xpoD50RwcbvPAQAeMWrXvEo90oIIYQQQmYLnb7gi//yRQDA2L0P4dZrbi3GogtUc0wfABOa5r2O/uvCVJzFaiz3Rjf1tKJvUV/O42Oy/zr+k+rU4s17bYiHl0drdsz44k26ymyo3g0pt5Xi/ls/IApZXto8kCMKY8U6H9cnUR397wAgcQ478uO893NrgCZ4tD9/1ecf870SQgghhJD9y24C+6yzzsJxJxwHAPjkpZ9OdhAneTA6ikq2FVmL2nAm6OKcTj3dpZ229tFjjbCNLxsapZTWaCvrlsqe5rDeE8ldHXcp/NZ7sICkg5UJIPlOyiSRdGepRB0bHH0W5RKbH2OVvnhqVrJOdpHkyxbsWj+OTT/ZAgB4xzvesde7I4QQQgghs89uAhsAvvofXwUATOyYwHvP/etk/BAfcq9bYrtVmc3Ng9N92BHvfXqVlPLYF59KO0fLMRIlucX57TbsZTqprBybJ/Px239tO1/aQ3x+36p05ySR+Dfcsy/i+trmGInXImFoTFm9DpaQ4rwA+uN93P7BOwEAi5csxuWXX/7I90kIIYQQQmaVPQrslStX4hOf+AQAYM3Na/HJd3wSYpMdbZZ3Fs0e2Xut4V0yS7QK2nFZ4U9G9lln24iYlSQePtg/clU5SvloHwkVbxTrStfzdHb3ggdlXNa2Y4U5j7sp6unJih3Okho57QcI7Jr2Xk5vV9DzcQvrSRHxd9vf3QE/5aGquOlHN+3lrgghhBBCyKCwR4ENAG984xtxySWXAAC+ddW3ceP/cyPi9EbxofqqqjZUpmWSiDLV/o2V7j1L3lj9zg2NPidxTEvm8Mge7iiovfgwzKU4px14zzdWbJqkbul5tn/LWZKCaOnQ4q7QalCMPwCiOJei6XH6KzU++nQh+XJV0vXc+YlfYXzjBADgs5/9LFauXLnneyKEEEIIIQPDXgU2AFx55ZVYdfQqAMD//MMP4/ov35Dj+rz5IorhMoj/xhSMVEtuV5bb4XvRVtGuaKdWSO+zDSTt45NvO8Tk+en+kb0QhXq8lmzlEC9ZJQMtcR0tJcneUVx8Fszp5vONxbMW4jpX46MIL7ZNFhPg7s/ci00/3QwAuPTSS3HxxRc/yr0RQgghhJBB4BEFNgDcdeddGBkZAQB84A8+gK9/5htZMAJFz6FPehjem+b1rWEzZVNfan3009fGvJBY4JWWWG1ZORC83KVneW8iOxS8S6FvgrfswUwHyTGDuwnulPSRvdLZMlIkqaRmxrxT8ZMgH7dV1Q5b3X7FXdh4/RgA4IUvfCE+9KEP7fGeCCGEEELI4PGoAhsA1q5dmyrZH37rFfjAn3wouBjE4vui/1ry39ao8OhzbonpLHRbDuxWJbtd8S5NH97kKsSOm3Kw81bT+x6LNdFo0rJ6FE7rdpxeKaSlLbqjZaYsbIfNosVE07UVWSTtaniRLHLTn/8MD/84VK4vueQSfOUrXwEhhBBCCJk7PCaBvWjRItx151044YQTAABf+6ev4S8ufmcSkLHBT3xs9CvFbmEfmWYDCeRqcZS9Umxb2kVyJna2n8QGR9+K7Nsb04XutEstFrZ/HJTebKSovijRfWHtSNVsL3nDbM7OEX0irV8A4xvH8YO33oTxB8cBBFvIlVde+Wg3RAghhBBCBozHJLAjN998c2p8/P43f4CXHXMRfnrDzwATl0lAwt7HRsFpDY4xA7pMEEkVbJ/8Gom2u3pawkj0R7dsItgtBjCc2NZF33XeuFVdTudoVcXFtrPbifGDKZIPVgXPIroU44I4Vj7W7bM95L6vPIDvv+0mTIyFhsarrrqKthBCCCGEkDnK4xLYQGh8vPTSSwEAm8e24NLzLsW7fu9dbe81oue57b/eE3uQ2IUH2+++MVB4qYPA9VJaSrL149HwSRC3K9o5XSR+to/510N725SZLUm8591z5Tody/zrOzeO4wd/fhN++em7gQbo9Xq46qqr2NBICCGEEDKHEb/HUu+jc8899+CMM87AunXrAACjB47ibz7z33HqmU8N1VrRoqKrxTCaspUQlgbi4dEkUe1tWePD8sY38Oij8R59Hz836KOPxj43vkHf99H4PvroY8r3bds++k0/bO0bTPlJeN+g34RtmqbBFMJ+je9jqumH4zTheP1mKh273/TRNHbcpljmfVoXtg3rm6aBb/L7prFr7Te46wu/wt2f+xV8E57Ks5/9bFx77bW/zndJCCGEEEIGgMddwY6sXLkSDzzwAP7sz/4MALB5bDN+/9w/wB+c94dYd886RNtIHNjivU9x01lolxF+pX+jKH1Ht0bZx7iHsD8fTOB7udqyfTGfVex07UmRkk8brSdx3+SjzibsuL5lBUnj06ddhQg2/eJh/H+XXI9f/u+74RuPkZERXHXVVRTXhBBCCCHzhCdcwS655557cO655+KWW26xowKnnXUa3v3Rd2H5ysOSXzlF6qGQx0UFu0k2jyZVsBt4eN+gwZR9Dts1TR+NhGqxt2p1H02uRNsy7xtMNX00mArbeKtIN/GzVaL9lFWkreqdqthTVqUOVe+4vPzct0p1P54zru/34b1H0zR44LsP4Bd/fyt2PLAzPbcXvvCFTAkhhBBCCJlnPOEKdsnKlStx88034/3vfz9GR0cBD/zw2z/E+SddgIvPfDVu+s5NAIoUkZgc4uOnTPoU00J8dGRLe5vCJv34fiHItOPlerr43YL0cjRfXDZtQmSsVHsp9rMkFRHB3f9xL776mm/i+395UxLXJ5xwAn7yk59QXBNCCCGEzENmpII9nQ984AO4/PLLsX79+rRs2eHLcP7F5+Etf/kWALs3JSYPts/V7CZ6s32DBqFC7L0PPmbzYHvvQ1Uaoaodq9jTK9geU5hqVbCtGu0b2zYun77NVD5uY8dKFXCfPdm+j6YfKtdb7t+KX3zmFqy5ei36u/rpGZxyyin48Ic/jLPOOmumHzkhhBBCCBkQ9onAjlx11VW47LLLcNddd6VlzjmceOqJeNOfvQlnnXOmLQ0yu4E3y0iTGhz76XPfmhtLgW0C2sdmx75ZSPYksPttIV3YQMrl060fDbJFpGn6mLK/UVj3zRrSNA1u/tzNuO1Ld2Lbfdtaz+FpT3saPv7xj+Pkk0/eV4+aEEIIIYQMCPtUYEd++tOf4tJLL8X111+Pfj9XdJ1zWH3Salz8e6/CS19/YahOWwtik5JE+oiZId5SRLzvow8Pb+v6vm9iO4ritsCOKSLThfSUn8ppIC3fdaxu7+7JnrLlTb/Bji078IOP/whrbrgPW9dubd3zyMgIXvKSl+AjH/kIFi1atK8fMSGEEEIIGRD2i8AuufLKK/G+970Pt956a3sYjABLD1mKk05/Es564Zl48e+8JNSoPdAEGQ3vPaZ8tIyEanUQ3TGez6LwpgtsHyrOU8jCeY8CG300fW8Nj8Eq4ptgRen3+9i5ZSdu+txPcO+Na7Dx9jFMbJto3Vtd13j605+O97znPbSBEEIIIYT8J2W/C+ySK6+8EldccQV+8YtfYHJycrf1C0YX4NCVh+KUp5+Co590FJ754mdiaHTYYv9i1doXFedY8d6DwE62kWgnMREd7SAxM9v81Q+tHcMt37wN9//sftz/swew7cHtmBqf2u0aR0ZG8IIXvABve9vbKKoJIYQQQsjsCuyS6667Dp///OfxjW98A3feeeceBXdkZHQEAHD0SatQ92qc+tzTwiCaBgAadIZrPPs1Z+8msLds2orr//n6ZEXxvsGu7btw2/V3YNfWnXhozcNo+g0mdkzs9dyjo6M4/vjjccEFF+B1r3sdVq5cOcNPghBCCCGEzGUGRmBP55577sGXvvQlfPnLX8Ztt92Ghx9+GOPj4/v1GkZHR3HYYYfhKU95Ci688EKOMCeEEEIIIY/KwArsvbFp0yZ88pOfxPr163HDDTdg06ZN+NWvftXaZteuXXsV46Ojo63PVVVh9erV6PV6eOlLX4oFCxbgjW984766fEIIIYQQMs+ZcwKbEEIIIYSQQWZGJjkSQgghhBBCAhTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCAU2IQQQgghhMwgFNiEEEIIIYTMIBTYhBBCCCGEzCD/P/JWsoH5mPoqAAAAAElFTkSuQmCC"
[ "square", "circle", "rectangle", "triangle" ]
null
1
science
grade-2
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "35°F", "50°F", "70°F" ]
null
1
math
grade-3
reading-schedules
false
true
Look at the following schedule: When does the swim meet end?
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"
[ "4:15 P.M.", "5:00 P.M.", "3:20 P.M.", "12:20 P.M." ]
null
1
math
grade-5
scalene-isosceles-and-equilateral-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "scalene", "isosceles but not equilateral" ]
null
1
math
algebra-1
compare-linear-functions-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
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"
[ "The slope of Function A is greater than the slope of Function B.", "The slope of Function A is less than the slope of Function B." ]
null
1
math
grade-3
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
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"
[ "no", "yes" ]
null
0
math
grade-8
identify-congruent-figures
false
true
Are these shapes congruent?
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"
[ "no", "yes" ]
null
0
math
algebra-1
describe-linear-and-exponential-growth-and-decay
false
true
How does g(x) change over the interval from x= – 4 to x= – 2?
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"
[ "g(x) decreases by 6", "g(x) decreases by a factor of 4", "g(x) decreases by 2", "g(x) decreases by 4" ]
null
3
math
grade-5
parts-of-a-circle
false
true
What is \line{BC}?
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e9YPduMXiTq++kxhyyz9+84vBIiIiImIOFfxfSdj2Jd9+8Rgnc1PtxltH3MyQW/5Bg4aRJiU7b/DXc1h6KJnHOnbjjeiYKrvOkUObWfy/v7J3T6zdeEBgQ4bfOYOI9rdV2bVFRERE5Nqo4P8iN+cIn3/6IIl7FtuNB4eEM3L0u5X+pdmK2JOdSbtP/g1Awt0TaVPHWqXXS05cwVfzHyEzY6/deOuImxk5eiYBgQ2q9PoiIiIicuVU8IFdO77l09ljKS7ON8a8vf0ZFPM8vfpNxs3N3cR0F/f75d8zM2EzQ0KbEzt8XJVfr6yshNXLp/Pjor9TVHTKGPf29ueuuz+kXceRVZ5BRERERH7bdV3wS0oK+ebzP7Jx/X/txjt2GcutI17Dv1aIScl+W1ZBPk0/nE5ecRGLht/N0NDqeSLtydyjfP/VE2zfOt9uvHuvR7h15HQ8PLyrJYeIiIiIXNx1W/CPZ6Uwe+Yw0tN2GWOOOB3nct6Ij+Px1bGVtmzm1difvIYvPn3IbtpOSP123PPgV1ppR0RERMRE12XB3xH/OfM/vtduSk7P6EncevtrVbqOfWUrs9lo98m/2Z2dyfQ+Q5kc2b1ar19aUsT3Xz3B+jX/NsY8vfwYPe4jTdkRERERMcl1VfBLis/w9YKJdk+i9fTy43f3fkZ4u1tNTHbtYg/uI+abT/D39CLlvscJ8vGt9gwJ275k3sfjKS46bYx17TGB2+58S1N2RERERKrZdVPwzxTkMvPtAaQe3mKMBddrw70Pf+f0U0qGfvMxiw8m8XC7Lrzb35xfVLIyk5g9cxgZ6XuMscZNuvHQxCV41/A3JZOIiIjI9ei6KPj5+dn8Z3pvMtJ2G2Mdu4zlrrHv4+FZw8RklWNPdiaRn75DSVlZtSybeSklxWf4bM44ErZ9YYyF1G/P7x9bga9vHVMyiYiIiFxv3MwOUNVO5h5jxqvd7Mp9zLCXGTt+rkuUe4A2daxMjuxOqc3GY6sWmZbDw7MG4x74nKG3vGiMpR3dwYxXu3Ey95hpuURERESuJy59B//E8QO882Y0OScOAWCxuDP6njlEdhlrcrLKd6q4iKYfTiezIJ/PYu5gdMt2pubZsnEOCz65D5utDIDA2o159PG1BNZuZGouEREREVfnsnfwszKTeOvVKKPcA9z78LcuWe4Banp68ffu/QF4Zu1SikpLTc3TOeoexj/0tbGfc+IQb7/alazMJBNTiYiIiLg+lyz4p09lMvOt/pw+lQlAjRoBTHpqM20ibjY5WdWa0LYL4XWsHMrL5fX49WbHIbzdMB59fB3e3me/ZJt38hjvvT2AU3kZJicTERERcV0uV/ALCnJ4981+5OYcBsDHtw4Tn1xPw8adTU5W9dwsFt6MjgFg2sbVHM7LNTkRNGnag4lPrMPnly/Z5pw4xMy3B1B4Js/kZCIiIiKuyaUKfklJIf+dMdh4Oq2npy+/n7SCeiHhJierPgMbN2NUy7bkFRfx1NolZscBzj7h9uE/LsPTyw+A9GM7ef+dmygpKTQ5mYiIiIjrcZmCX1ZWyuyZwzhyaBMA7u5ePPDoQm5o0N7kZNXvX70G4+3uzvzEnWxMSzU7DgD1G3bk/oe/N54UfCBlLR+9N9z4Eq6IiIiIVA6XKfhzPxhF4s9n71hbLG7c89BXNG0ebXIqczTyD2ByZHcAJq36weQ05zVr2Y+x934GWADYuyeWeR+PNzeUiIiIiItxiYK/LHYqCdu/NPbv/N0HLv+F2t8yJSqaxv4BbEhLZfbueLPjGNpH3sHwu2YY+/GbPmHlj/80MZGIiIiIa3H6gn8gZT1LFj5v7A+5+R906aq7wjU9vXil1yAAnl67hFPFRSYnOq9H70cZOPQ5Yz/2+//j8MFNJiYSERERcR1OXfDz87OZM+t2Yx53eLvbGDB0ismpHMfolu3oGtKAzIJ8pm5cZXYcO4NvfoGI9iMAKCsrYc6s2zlTYP6qPyIiIiLOzqkL/sez7uBUXjoAtes0Ycz4T0xO5Hjeij47VemN+DiHWDazvNH3zCEgsCEAuTlH+HS2az6ETERERKQ6OW3BXxY7leR9KwBwc/Pk3gnf4u1d0+RUjicqpAHj23SksLTUYZbNPMfbuyb3PPiVsbLOz7sXaj6+iIiISAU5ZcH/9bz7W0a8el0uh3mlXu09BH9PL+Yn7uTHQ8lmx7HTKPRGbhr2srGv+fgiIiIiFeN0Bb+0pIi5H4425t23ajOUXn0nmZzKsQX5+PJsVB8AHlu1iDKbzeRE9voMeJLW4TcBZ+fjfzp7LGVlJSanEhEREXFOTlfwly99idycwwDU8AlkzL1zTU7kHJ6I7EFj/wB2Z2fy3s7NZse5wOh75uDt7Q/A8awkVi7VVB0RERGRa+FUBT835wjLl7xk7N982yv4+tYxMZHz8HJ3583oGACei1vuUMtmAvj61SVm2Pn/t8sWv0jeyTQTE4mIiIg4J6cq+N98/kdKSwoBaNCoM117TjA5kXMZ3qwNQ0Kbk1mQz5T1y8yOc4EefSYSUr8dAMXF+Xz7haZeiYiIiFwtpyn4SYnL2bXjGwAsFndGj/vI3EBOanqfobhbLMzYvoE92Zlmx7nAXb/7ELAAsCP+c/YnrzE3kIiIiIiTcZqC/+3n5+/m9ugzkXo3RJiYxnm1qWPlwbadKbXZeHx1rNlxLtCwcWe69/q9sf/dF5PNCyMiIiLihJyi4O9O+J70tF0A+PuHEDNsmsmJnNvU7gPw9/Ri8cEkYg/uMzvOBWKGvYSvXxAAqUe2sne34/0iIiIiIuKonKLgL134N2N7QMxf8fLyMy+MCwjy8eXv3fsD8OTqxRSVlpqcyF4NnwAGDp1i7P8Y+w8T04iIiIg4F4cv+El7l5F6ZCsAfjWtdO3xkMmJXMOkjt0Ir2Nld3Ymr8evNzvOBbr1fBgfn9oAHNy/nuR9K80NJCIiIuIkHL7g/7h4qrHdu+9k3N09TUzjOtwsFl7rMwSAaRtXk1WQb3Iiex6eNehZ7gFmy2KnXuZoERERETnHoQv+wf1xpPxy59bb29+u8EnFDQ1twZDQ5uQVFzElzvGWzezdbzIenj4AJCUuI/VIvMmJRERERByfQxf88nOvu/Z6GG/vmiamcU3T+wzF292dWTu3sDEt1ew4dnx8AulW7lkHi7+fcpmjRURERAQcuODn5qSyd/ciANzdveg38BmTE7mmNnWsTI7sTqnNxqRVP5gd5wJ9Bz6Nm5sHAD/vXkhuzhGTE4mIiIg4Noct+Fs2zjG2I9rfhl/NIBPTuLYpUdFYfXzZkJbKvMQEs+PYqRVQn9YRNxv7WzfNNTGNiIiIiONz2IK/bctnxnbHzmNMTOL6anp6GctmPrN2qcMtmxnZZayxXf5zISIiIiIXcsiCn5G2h7SjZ+8ke3nVJLzdrSYncn0T2naha0gDDuXlMm3TarPj2IloN8z4su2x1O0cz0o2OZGIiIiI43LIgr918/lpGO073WnMwZaq42ax8Fb02akwL29ew+G8XJMTnefhWYN2HUca+1s2fmxiGhERERHH5pAFf8uGj4zt8tMzpGpFhTRgVMu2FJaW8tTaJWbHsRNZbppWvObhi4iIiFySwxX8jLQ9xkopfjWDad6yv8mJri//6jUYb3d35ifudKhlM1uFDzWebHs8K4mszCSTE4mIiIg4Jocr+MlJq4ztNhE3YbE4XESX1sg/gD936Q3gUMtmWixutIqIMfZTyn1OREREROQ8h2vP+5POf8EzrFlvE5Ncv569sQ+N/QPYkJbK7N2O8/TY8p+H8p8TERERETnP4Qp+cuIKYzusuQq+Gbzc3Xml1yAAnl67hFPFRSYnOqtp8z7GdvI+3cEXERERuRiHKvjHs5LJy0sDwMe3DkHWFiYnun6NbtmOriENyCzIZ+pGxyjT9ULC8fWtC0DOiYOczD1mciIRERERx+NQBT+l3F3ZFq0GmJhEAGPZzDfi4xxm2cwmzXoZ2/v2/mhiEhERERHH5FgFX/PvHUpUSAPGt+lIYWkpf1y50Ow4gP00Hc3DFxEREbmQQxX81CPnv9BZv2GkiUnknFd7D8Hf04tvU34m9uA+s+PQoNznovznRURERETOcqiCn5mx19gOCtb8e0cQ5OPLs1Fn75o/uXoxZTabuXnKfS6OZyWbmERERETEMTlMwc87mUZpSSEA7h7e+PvXMzmRnPNEZA8a+wewOzuT93ZuNjVLQGBD3D28AThTkEP+6eOm5hERERFxNA5T8Ms/mbReSLiJSeTXvNzdeTP67EOmnotbTlZBvql5rMGtjG090VZERETEnsMU/PLTLbQ8puMZ3qwNQ0Kbk1mQz5S4ZaZmsVo1TUdERETkUhyz4Gv+vUOa3mco7hYLs3ZuYU92pmk5NA9fRERE5NIcp+CXm2oRFNTcxCRyKW3qWHmwbWdKbTYeXx1rWo6g4JbG9nFN0RERERGx4zAFPy8v3dj2rxViYhK5nKndB2D18WXxwSS+Sd5jSobyn4/ynxsRERERcaCCX1R42tj28q5pYhK5nCAfX/7evT8Aj61aRFFpabVn8PLyM7bLf25ERERExJEKflH5gu93mSPFbBPadiG8jpVDebm8Hr++2q/v5eVrbJf/3IiIiIiIAxX84qLzSy966w6+Q3OzWHitzxAApm1cXe3LZpa/g1/+cyMiIiIiDlTw7e7ge+kOvqMbGtqC25q2Jq+4qNqXzSz/Lzy6gy8iIiJiz3EKvubgO523+96Et7s7s3ZuYWNaarVdV3PwRURERC7NcQp+0Slj29vb38QkcqUa+QcwObI7pTYbk1b9UG3XtSv4uoMvIiIiYsdhCr6bm6exXVZWYmISuRpToqKx+viyIS2VeYkJ1XJNi+X8x9Zms1XLNUVERESchcMUfLt51YWnLnOkOJKanl7GspnPrF1aLctmFtr9a4+mc4mIiIiU5zgFX9MunNaEtl3oGtKAQ3m5TNu0usqvV/4XQC2pKiIiImLPIQt+oe7gOxU3i4W3om8G4OXNazicl1ul1yu0K/i6gy8iIiJSnuMUfG+tjOLMokIaMKplWwpLS3lq7ZIqvVb5O/iaoiMiIiJiz3EKvt0UHd3Bd0b/6jUYb3d35ifurNJlM+3u4OuZCSIiIiJ2HKfg6w6+02vkH8Cfu/QGYNKqHyirohVuijRFR0REROSSHKbg+/vXM7bzTqaZmEQq4tkb+9DYP4ANaam8t3NzlVyj/Oej/OdGRERERByo4Ne1Nje2szKTTEwiFeHl7s4rvQYB8Fzcck4VF1X6Ncp/PuoGNav084uIiIg4M8cp+OWK2vEsFXxnNrplO7qGNCCzIJ+pG1dV+vntCn65XwxFRERExEELvu7gO7+3om/G3WLhjfg49mRnVuq5y/8CqDv4IiIiIvYcsuCnp+02MYlUhqiQBjzYtjOFpaU8vjq2Us+dmZFobFuDW1bquUVEREScncMUfL+aQdTwCQSgtKSQU3kZ5gaSCpvafQD+nl4sPphE7MF9lXLOk7lHKS0pBMDXty7eNfwr5bwiIiIirsJhCj5A3bpNjW1N03F+QT6+PBvVB4AnVy+ulGUz7effa3qOiIiIyK85VMGv37CjsZ16eKt5QaTSPBHZg/A6VnZnZ1bKspnlPxf1G3Ss8PlEREREXI1DFfyw5n2M7ZR9K80LIpXGy92d1/oMAc4um5lVkF+h8yWX+1w0Lfd5EREREZGzHKvgN+ttbCer4LuMoaEtGBLanMyCfKbELavQufYnrzG2w5r3vsyRIiIiItcnhyr4dYOaUiugPgD5+cdJP7bL5ERSWab3GYq7xcKsnVuuednMo6nbKcjPBsDfP4TA2o0rM6KIiIiIS3Cogg+/uoufVPkPSRJztKlj5cG2nSm12a552cyUfec/D81bDaisaCIiIiIuxfEKvubhu6yp3Qdg9fFl8cEkvknec9Xv1/x7ERERkd/mcAW/abk7+Ht3x1JWVmJiGqlMQT6+/L17fwAeW7WIotLSK35vSUkh+35eauyX/5ceERERETnP4Qp+SP12BAQ2AqCwMI/dCd+bnEgq04S2XQivY+VQXi6vx6+/4vftTviOoqJTAAQENiQ4pE1VRRQRERFxag5X8AE63Xi3sR2/+VMTk0hlc7NYjGUzp21cfcXLZm7dNNfY7tLtvirJJiIiIuIKHLPgR50v+Lt2fEth4SkT00hlGxragtuatiavuIg/rVn8m8cXFZ3m510Ljf0bVfBFRERELskhC369kHBC6rcHoKysmIT4L0xOJJXt7b434e3uzkd7trExLfWyx27b/BllZcUANGjYiTp1w6ojooiIiIhTcsiCD9Dpxt8Z21s3z73MkeKMGvkHMDmyOwCTVv1w2WPL//+PLPe5EBEREZELOWzBj+wyFrAAkLR3GVmZ+8wNJJVuSlQ0Vh9fNqSlMi8x4aLHZGUmlVv/3kLnqHHVF1BERETECTlswQ8IbEibtrf8smdjxZKXTc0jla+mpxf/7DUYgGfWLuVUcdEFxyyL/QdgAyCi/XD8alqrM6KIiIiI03HYgg8wKOZ5Y3vLxjmczD1mYhqpCveGR9I1pAGH8nKZutH+ycV5J9PsVlEaGPPX6o4nIiIi4nQcuuA3bNzZeKBRWVkJq5b9y+REUhXeir4ZgDfi4zicl2uML18yzXjQWbMW/WjQMNKUfCIiIiLOxKELPkC/QX82tuPWvktBQY55YaRKRIU0YFTLthSWlvLU2iUAnCnIZcP6WcYx5T8HIiIiInJpDl/wW0fcRL0b2gJQUlzA2pVvmpxIqsK/eg3G39OL+Yk72ZiWyqplr1JSXABAvZAIWrYZbHJCEREREefg8AUfYMDgZ43t1cteI//0cRPTSFVo5B/As1F9AJi4/BtWLH/deG3QTc9f6m0iIiIi8itOUfA7dB5N7TpNACgszOPbLyebmkeqxhORPbAmHWbz01N584MS9qVAYO1Q2nW8w+xoIiIiIk7DKQq+xWLhptteMfbjN33CgZT1JiaSquDl7k7p5/+D1DTO5BaxfiPcOvJ1LBaL2dFEREREnIZTFHyADp3uolmLfsb+558+gM1WZmIiqWxlZSWUnTlh7Ht5+9Ouw+0mJhIRERFxPk5T8AHu/N37uHt4A5CZ/jNrlk83OZFUplXLXqNvzxKsQRBQy8Irr7xhdiQRERERp2Ox2Ww2s0NcjWWLX2Tx/6YA4Onpy5//lox/rRCTU0lF5eWl89LzYcbKOTHDXqbfoGdMTiUiIiLifJzqDj5Av0HPYA1uBUBxcT6fzh5rciKpKJvNxtwPRxvl3hrciugBf7qqc2RlZfHiiy/SqVMnateuTWBgIFFRUbz//vs42e+wIiIiIhXidAXfzc2Du+7+0NhP3reCHxf93cREUlFLFj5Pyr6Vxv6ocbNxc3O/4vf/9NNPtGvXjilTphAfHw/AmTNn2LRpEw8++CATJ06s7MgiIiIiDsvpCj5AaFh3evd7wthfuugFkssVRHEeKUmrWBY71djvO/BpGjfpdsXvT01NJSYmhrS0NPr378/u3bs5ceIEeXl5vPDCCwC88847RvEXERERcXVONwf/nLKyUma81p0jhzYB4Otblz9N2U1N/2CTk8mVOpWXwatTw8nPP/vgssZNujHxifVXtSzmqFGjWLBgAR06dGDDhg14e3vbvT5hwgQaNGjAuHHjaNq0aaXmFxEREXFETlvwAU7mHuX1ae2NgtikaU8embxG66Y7gbKyUv4zvTeHDsQB4FczmD/93078alqv+Bw5OTnUq1ePoqIivvzyS26/XUtqioiIiDjlFJ1zagXUZ9yDXwBnC/2BlHV88dlD5oaSKzL/k3uNcm+xuHHfw99dVbkHWLt2LUVFRVgsFgYNGlQVMUVEREScjlMXfIBmLfoy+Ka/Gfub4t5n2eIXzQskv2nJwr8Rv+kTY3/ordNo3KTrVZ/nyJEjANSpUwd/f/9KyyciIiLizJy+4AMMjHmO9pF3GvuL/zeF+E1zTUwkl7Ip7gN+XPSCsd+x85hrXu++qKgIgOLi4krJJiIiIuIKXKLgA4y99zNatRlq7M/7eDzJiStMTCS/tnfPYrspVC1bD2bM+E8u847LCwsLA+DkyZMkJSVd8Pp9993HhAkTSE9Pv+ZriIiIiDgblyn4bm7ujJ/wDY1CowCw2Ur5YOatHD2yzdxgAsDhg5v46L3h2GxlAISG9eDeh7/DYrn2j+DAgQOpXbs2AA8//DAZGRkAHD9+nEceeYTZs2czd+5ccnJyKpxfRERExFk49So6F1NQkMO/X+9JRtpuAHx86/Do5NXUuyHC5GTXr/Rju/j36z05cyYXgJD67Zj4+Dq8a1R83vznn3/OmDFjKC0txWKxYLVaycrKoqysDF9fXz755BNGjBhR4euIiIiIOAuXK/gAJ3OPMeO1buScOARADZ9AHpq4hEahN5qc7Ppz5NAW3nt7gFHuAwIbMfmZLVe9Ys7lrFu3jn/+85/ExcVx8uRJGjRowMCBA3niiSdo1apVpV1HRERExBm4ZMEHyMrcxzvT+5CXlwaAh0cN7nnwS1pH3GRysuvHnp3/48OZtxr7Nf3rMfGJddQNamZiKhERERHX5rIFHyA35wjvvtmP41lnv4Dp5ubBmPGf0KHTKJOTub74zZ8yb844Y8593aBm/P6xVQQENjA5mYiIiIhrc+mCD5Cfn817bw/k6JH4X0YsDL/zbXr0mWhqLle2fMlLxH7/rLFfv0FHHp60HB/f2iamEhEREbk+uHzBByguyueDd28hed/5ZTNv7HY/I0b9Bw8PbxOTuZaS4jMs+PQBtm3+1Bhr2jyaBx5dhKenj4nJRERERK4f10XBBygrK+GTD0axc/tXxlhI/Xbc8+BXBFmbm5jMNWRlJjF75jAy0vcYY+0j72TsvZ/i5uZhYjIRERGR68t1U/ABbDYbyxe/yJKFzxtzwz29/Bg97iPadRxpcjrnlbDtS+Z9PJ7iotMAWCzuDLn57/Qf8uxvvFNEREREKtt1VfDPSUlazcfv38HpU5nGWI8+f+DWEa/h7uFlYjLnUlpSxDdfTGLDupnGmF9NK+Me+IKmzfuYmExERETk+nVdFnyAvLx05vz3dg7uX2+MWYNbMfqej7Ve/hU4uD+OBZ/cR2bGXmMsNKwH9zz0Ff7+9UxMJiIiInJ9u24LPkBZWSkLv/szq5e9Wm7Uwo3d7+eWEa/i4xNoVjSHlX/6ON9/9SRbNn5UbtRC34FPMfTWabi5uZuWTURERESu84J/zu6E7/nso99RWJhnjPn6BXHLiFfp0nW8ickch81mY1Pc+/zw7TMU5Gcb4zVqBPC7++bRKnyoielERERE5BwV/F+czD3K9189yfat8+zGQ8N6cNfdH2INbmlSMvNlZiQyb844Dh/caDfesctYht0+nZr+wSYlExEREZFfU8H/lf3Ja/hy3u/JSNttjLm5edCh82gGDpmCtV4rE9NVr/S03SyLncr2rQuw2UqNcWu91owe9xGNQqNMTCciIiIiF6OCfxFlZaWsW/UWSxb+jcIzJ+1eax1+E/0G/5mwZr1NSlf1khNXsOLHV0jcs9huvEaNAAbf/AI9+vxBc+1FREREHJQK/mXk52ezevnrrF81gzNncu1ea9ykO/0GPUN4u2FYLBaTElYem83Gzh1fs3LpKxdMxanhE0jP6D/Sp/8T+uKxiIiIiINTwb8CZwpyWbfqbdaseIP8/ON2rwUENqJ95J106HQnjZt0MynhtbHZbBzcH8eO+AUkbPuS3Jwjdq/7+gXRu99kekVPwruGv0kpRURERORqqOBfhaKi08SteYfVy14jLy/tgtedoez/VqkH8K91A9H9n6R7n0fx9PQxIaWIiIiIXCsV/GtQWlLEz7sXsmXjx+zZ9QOlJYUXHOPrW5fGYd0IDetOaJNuNAqNMuUueOGZPA4d3MDB/XEc2v8TBw/8ZLfM5TnuHt6ER9xCp6i7aR1xM+7untWeVUREREQqTgW/gs4U5LJ963y2bJzDgZR1lz02pH476oVEYK3XCmtwS6zBLQkOaYOXl1+FcxQVnSb92G6yMhLJzNxHZvpe0o7tJP3Yzsu+L6xZbzpH3UOHTqM0DUdERETEBajgV6LTpzLZs2she3cvIvHnpRe9U34xNf3rEWRtgZe3H56evnh6+eDpaf+nuLjA/k9RPsXFBRQVniIzYx+nT2Vc0bV8fevSovUgWkfE0Do8Br+a1or8yCIiIiLiYFTwq4jNVsaRQ1vYuyeWvbtjOXRgg91a8tXFzc2Dxk260arNEFq2GULDxl1cYtUfEREREbk4FfxqUngmj4MHfiIn+yAnc4+Sk3OE3Jwj5Oakkptz5Irv9l+Mr29dagU2IDCw4dn/1m5ErYD6BNZuTGiTbpp6IyIiInIdUcF3IHl56RScziY//wQF+dnk52dTkH+CwjN5eNfwx8e3Dr6+tc/+168OPr618fevZ3ZsEREREXEgKvgiIiIiIi7EzewAIiIiIiJSeVTwRURERERciAq+iIiIiIgLUcEXEREREXEhKvgiIiIiIi5EBV9ERERExIWo4IuIiIiIuBAVfBERERERF6KCLyIiIiLiQlTwRURERERciAq+iIiIiIgLUcEXEREREXEhKvgiIiIiIi5EBV9ERERExIWo4IuIiIiIuBAVfBERERERF6KCLyIiIiLiQv4fw5g56sUZdjgAAAAASUVORK5CYII="
[ "radius", "chord", "diameter" ]
null
1
math
grade-4
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAASIAAADNCAYAAAAc231VAAAkHUlEQVR4nO3df3xT9b3H8VeSpqGlv2lKC6XlN7ZQpIDAUGHzB1QZg00maOHiuPhrF0VwgsjAPeQqiD9AUTeHm4zhlOF21YmDK1ymg02LSAFtoRRKW0qhKYU2oW3aJrl/hAawv5I2yWlPPs/HYw9KenLO56zl7TfnnO/nq3E4HA6E6GQ0Go3SJQg/0ipdgBBCKBJEn376KZ9++qkShxZCdEJ+D6IXX3yRSZMmMWnSJNavX+/vwwshOiGNP68RmUwmBgwYgNlsBiA...
1
math
grade-6
interpret-histograms
false
true
The receptionist at a doctor's office kept track of each patient's wait time. Are there fewer people who waited for 25-29 minutes or people who waited for 45-49 minutes?
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"
[ "25-29 minutes", "45-49 minutes" ]
null
1
science
grade-3
identify-vertebrates-and-invertebrates
true
false
Select the vertebrate. Hint: Mammals, birds, fish, reptiles, and amphibians are vertebrates.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADyxklEQVR4nOz9eZBtWXbWCf7WHs45d/Tpufub34t5HnKepSRTUlaSSIBKKlSoQZQxVLcBTdOUUcXQ6i6MhqpCQFUjulUICpBUQoAQGhACTZlKicxUzpmRMUe8F/FGfz77nc85e+/Vf+wbIVEdMksp/qk20zFzc/f7rt93h7X3Xutb3/ct+dyJ6gM9GFh+9/rd63+X1zjC81O43cCag/ev5tvN7wbu717/e78GFh7o5Z8n8TduN78buL97/f/D9Vqctvobt7k3uuN...
1
science
grade-4
use-scientific-names-to-classify-organisms
true
true
This organism is a Dall sheep. Its scientific name is Ovis dalli. Select the organism in the same genus as the Dall sheep.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOy9d7glVZ3u/1mhaqdz9smdTucITTdRBBVQxIiMEUfEhFz1KuOMV36GcRz1Mjo6I14Tg2MahCtecYwYUAkqNEEauqHpAN1N53Ry2rmq1lq/P1adDU2y0R6dcfb7PP30CbWraq+9qk591/t+31c451ySJFhraaGFFlpooYUWWmihhSOBlBKt9Z/6NFp4Aggh/tSn0EILvxOyVYS20EILLbTQQgsttPB0Ya0lSZI/9Wm00EIL/0WhW0VoCy200EILLbT...
2
math
pre-k
triangles
true
false
Which shape is a triangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIoAAACQCAYAAADXyvOZAAACT0lEQVR4nO3Uu25UVxSA4TUzHkvcko4oDwCpQss78T7JQ1Gm49LHaW2wwHg4FAckl3+qY6Tvq/bWLtYqfu3dsizLxc3M++uZq9PM7TIwZ7uZJ4eZZw9nfjuf2V18XpbXl1uvxX328peZs3fX6+X385k/Hq0VwdVp5s3HmX9vZt5ez+wvb9cHkXDXk8PaxMzMh9PM/nTnAe760cSXZWa/7Sr8LIRCIhQSoZAIhUQoJEIhOdty+Kt/vsynr1tu8PN4cJj568/jZvP...
1
math
grade-8
perimeter-and-area-changes-in-scale
false
true
Look at this rectangle: If the height is tripled, then which of the following statements about its area will be true?
"iVBORw0KGgoAAAANSUhEUgAAABgAAAAOCAYAAAA1+Nx+AAABHklEQVR4nNWUMYqDQBiFn8EihYUQiymTSvQAprCSILlDsIlX8AApTSV2EsgdvIRFUqUNKSwl1TRpxMK3zUaIsiwLWuyDKd788D7+f35GIUlMqNmU4QAwez6fUBRlcJbL5SgAVQiB/pTO5zOKohgFAPZU1zVXqxUfj0e/1GmxWDCKIlqWRV3XGYYh8zyn4zjUNI2bzYZSSpLkAJAkCYMg+DH8DdjtdizLkmVZ0jAMrtdrXq9XSinpui6Px+MQ8Hq9KITg/X7/FXC73Tq/3W55Op06fzgcuN/vSZIfW5QkCTzPg2mafxrzfD5H27YfvmkaAID6vpRSIk3T8R73W10HcRzD933Ytj0qQAWAqqqQZRkul8uo4QCgkP/9q5ga8AUT/xQecNpchAAAAABJRU5ErkJggg=="
[ "The ratio of the new area to the old area will be 2:1.", "The ratio of the new area to the old area will be 4:1.", "The ratio of the new area to the old area will be 3:1.", "The ratio of the new area to the old area will be 1:2." ]
null
2
science
grade-4
animal-adaptations-feet-and-limbs
true
true
White-tailed eagles eat fish, mammals, and other birds. The white-tailed eagle's feet are adapted for grabbing prey. Which animal's feet are also adapted for grabbing prey?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d5hdV3nv/1lr7XL69BlpRr1attzk3m1MscH4UkwLEMAQktBiuHCB/JIQSgI31EBMM5fY2BCI6c4NYFwkWS7YcpEl2ZKsrpGmz5w5fbe1fn/sOdM0smVwcOCez/PMM2f22Xvtd69dZn/XW5YwxpgwDNFa06BBgwYNGjRo0KBBgz9MpJRYloUQ4vk2pUGDP0pkQzg3aNCgQYMGDRo0aPCHj9aaMAyfbzMaNPijRTaEc4MGDRo0aNCgQYMGfxw03u0...
0
math
grade-7
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
"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"
[ "positive trend", "negative trend", "no trend" ]
null
2
math
grade-4
decompose-fractions-into-unit-fractions-using-models
false
true
How do you write 7/11 as a sum of unit fractions? Use the fraction strips to help.
"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"
[ "1/11+1/11+1/11+1/11+1/11+1/11+1/11", "1/7+1/7+1/7+1/7+1/7+1/7+1/7+1/7+1/7+1/7+1/7", "1/7+1/7+1/7+1/7+1/7+1/7+1/7", "1/11+1/11+1/11+1/11+1/11+1/11" ]
null
0
math
grade-3
lines-line-segments-and-rays
false
true
What is this?
"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"
[ "line segment", "line", "ray" ]
null
0
math
kindergarten
classify-shapes-by-color
true
false
Which triangle is yellow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAE40lEQVR4nO3dwU5TWQDG8a+ALhyd2ZiZzAPMzNadz+MLiBGBFd0p7GDhDha6g53sID5BfYAmjuOmMRkmdUWV5DLc3FmcdCJqOQXa7/ac+/8lJmBJOYn/XOgHta2qqqqjU+mvE2lQSmeVgGtbaEl35qXfbkm/3JRaR0VVvTmu+1jI2f0fpYV3J+GdX29Kf/wQKgSua1BKbz9Lf59Kf55Ic8dn4QYiwyTdmQ9NSdKnUporv7gBmKRhU/9W0ly9R0FTEBosCA0WhAY...
1
math
kindergarten
compare-size-weight-and-capacity
true
false
Which fire truck is longer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAABUCAYAAAAbBQyRAAAVCklEQVR4nO2deXxU5bnHv5klmZnszGSZhCSEPWwxIWiIJpZQSqzLVSyoSNVS9LbXVq3o7b1d7MeK9l6KVKneVnHp9bbeBr3uCNYqkkCCCEkhgQQCZJkkk2WGbDOTZGaSuX+c5ISYhVlCFjjff+acOc/7nvec+c17nvd9n/c9fi6Xy9VghzM26OgBpwsJiUmHwg+C5TBHA1H+4NfQ7XIdbp/oYklIuM81IaCosAk7en+YFyioWkJistHRA6esYLTDaRvI2p3CAUm...
1
math
kindergarten
count-to-100
false
true
How many dots are there?
"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"
[ "25", "30", "19" ]
null
2
engineer
grade-5
identify-laboratory-tools
true
false
Select the test tube.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAA7SElEQVR4nO3de5hcVZkv/u/7rrX3rnvfEnIhCfcQuYW7EUm4hIAjIioQEBwRZhTROTPq+JuR4+M5zOjMHByHn8c5o+BvEEcJkkaIDorOb8QoMtyTYEJIgAQIuZF0+lrdtWtf1nrPH52OIeTSSbq7qrvX53nydFd1ddVbVf3Nrr33Wu8CHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHMdxHKe+UK0LcIbPnXfemQ2CoIGIcrtd7TGztdYa3/e7lFL2ppt...
1
math
kindergarten
square-corners
true
false
Which shape has 2 square corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFHklEQVR4nO3cX1NTVxSG8fckISjhj7YMFlAMba3TOqPVluD00k/kV+t9rzsltLUybR2qUyIVQcdaDCSakOT0YsOAHQtIwtr7nDy/O+BmDTyzE87aEMVxHG80pUd1aasttWIBXctF0khWujIkXchL0UYjjstV32MhzeZHpdzDuvtgMi9dLbgKgW5ttaXlmrTelP6oS5lqy32ByNBLI1nXlCRtt6VM+8AXgF7aa2onljJ+R0G/IDSYIDSYIDSYIDSYIDSYIDSYyPk...
1
science
grade-6
identify-ecosystems
true
false
Select the hot desert ecosystem. This ecosystem has: long, cold winters and short, cold summers mostly small plants soil that is frozen year-round This ecosystem has: a small amount of rain dry, thin soil many different types of organisms This ecosystem has: warm, wet summers and cold, wet winters soil that is rich in nutrients only a few types of trees
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9d7Qk+Vnfj78qh87p5jR37p20uzM7u7NJG7VaaRESYEQyKPz0k7Cw+domCNkScKwD5gsCGR8sWYSfQSIIAzYgZFtCgdVK2hwn55mbQ/ftnCvX74+6c3dH2p0RJghQv865p253dVd9qqr79Luez/O8H+G5ZhjujUFCYsCAAQMGDBgwYMCAvxPaPpzvgtDywnAgPAcMGDBgwIABAwb8XdP2QQjDMPxmD2TAgAEDBgwYMGDAtwbyyx8sVrpXrRQE4ar...
2
science
grade-3
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
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAX1ElEQVR4nO3deXhb9Z3v8feRLFmyHSfO5iQQErYYkkACZSmUthDCVkpb1rb33rYznek8t3emT3t7b1sGOk/baTtTSmd5usxyO10G2imkHbaQBqaBhCUshpAEEhKSELLb2WzHtqxd5/7xlSwvSjBYPke2P6/n8SPp6PjoJx3pc37ne35HclzXdVtTsKMHurKQcRERKYsqByYE4cwaaAyD05p03eZOv5slImPdxfVQtb3HbswMQ1OtpZGISDl0ZeGNGLSkYFsPBDo...
2
math
grade-5
adjust-a-budget
false
true
This table shows Dwayne's March budget. What could Dwayne do to balance his budget?
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"
[ "spend only $25 at the craft store, and earn an extra $40 by babysitting", "spend $10 less at the movies, and spend only $25 at the craft store", "earn $10 for doing more yard work, and spend $10 less at the movies", "earn $10 for doing more yard work, and earn an extra $40 by babysitting" ]
null
0
science
grade-7
identify-rocks-and-minerals
false
true
Chalk has the following properties: not a pure substance not made by living things no fixed crystal structure solid naturally occurring white Is chalk a mineral or a rock?
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"
[ "mineral", "rock" ]
null
1
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 and shapes.
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"
[ "The magnitude of the magnetic force is smaller in Pair 2.", "The magnitude of the magnetic force is smaller in Pair 1.", "The magnitude of the magnetic force is the same in both pairs." ]
null
1
math
grade-1
addition-sentences-up-to-10-what-does-the-model-show
false
true
Which addition sentence does the picture show?
"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"
[ "6+2=8", "7+1=8" ]
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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"
[ "unlikely", "probable", "certain", "impossible" ]
null
3
math
grade-3
identify-faces-of-three-dimensional-shapes
true
false
Which shape has a circle as a face?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAT+klEQVR4nO3dW4wd50EH8P9czplz313vrtdxYztNiB3nUpo4lQOipkJEwQqVAhGlDwQeEBLiAQkeIx54qcQTPCCh5KEPiAoRqjYViCQi4SWpShJip9Ckie00jjfpXrz3c+Zc5vrx8J05Xqe+7Jkzc76ZPf+fVLWuvXNmd+c/3/37NCGEWHGBjzpAKwB8ASJKiakBdQO4twIsFAFtxRHi7abq2yKaPKcbgHmpI/9wRxE4UZXpJKJ0tALgQhtYdoGLHUBv+vIvGD6...
0
math
kindergarten
count-to-100
false
true
How many squares are there?
"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"
[ "37", "25", "27" ]
null
1
math
kindergarten
spheres
true
false
Which shape is a sphere?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAaj0lEQVR4nO2deZRc1X3nP6/26tq7uqu6W+pFEkjqRRKSECCsgAI4GGxwTrww4xCfOPZxTIjj45mM7cg5kzNLnNgnMz4e8JrE8QCTMWPjM4iAA0YMAiFAIKGtW2qtvamX6tqX7trf/FHVJbWqQUJU1atXfT9/SOrXt/r+quur++79fX/3PkmWZXk6DWfmIJaDrIxAUHfoJLBp4fom8BpAmk7J8oGo0mEJBFfPzXbQnZ4rfNFugHWWgqoFgnojloPhBEyl4dQcaKL...
1
math
grade-2
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAEJCAYAAACuWVASAABSkklEQVR4nO3deVjU57k38O+wDagwg8jqMgMaFTSAS1wTlhizGQVjkrZJGvGcLD1tFmyb9G2bFjxp2rdNT8UkPSdpktfJ1vQkMaLGLBrjiFswBgcXECMwKIoIhhkQmGFY3j+QCcssz2wMy/dzXVwZZp7fb+4gc3HPM/fvviVdXV1dICIiIiIit/DxdgBERERERCMJE2wiIiIiIjdigk1ERERE5EZMsImIiIiI3IgJNhERERGRG/l5OwDyPlNbB0zGdrQZ29Fm7ECbsR0mYzt8fCUIkPrBX+qHgGtfgWP8vR0uERER0ZDGBHuEulLbhLqLTaivaURdTSOu1Dah9WrbtST6+y+TscOp8weO8Tcn3QFSPwQE+iEkNAjhMTKERQUjPDoY4dEhGBMsdfP/GREREdHQJmEf7OFL/10L6mu+T6Lra5pQV9OI72qvoqOj09vhAQCCxgYgPCYEE6K6E+4J125HTJTBP8DX2+ERERERuR0T7GGis7ML1eVXUHn6MipLL6Py9GW0Nrd5OyyXREyUITY+AnHxEZg6KwohoUHeDomIiIjIZUywh6h2Uwe0ZXXmhLrqTB1Mbc6VcwwX8gljERcfgdj4CMTOjETExBBvh0RERETkMCbYQ4ShxYSK0lrz7nR1xRV0dozuf5qxwdJryXYE4hIiEaMMhUQi8XZYRERERDYxwfYiY6sJxYercOxAJSpKasF/CdvGBEuRtFiBOTfGQjE9HMy1iYiIaChigj3I2k2dKPmmGscOVOL0sQvoaB8aFyMON/IJYzHnRiXmpcQhYqLM2+EQERERmTHBHgRdXV349sQlaA5U4sSR8zC2mrwd0ogSNVmOOTfFYs6NsZCHjfF2OERERDTKMcH2oItVDTi6txzFh7Ro0hu8Hc6ooJwRjnkpcUhaqkRgEIfiEBER0eBjgu0BZZqLUG8/hfJTtd4OxSxYHoSwyHGQBnUPiJEGdg+HCQjs9X2voTHSIH+0mzq/H0pjMKHN0A6jsR1thmtf1x4zGky4qjPgyuUmpwfXuJu/1Bc3pE1DWsYs7moTERHRoGKC7SYdHZ0oKqhEwcclqK3WD/rz+/r6IDRiLMIig699jfv+dtQ4+PkPzlCXq3oDrtQ24Urt1e7/Xvr+9lUv7OL7+EiQtESJ9IxZiJoiH/TnJyIiotGHCbaLDC0mHN51Bgc+PY0mXeugPa9yRjimzo5CXHwEJkSFIDR87KA9t7NMxg7UXWpE7Xkdyktq8e3xGjTUNQ/a80+7Pgo33RGP+HkTB+05iYiIaPRhgu0k/ZUW7NtRgiNfnkWbsd2jz+Xn74Mp14UjLiESUxMioZgeDj9/H48+52Bp0rXi7IlLKC+tRUVJLeprmjz+nFGT5UhdmYDkG5Xw9R0ZP0ciIiIaOphgO+hC5XdQbzuF41+dg6d+dP4BvlBM/z6hnnLdBPj6jY5EsLnRiLMnL6G85BIqSmpx+UKjx54rJDQIN94Zj0XLr+MFkUREROQ2TLAFNdQ1Y/ubR3Hq6/MeOb+/1BcJ8yYhabES8XMnei2hLikrx85dBdDpu3eSYxUT8eC9dyEwUOqVePRXWqA5pEXxIS2qK77zyHMEjQ3A8nsTseS2GfDx4fQaIiIicg0TbDtMxg7s2XoCBR+XoN3k3qEwfv6+iJ87EUmLFUiYP8mjFyIWFZfAYGzD3MR4m8nyO+9/jNIzFX3u+/cf3404xSSrx1RUVUNbdQFzEuMRKg9xW8z96eqbUbS/EsWHq1BT1eD284fHhGDNIwsRlxDp9nMTERHR6OHn7QCGsmP7K7Hz3SI0Nrjv4kVfPx/MSIpB0hIFZt0wGQFSz/8TlJSVY8uOLwAAXV3A0oXJVte2GowOn/+d9z+G0diGkrJyPP7I/c6GaZd8wljcvHo2bl49G1dqm3BsfyU0h6pw+YJ7urbUXWzEKxt2Y9YNk7Fq7fxhceEoERERDT1MsC24WNWA/DeOQFtW57ZzTowdjyW3zUDiYgWkga7/2EvKynHoiAZzE+MxNynB5lpP7ir3JpfZf54GXSO+LCgEAKy4NcXp0pOwyGDcck8ibrknEZfO6XDsQCUO7TrjlimZp74+j1Nfn0d6xizcsiYR/tLBaXFIREREIwNLRHppbjLik3eLcFRdDnf9VBLmTULKygTExUe454TXvPDSZnOd9PPPPml3fUlZOQwGIxJmTLWZ1JaUlePdD3aav5dKA/DEI/fbTNIbdI2orKpGrGKS3WR+T0GhOcFes/IWu28OHGEyduDI3rPYv7MU312+6pZzhoQG4c4H5mLuTbFuOR8RERGNfEywAXR2dOHAJ6X4YssJGNywA+rn74O5KXFIWzULE6KC3RDhQD210nJZMJ5+Yp1HnsMTeifwjz/yI0RHhrv9Obq6unCi8Dz2bT+F8+VX3HLOydPCsObRRYhRhLrlfERERDRyjfoE++yJS/jo9ULUX3K9//KYcQFYfNsM3HTHTIwJdrz04WChBpdq67BkYbJQ4llTW+eRBNXTGnSNCAqUCpWHOPoz6a/y9GXs216Ckm+qnQl1gPlpU3Hn/XMwThbolvMRERHRyDNqE+x2Uwc+eq0QR/dV2F9sR1hkMG5aEY8b0qfCP8C5et2a2jq8/Np7AIA5ifG4Z9Vyl+Ma7tz5M6m/1AT19lP4Zl8FOtpd6wYTGOSPHz15I+LnciIkERERDTQqL3KsPa/HW/+1D3U1rg0xmXLdBKSuTMDsBVMgcbF9cmivCwSDvNRzeqgJlH7/c3D1ZzIhKhj3PLoId/xwDg58dhqHPy9Dy9U2p85laDVh85/34sY7ZmLFj+dyGiQRERH1Mep2sA/vPoMdbx51qad1aPhYZGTdgIT51ntDO6NB14gGfaPNntOjjad+JkZDO3a9X4yDn55GZ6fzL4FoRSiynk5jSz8iIiIyGzUJttHQjn+9fNClSYx+/j5IWzULN6++Hn7+YruWgzWEhcSH6fRWW63Hh69+haozzrdkDJD64d7/WIykxQqnz0FEREQjx6hIsKsrvsPbf9uHhrpmp88xPSkaax5Z5PBO5X++8AqMxjZER07w6BCW0a53d5I7l6fYHKZjybH9lfj47W/QpDc4HcOCm6ch899u8OhETiIiIhr6RnwN9r4dJfj0vWPo7HDufURo+FisWjsfs26Y7FIcI/9tjHe5+unAnJtiET9/0rWykTI4877zyJdnUVl6GVnPpCE8hp9WEBERjVYjdge7ucmI9148gDPHa5w63tfPB2kZs7Bs9WyXdiRrautQob2AhBlxLBHxMNFhOva4Wjbi5++LzH+7AQtunuZ0DERERDR8jcgE+0ptE17J3Q39dy1OHS9SDlJUXIKi46VCo8ppaHnn/Y8BCbBieYrNNz3fFFRg5ztFuOpk2cji5dOR+e8LXO4wQ0RERMPLiEuwq8uv4LXn96C12fEWbP4BvsjIugELllnfeayprcPOXQWorLpgvu+Xj2cNq91pnU6H4uJiAIBCoYBSqfRuQIOo96h2AFiyIBkrbk2xur61uQ3v5u13+pOQhPmT8GB2ivBFsURERDT8jai/+qePXcR/53zuVHIdHh2C7D+vsJlcA8CefYV9kmsA2LJjt8PP5w35+flYvXo1QkNDkZaWhrS0NKhUKqvr8/LyEBsbC4lEYvNrzpw5UKvVg/b/4awGXSMOFR7rc9+hIxqUlJVbPSZobAAe/u0yrHxonlP9rkuOVuOVDbtgaDE5fCwRERENTyMmwf56bzk2//lLp/pb35A+FetfWCF0YVp01MBx3ZVVF2AwGB1+3sGSm5uL0NBQrF69Gvn5+ULH5OfnY/369dBqtXbXajQarF69WmitNxUdL4XBOPDNl8gI9ptWxOOJP93hVL/rc9/W46XffAr9FedKloiIiGh4GREJ9ufvF+ODVw473KnDP8AXD2TfhHt/slj4QsZlKQshlwX3uW+OA32XvUGr1UKn0zl0THZ2tvm2TCZDamrqgK+kpCTzGp1Oh7y8PPcE7CFzE+MH/NvdnLJQuLwnRhGKn/91pVMdZepqGvHirz9B7Xm9w8cSERHR8DKsa7A7O7vwv38/hGMHKh0+NloRiod+kYKwyGD7i/upqKrGG29/BLksGGtWLR/ykxfVajXS09ORkZGBzMxMaDQabNq0CQCQk5OD3NzcAcdIel2Zt3XrVmRmZlo8d2ZmJrZt2wYASE1NHRalInsKCnGw8BhCZSF45KE1Tr05KvziW2xTfe3wJybSQD+s+1U64hIiHX5OIiIiGh6GbR/sdlMH/t+f9+LsiUsOH7v41ulYlTXfqZpaAIhTTMLzzz7p1LHekJaWhoaGBsjlcgCwmFD31j9JTktLs7o2OTnZnGD3XDg51C1LWYhlKQtdOsfCW66DckYEVC/sxZXaq8LHGQ3t+McfvsD9T9yIRE5+JCIiGpGGZYlIy9U2/PfvP3c4uQ4M8se6X6Vj9b8vcDq5Hq56kmtPHutoGcpwFzlZhp+/sBLzU+McOq6zowvv5O3H/p2lHoqMiIiIvGnY7WA31DXjH8/tdmjXEABkYWPw2O+XY0KU7ZKQ197agku1dVizajkSZkx1JdRhKy0tzalJhgrFyNqRFfld8Jf64r6fLsHEuDBs2/y1Q+ff8dY3qK9pwuqHF7gjXCIiIhoihtU2bn1NE1767acOJ9fhMSF4/Lnb7SbXFVXV0J67AIOxDQcLNS5EOjrodDq8+eab5u+Tk5O9F4ybOfq7sPT2GfjBT5c4/DyHd5/B//79kBMREhER0VA1bBJs3ZUWvPrcboen6sUoQ/Gz/7wNsrAxdtfGKSYhKmICAGBeUrxTcY4GWq0W69evR2xsbJ/WfFlZWV6Lyd1iIsPNvwtLFyYLHTMvNQ7rnkmHr59jL6ueiZFEREQ0MgyLEpHmRiP+J+dzh/sIT50ViXW/SkeAVPx/84lH73c0vFFBp9Nh27ZtUKlUFjuFrF271mqnkeEoMFDq1O9C/LyJeOz3y/Ha81/AZOwQPm7fjhKEho/FkttmOPycRERENLQM+R1sQ4sJ/5P7ORrqmh06Ln7uRDz822UOJdc0kFarxbp16xAbG4usrKwBybVCocDWrVttToQcbZQzwvHTDbdhzLgAh47L/39f4/jhKg9FRURERINlSCfYJmMHXv3P3bh8odGh4+alxiHrmbRR1ynE3bKzsxEbGwuVSjWgQ0hGRga2bt0KrVY7onau3WVi7Hg8/vwdCJYHOXTcP188gLMnHW89SUREREPHkM1AO9o78fqf9uBC5XcOHZe6MgE/+OmSPoNSyHFZWVnmYTQ9FAoFNm7ciMrKSuTn5zOxtmNCVDCe+OMdDg0z6uzswua/7HX4956IiIiGjiFbP/HPFw+gsvSyQ8dkrLsBS2+3XsNaUlYOg7ENCdPjPDravKe7Rs+ub2pqqtVhLVqttk8njrVr10KpVHosNhH9Y0pKSkJeXp7NgTNDRX5+fp+BNzk5OR59vpraOlRWXUD89DiLI9flYWPwxPO34x9/+AIXtQ1C5zQZO/DaH75wODknIiKioWFIJth7tpzAicJzDh1z5/1zbCbXNbV1ePeDnd23FyRjxa0pLsVoiUqlwrZt25Cfn9/n/pycnD7Jac8Fg3l5edBoNH3Wpqamej3B7l1PrVAoBsQ41Gi1WmzatAn5+fl9upoAnk2wDQYjXn7tPQBAhbYaD953l8V1Y4Kl+I/cW/Hy7z5D7Xm90Llbrrbh1Q278cSf7kSwLNBtMRMREZHnDbkEu/SbC/j8fcdGbi+5bTrSMmZ5KCIxycnJwqPCQ0NDPRyN+wz1MpD8/HysXr3a22HYJQ3yx6O/W46Xfv0JdILdcHRXWvCP53bj8eduhzTI38MREhERkbsMqRrsmqoGvL2xwKFjEhdNQcY6+5PwoiPD8cC9K7Bm5S1YlrLQ2RCt6t0DWiaTQSaTWV27du1a822FQmFzrTf03rF2ZcT6YOhftjKY0yQDA6V4/JEf4c7lKUKfiATLAvFYznKHuovUntfjjT99iY72TldCJSIiokE0ZBLs5iYjXn9+D9pN4r2Dp86KxP1P3gTR6xkTZkzF3KQEj9RfZ2ZmYu3atdi6dSt0Op3NqYZZWVl46qmncOzYMWi12iE3AbF3x5ANGzZAIpEIfw02uVyOnJwc88WXg90uMDoyHEsXJlusv7YkLDIYjzx7C/ylvsLPoS2rQ76DY9iJiIjIe4ZEiUi7qRNv/HEPmhyY0hijDMW6X6XDx3dodAtRKpXCyV1aWtqwuGBwuMjNzTXf7l+DPRRNjB2Pdc+k4/Xn96Czs0vomMIvvsWMpBjMXjDZw9ERERGRq4ZEgv3eSwdQXSHeliwschweffYWDpFxklKpRGpqqvl2f0NtR30kmjY7Cvc/eSPeydsvfMz//v0gJsauRGj4WA9GRkRERK7yeoZ6eNcZhzqGjJMF4rHfL8eYYM+12RvpsrKy+tSM95eXlzdosYxmiYsVWFHfjJ3vFAmtNxra8eYLajz5pzuHzCc3RERENJBXa7Drahqx462jwuulgX549He3QD7B8g5eg64RDTrHpj4SeVpFVbXVx1JXJmDJbdOFz3WxqgE73xVLyImIiMg7vLaD3dHeibf+ax/aTWLdEXx9ffBvv74ZUZPlFh8vKi7Blh1fAAAef+RHiI4Md1eoRE575/2PUXqmAnJZMJ5+Yp3FNRnrFuCq3oDjX4l9krN/Zymuuz4KM+dMdGeoRERE5CZe28He+U6R8NANAFi1bj5iZ0ZYfbzV0Ga+XXOpzqXYiNylprb7d1Gnb7K6RiIBfvTEjYhRivdH/+eLB9Cka3U5PiIiInI/ryTY356owYFPTwuvn3XDZCxebvtj9IQZcZiTGI8lC5KRMGOqqyESucWKW1MQPz0Oa1beYnOdr58PHvpFqnD7PkOLCW//rQBdXWJdSIiIiGjwDHqJSHOTEe9uOiC8XjZ+DH74syV214XKQ3DPquWuhEbkdgkzpgq/4RsfMQ73PLoI7710UGi9tqwOu94/jtt+kORKiERERORmg76D/dFrhWhpMgqt9fGR4KFfpHJMNI0ac26MxbyUOOH1ez46gdpq8VIrIiIi8rxBTbBPH7voUEu+236YjMnTwjwYEdHQs/rhBZgQFSy8/r0XD6Czg6UiREREQ8WgJdimtg58+Oph4fXTZkchbdUsD0ZENDQFSP3w0C9T4esr9vK8WNWAPVtPeDgqIiIiEjVoCfZn/9KgsUGs68GYYCkeyL4JEs7SoFEqarIcd/14nvD6PVtOoO4ie8ATERENBYOSYF+o/A4HPhHvGvLgUzdhrIVJjQaDEZVVF2AwiNVwEw11NbV15lZ+/S29Y4Zwr+vOzi78738fcmdoRERE5CSPJ9idnV3418sHhduJpWXMwrTroyw+9vb7H+P1t7fg9be3uDNEIq8oKSvHy6+9h5dfe8/qtMcfPbEUsrAxQuc79209Cvd8684QiYiIyAkeT7CP7i0X7nIwPmKczZZjPTt9NbX1bomNyJt6/x7XXLL8Ox00NgAPZt8kfM5P3j0GQ6vJ5diIiIjIeR7tg20yduDT944Jr7/3J4ttXtj14H13Yc++QixdmOyG6DwrKysLaWlpAGD+r8hapVLp0bhGOqVSiZycHG+HIWTpgmQ06LrrpuclxVtdp5gejvlpU3FUXW73nK3Nbdi79STuuH+O2+IkIiIix0i6PDgKbveHx7H7g+NCa5MWK/CAAzt1RKNJa3Mb/vxkPlquttld6+fvg1+9mAnZeLHSEiIiInIvj5WINDcaod52Smitn78vVmXN91QoRMNe0NgArFwr9hppN3Xi03+Kf3JERERE7uWxBPvTfx2Dqa1DaO3tP0xGsDzIU6EQjQjzUuIQlxAptLZofyUundd5NiAiIiKyyCMJdv2lJhzZc1ZobXh0CG68c6YnwiAace77j8Xw9RN72W7b/LWHoyEiIiJLPJJgb1eJ/2G/9z8Ww8eHE2WIRIyPGIdld18vtLb8VC1OH7vo4YiIiIioP7cn2BUl4n/U594UC+WM8D73Nega8cJLm/H621vMHRaIRpuSsnK88NJm7NxVMOCx9IxZwr2xt7/5tXAPeiIiInIPtyfYH71+RGidNNDP4kVbH27fDZ2+CZVVF/Dya//EoSMaN0dINHQZDEa888HHePeDndDpm3DoiAYHCzV91vj6+WD5mkSh89XXNOHrvfbb+xEREZH7uDXBPvX1eVy+IDZU5vYfzRkwDr2ouATacxfM3xuMbdi5q8DqKGmikebgEQ1Kyyr63PdlwVcwGIx97pufPhXjI8YJnXP3h8e5i01ERDSI3Jpg7//ktNC6kNAgLLlt+oD7vykuHXCfXBaM6MjwAfcTjUSxiokD7jMY21BS1ncX2sdHgtt/mCx0Tv2VFpw8ct4d4REREZEAt01yvHxBj4qSWqG1aRmzIJEMvLDxrttS8M77H0OnbzLft2bVcneFSORWOp0O27Ztg1artbpGLpcjIyNDeEJnnGISlixI7lMapZwyEQkzpg5Ym7xUid0fHkfdRfvXKhz45DSuXzhFKAYiIiJyjdsmOb7/34dwdF+F3XVBYwPw7Ctr4B/ga/Fxg8GIPQWFOHREgyULkrHi1hR3hEfkVmq1GqtXr4ZOpxNav3XrVmRmZgqtNRiMeO2tLWjQN+KeVcstJtc9So5WQ/WCWui8T/3fOzExdrzQWiIiInKeWxLslqtteO6xD9HR3ml37bK7r8dtP0hy9Smt6r+ruHbtWpu7hxqNBsXFxVZ3IZOTk5GUlCS8A0mjg1wuh14vdr1Bz/qGhgaPxLLp/3yCC5Xf2V0396ZY/PDxpR6JgYiIiL7nlhKRg5+dFkqufX19cOMdnhkqk5+fj23btkGlUvW5PzU11WJyrNPpkJ6eDo1GI3T+7OxsbNy40fVAadhTq9V9kuucnBykpaUNWJefn49NmzYB6P59y8/PF97FdsSt9yZh81/22l2nOajFih/PQ7As0O0xEBER0fdcTrA7O7pweNcZobXz06dibIjU/kIHaDQapKenC39U3yMzM1M4uQaAvLw8KBQKZGdnO/Q8NPKo1Wrz7aSkJOTm5lpcl5aWhvz8fFRVVQHo/l31RIIdP28iIifJUFtte0e9s7MLhz4vw233ee4TJCIiInJDF5GiA5W4qjcIrb05c7arTzdAcnIyZDKZ+fvet63RaDTYt2+f+fu1a9di48aN2Lt3r/lr69atyMnJgUKhMK/r2Y0k6iGXy20+PlilRcvvFUuaD31WhnaT/U+biIiIyHku72Af2DmwtZ4lsxdMRmj4WFefzqKsrCxotVpkZmYiMzPTYoeS3vLz8823k5KSBpSV9MjMzERycjJWr14NANBqtdBoNEhOTnZT5DQc9S4HGSq1+dcvnAJ52BjorrTYXNfa3IZjBypxQ7r1CyeJiIjINS4l2JWll3GxSuzCrbRVs1x5KpusfURvTe+P+C3VzvbW/3Em2JSWlmb39wborrvu/UmJJ0kkwJLbZ+KTd4vsri3YWcIEm4iIyINcKhE5uk9sBHPszAhMuW7CgPtrauvw3Auv4IWXNqNBZ7+Xr7v0rte29xF//8dt9Twm6qHVarFu3bo+97laf72noBC//cOL2LJ9t8XHF6RPhY+P7U9vAKD2vB7VFfa7jhAREZFznE6wOzo6cfxwldDa1FUJFu8vKauAwdgGnb4JRcfFSk3cobi4eNCei0aX/Px8rF69GrGxsX1KkVJTU13+5OPLgkIAsPpaGRMsRdJSpdC5NIe0LsVCRERE1jmdYJ/R1MBoaLe7bkJ0MOLnTrL4WMKMOEilAZDLgjE3Md7ZUFwikvT0vtDRkc4jNDpotVqsX78eoaGhWL16dZ/EGuhOrvvf54ybUxYCAOKnx1lds+TW6ULnOs4Em4iIyGOcrsHWHNYKrbvpznhYu+YwOjIcv3/6J86G4Bb2SkSA7gvZelqtOdoOkEYutVqNDRs29Knp7y01NRW5ublC9doilqUsxLJrSbY1iunhQi37dFdaUHWmDorp4W6JjYiIiL7n1A62qa0DJ746Z3edRCJBsuBH1kTDiUqlQnp6+oDkWqFQICcnB5WVlVCr1W5Lrh0h+ppjmQgREZFnOJVglxZdQLupw+66666PQtDYAGeegmjIUqvVAy5gzMjIwNatW6HVapGbm+vV9n3zUqyXkPR2/FAVuro8HAwREdEo5FSJSLHgzlfSEqUzpx9ULPkgR+Xl5Zlv9/RRH0qtG+UTxmJS3Hi7nUKa9AZUlNRi6qzIQYqMiIhodHB4B9vYasKpo+ftn9hXgsTFCrvrvE3kosXevYy98ZE/DS29f2dyc3OHVHLdI1nwzS3LRIiIiNzP4QT71NFqdHbY/1x55pyJkAa6PCjSI3p3BSFyVM8Fr4DYRbLeMOemWKF1xw9XobOTdSJERETu5HAGLFoeIrqD5g2udAUZKqOxaWh48803hac1KhQKZGVleTaga4LlQVDOCIe2rM7mutbmNnx7ogYzkmIGJS4iIqLRwKEE29hqQlnxRfsn9ffB7AWTLT5mMBgRGCh15GndLjk52ZwU2UuO+neJYIJNvalUKuG1qampbk+wG3SNCJWHWHwsaYnSboINAMWHqphgExERuZFDCfZpzUWh8pBZ8yfDz993wP1FxSXYsuMLBEoD8PQT67yWaKelpWHTpk0AuutpN23aZLWOdv369ebbMpmMNdg0ZOwpKMSXBYWQy4Lx9BPrBjyeuGgKtm3+2u55So6eB7DYAxESERGNTg4l2BUltULrrPXhLSmrAAAYjG24WFuHOIXlCY+elpmZCYVCYS4Tyc7OFjpOdB2NbDk5OU4d5+5PP2oude9O6/RNqKmtQ3Rk36ExwfIgTJsdhbMnL9k8T8vVNly+0IiIiZZ3womIiMgxjiXYpfYT7ACpH2bOnWjxsSULk9FqMCJUHuK15LpHfn4+0tLSoNfbnnjXIzU1lQk2AejuHDIU9H499U+ueyQvUdpNsAGgsrSWCTYREZGbCCfYLVfbUHvefjI6PSkavr6Wm5PEKSYh7iHPJ9a9dxit7RomJydDq9VCpVLZvdAxOTkZmZmZ7guQyA1EXk/W3uz2V1F6GQtvuc4dYREREY16wgl2pcDuNQDExXt/aIXoDqNcLueuNI1oIaFBGB8xDt9dvmpzXfkp+7vcREREJEa4D3ZF6WWhdbHxEU4HQ0TuFyfwmmxsaLWbhBMREZEY8QRb4ALHAKkfYpShLgVERO4VK/ipkuibaCIiIrJNKME2GtpxUfud3XXKmeGQSCQuB0VE7hM7U+xTJdEyMCIiIrJNKMHWnr6MLoFpyqJ/yIlo8EyIDsaYcQF211WUcAebiIjIHYQSbJH2fID4R9FENLimzoqyu+ZKbRMaG1oHIRoiIqKRTSzBFtjZ8vGRQDndci9eIvIu0YuPRYdJERERkXV22/S1mzpw/my93RNNuW4CfHwH1l8fLNTg0JFjSJgxFStuTXEuSiKyqaa2Dlu27wYAPHDvXQiV9x0aI16HfdnqJFYiIiISY3cH+9I5HTo77RdgW/sDXlRcAp2+CYeOaBwOjojElJRVoKa2HjW19aisqh7weIwyFNJA+23vLwhczExERES22U2w6y81CZ3I2kfQCTOnAgDip8c5EBYROSJWMRFSaQDksmDEKgZOd5RIJFDOsL+LLfp6JyIiIuvsbmmJ/sGNUY63eP+ylIVYlrLQsaiIyCFxikn4/dM/sbkmJjYUZcUXba5paTKitbkNQWPtdx0hIiIiy+zuYF8RSLB9/XwQEhrkloCIyDPCIoOF1l2p5URHIiIiV7ilRCQ8OsTuGiLyrglRggk2y0SIiIhcYj/Brmm0e5IwwT/cROQ9ojvY9Zfsv+aJiIjIOpsJttHQjuYmo92TMMEmGvpCxo+Bn7+v3XXcwSYiInKNzQRbZPcaACYI7owRkfdIJMD4iHF217GTCBERkWtsJ9iCf2jDouz/0SYi7xOpw+ZFjkRERK5xzw52FC9yJBoORMq5mnStMLV1DEI0REREI5PNBFukFlMikSA0fOyA+w0GIyqrLqBBxwumiAZTSVk5amrrLD4mfKGj4JtrIiIiGsjmoBmREhFr5SF7CgrN49F/98vHEBgodTw6InLIzl0F5tfdLx/PQqi876dLoq366i81IVoR6u7wiIiIRgWbO9hNOoPdE1jbEWs1GC3eJiLP6f1aMxgHvu5Er5cQee0TERGRZTZ3sNsMJrsnCJZbnuC4LGUhQuUhCJUFD9hFIyLP6P26i44MH/C4tddrfyKvfSIiIrLMdoJtbLd7ggCp5VOEykOwLGWhc1ERjWAajQZ6vd7q4zKZDMnJyU6d297rztrrtT+jwGufiIiILLP519ZosP9HVhoo9gfbGfn5+SguLoZOp4NGo+nzWHJyMuRyOZRKJTIyMiCXyz0WB5E7qFQqrF+/Hjqdzu5apVKJrVu3Op1o2+Iv9YXJaLtLSJvAa5+IiIgss5odi7bpEt0Rc1RaWhr27dtn9XG1Wm2+7clkZDTR6/WoqjoHvV5v3mGVyWSIiYnGlClT4O/v7+UIhy+tVot169Y5tD49PR2VlZVuf/MYIPWzm2AbWSJCRETkNKvZsegOVoAHdrBzc3NtJtf99SQvx44dc3sso4HJZMLx4ydw7ty5AY/V19ejvr4epaWncf3110OhmOKFCIe/3Nxc822ZTIbs7GyL6zQaDbZt2wYA0Ol0yM/PR1ZWlltjkQb6o7nR9oXH3MEmIiJyntXsWHQHSxro/l1NlUplvp2amoq8vLwBu9NarRYqlQobNmwA0J2YqNVqpKWluT2ekcxkMmH//gPmHeugoCDExMSYd6v1eh1qai7BZDKhqKgIAJhkO6F3iVNWVlafhLs/pVKJqqqqAce5i8inTtzBJiIicp7VNn0iFzgCntnB7kkugO6dP0ulH0qlErm5uZDJZOb7epeNkJjjx0+Yk+uZM2fi9ttvQ2Li9YiPn4n4+JlYtGgRbr45HTJZdyeYoqIi1NfXezPkYam4uNh8296bQKVSab7tkQRb4DXLHWwiIiLnWU+wvVQi4miS3Dv5ZoLtGL1eby4LmTmzO6G2RCaT4aabboKfX/e/9TffFA1ajCNFamqq+at3Am1J78ftrXUGE2wiIiLPcr0Gu9/HzQaDETt3FaBB3z1qOTBQimUpCy325HWH5ORkh+q1AeDq1as4evSoR+IZTpqbWwB0l4VYS657+Pv7Y/78efjqq0K0tLRAr9f3+fSAbHPkzZ9WqzXfdjTBLiouQdHxUvP3cxPjMTcpoc8akbIukQ5CREREZJnba7Av1tb1+QMPANGR4R5LsHt3WLDVW7jH1atXcccdd+DAgQMeiWc4+Z//+R9ERkYhJiZGaH10dDT8/PzQ3t6OixdrmGB7gFqt7vOG0dELHD/eVQCjsc38fWXVhQEJtkgNNgfNEBEROW/ItenrX28t0jO4h0i96sqVK5lcXxMZGQUAGDNmjPAxcrkM9fVXPBXSqCKRSGw+vnnzZod3sHsn19YIlYgIvv6JiIhoIKt/aX39rJZn92EyufcPsVwuh0wmM+9Gb9iwARKJxGIvYK1WizfffNOh8//sZz/DgQMH0N7Oj8B7mEzcrRxqsrOzkZmZ6ZFzd7R32l3j42M7+SciIiLrrCbYou33+n+UHBQoHbAmUDrwPlsyMzPNibNGo3FronHPPfdAIpHg5Zdfdts5hyudrgFyeShaWlqE1ptMJvPutSO73mRZamrqgPt0Oh2Ki4uRl5cHtVqNvXv3OjRoJipiAi5dru/zfX8i5R+enNBKREQ00ln9KyraHaT/xVDRkeH45eNZ5oscASBOMcmhoPLy8qDRaPq0NrMkKSkJSqXSPJhD1Jo1a7BmzRqHjhmJjh8/gfLyctTU1MBkMtmd1FhV9f0gmvDwgYkbOcbahY/JyckoLi6GRqNBXl6ezZ7Z/T3y0BpcrK0zfx9j4doHkQsYAzzQ356IiGi0sLGDLZZgW+o2EioPQag8xOmg5HI5NBoNVCpVn44KvSmVSvPAjp4EmxfdOWbatKkoLy+HyWTCV18VYtGihVaTbL1ej9OnTwPo3mXt6uoazFBHlbS0NPObS0dbTwYGSu2+oRXpEMQdbCIiIufZ2MEWLBERHEjjDEc7KFgaSEPWjRkzBjNnzsTp06dRX1+P/fsPIDHxekyY0Hd3+uzZcpw+fRomkwlGoxFPPPE4IiMjcOedd3op8uFFo9Fg/fr15u+3bt1qs+zD0c44jhLpEOSJAVJERESjhcs72BypPLzFx89ES0sLzp07B71ej/37D2DMmDHmGmu9Xm++CNJoNOI3v/k1mpubcffdd+PkyZOYNm2aN8MfFpKTk/vsRGs0GrvTHHtUVla6PR6xHWyWiBARETnLaqsQ8Ysc3b+DLZFIzF/2PiLv3ZrPE1PvRoN58+Zi0aKFCAoKAgC0tLSgvr4e9fX15uT62LEiPPXUk+aEz2g04kc/+pF5EiS5T++yKE98KiNWg80dbCIiImdZ/SvqL/UVOoEndrB7t+mzVoPdo3eCzRIR50VHRyM6Oho1NTXQ6fSor6/D+PFhOHHiBJ566klcvnx5wDFHjx7FX/7yF/zxj39ESIjzNfejgUKhQFVVFQBg06ZNUCqVFt8QqtXqPhftOtJBRJSxlV1EiIiIPMnmX1FpoJ/d3S5P7GD3Hn++fv16FBcXW0w01Gq1OWkB4LG+waNJT6INdI9Onzx5EvbtuxuvvPKKxfV///vfsXTpUtx7773w82NSZk1mZiY2bdoEAMjPz0d+fr7wce4mct0Eu4gQERE5z2ZGFCAVSLA9cJFjVlaWOcHW6XTIy8uze8zatWtZIuIBISEh+M1vfoOvvvrK6qTM+++/H4mJiZg1a9bgBjeM5ObmQq1W22092VtqaqrDF/raI/p6dfeEViIiotHEdoId6A/oDTZPYC0BLyouwZ6CQkRHhePBe+9yKKisrCxoNBrzjp89GRkZQkk4OWfy5Ml4//33ER8fj44Oy5M7V69ejV27dvFNjhVyuRxqtRoqlQpqtRo6nc7m2rS0NKeS65KycuzcVYCgQCkef+T+AY+L1F8DLBEhIiJyhd0SEXuadK0W7/+muBQ6fRN0+iZUVFU7NWwmOzvbbg22tVpWcq9p06YhPz8fK1eutPj4t99+i2effRabNm1CWFjYIEc3PMjlcmRnZyM7O9tjz1Fk53Vn7fXaHy9yJCIicp7Nv6LB8iCgqsHmCeprmizePy8pHjW1dQiVhTicXPdg8jx0SCQSpKen49e//jX+9Kc/WVzz7rvvYsmSJfi3f/s3BAYGDnKEBAAJM+JQUVVt9XVn7fXaX4h8jLtDIyIiGjVsJtgTooNRZqdktEnXinZTJ/z8+3b8m5uUgLlJCS4HSEPH2LFj8fjjj+PQoUPmGvn+fvazn2Hu3LlYtGjRIEdHgP3X3ZVLYgl2WFSwu0IiIiIadaz2wQbE/8hevuj+aXM0NMXExOCNN96w2T7u7rvvxtmzZwcvKBJWf6lRaN2EaCbYREREzrKZYE8QTLBFd8VoZJg6dSq2b99u9fGamhpkZ2ejurp6EKMiEfUCr9XQ8LHw8ZEMQjREREQjk50EW2x4iGhdJ40cCxYswF/+8herj+/cuRNvvPEGmpubBzEqskfktSr6uiciIiLLbCbY4yPHQSKxv5Ml+rEzjRxSqRQPPfQQ1qxZY3VNbm4uDhw4MIhRkS3tpk6hLiIsDyEiInKNzQTbx0eC8RFj7Z6EJSKjU2RkJP72t79h8uTJVtfcc889KCsrG8SoyBrRayVES8OIiIjIMpsJNiB2oaNIXSeNTFOmTMGOHTusPn716lWsW7euz0h78g7RN8ITolkiQkRE5Aq7CbbIblZjQ3erPhqdZs2ahVdffdXq44cPH0ZeXh70enab8SbRN8LcwSYiInKNQIIttptVZ+Xj5wZdI4qOl6JBxzrtkcrPzw9r1qzBww8/bHVNXl4edu3ahc5OvhHzlJKycpSWVVh9vL5G7DXIHthERESucUuJCABc0Fqe+LhzVwG2bN+Nl1/7p2OR0bASFhaGnJwczJo1y+qa++67j/2xPeRgoQbvfrAT73zwMUrKyi2uuWjlNdrb+IhxbNFHRETkIreUiABAZWmtxft7dq67HAiKhqdJkyYhPz/f5prVq1ejosL6Lit5htHQjova7+yuY3kIERGR62yOSge6W3ZJA/1gNLTbXFdZetni/Q/edxeKjpciVjHRuQhpWJk6dSq2bt2K1atXW3y8pKQEzz33HP76178iLCxskKMbueYlxQMAggIDkDBj6oDHtacvo0vgXe7E2PHuDo2IiGjUsbuDLZFIoJwRYfdE9Zea0NJkHHB/qDwEy1IWIk4xybkIaViRSCS49dZb8fTTT1tdo1KpsGXLFhgMhkGMbGQLDJRi6cJkzE1KsPh45WnLb4D7i42PdGdYREREo5LdBBsAYuPtJ9gAcPbkJZeCoZFhzJgxWL9+PZYsWWJ1zWOPPYaTJ08OYlSjW0WJ5RKu3iQS8dc6ERERWSeUYMcliO1qie6S0cgXHR2NN998E+PGjbO65u6778a33347iFGNTp0dXTj3bb3ddTHK8ZAG2q0aIyIiIjuEEuwp0ybAz9/+0gorddg0Ok2bNg3bt2+3+vj58+fxzDPPoLbW/u4qOU97pg6dnfYLsEXfSBMREZFtQgm2j68EiunhdtddOtcAY6vJ5aBo5FiyZAmef/55q4/n5+fjrbfewtWrVwcxqtHFWoef/uJYHkJEROQWQgk2IHbxU1cXd7GpL6lUiocffhgrVqywuuaZZ55BYWHhIEY1uljr8NMfL3AkIiJyD+EEW3R3i3XY1F9ERARefPFFREVFWV1z7733oqysbBCjGh26urpQIbCDHTlZhjHjAgYhIiIiopFPOMFWzggXmvBmr1tBg64RBsPAdn40ssXFxWHnzp1WH29oaMBjjz2GysrKQYxq+OsZ5GTNhYrv0G6yP54+jrvXREREbiOcYPv5+2LytAl2150/ewUtV9ssPnawUIO/vqzCc399lUn2KJSYmIi///3vVh/ft28fXnjhBeh0usELyo1UKhXWrVuH9PR085dKpfLY8+3cVdD9enrhFatrTh+7IHQuJthERETu41BPrrj4CFSdqbO5pqurC8WHtVi8fPqAxyqrqs23G/SNiA60f+EkjRx+fn74wQ9+gEOHDuHdd9+1uObixYuQSqWDHJnrcnNzsWHDhgH3p6ameuw5e3avDcY21NTWITpy4OvpmwKxTwTiEniBIxERkbs4lGDPnDMRe7edsruu+FCVxQR7ycJkAN3THS0lA+6m0Wig1+stPiaTyZCcnOzxGKivsLAw/OEPf8DRo0ct1lxPnToVQUFBXojMeRqNxmJy7Wn2Xk81VQ24Uttk9zwxilAEy4fXz5yIiGgocyjBVs6MQLAsEE162yOuK0pq0aRrHfBHO04xaVBGpufm5mLTpk12Sw3kcjmysrKwceNGj8dE31Mqldi+fTtmzJgx4LHZs2d7ISLXZGdnm29v3boVeXl52Ldvn8ef197rqfhwldB5Ehcr3BUSERERwYEabKB7lHLSEqXQ2uJDYn/c3S0vLw8bNmwQquPV6XTIy8vrkyDR4Jg2bRry8/OxbNkyJCYmIiYmBgEBAZg6daq3Q3OISqUyJ9OpqanIzMz0bkC9fFNQIbRubkqchyMhIiIaXRyei5y4WIEDn562u05zSIsb75zpVFCuyMvL6/N9amoq0tLS+tyn1WqRn59vLh/ZtGkTcnNzIZfLBydIgo+PDzIyMrBs2TI0Nzejra0NXV1d8Pf393ZownQ6HdavX2/+3pMXNDqquvwK9Fda7K6bGDse8rAxgxARERHR6OFwgq2cES5UJnLu23ro6pshnzDW6eAcpdVqUVX1/c75U089NSDh7qHRaDBnzpw+3/dPxMnzxo0bh3Hjxnk7DKdkZ2ebPynJycmBUqn0ajy9aQ5phdaxPISIiMj9HCoR6ZF8Y6zQOs1BrTOnd5pW2/f5bCXM/S9wHK6t4cg71Go13nzzTQCAQqFAbm6udwPqpasLKNov1j1kjuBrmYiIiMQ5lWAnCe56iV5k5Sks+SBP6V23P5RKQwCg6kwdrtr5hAkAJsWxPISIiMgTnEqwp1w3QegP84XK71BfY79NmLv0/4i+/462LUzGSVRubi6Ki4sBABkZGUOutEj0k6PExUqPxkFERDRaOZVgA+LdRIr22+5kcLBQg4peA2hcoVQqoVB8v7u+bds2q2t712azJzaJ0mq12LRpE4Du3xtrNf6eYDAYceiIBjW1toc9FR/WCp0veanS9aCIiIhoAOcTbMEykYOflaGjvdPyY4UafLK7AG+8/RFKysqdDaWP3glPfn4+JBKJxa/e3R/y8vK4g01CsrKyzPX62dnZg3ph42tvbcHOXQV4/a0tVtcUH65Cc6PR7rkmTw1jeQgREZGHONxFpMeka3+gdXZagbU2t+HI3rMWJzv21qBzTylJZmYmtm7dinXr1glduLh582ZkZWW55blpZFOr1eae13K5HOnp6RYHyvSeHlpVVWVe4+onJQZjd+Lche7d7MDAgSPlDwq00ATE3yATERGR4yRdXV1dzh786T+PCY1ODw0fi//z0mpIJAMf21NQiECpFEuvjX12lUqlwrp168zfp6amWlzXe4x6VlYWNm/e7Jbnp5ErOzvbXB7ijNTUVKjVaqePr6mtQ0lZBaIjJyBhxsCBPJcv6PHXn+8QOtdv/vtu7mATERF5iNM72ACw8JbroN5+CvZS9Ia6ZpQcPY9ZN0we8NiylIWuhNBH/8EfGzdutDqlUafTITQ0FEB3Uj7U+hjT0KPRaLz6/NGR4YiODLf6uHp7idB5rrs+msk1ERGRB7mUYI+PGIfZC6bgROE5u2vV20ssJtjupNFo+pSF2BpbLZfLkZqaav74XqVSDalexjT05OXlCZUdZWdnm7uMrF271lyC5Mk6/5arbTh2QKz39Y13DP6EVSIiotHEpQQbANIyZgkl2FVn6nC+/AomTw1z9Smt6r/DyB1pcifR+uneibRSqRyUNn4HPztt9WLi3sZHjMPMuRM9Hg8REdFo5nQXkR6Tp4YhdmaE0Fq1QL22KziNkUYjU1sH9u8sFVq79PYZFq+FICIiIvdxOcEGgJS74oXWnTxyDt9dvuqOp7So/0fw9mpmmZDTSHDo8zIYWkx21/kH+GLBzdMGISIiIqLRzS0JdsL8yQgNH2t3XVcXsE/gQqyegRoNukaH4uj/Ef6mTZusJtF5eXnmOlmA5SQ0tJSUlaPouP1d6Y6OTqFOPgBwQ/o0SIP8XQ2NiIiI7HCpTV9vX+3+Fh+9Xmh3na+vD37/2j0IGhtg8fGi4hLs3FUAg7ENclkwnnjkfov9fq1RKpWoqqoSXg909yfWarUcNkNu0ftiW6VS6fCbt4qqarzx9kcAgFjFRKy4NcVq95CCj0vx8dvfCJ33Vy9mIixynEOxEBERkePcsoMNADekT7WaNPfW0dFpdRjGzl0F2LLjCxiMbQAAnb4JB49oHIpDpVJBJpM5dAwnOZI7JScnIy0tDWlpaU59MrJl+27z7cqqC3j5tfdQUVU9YF2bsR17PjohdM7rF05hck1ERDRIXO4i0sPXzwc33TkTuz44bnftvh0lWHzrDIwN6bszbakk5MuCQsxNjEeoPEQojrS0NGg0GuTl5dmtwVYqlcjKyhqULg9EIg4WaqDTD5xqqtM1Av2GL6q3l6C1uU3ovLf9INkN0REREZEItyXYALD0jpnY89FJdHTYbhdmNLTj0/eO4Z7HFvW5f8WtKSg9U9HnPqk0AEEOlIgA3YlzXl6eQ8cQDQWh8uAB9ymnTMTcpIQ+97VcbcO+HWK117MXTEbERLE3qEREROQ6t5WIAEDQ2AAsWCbWpeDIl2dxUdvQ575QeQhu7jXZMX56HJ55Yp1DNdhEw1nCjKn49x/fDbns+0T7rttSBqzb89EJmIwdQue8/Ydz3BYfERER2ee2ixx7fHf5Kv78ZL7d8ekAMHlaGJ54/o4B9x8s1CA6agLiFJPcGRrRsGLtdaC/0oI/PbEVnR32X2SzF0zGQ79I9VSIREREZIFbd7CB7klx89OmCq09f/YKvt5bPuD+pQuTmVzTqGftdbDrg2Kh5Brg7jUREZE3uD3BBoA7758LaaBYefcn7xbB2Gp/SAYRARe1DTiqrrC/EMCcG2NZe01EROQFHkmwx4ZIcet9SUJrm5uM+Px/i+0vJBrlOju68M8XD0CkqsvXzwcrHpw7CFERERFRfx5JsIHujiIRE8X6UR/8rAy11XpPhUI0InyZfxKXL4i9TtIzZiEkNMjDEREREZElHkuwfXwkuPuRhfYXAujq6hKaAglY7pVNNFwZDEYYDEa76+ovNWHPFrGhMmODpUjPmO1qaEREROQkjyXYABAXH4HZCyYLra0svYzjh22POP9w+2789WUVXn97izvCI/KqiqpqvPDSZrzw0mbU1NZZXdfVBbz34gG7/eV7rPjxPPhLfd0VJhERETnIrYNmLFm1dj5Kiy6go91+cvDRG0cwdXYUxgZb7ntdUtbdcaSy6oJbY3QnlUqFqirbbxQsSU1N5UTJUaay6gIMxu5JjCVlFYiODLe47tBnZThffkXonDGKUMxPjXNbjEREROQ4jyfY8gljkZ4xC18IfLzd0mTEu3n78cizt0AiGfj4Xbem4GChZsBUu6FEpVJh3759Dh+Xk5PDBFtQbm4uNmzY4NAxqampUKvVngnISXMT41GhrUZQoBRLFyRbXKP/rgWfvndM+JyiZVlERETkOR5PsAHg5tXXo3DPWTTpWu2uPXvyEtTbTyE9Y9aAx+YmJQzp5NoVSqXS2yHQIAuVh+CRh9bYXPO/fz+ENmO70PnmpcZhynUT3BEaERERuWBQEmw/fx9kZM3HO3n7hdZ//i8Nps2KwuRpYR6OzP3y8vKg0+mE1m3btg0AoFAokJWV5dnARhCNRmO+rVAohN6cJCcneyweTzn4WRnOnrwktHZsiBQZ627wcEREREQkYlASbABIXKxA7OdlqCy9bHdtZ2cX3vqvffjl31ZCGuQ/CNG5j0gip9Pp+pSR5Obmei6gEaj3G5js7GxkZ2d7LRZPuVD5HXa8dVR4/Q9+uhSBw+y1QkRENFJ5tItIfz/46RLh7gb671rwr78f8nBE3tF7l1smk3H32gXDcWfanparbdj8573C49Dn3BiLmXNiPBwVERERiRrUBHt8xDjc8+gi4fWnvj6Pw7vPeDCiwafT6bBp0ybz9yNx95Wc19UFvPlXNRob7F+vAACh4WOx+uEFHo6KiIiIHDGoCTbQvds2L0W8jdiON4+i9rzY9DqRgR3e1n/3mgm243rXYA8Hjvxe7tlyXKiMCgB8fX2w9pdpLA0hIiIaYiRdXV1in0O7UZuxHf/1ix1oqGsWWj8hKhg//+td8PO3Xl5SUVWNN97+CIHSADz80BqrPYW9TS6XQ6/vfsOQk5PD+msnSHr1cKysrIRarcabb75pcW1mZibWrl0LuVw+SNH1tXNXAQ4d0SBWMREP/9h2x5CK0st4JXeX8LlXrZ2PG++c6WqIRERE5GaDdpFjbwFSPzz0i1S8/NvPhKbT1V9qwtY3juDenyy2uqZn+IzB2IaaS3VDMsFWqVTm5Jq71+6xbt06m/2t1Wo1cnNzcezYMa+0QqzQVgOwPxypsaEVb76gFj7vzDkxTK6JiIiGqEEvEekxMXY87nxgjvD6r/eW49DnZVYfn5sYj/jpcYifHoeEGVPdEaLb9d6tzs7O9tqu6kgiMjxGp9N57ZOCpQuToZwyEXcuT7G6prOzC5v/vBetzW1C5wyWBeJHT9zorhCJiIjIzbxSItLbP/7wBc6eEOv1CwAPZt+ExMUKD0bkGSqVCuvWrQPQvXut1WqZYDtBp9NBpVKZa9mzs7ORlZU1YHdap9MhKyvL3GscALz8q25RVxfw3ksHoDmoFVovkQA/yb0VsTMjPBsYEREROc3rCXZzkxF/+8UONOkNQut9fCR4+LfLMG12lIcjcy+lUomqqioAwNq1a6FSqbwb0CiQn5+P1atXm7/fu3fvkBtH/9Hrhfhq97fC62+5JxG33pvowYiIiIjIVV6pwe5tbLAUD6xPEb64q7OzC5v/shc/3XAbJsaO93B07qFSqczJNTD0BsvodDps27YNWq3W6hqlUomMjIxhtes+1GP9YssJh5Jr5YxwLL/neg9GRERERO7g9QQbAOLiI3Dz6tn4cutJofUmYwde+8MXeOKPdyAsMtjD0bmud0K9du1ar1xsZ41KpcL69euFxrvL5XKvXSw40hzefQa73i8WXh84xh8//nlKnw4qRERENDR57SLH/m69NwmTp4UJr2+52oZXN+wWLi3xlqG8e63VaoWTawDmmmdvysrKgkQigUQiGbYTME8UnsPW1484dMz9T96IYHmQhyIiIiIidxoSO9gA4OMrQdYz6Xjp159Ad6VF6BjdlRb847ndePy52yG1M2zDYDDiwx27UXOpDmtWLUecYpI7wrZrKO9e5+fn9xl6k5eXZzG+7OxsFBd377b2vmjQG3rHZ6ukBYDwGwdXfLh9Ny7V1mHJgmTMTUqwu/5McQ3ezdvv0HPcdl8SZs6Z6GyIRERENMiGzA420N1+7LGc5RgzLkD4mNrzerzxpy/R0W67n/bF2jqUllVAp29CaVmFq6EKGcq710B3gt0jKysLWVlZSEtLG/CVl5fX5zhvTlLsXVddXFxsM8nufyGpuy9wNBiMOHa8FDW19fimuNTu+vPlV6B6YS86O8WvK74hfSqWrWHdNRER0XAypBJsAAiLDMbDv70F/lLrUxv705bV4Z8vHrC5JiYyHHJZMKTSAMQqBmc3cCjvXgPAvn37zLdtXRBoqQWet2RmZvaJIzY2FnPmzEF6enqfL4lE0me3PSMjw+2xBAZKoZzS/btkr/d6bbUer/3hC7Sb7A9W6jHrhsk2hysRERHR0OT1Nn3WnD15Ca8/v8eh3b7pidFY+3Qa/APEk3NP6d33GgCOHTuG5ORk7wVkQe8L5oZiCztrsrKyrI5Gt0Qmk0Gj0XjtDU51+RX847kvYGg1CR+jnBGOx36/HL5+Q+49MBEREdkxZP96T5sdhfufdGxa3ZnjNXgld5fwRDxPksvlyMnJQU5ODjZu3Djkkmtvlnm4SqVSYePGjUhNTbW5TqFQYO3atV5Nrk8fu4j/zvncoeQ6PDoE//7rm5lcExERDVNDdge7x74dJdj5TpFDx4THhOCRZ2+BPGyMh6Ia/tRqNdLT083f9+xgazSaAbXNycnJkMvlUCgUQ67MZSg7tr8S//r7QTjyCgsJDcKTf7oTIaHsGEJERDRcDZkuItakrkxAQ91VHPr8jPAxdRcb8dJvPsVjv1+OiIkhHoxu5NBqtUhPT4darba5Ljs7Gxs3bhycoIaxL7eexGf/0jh0TOAYfzz2++VMromIiIa5Ib+DDQBdXcC7eQU4/tU5h44LHOOPR357i0P9tWtq61BZdQFzE+MRGCh1NNRho/8OtiO2bt3a52LDkaqiqhqXausd+l3o6gLy3ziCw7vF3xACgK+vD376n7c59LtKREREQ9OQ38EGAIkEuP/Jm9Dc9AXKT9UKH2doMeF/cnfhx+tTED/PfueQBl0jXn7tPQDAxUt1uGfVcqdjHm4UCgUyMzOhVCoHdAnR6XRQqVTQ6/UAumugR3qC3aBrxBtvfwRA/Heho6MTb/+tACVHqx16LokE+PHPU5hcExERjRDDIsEGugfRrPtVOt7445eoPH1Z+Lh2Uwc2/2Uv7nlsERbcPE34OIPB6EyYw5ZKpbLbRWTTpk0AvNumb7AYjI79+xtbTdj8FzUqSsTfAPa457HFSJg/OIOPiIiIyPOGVZuCAKkfHnn2FsTPdbyP9YevfoUvt560uSZUHoIH7l2Bm1MWjvjd6/59r+0lzSN9x7q/6Mhw8+/CXbem2Fzb3GjEy89+5nBy7evng7W/TMUN6bZ7aBMREdHwMixqsPvr6urCltcKcWTPWYePnXXDZPzw8aWQBg6bzXuP6d0HOycnx+akyd412zKZbFTsYouoPH0Z72zcjyZdq0PHSQP98PBvl0ExPdxDkREREZG3DKsd7B4SiQT3PLoIt96b6PCxp74+j7/9cgeqK75z+vkNBiMOHdGg6Lj98djDhSMJ81Dr6e2onn+/krJyp8/R2dmFz98vxiu5uxxOrscGS/H4H+5gck1ERDRCDett3FvuSURwaBA+eq3QoV7DDXXNePnZT3H7D+cgdWUCem3kCtlTUIhDRzQAgKLiEqy4NQXRkcMvWUpNTTWPS+89Nt0Se+37houi4hLs3FUAg7F7GNG///huxCkcq39ubGjFW/+1D+e+rXf4+cMix+HR3y1HaPhYh48lIiKi4WFYJ9gAsHDZdQiRj8Fbf9uHjvZO4eM6O7rwybtFKNNcwIPrUzA2WKwNW01tnTm5BoDKqgt4/a0t+N3TP3E0dK/LzMw0J9YajQarV69GWlpanx1qnU4HjUZjvsARGL472EXFJdiy44s+932yqwCPP3K/8DlKiy7gXy8fdGpaaIwiFI/+fjnGjAtw+FgiIiIaPoZlDbYl2rI6vPHHPTAa2h0+dpwsEA88dROmzoq0u/ad9z9G6ZmKPvdJpQF45ol1w65vtk6ng1KpNLffEyGTybw6etwVlhJsAHjg3hVImGH7QsN2Uyd2vHUUh3c51t+6x7Tro7Du6XT4S32dOp6IiIiGj2FZg22JckY4fvbc7QiWOz4F76regFf/czc++ecxdHbYfr8RHTWwFGRZyqJhl1wD3Z1E1Go1FAqF0HqZTAaVSjUsk2sAmJuUAOWUvh1opNIAu+U9dRcbsen/7HQ6uU5cNAUP/2YZk2siIqJRYsTsYPfQXWnBqxt240ptk1PHT4wdj4d+kWqzRraiqhpbtu+GTt+EqIgJeOJR8RKDoUqtVkOj0Vi82FEulyM5Odlun+zhoKa2zjxMKH56HFbcmoJQeYjV9Ue+PIttm7+Gqa3DqedLXZmAFQ/OdepYIiIiGp5GXIINdE9w/OeLB3D62AWnjg+Q+mHZ3dcjZWU8fH2tb/JXVFUjJjJ8WO5ej2Y1tXUAYHPnur6mCR+9XoizJy859Rz+Ab6476dLkLRY7NMBIiIiGjlGZILd49DnZ7DjraMOXfzYW1hkMFatnS80Zt2ag4UalJ4px5IFyXbrfMl5BoMRO3cVoNVoxIrltnelbTG2mrDrg+M4+Nlpu+VC1kROkiHrmTSERQY7dTwRERENb8O+i4gtS26bjqkJkVC9sBdXaq86fPyV2iZs/steTJsdhbsfXogJ0Y4nTJ/sLgAANOgamWB7UEVVtbkveXRkOJalLHTo+K4u4Ki6HJ++dwxX9Qan41i8fDpWrp0PP/8Rc3kDEREROWjEZwGRk2X4+QsrkejCR/VnT17CX3+xHR+/U4Q2o2NdSqIiJgCwXY5Aruv9842OnODQsdUV3+HFX3+CD1457HRyHRjkj7W/TMXqhxcwuSYiIhrlRnSJSH9H1eXY+sYRpy9YA4BgWSDueGAu5qXECQ+oadA1Ol2yQOIMBiMACNfEX9UbsPPdInyzr8L+Yhsmxo7H2qfTIA8b49J5iIiIaGQYVQk20N1y7a3/2ofaavHez5ZMjB2PNY8uwqS48W6KDNi5qwAN+kYsWZDs8HTBkcoTP5POji4U7CzFni3Hneqb3lvKXfG48/658PF1cBwoERERjVgjugbbkvCYEDz1f1dg2+avUbjnW6fPc6Gyu6wgft5ELF+TiElTw1yKq8+EyC4wwYb7fyamtg4U7vkWBR+XQlff7NK5gsYG4IGnbsL0pGiXzkNEREQjz6hLsAHAz98Hax5diJlzYvDeSwcdrqvurfSbCyj95gKUM8KRnjHb6Y4jobLvS0himVwDcN/PpLW5DQc+PY2Dn55Gy1XHR5z3p5wRjgfXpyAk1PGhRkRERDTyjboSkf4aG1rx8dvfQHNQ65bzRU6WIW3VLMxZGutw2YDBYESrwShUr11RVY3SsgrEKiYOq+4kBoMRewoKESoPwdzEeLv10o78TPprbGjF3m0nceTLszAZna+77zEmWIo7fpiMBcuuE66/JyIiotFn1CfYPc59W48PXjnscm12D3nYGKSsTMDCZdfBP8D9I7JfeGkzdPomBEoD8Lunf+K28xoMxu/LMgDIryXC7nKwUGNuXbhm5S2Ym5TgtnP3qLvYiD0fnYDmoBadna7/evv4SLD4tum47b5kBI7xd0OERERENJKNyhIRS6ZcNwE//+tdOLLnLD79lwYtTUaXzqe70oLtqqP44sPjWHL7TNx050wEjQ1wU7Tdbel0+iahjhmODGH5eFcBjl3rJ91DLgu2Wf/syDCdoMDvfwbunoBZWXoZ6u2nUFrk3ARPS+LiI3D3I4sQMZFdYIiIiEgME+xeJBIJFt5yHRIXK7D7w+M48Mlpl8/ZcrUNX3x4HOptJ5G8RImkJUrMSI5x+bz3rFqOi7V1iBHor+3IEJYGXaPDsfTsSLe2Gu0m2HOTEhAdFW6OxVXNTUYcO1CJov2VqC6/4vL5esjDxmBV1g2YvWCy285JREREowMTbAuCxgZg1dr5WHTLdHz02leoKL3s8jnbTZ04uq8CR/dVYEywFImLpiB5iRKx8RGQOFHQGxgoFe6q0TuRDZW5f3y3XBYMnb7JnDg7Eo8zDC0mHD9cBc0hLcpP1cKdVU7+Ab5Iz5yNtFWzODCGiIiInMIabAEnCs9hx1vfuNzazZKQ0CAkLlIgeakSU65zbAKhI0QvFvxw++4BJSKPP/Iju0lxTW2dR6dVGg3tOHnkHIoPaXHmeA06O9z/a5u0WIGVa+ezOwgRERG5hAm2oHZTB9TbTuHL/FNoN7nekcKS0PCxSFqiRPISJWKUoR55DnsMBiMO9rrIMVQW7JELEUW0mzpw6mg1NAe1KNNcQLup0yPPEzlJhjWPLoJyBsfZExERkeuYYDuoudGIg5+X4fDnZWh28UJIW0JCgxA7MwKx8RFQzoxA9BS5U6Ukw4mx1YTK03WoPF0L7ek6nC+v91hSDQCx8RFIWRGPhPmT2XaPiIiI3IYJtpPaTZ0oKqhAwc5SXL7gntZ+tgQG+UMxI9ycdE+eOmHY1whf1RtQfqoWlacvo/L0ZVw61wBP/zb6+EiQuFiB1JUJmBjrvjH3RERERD2YYLtBWfFFFOwoxbcnagbtOX18JBgfOQ4RMTKEx4SYvyJiZBgb4t72d67o7OzCd7VXcfmiHnUXG81fly/q0dzouU8A+gsc449Ft1yHG++MZ401EREReRQTbDeqrdaj4OMSFO2vREe750ob7AkaG3At2Q5BeK8EfEJ0MHx9PbPrbWgx4dJ53bUEWo/L1xLpK7VNHrkgUVRY5DjceEc8Ftw8Df5S9w/8ISIiIuqPCbYHXNUbcPDzMhz6rAytzW3eDqcPP39fBAT6QRrohwCpHwKu/Vca6G++HRDoB2mQPzpMHWgztsNoaEeboR1txmtfhnYYDSbzfYYWk7f/twZQzghHyl0J7GNNREREg44Jtgd1dHTijKYGmkNalBw9D6Oh3dshjWjhMSFIWqLEvJRYhEW6v983ERERkQgm2IOk3dSJ0qJqFB/SouSbCx5r9TfajI8Yh6QlCiQtUSJG4Z3WhkRERES9McH2ApOxA6eOnr/W3/kiOjq8V689HMnCxiBpcXdSPXlqmLfDISIiIuqDCbaXGVpNOFl4DsWHqvDtiRp0dvKfw5JgWSCuX6RA0hIFYmdGeDscIiIiIquYYA8hRkM7tGWXUVna/XXubL1Xu5F4U+9BO7EzIxA1JZTDYIiIiGhYYII9hHW0d+Lc2fruhPv0ZWjL6mBsHXodO9xhQnRwd0J9LanmRYpEREQ0XDHBHka6urpQU6VDRWktKksvQ3v6Mpr0Bm+H5TCJBIhWhF7bnY7EtFmRGBM8dIbjEBEREbmCCfYw19xoRP2lRlypvYr6S024cqkJV2qbUH+pCS1NgzcpsT8fHwlCw8ciLCoYYZHBmBAV3Oe2r9/wHvNOREREZA0T7BHM2GpCXc33Sbehpe3asJgO88AYU9u1ITJtPd93mAfIAN1TIf0DuofTBAR0D6DpGVYTIPWDv9TXPKgmWB6IsMjuRHpCFEs8iIiIaHRigk1ERERE5Eb8nJ6IiIiIyI3+P7D3RICVYYjnAAAAAElFTkSuQmCC"
null
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1
math
grade-2
greatest-and-least-word-problems-up-to-100
false
true
The manager of a party supply store researched how many balloons it sold in the past 4 days. On which day did the store sell the fewest balloons?
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"
[ "Wednesday", "Sunday", "Tuesday", "Monday" ]
null
1
science
grade-3
classify-fruits-and-vegetables-as-plant-parts
false
true
People use soybean plants for food. We usually eat the part of this plant that can grow into a new plant. Which part of the soybean plant do we usually eat? People use soybean plants for food. We usually eat the part of this plant that can grow into a new plant.
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"
[ "the seeds", "the flowers" ]
null
0
math
algebra-2
describe-linear-and-exponential-growth-and-decay
false
true
How does h(t) change over the interval from t=1 to t=3?
"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"
[ "h(t) increases by 1", "h(t) increases by a factor of 2", "h(t) increases by 3", "h(t) increases by 2" ]
null
3
math
precalculus
outliers-in-scatter-plots
true
false
The two scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUYAAAFGCAYAAAAW1zbwAAAqdElEQVR4nO3df1RTZ4I38G8SSYJAkBRw1ALZNuhCS+0IhlLNTO2PjLXdd09dbXGmOi10ppYWddrTmTrHHhjXtZtqPa1VBz0zw3S7y1Zr7Y+Z19bt21GZoQihjFYNregaoToDwSgxYBJ+3PcPypVcQBRvQoDvx+OR57mXPE9Avjz3PvfeRyEIgvB3P3CyHbjUBXQKICIaVyYogBgVkDoRmKwGFH/3CUK1e6S7RUQUHrJ1wIT69p7CFDUwI6onNYmIxpNLXcDXbcD...
1
math
grade-2
greatest-and-least-word-problems-up-to-1000
false
true
Ellie baked cookies each day for a bake sale. On which day did Ellie bake the fewest cookies?
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"
[ "Wednesday", "Tuesday", "Monday", "Thursday" ]
null
1
math
algebra-2
identify-the-direction-a-parabola-opens
false
true
The graph shows a parabola. In which direction does it open?
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"
[ "right", "up", "down", "left" ]
null
0
math
grade-7
parts-of-a-circle
false
true
What is \line{HI}?
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"
[ "center", "diameter", "radius" ]
null
2
science
grade-4
identify-mammals-birds-fish-reptiles-and-amphibians
true
true
Reptiles have scaly, waterproof skin. Most reptiles live on land. Reptiles are cold-blooded. The body temperature of cold-blooded animals depends on their environment. A Galapagos giant tortoise is an example of a reptile. Select the reptile below.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6cAAADMCAYAAACPx9V0AAEAAElEQVR4nOy9d7hld13v//p+v6vtfnqfPpkkM+kECEUwBAm9JgJGCXAFLlzuVbjRKIoFFBUIqBAE5KEo6L2iFEG5RoyGJAQS0vv0mTOn1933Wutbfn+sfQ6kCBMMFn779TzzPOfsttZe+3vW7Pf6fD7vt3DOOa011lp69OjRo0ePHj169OjxXxMpJZ7n8Z0anFqAkvqP3qMePR6duoEHmzCXQL8HT+/Lbpc9YdqjR48ePXr06NGjx399rLVorXvCtMd/ekoqu4A...
3
math
grade-1
compare-sides-and-corners
true
false
Which shape has fewer corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAGDUlEQVR4nO3dzWscdRzH8c/miZLtA3ioWPDgQb14EZQqtnjXf0BBUFB78B9J20Ohlwq1BUFBkV6klzRQSmiDadUGCg20G0zbSFI3NiH7MN2HmR0P62AORVOb3Zn5zPt1akhJf5u8mZ3sd3+/luI4jh92pKVAqkdSGAvIrbGStG9UenlSen5CKj1sx/GNWtrLAnbf4f3SWCXof/DChPRquV8/kFf1SLrTlNY60t1AGqmF/U8QNxzsG+23LEmNSBqJtn0CcJC03I2...
1
math
calculus
domain-and-range
false
true
What is the range of this function?
"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"
[ "$\\{y \\mid y \\leq 0\\}$", "$\\{y \\mid y \\leq-1\\}$", "$\\{y \\mid y<-1\\}$", "$\\{y \\mid y<0\\}$" ]
null
0
math
grade-8
classify-quadrilaterals
false
true
What name best describes this shape?
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"
[ "rhombus", "parallelogram", "trapezoid", "square" ]
null
3
science
grade-3
identify-solids-liquids-and-gases
true
false
Select the gas.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAyyUlEQVR4nO2deXwUVbr3v1XV3dVb9gTCvogkbKIgy8gqiqLgqOPguOGGMqJzR9GBF8cZua+zXEb9uMygc515xxlHFFQYBXfwigqy76vshAQChOzpvarO+0elQxIS0kk62Nyp7+fTnyTV3eec6vz6nPM85znPkTaUC5HjgSQFC4vzSqUOe31QGIY0G4xMNa/LliAtvi+SFMjxmL9X6Weuy5YgLb5PovqLiDPX5O+nKRYWjWOJ0iLhsERpkXBYorRIOCxRWiQclig...
3
math
kindergarten
name-the-two-dimensional-shape
false
true
What shape is this?
"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"
[ "triangle", "rectangle", "circle" ]
null
1
math
grade-8
identify-similar-triangles
false
true
Are these shapes similar?
"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"
[ "yes", "no" ]
null
1
math
grade-4
compare-fractions-in-recipes
false
true
Does this recipe call for more garlic or salt?
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"
[ "garlic", "salt" ]
null
0
math
grade-7
rational-numbers-find-the-sign
false
true
The number line shows an unknown number, q. Is q positive or negative?
"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"
[ "positive", "negative" ]
null
1
math
grade-3
correct-amount-of-change
false
true
You pay $1.39 to buy a bag of potato chips costing $1.04. You receive the following change:Is this the correct amount of change?
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"
[ "yes", "no" ]
null
1
engineer
grade-7
identify-independent-and-dependent-variables
false
true
Hint: An independent variable is a variable whose effect you are investigating. A dependent variable is a variable that you measure. Which of the following was an independent variable in this experiment? The passage below describes an experiment. Read the passage and think about the variables that are described. John often saw woodpeckers perched in trees in his backyard, but he never saw them at his bird feeders. John usually filled his feeders with sunflower seeds. He wondered if he could attract woodpeckers by adding a different type of food to the feeders. To test this idea, John gathered eight identical bird feeders. He filled four with sunflower seeds. He filled the remaining four feeders with crushed peanuts. John then placed the bird feeders in his backyard. Over the next five days, he counted the number of woodpeckers that visited each bird feeder each morning.
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"
[ "the number of woodpeckers that visited the bird feeders", "the type of food used in the bird feeders" ]
null
1
math
grade-2
identify-shapes-traced-from-solids
false
true
Can you make a rectangle by tracing this shape?
"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"
[ "no", "yes" ]
null
0
science
grade-4
compare-properties-of-objects
false
true
Which property do these three objects have in common? Select the best answer.
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"
[ "shiny", "fuzzy", "salty" ]
null
1
math
grade-7
make-predictions-with-scatter-plots
false
true
Based on the scatter plot below, which is a better prediction for x when y = 8?
"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"
[ "8", "3" ]
null
0
math
grade-5
range-find-the-missing-number
false
true
Peter has the following data: If the range is 5, which number could t be?
"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"
[ "27", "85" ]
null
0
math
grade-4
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "acute", "obtuse", "right" ]
null
1
math
grade-4
interpret-bar-graphs
true
true
Look at this bar graph: Which table shows the same data?
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SU1PZsGEDx44d4/333+c73/nOTbmuIiJ3Cg0R6QTnz5+3fz3cs2dP4MLsDXChNys8PJzGxkZyc3PbPc5kMrFp0yZaW1sZOXIkDz30EHChR/yLPa+JiYksW7aMkSNH0tLSwjvvvANcmIqsbdjAhx9+aJ/toLW1ldOnT9sf3/ZVfmtrK/n5+R2eR25uLq2trTQ2NrJu3TrgQigICgqioqLC3sM2YsQI3NzcOHLkyCXHaAttzc3N9p6ytnAHl+9Rvlx9I0aMAODAgQP2awoXerRbWlqAa7vWzuRa6926dSuVlZVERkbax8bDhV79gQMH4urqisVi4Z133sFkMmGxWNi/fz9ms5mBAwfi7u5OS0sLycnJ2Gw2zp8/b/+W4+I5k9uu/cmTJy8bpq7ntXolQUFB9h7e5ORkTCYTJpOJ5ORk4MJQlODg4Gtud631X69t27Zx9uxZFi1axO9+9zteeumly469bjN06FDgwswuW7ZswWq10tjYSFpaGoB9uExOTo59CEdmZiY5OTkANzSPddsNnUVFRTQ3N9u3tx1r3bp19m+BbDZbu9+tM2fOkJqaitFoZMqUKcyYMQP4/Fuja3nPEBGRjqkH+watXLmStWvX0tzcTEVFBTabDX9/f6ZNmwZ8HrSPHDnCM888Q0NDwyU9X6tXr2bbtm2sWbOG8PBw+1fIQ4YMwcfHp13bAQMGAPDAAw/Yv6JPTU1l/PjxPPbYY7z44ov25+rWrRsVFRW4u7vzy1/+Em9vbwYOHIiHhwcmk4nf/OY3eHt788wzz7T7OnvPnj3s2rULm82GzWbDYDDw0EMPYTAYCAgIwMfHh4aGBn7961/j4+NDbW0tbm5umM1m+zHavj6vq6vjz3/+M08++aS9R9JqtfLSSy/x8ssvX3ItLldfTEwMY8aM4eDBg/z+978nJCQEm81GRUUF8+fPZ968edd0rZ3JtdSbnp7Ohx9+yKpVqwgPD6ehoYHGxkb8/PwYOHAgvr6+3HvvvXz88cccPHiQtLQ0XF1dMZvNnD9/nnnz5nH//ffzwQcfsGHDBjZv3myf1SQ4OJiFCxfan2vEiBEUFxdz9OhRfvjDHzJ8+HAef/zxdvVcz2v1ar72ta/x4osvcvz4cb7//e8DF4Y9uLm5tfuW4lrbXUv916ttGEbbDZBGoxE3NzeCgoIYO3Ys/fv3v+Qx48ePZ9++fWRlZbFy5UpWr16N2WzGZrPx9NNPM3r0aOLi4jh06BB//OMfMRqN9g+JsbGxjBkz5rrrHDFiBFu2bKGuro5nnnkGf39/fvWrXzF//nyOHDnC+fPn+clPfkJoaCj19fXU19fz9NNPExUVxT/+8Q+Ki4tZuXIlgYGBlJSUANhvtLyW9wwREemYerBvUEVFBcXFxdTU1BAaGsqMGTN49tln7b1qM2bMYPr06fj6+uLm5saUKVPsIaHNwoULuffeewkPD+fcuXP4+voyffp0vvnNb172eUNDQ0lMTAQuhPz6+noiIyP52c9+xujRo/Hx8aGqqoqePXuycOFC+7hNHx8f/uM//oPevXvj7u6Ov79/uxsyvby8+H//7/8xaNAgPDw86N+/P9///vftvW5ubm585zvfITIyEjc3N8LCwnjqqafsPcxtRo4cyfjx4+2rXMKFnrDFixfj6+uLi4sLtbW1l5zXler7xje+wUMPPUSfPn3s2+Lj4+03FV7LtXYm11JvbGwsy5YtIyoqiqqqKmw2G7Gxsfzwhz+0j4+fO3cu3/72t4mKisLT0xM/Pz/i4+Pt8zNPnz6d7373u0RFReHm5kZoaCjTpk3jJz/5SbshJXfffTeTJ0/G39//skM9buS1ejl9+vThpz/9KbGxsfj4+ODj40NsbCw/+clP2s2pfa3trqX+6zV58mQ8PDxobGzkxIkTHD16lPT0dLZu3cqLL77IyZMnO3zc8uXLWbhwIb169cJgMNC9e3fuuece+9SD3/zmN3nggQfs+3v16sWSJUv49re/fUN1Dh06lAceeIDQ0FD7tIuNjY14enry/PPPM3PmTEJDQ6msrMTf35+5c+cSERGBwWDgO9/5DpMmTcLHx4eysjK6d+/OkiVLuPvuu4Grv2eIiMjlGWw3eheciMht6qWXXqKgoIBf/epX9mEh1dXV/OY3v6GyspL77rvvtl8lUkREbpx6sEVELmKxWCgoKMBisZCXl0ddXR3V1dWcOHGC+vp6DAYDQ4YMcXSZIiLixNSDLSLyBW3LrH9RQEAADzzwwA2NlxYRkTuHAraISAfKy8s5fvw4dXV1+Pr6EhISwqBBg7RcuIiIXJUCtoiIiIhIJ9IYbBERERGRTqSALSIiIiLSiRSwRUREREQ6kQK2iIiIiEgnUsAWEREREelECtgiIiIiIp1IAVtEREREpBMpYIuIiIiIdCIFbBERERGRTqSALSIiIiLSiRSwRUREREQ6kQK2iIiIiEgnUsAWEREREelECtgiIiIiIp1IAVtEREREpBMpYIuIiIiIdCIFbBERERGRTqSALSIiIiLSiRSwRUREREQ6kQK2iIiIiEgnUsAWEREREelECtgiIiIiIp3ojgjYb7zxBm+88YajyxARERGRO8BtH7APHz5MSUkJJSUlHD582NHliIiIiMht7rYO2FarlV27dtl/3rVrF1ar1YEViYiIiMjt7rYO2EeOHKG2ttb+c21tLUeOHHFgRSIiIiJyu7ttA/YXe6/bqBdbRERERG4mt1vxJC0tLWRnZ5OZmUlmZiYLFy5k3Lhxl7RLSUkhKSmJsrIyQkNDWbRoEdOmTbvuNvB577XNZsNgMABgs9nsvdixsbE34UxFRERE5E53SwL2Bx98wNq1a+0/WyyWS9qkpqayYsUK5s2bx6hRo0hPT+e1117DaDSSkJBwzW3atPVet4XrL+4bOXIkLi63bQe+iIiIiDjILQnYixcv5t5776WgoIAXXnihwzZJSUkMHz6cZcuWARATE0NRURGrV6+2h+draQOQnp7ebux1m7awrV5sEREREblZbkkXrre3N0FBQfj4+HS4v6Wlhfz8fKKjo9ttj46OpqCgAJPJdE1t2uzevfuqNWVmZt7AmYiIiIiIXJlTjJFoaGjAZrPh6+vbbrufnx8A9fX119Tmi9uuZMKECV+2bBERERGRS9ySISJXc7lZPdqGdHQ0ZvtKbZYuXdquTduwlB//+Mdfqk4RERERkatxioB9q7S0tDi6BBER6WKMRqOjSxCRLsYpAvblZvOw2WwAuLq6XlObq9m6desNVigiIneqOXPmOLoEEelinCJg+/j4YDAY2o2jhs/HVfv4+ODi4nLVNlejN0kRERERudmcImAbjUb69u1LVlZWu+3Z2dlERkbi6ekJcE1tREREREQcySlmEQFYuHAhmZmZvPXWW2RmZvLuu++SkZHBwoULr6uNiIiIiIgjOUUPNkB8fDzLly8nKSmJ9evXExoaypNPPsmkSZOuq42IiIiIiCMZbG13Cd7GNE2fiIiIiNwqTjNERERERETkdqCALSIiIiLSiRSwRUREREQ6kQK2iIiIiEgnUsAWEREREelECtgiIiIiIp1IAVtEREREpBMpYIuIiIiIdCIFbBERERGRTqSALSIiIiLSidwcXUAbq9XKypUr2bJlCw0NDfTp04eHHnqImJiYdu1SUlJISkqirKyM0NBQFi1axLRp0xxTtIiIiIjIFzhND/Y//vEPVq9ezbx583j66acJDAzkhRdeIDs7294mNTWVFStWMGrUKJ599lni4uJ47bXX2LNnjwMrFxERERH5nFP0YFdWVrJp0ybuuece7rvvPgBiYmL4j//4D1avXs3QoUMBSEpKYvjw4SxbtszepqioiNWrV5OQkOCg6kVEREREPucUPdinTp3CarUSGxtr3+bq6sqIESM4ceIEAC0tLeTn5xMdHd3usdHR0RQUFGAymW5lySIiIiIiHXKKgO3u7g5cCNUXCwgIoLGxEavVSkNDAzabDV9f33Zt/Pz8AKivr781xYqIiIiIXIFTBOyePXsCkJWV1W57TU0NADabDavV2uFjDQYDABaL5SZWKCIiIiJybZxiDHZISAhTpkxh9erV+Pr6EhkZyaFDh9i5c2enPk9VVVWnHk9ExLnYKOIwDYZKRxcCgA0LUdZJGA3eji7lSwkKCnJ0CSLSxThFwAZ44okn8PT0ZOXKlTQ3NzNmzBhmzJjBli1bcHFxwcWl4852m80GXDq8pCOZmZmdWrOIiDOxuVhpHZaHzdGF2NnIOr8ft7IQRxfypUyePNnRJYhIF+M0AdvT05MnnniCJ554wr7tlVdeISAgAIPBgI+PDwaD4ZKx1m0/+/j4XPU59CYpIrczC2ZSqnOx0fGQOkfo06cP/QfHOboMEZFbyinGYHeksbGRjIwMRo4cCYDRaKRv376XjNPOzs4mMjIST09PR5QpIiIiItKO0/RgV1ZWkpqaSt++famvrycpKQmAJUuW2NssXLiQV155hbfeeou4uDgyMjLIyMjgqaeeclTZIiIiIiLtOE3Arq+vZ/v27RQXF2MwGIiOjuZ//ud/CA8Pt7eJj49n+fLlJCUlsX79ekJDQ3nyySeZNGmSAysXEREREfmc0wTsyMhIfvOb31y13dSpU5k6deotqEhERERE5Po57RhsEREREZGuSAFbRERERKQTKWCLiIiIiHQiBWwRERERkU6kgC0iIiIi0okUsEVEREREOpECtoiIiIhIJ1LAFhERERHpRArYIiIiIiKdSAFbRERERKQTOc1S6TabjXXr1rFx40YqKioICQnhrrvu4u67727XLiUlhaSkJMrKyggNDWXRokVMmzbNMUWLiIiIiHyB0wTsDRs28Oabb3LvvfcyatQoDh48yD//+U8Ae8hOTU1lxYoVzJs3j1GjRpGens5rr72G0WgkISHBkeWLiIiIiABOFLB3795NVFQUjz32GAAjRowgJyeHnTt32gN2UlISw4cPZ9myZQDExMRQVFTE6tWrFbBFRERExCk4zRjslpYWfHx82m3z8/PDZDLZ9+fn5xMdHd2uTXR0NAUFBfZ2IiIiIiKO5DQBe+bMmRw9epR9+/ZhMpnYv38/GRkZzJ49G4CGhgZsNhu+vr7tHufn5wdAfX39La9ZREREROSLnGaIyJw5cygvL+fll1+2b1u0aBFz5swBwGq1dvg4g8EAgMViuflFioiIiIhchdME7JSUFNatW8f9999PdHQ0mZmZrFmzhl69ejF58uROeY7i4uJOOY4j1Lqdo9R4DDA4uhTAhq+lOxGm4Y4uREQuYjVYsHnbnONt4t9qa2spLu+6770AvXr1cnQJItLFOEXANplM/OMf/2D69Ok89NBDAIwcOZL6+nr+9re/MX78eFxcOh7NYrPZAHB1db3q85SVlXVe0bdYfXg+ZhcTBif5y1nLGVzLwhxdhohcxOZixdbH5ugy2mloaMBa1XXfe0EBW0Sun1ME7NLSUhobG4mKimq3ffDgwWzatInS0lK6d++OwWC4ZKx1289fvEGyI3FxcZ1X9C12pKGC0tYqR5dh5+rq2qWvp8jtyIKZlOoMrHQ8pM4RIiIi6N9P7xUicmdxipsc/f39ASgqKmq3vbCw0L7faDTSt29fsrKy2rXJzs4mMjIST0/PW1OsiIiIiMgVOEUPdmBgIOPHj+ezzz4jMDCQQYMGcfLkSTZs2MCECRMICAgAYOHChbzyyiu89dZbxMXFkZGRQUZGBk899ZSDz0BERERE5AKnCNgA//mf/8nHH3/Mli1bWLVqFd26dWPhwoXcd9999jbx8fEsX76cpKQk1q9fT2hoKE8++SSTJk1yXOEiIiIiIhdxmoDt4eHBgw8+yIMPPnjFdlOnTmXq1Km3qCoRERERkevjFGOwRURERERuFwrYIiIiIiKdSAFbRERERKQTKWCLiIiIiHQiBWwRERERkU6kgC0iIiIi0okUsEVEREREOpECtoiIiIhIJ1LAFhERERHpRArYIiIiIiKdyCmWSt+yZQt//vOfL7v/2WefZfTo0QCkpKSQlJREWVkZoaGhLFq0iGnTpt2iSkVERERErswpAvbYsWPp3bv3Jdt37NjBjh07iIyMBCA1NZUVK1Ywb948Ro0aRXp6Oq+99hpGo5GEhIRbXbaIiIiIyCWcImD7+/vj7+/fbtv58+dJSUnhW9/6FqGhoQAkJSUxfPhwli1bBkBMTAxFRUWsXr1aAVtEREREnIJTBOyOvP766wwfPpxJkyYB0NLSQn5+PkuWLGnXLjo6mg8//BCTyYSHh4cjShUREbkuLS0tWK1WR5dxW3BxccFoNDq6DJF2nPImx+PHj3PkyBGWLl1q39bQ0IDNZsPX17ddWz8/PwDq6+tvaY0iIiI3SuG68+haijNyyoC9atUqxo8fT3h4uH3b5X6BDAYDABaL5ZbUJiIiIiJyJU43RKSqqoqjR4/y/e9/v9OPnZOT0+nHvFXqA+rBiUbAWK3WLn09RW5HVoMFW4gNDI6u5HMVFRWYG7r2e8WgQYMcXYKIdDFOF7BTU1MxGAyMHDmy3XYXl4472202GwCurq5XPXZb267I2Sq32br29RS5Hdmc7p3iwvuE3itE5E7jdAE7MzOTXr164ePj0267j48PBoPhkrHWbT9/sX1HBg8e3HmF3mKmhiIaW887ugw7V1eXLn09RW5HFsycrd7rVEE7JCSE/r30XiEidxanC9iFhYX069fvku1Go5G+ffuSlZXVbnt2djaRkZF4enreqhJFRERuCbecrV/q8eZBMzqpEhG5Hk4VsFtaWigtLWXy5Mkd7l+4cCGvvPIKb731FnFxcWRkZJCRkcFTTz11iysVERG5+dzOHftSj1fAFnEMpwrYlZWV2Gw2goODO9wfHx/P8uXLSUpKYv369YSGhvLkk0/a58oWEREREXE0pwrY4eHhrFq16optpk6dytSpU29RRSIiIiIi18cp58EWEREREemqFLBFRESk07W2tmoROLljKWCLiIgIp0+fZtGiRZ12vGeffZYPPvig044n0pUoYIuIiAhms5kzZ844tIZ9+/bxu9/9zqE1iHQGBWwRERFxCmfOnKGsrMzRZYh8aQrYIiIiAoDBYOBvf/sbiYmJzJw5k6SkJPu+999/nyVLlhAfH89jjz1mD8INDQ3853/+J1OmTOHee+/l008/veS4J06cYMqUKZw+fRqAAwcOsGjRIqZPn84Pf/hD6uvr+fjjj3nxxRfZsGED06ZNY926dbfmpEVuAqeapk9EREQcp7a2FqPRyPr168nKymLp0qWMGjWKfv36YTAY+MMf/kD37t15+umn+fvf/85zzz3HqlWraGlpYevWrVRVVVFTU9PumI2NjfzgBz/gZz/7Gb179+bs2bN897vf5c0332TQoEG8+OKL/OUvf+GHP/wh5eXlnDp1ihdeeMFBV0Ckc6gHW0RERADw8/Pjsccew2g0Ehsby8CBA9m5cycADz30EBEREZw7d46wsDCOHz8OQGhoKCdPnuTEiROEhoYSFRVlP57NZuPnP/85kydPZubMmQAkJyczefJkBg0aZD/u3r17b/GZitxc6sEWERGRDg0YMIDq6moANm7caO91tlgsmEwmAObNm0draytPPfUUAwYM4Nlnn6Vfv37AhTBdUlJCbGys/ZjFxcXs37+fJUuW2LeFh4ffsnMSuRUUsEVERKRDp0+fZsKECRQXF/PCCy/wySefEBAQwJYtW8jJybG3u++++7jnnnt4+eWXee655+zT85WXl5OUlMTSpUvZvXs3EydOJCIigunTp/Ozn/2sw+e0Wq235NxEbianGiLS3NzMG2+8wRNPPMFXv/pVnn76afLz89u1SUlJ4amnnuLhhx/mu9/9Ltu3b3dMsSIiIreZpqYmUlNTAdi0aRN5eXlMnz6ds2fPYrFYMBqN1NfXk5ycbH/Mp59+SlFREW5ubsTExNDc3Gzf99hjjxESEsJ//dd/8cILL9Da2sq8efP49NNPSUtLA6C6upqSkhIABg8eTE5ODi0tLQra0qU5TQ+22WzmF7/4BaWlpTz00EOEh4dTUFBAYGCgvU1qaiorVqxg3rx5jBo1ivT0dF577TWMRiMJCQmOK15EROQ2MGDAANavX89//dd/ERQUxP/93/8RGBjIqFGjmDlzJnfffTe9e/dm3rx5rF69Grgw88jTTz9NdXU13t7e7XqmXV1dAZg6dSpvv/0277zzDl/72tf4/e9/z//+7/9SWVlJUFAQ3//+9+nRowejR4/Gy8uLxMRE/uM//oOHHnrIIddB5Msy2Gw2m6OLgAvjtN58801eeukl+vbt22GbH/3oR5f88v7iF7+grq6Ol1566bLHbrsb+cc//nGn1nwrHWnYRGlrPgYMji4FADeDO9MCljm6DBG5iAUzKdVvYsVZev5s9PccQ3/POEcX4nQu7uWVL8/T09PRJYi04zRDRHbv3s2wYcMuG65bWlrIz88nOjq63fbo6GgKCgrsN1uIiIiIiDiS0wwRKSkpYdiwYfz5z38mPT2dhoYGYmNj+cY3vkFgYCANDQ3YbDZ8fX3bPc7Pzw+A+vp6PDw8HFG6iIiIiIid0/Rgt7S0cODAAQIDA/nRj37Et771LY4dO8arr74KXP6uYoPhwpAJi8Vyy2oVEREREbkcp+nBBpgyZYr9hob+/fvT3NzM66+/Tm5uLkFBQV/6+G13LHdF9eHV4OPoKj5nsVi69PUUuR3ZXKxY+1pxkls1gAvfTlZVOcWtPjds9OjRji5BRLoYpwnYbm5ueHl5tdvWNt769OnTBAcHd/i4tns02+5UvpKuPJF9sWcJLY4u4iIGg0uXvp4ityOrwUINBmw4T6D19fUl1EPvFSJyZ3GagB0YGEh5eXm7ba2trQAYjUZ8fHwwGAzU19e3a9P2s4/P1bt3e/bs2UnV3noVDVnUtjq6is+5uBi69PUUuR1ZMHOy2rkCtr+/Pz099V4hIncWpxmDPWLECI4ePUpdXZ1929GjRwHo168fRqORvn37kpWV1e5x2dnZREZGaooeEREREXEKThOwFy1ahLu7O7/85S9JS0tj27ZtrFy5kokTJ9KjRw8AFi5cSGZmJm+99RaZmZm8++67ZGRksHDhQgdXLyIiIiJygdMMEQkJCeGXv/wlb7zxBq+88gru7u5MmjSJpUuX2tvEx8ezfPlykpKSWL9+PaGhoTz55JNMmjTJgZWLiIiIiHzusgG7sbERDw+PDm8eNJvNmEwmvLy8cHHpvE7wXr168fzzz1+xzdSpU5k6dWqnPaeIiIiISGe6bDres2cPFRUVHc4/XVVVRUpKCk1NTTe1OBERERGRrqZdwLbZbFgsFiwWC9u3b+fcuXO0trbat1ksFlpaWigrK+PAgQMK2CIiIiIiX9BuiEhdXR3nzp3DbDbT2tpKcXExLi4u7YaBNDU1kZaWhtFovKa5p0VEROTG5Lbs+1KPjzJO6KRKROR6tAvYp0+fZv369dTV1VFfX8+2bdtwd3e3L0cOF5YmNxqNTJs2DW9v71tesIiIyJ3inPXkl3p8FArYIo7QLmAPHjyYnj170tjYyBtvvMG4cePo2bNnux5sNzc3goOD8ff379QbHEVEREREbgftArabmxuBgYEEBgYybdo0Bg0aRFBQEGazGbPZjIuLi4aGiIiIiIhcwWWn6UtISKCxsZHTp09z9uxZKisr8fHxITw8nPDwcPVgi4iIiIh04LIBu7m5mZ07d5KamorZbMbV1RWr1YrZbGb48OHMmjWL4ODgduOzRURERETudJcN2BkZGezZs4dRo0YRFxdHt27daGxsJCcnh82bN+Pn58fMmTPx8vK6lfWKiIiIgx07dozvfOc7bNiwQTlApAOXDdj79+8nNjaW2bNn22cL8fX1JSwsDIDdu3eTkJCgXywREZE7TN++ffmv//ovZQCRy7hswK6rqyMkJKTDGxq7d+9OU1NTh6s83iiz2czDDz98yfaYmJh2y6enpKSQlJREWVkZoaGhLFq0iGnTpnVaHSIiInJlPj4+3H333Y4uQ8RpXTZg9+rVi1OnTtG/f39CQkJwc3PDZrPR1NREVlaWfVtnqa2tBWDevHn06dPHvr1bt272/5+amsqKFSuYN28eo0aNIj09nddeew2j0UhCQkKn1SIiInKnyc/P59lnn2XRokX89a9/xdvbmxdeeIEjR47wt7/9DQ8PD1599VWGDBlCfn4+Dz30EKmpqQD87ne/Y/Xq1Xh4eDB37ly+//3v09DQwLPPPktGRgYBAQF85zvfYc6cOQ4+S5Fb47IJecKECaxatYoNGzYwfPhwgoKCaG5uJicnh8zMTO66665O/WqouroagPj4eAYPHtxhm6SkJIYPH86yZcuAC73bRUVFrF69WgFbRETkS8rMzCQhIYF//etfrFixgscff5zHH3+cpKQkXnzxRf7yl7/w6quvtntMVlYWq1at4tNPP8XDw4PMzEwAVq1aRUtLC1u3bqWqqoqamhpHnJKIQ1x2nr1BgwYxb9486uvrWbduHf/85z9ZuXIlJ06cYOrUqcTFxeHh4dFphbT94gUEBHS4v6Wlhfz8fKKjo9ttj46OpqCgAJPJ1Gm1iIiI3Il8fHx46qmnCAwM5O6778bLy4tvfvObBAYGMnv2bAoLCy95TGBgIA0NDezatQt3d3fi4uIACA0N5eTJk5w4cYLQ0FCioqJu9emIOMwVx3jExsYyZMgQzp07R1VVFd7e3kRERODr69vpc2C39WBfLmA3NDRgs9nw9fVtt93Pzw+A+vr6Tg38IiIid5qLp941Go3t9nl4eGA2my95TI8ePfjHP/7BK6+8wv/93//xox/9iEmTJjFv3jxaW1t56qmnGDBgAM8++yz9+vW76ecg4gyuGLDNZjNWq5Xg4OB2Y6Hr6+sBOjVo19TU4OLiwuuvv86hQ4fw9vZmwoQJPPzwwxiNxsveUNn2ZmCxWDqlDpEurbkW6s47uorPdYsEV3f7j83WeuotlQ4sqL1u7j1wufLb4KUaKqCx+qbUc0NCBzi6AhHi4uJ455132LRpE9/5znfYtWsXfn5+3Hfffdxzzz28/PLLPPfcc3zwwQeOLlXklrjsX5ampiYKCgooKiqitrYWq9WKzWZr1+aee+65pEf5RlVXV2Oz2QgMDGTZsmUcP36c5ORkWlpaeOKJJzrlOXbs2NEpx3EEc98K8Hd0FZ8zmy1d+nrersaZMnC1tQCOXwDKYLNx3i2Ek+6f91i1DD4FbhawXeGBt4rBhku1P25nwq/jIRYmtBwGmzOcALhg5ZR7X866Xpg+1eZixTrM6gz//HaFhYUUl9Y7uowvZcqUKY4uwakdOXKEhoYG4uPjGTFiBC4uLrS2tvLpp58SHR1NZGQkMTEx7N2719Glitwylw3YqampbNy4ETc3Nzw9PXF1db1k1cbW1tZOK2Ty5MkMHTqU8ePHAzB9+nRMJhNbtmzh61//+mV7yttCf0fTCX7RyJEjO63eWy2PeiqpdXQZdq6uLl36et6uPNLSMZidJGAZbIT4eeE16PPXSTp5WLDgDAXasOEf7EdU8HW8ji2tuB86BHTeFKVfjo3eoUGE9rpwDhbMHCYXm1N8grmge/fu9OgeffWG0mUZjUZWrFjBf//3f2OxWHjuuefo1q0bBoOBp59+murqary9vfnZz37m6FJFbpnLBuyDBw/Sp08fFixYQFhYWKePuf6igIAAgoKC2m0bPHgwu3fvpqqqCn9/fwwGg314Spu2n318fK76HIGBgZ1W763m3uAOnfd55kszGAwEBgQ6ugz5IoPjg+vF3I3u7X7vDDUG5+i9/jejuzuBPoHX/gBL64XPBk50Dp6ennj++xpbMGOoNjhVwPb09CTQM9DRZXRZkzwfvWXP1a9fP/u0ewDDhw9n+/bt9p/j4+NZs2bNJW2HDBnC66+/fsnx7rrrLu66666bW7SIk7psanZ3dycqKorAwMCbHq4B3njjDV5++eV224qLi3F1dSUoKAij0Ujfvn3Jyspq1yY7O5vIyEg8PT1veo0iIiIiIldjT85WqxWLxWL/77BhwygpKaGurg6z2dxuX9t/vzgm+8sYN24cOTk5vPPOO2RlZbF27Vq2bt3KrFmz7MM/Fi5cSGZmJm+99RaZmZm8++67ZGRksHDhwk6rQ0RERETky7APETl37pz9ZkaAsLAw9u3bx969e+nXr1+HY5yjoqIumcbnRk2ZMgWTycT69evZsGED3bp1Y8GCBdx///32NvHx8SxfvpykpCTWr19PaGgoTz75JJMmTeqUGkREREREvix7wN69ezeZmZmXzHGZmprabkzWxX7wgx8QHBzcacXMmjWLWbNmXbHN1KlTmTp1aqc9p4iIiIhIZ7IH7EmTJhETE3Ndwz78/Z1o3jgRERERESdgD9gRERFERERgtVoxGAyXTMnX1NSEyWTCxcUFb2/vDqftExERERG507Wbps9sNlNcXEz37t3x9PS0B+ja2loOHjxIQUEBnp6eDB8+nIEDB7ZrIyIiIiIiX5imr7i4mHfeeYfi4mL7zY6tra189tlnbN68mcrKSoqKinj//ffJzs6+ZLy2iIiIiMidrl0P9u7duwkNDSUsLMw+a8jJkydJT09n3LhxzJ49G1dXVz744AP27dvHgAEDCAgIcEjhIiIiIiLOqF0PdklJCZGRkfap98xmM7t378bHx4eJEyfi5eWFh4cHMTExlJeXqwdbREREROQL2gVsq9WKyWTCZrNhs9koLCwkLy+PMWPG4Ovrax9v3bZfRERERETaazdEpH///pw8eZKhQ4fi4+PDxo0b8fPzIzY21r4UucVi4dSpU4SFheHm5tbhQUVEROTyXFxc7Pc6yZfj4uJy9UYit1i7hDxp0iSKi4tZuXIlFosFs9nM/PnzCQoKsvdenz9/nuzsbMaOHYuHh4dDihYREenKOmsVZBFxTu0CdkREBF/96lc5evQo9fX1DBgwgEGDBrV7IygtLaVnz56MGzdOAVtERERE5AsuGeMRFhbGzJkzL/uAmJgYhgwZgtFovGlzYFssFp5++mmKi4v5+9//3m7FyJSUFJKSkigrKyM0NJRFixYxbdq0m1KHiIiIiMj1uqFB1De753rdunWcO3fuku2pqamsWLGCefPmMWrUKNLT03nttdcwGo0kJCTc1JpERERERK6F090ZUFlZyUcffcTkyZMv2ZeUlMTw4cNZtmwZMTExLFu2jBEjRrB69WoHVCoiIiIicimnC9hvvPEGEydOpFevXu22t7S0kJ+fT3R0dLvt0dHRFBQUYDKZbmWZIiIiIiIdcqqAfeTIEQ4fPsyDDz54yb6GhgZsNhu+vr7ttvv5+QFQX19/S2oUEREREbkSp5nI2mw28/e//52FCxd2uPz65eYLbbvR0mKx3NT65PbXbK2nrDXf0WXYhbn3w9PF9+oNRURExKk4TcBes2YNLS0tzJs376Y9x4YNG27asW8218EVGLo5uorPtZrNXfp6dsQ19hwuXq2OLgMAG3Ci8iDmw+HX9bhZLq3O80vNhWk9D130OnEba8bgRAWeO3eOMznX/jp2xcosVxs3Z/6kG3MyN5fck7UXfnC14T7G6lTfTZ48eZITxaWOLuNLmTt3rqNLEJEuxin+1J0/f56PPvqIb3/725edfP9yKzW1Ldnu6up61edJTEy88SId7JhpG+fNBY4uw87N1Y1pXfh6duRA42oarTU4RXqy2fD18WXMdV5jtx05YG65SUVdv9DQUBJHfH4OuxrexYLz1BcWFsawyOnX/gBLK4adx+Hf7zvOoH///vTtNwEAC2Z2N7yHDedZIbB///70HRLr6DJERG4ppwjYn332GS0tLfzhD3/gD3/4Q7t9jz/+OJMnT+bb3/42BoPhkrHWbT/7+Phc9Xnc3d07r+hbzKXFGVLf5wyGrn09O3Kz5nW/UQaD4fqvsZOdg4uLCy4XnYPBwIXueSfh4uJyfdfYhQsfwJzoHFxdXHD99zm4YHC28nB1db3t3itERK7GKQL2nDlziI+Pb7dtx44drF+/np/+9Kd0794do9FI3759ycrKatcuOzubyMhIPD09b2XJIiIiIiIdcoqAHRISQkhISLttx44dA6BPnz72lRwXLlzIK6+8wltvvUVcXBwZGRlkZGTw1FNP3fKaRUREREQ64hQB+1rFx8ezfPlykpKSWL9+PaGhoTz55JNMmjTJ0aWJiIiIiABOHLDnz5/P/PnzL9k+depUpk6d6oCKRERERESuzokmcxIRERER6foUsEVEREREOpECtoiIiIhIJ1LAFhERERHpRArYIiIiIiKdSAFbRERERKQTKWCLiIiIiHQiBWwRERERkU6kgC0iIiIi0omcZiXHlpYWPvroI3bt2kV1dTU9evTgvvvuY+LEie3apaSkkJSURFlZGaGhoSxatIhp06Y5pmgRERERkS9wmoD9+uuvk5qayle/+lV69uxJamoqv/vd7/Dy8iIuLg6A1NRUVqxYwbx58xg1ahTp6em89tprGI1GEhISHHwGIiIiIiJOErBNJhM7duxgyZIlzJkzB4ARI0aQnp7O9u3b7QE7KSmJ4cOHs2zZMgBiYmIoKipi9erVCtgiIiIi4hScYgy2m5sbf/jDH7jnnnvabffx8aGmpga4MIQkPz+f6Ojodm2io6MpKCjAZDLdsnpFRERERC7HKQK2q6sr4eHheHl5AWA2mzlw4AAFBQX23uuGhgZsNhu+vr7tHuvn5wdAfX39rS1aRERERKQDTjFE5GIPP/wwZrMZgOnTp3PvvfcCYLVaO2xvMBgAsFgst6ZAEREREZErcLqA/atf/YqWlhYOHz7Mli1bKCwspF+/fp1y7JaWlk45jiNc7gOGo9hs1389DXWluJzLAgw3p6jrYbNhDR+KzT/8ok02BxZ0KZvNet3X2Ohk52C1WjFfdA5OVh4W63VeY0srRmc7B4sFy7/PwYIZJysPi8XSpd97AYxGo6NLEJEuxukCdv/+/QEYMmQIx48f55///Ce/+MUvcHHpeDRLWyhydXW96rG3bt3aeYXeYq6DyqGbo6v4nMVivu7rOdlwAh9MYHCCgI0N05lsdtiG2Le4jmzA4OXAkr6gvqGBrXuu7xonGsxO9Utdfv48hy56nbiOMWNwogLPl5Wx9eS1X2NXrCS62JzhI6Jdfn4+ufmNF35wteE22uokg/8uyM/PJ6+4wtFlfCltN9+LiFwrp/hT19LSwrlz5wgLC8PT09O+vXv37uzbtw+4cMOjwWC4ZKx1288+Pj5XfZ6u/CZ5pGETpa35ji7Dzs3NjcTrvZ57zkLd+ZtT0A3w9vVjzsTPz2Fv7SoaLNWOK+gL/Hz9mHC913hrDrQ6zw2/Yd27Myf283PYXvMGZpvz9GaGh4czckDitT/A0grbssHqPP3EUVFRREVdWC/AgpmU6jex4jzfeEVFRdF/eJyjyxARuaWcop+jvLycH/7wh2zbtq3d9tOnTxMYGAhc+Iqub9++ZGVltWuTnZ1NZGRku2AuIiIiIuIoTtGD3aNHDwYNGsTKlSvx8PAgPDyc1NRUTp48yRNPPGFvt3DhQl555RXeeust4uLiyMjIICMjg6eeesqB1YuIiIiIfM4pAjbAj3/8Y1atWsWqVauora2lR48efPe732Xy5Mn2NvHx8SxfvpykpCTWr19PaGgoTz75JJMmTXJg5SIiIiIin3OagO3j48OyZcvsqzReztSpU5k6deqtKUpERERE5Do5xRhsEREREZHbhQK2iIiIiEgnUsAWEREREelECtgiIiIiIp1IAVtEREREpBMpYIuIiIiIdCIFbBERERGRTqSALSIiIiLSiRSwRUREREQ6kQK2iIiIiEgncpql0s1mM2vXriUlJYXz588TFhbG/PnzmT59ert2KSkpJCUlUVZWRmhoKIsWLWLatGmOKVpERERE5AucJmCvWLGCtLQ0HnzwQfr06cOBAwf4v//7P9zc3Jg8eTIAqamprFixgnnz5jFq1CjS09N57bXXMBqNJCQkOPgMREREREScJGCXl5eze/duHnnkEe655x4ARowYwbFjx/jss8/sATspKYnhw4ezbNkyAGJiYigqKmL16tUK2CIiIiLiFJxmDPaiRYsYN25cu20RERFUV1cD0NLSQn5+PtHR0e3aREdHU1BQgMlkulWlioiIiIhcllP0YIeEhPDwww+322Y2m8nJyWHYsGEANDQ0YLPZ8PX1bdfOz88PgPr6ejw8PG5NwSIiIiIil+E0PdhftHr1ampra1m4cCEAVqu1w3YGgwEAi8Vyy2oTEREREbkcp+jB/qL09HRWrVrFI488QmRkZKcdt6qq6rL7XBvO41OwC5vBCT5z2GyYg3rT1GO0fVOLodWBBV3KZrNd8Xp2xN9iwfUm1XMjrBYLNRedgwXn+pBmsZiv+xoH2mwYblI9N6K1pZX6i87BZrA5sJpLtbS2XN81trQS5FynQFNzM83/PgcLZqe7xk1NTVQ1Xd/r2NkEBQU5ugQR6WKcLmAXFRXx6quvMmXKFObPn2/f7uLScfC12S78MXF1vXp0y8zMvOy+oS05+JsrwOAM8cSGS2MFByo/H/LS2qcW/B1Y0hdYLFYysy5/PTsS19yMz02q50Y0m0ztXhMtA03gRKOMmk0mMnOu7xonONmHmNq6WrIuusaWaCvOVGBtTS2ZRdd+jV1sFhKc7ENMWVkZRVUXzsHmYsUWbcOZCiwrK6OyrONvILuKthvtRUSulVMF7KqqKl544QX69+/Pt7/97Xb7fHx8MBgM1NfXt9ve9rOPz9Wj2xXfJI9UwdmK6y/6JnFxdW1X75GGTZS21jqwovbc3Fyv/4/Onlyoa7w5Bd0Ab29vJk/8/Bz21p6jwdLiwIra8/H2YcL1XuOt6dDqPD3xwcHBTI79/By21+RhtjlPfSEhIYzscx3X2NIK29LA6jy9xH0iI+kTNRG40IOdUp2LFecJtH369KH/4DhHlyEicks5wXiIC5qbm/n1r3+Nl5cXzzzzDG5u7bO/0Wikb9++ZGVltduenZ1NZGQknp6et7JcEREREZEOOUXAtlqt/P73v6eoqIgHH3yQc+fOkZeXZ/9vY+OFXs+FCxeSmZnJW2+9RWZmJu+++y4ZGRn2GyFFRERERBzNKYaI1NfXc/DgQQBefvnlS/Y/++yzjB49mvj4eJYvX05SUhLr168nNDSUJ598kkmTJt3qkkVEREREOuQUAdvf359Vq1ZdU9upU6cyderUm1yRiIiIiMiNcYohIiIiIiIitwsFbBERERGRTqSALSIiIiLSiRSwRUREREQ6kQK2iIiIiEgnUsAWEREREelECtgiIiIiIp1IAVtEREREpBMpYIuIiIiIdCIFbBERERGRTuQUS6UDtLS0kJ2dTWZmJpmZmSxcuJBx48Zd0i4lJYWkpCTKysoIDQ1l0aJFTJs27dYXLCIiIiLSAacJ2B988AFr1661/2yxWC5pk5qayooVK5g3bx6jRo0iPT2d1157DaPRSEJCwq0sV0RERESkQ04TsBcvXsy9995LQUEBL7zwQodtkpKSGD58OMuWLQMgJiaGoqIiVq9erYAtIiIiIk7BacZge3t7ExQUhI+PT4f7W1payM/PJzo6ut326OhoCgoKMJlMt6JMEREREZErcpqAfTUNDQ3YbDZ8fX3bbffz8wOgvr7eEWWJiIiIiLTTZQK21WrtcLvBYAA6HrMtIiIiInKrOc0Y7FuhuLj4svuCGxvxuoW1XI3NZuPMRfU2eTY51b+W1Wq74vXsSPfWVtxvUj03wtzayrmLzqHVuxUMDizoC1rNrdd9jXtarc50CjQ1NVFx0TlYfWxOdY0bmxoprrr2a2ywmulpu4kF3YDa2lpq/32NrQYLNm/nusa1tbUUl1/f69jZ9OrVy9EliEgX40SR7cpcXDrubLfZLvy1c3V1veoxysrKLrvPx2RyuoB9cb2m7ian+tey2axXvJ4dCTabnStgWyztzsHSy4IzFWg2m6/7GkfYbFz9N+HWaTGZ2p2Dra/VqcKf6Qv1XY2LzUIPm82ZToGGhgb7OdhcrNj6ONcngIaGBqxV1/c6djYK2CJyvZwosl2Zj48PBoPhkrHWbT9f7ubIi8XFxV1+55FiOFv6pWrsTC4uLu3qPdJQQWlrlQMras/V1fXK17MjezKgznnGynt6erY7h721eTRYmh1YUXtenl7Xf4237gKr+eYUdAMCAgOJi/38HLbXHMFsc57hXEGBQYzseR3X2NIK23aA1XlCbEREBBFRF87BgpmU6gysdDykzhEiIiLo3+86X8ciIl1clxmDbTQa6du3L1lZWe22Z2dnExkZiaenp4MqExERERH5XJcJ2AALFy4kMzOTt956i8zMTN59910yMjJYuHCho0sTEREREQG60BARgPj4eJYvX05SUhLr168nNDSUJ598kkmTJjm6NBERERERwAkD9qBBg1i1atVl90+dOpWpU6fewopERERERK5dlxoiIiIiIiLi7BSwRUREREQ6kQK2iIiIiEgnUsAWEREREelECtgiIiIiIp1IAVtEREREpBMpYIuIiIiIdCIFbBERERGRTqSALSIiIiLSiRSwRUREREQ6kdMtlX41KSkpJCUlUVZWRmhoKIsWLWLatGmOLktEREREBOhiATs1NZUVK1Ywb948Ro0aRXp6Oq+99hpGo5GEhARHlyciIiIi0rUCdlJSEsOHD2fZsmUAxMTEUFRUxOrVqxWwRUTkuh07dowdO3YQExPDmDFjMBqNji5JRG4DXWYMdktLC/n5+URHR7fbHh0dTUFBASaTyUGViYhIV/XJJ59QVVXF9u3bee2119izZw8tLS2OLktEurguE7AbGhqw2Wz4+vq22+7n5wdAfX29I8oSEZHbRFNTk4K2iHSKLjNExGq1drjdYDAAYLFYvuQzuIDhSx6is9gMXPrZx4DBhlPUaOMGC3FxAYMTnACADb54DgaDCzaDDYMzXGQM3Ng/tgHneaF0dA4uHWxzDMO//9Ol2ez/8zmD4ZJNjmK76H+7kragnZqayvjx4zV0RESuW5cJ2J3hhRdecHQJ16EVUp273j04d31Xdw5SnPkczrO1y1/jLFif5egiruA8a0l1dBFfTtoOYIejq7isA3wGfOboMm5IW9DOy8vj0UcfdXQ5ItKFdJkhIi4uHZdqs13oHXF1db3sYyMjI29KTSIicvtzc7uj+qJEpBN0mXcNHx8fDAbDJWOt23728fG57GMfeeSRm1qbiIh0TVf6ZtPLy8s+RERE5Hp0mYBtNBrp27cvWVntv27Ozs4mMjIST09PB1UmIiK3k4uDtcZei8iN6DIBG2DhwoW88sorvPXWW8TFxZGRkUFGRgZPPfWUo0sTEZEuTsFaRDqLwdY2iLmLaFsqvbS0lNDQUBYuXMiMGTMcXZaIiHRBWVlZbN++ndjYWAVrEek0XS5gi4iIiIg4sy4zi4iIiIiISFeggC0iIiIi0okUsEVEREREOpECtoiIk2tpaaGoqMjRZYiIyDVSwHYw/dG8ucrKyjh9+jQnT56kqqrK0eXc9lpaWiguLnZ0GbedTz75hE2bNlFSUoLuSxcRcX5dah7s201TUxMrVqzA09OTJUuWMGLECEeXdFspKipi3bp17Nmzh6ioKGw2G2PHjmXu3Lm4uOizZWc7fPgwe/bsoaqqCnd3d2bPnk1sbKyjy+rybDYbVquVTZs2YTQaeeihh3B3d3d0WSIicgWaps+BduzYwd69ezl+/DgWi4Xx48ezZMkSwsLCHF3abeG3v/0tLi4uDB06lLKyMjIzM6mvr+fFF1/Ez8/P0eXdVsxmM//1X/9FeHg4ZrMZs9lMYWEhI0eOZMmSJfTo0cPRJXZZNpuNiooKUlJSSEtLY/jw4cyePZuQkBBHlyYiIpehbjwHycvLY8OGDYSHh/PQQw8xadIkSkpK+O53v8u//vUvR5fX5WVlZVFWVkZCQgKzZs1i5syZuLu7M2fOHPz8/CgvLyc7O5vW1lZHl3pbSElJoWfPntx11138+Mc/ZsGCBUyZMoXz58/zgx/8gPfffx+z2ezoMrscm82GwWAgJCSESZMm0bdvX9LS0sjMzMRisTi6PBERuQwNEXGQNWvW0LNnT6ZNm0afPn2ora3l8OHDHD16lJSUFHbu3MnixYuZPHmyo0vtkmw2G15eXgDU19eTnp5Oc3MzCxYsAGDTpk24ubnRo0cPAgICHFlql1ddXU1BQQH+/v707t0bgJiYGKKiojh8+DBHjhzh4MGD7Ny5k5///OeEhoY6uOKu4+zZs1itVrp160b37t1ZtmwZ69atY+XKlTQ3NzNt2jQ8PT0dXaaIiHyBArYDnDt3DqvVSktLCz179gTA39+fKVOmMGDAANauXcuePXt4++232bNnDw888AD9+vVzcNXOqba2lry8PEaNGtVue1hYGB4eHqxfv576+nq2bNnCQw89BEB5eTmurq4UFhYqXHeC9evXc+LECTw9PamtraVbt24A+Pj4MHHiRKKiokhPT6elpUXh+graeqvbbNmyhddff50xY8bg5eVFVFQUsbGxREREMHHiRHJycujTpw+DBg3C1dXVgZWLiMgXaYiIA3Tv3p2IiAgKCwvZtWsXJpPJvq9nz54MHDiQ2NhYxo4dS3V1Ne+//z6nTp1yYMXOKz09nX379rF79+522/39/Rk6dCglJSWsWbMGDw8PevXqhcViITc3l4MHDxIfH++gqm8v/fr1w93dndraWt5//302btxIXV2dfX/37t2ZM2cOd911lwOrdH6fffYZzz33HPv27cNqtWKz2Vi6dCkeHh5UVlaye/dufvnLX3Lo0CHy8/M5evQof/vb3zh69KijSxcRkS9QD7YD2Gw2hg0bxq5du9i7dy+urq706dOHyMhIioqKqK6uxmq18rWvfY0NGzawatUqiouL6d+/v6NLdzpRUVGUl5czcuRIAHbv3k1kZCS9e/fm3nvvJSAggHXr1tHQ0MAHH3xAa2srrq6u9OrVi4kTJzq4+ttDfHw848ePZ926dWzYsIHGxkaysrLs29t4eHg4sErn1traSn19Pb6+vrzzzjvs2bOH++67j/DwcObOncuZM2dobm6mpqaGEydOEBoaitVqpby8nK1bt+Lp6cmgQYM6nB3niz3jIiJy82kWEQexWq2cOnWKDz/8kNOnTzNixAi8vb2pqqqiqKiIBx98kPj4eHJycvjggw8YOnQoCxcuxM1Nn4ku5/Tp07z++uv2GVlmzpyJzWajurqatLQ0Dh8+TGhoKIMHD2bkyJFXna3FbDbj4uKCwWBQQOlAQ0MDTU1N1NbW0rNnT0wmE83NzSQnJ3P48GGCg4Pp06cPkyZNIioqytHldglHjx5lz5495OfnU1payowZM1iwYAH+/v7t2tXW1uLj48O+fft4//33GTZsGEuXLsXb27tdu3PnzmE2m2lsbKR37972+xJEROTmUsC+hQoKCigtLaWsrIx+/frh7e1tD9rbt2/Hw8MDd3d3hgwZwqJFi7DZbBw4cICPPvqIuXPnMm3aNEefglNrbW1l69at7NmzB4vFgpubGzNnzmTSpElYLBasVisNDQ0EBARccR7s0tJSiouLKSoqwsPDg6FDh+Lj46PpEy/S3NzM2rVryc7Oprm5GQ8PD8aOHcugQYPo1asXp06dIjk5mbKyMr7yla8QFxfn6JK7jLVr13Lo0CHKysrw8vKioaGB++67r8MhNq2traSlpbFy5Uq+9rWvMXToUPuH8IyMDHbv3s3evXuJiorCxcWFSZMmMX369Ft9SiIidxwF7FskJyeHjz/+mMOHD9OvXz+KiooYOXIkkydPpm/fvoSGhlJQUGCfL9jLy4uMjAz2799PYWEhv/jFL7Q4yhVc/DV4aWkp27ZtIysrC4vFQvfu3Zk5cybDhg27pmO9+uqrVFZWYrFYMJlMmEwmJk6cyIQJE4iMjNQNZcD7779PXl4e3bt3x9vbm4aGBvbs2cPQoUNZsmQJffv2xcXFhfT09EtuQJXL27VrFxs3bmT8+PHExcWRlpZGdnY2JSUl+Pv7s2DBgks+rGRkZPDRRx8xduxY7r33Xvv25557jp49ezJ48GDy8vI4fvw4/v7+/OIXv7jVpyUicsfReINb5IMPPiA0NJSnnnoKV1dXmpubSU1N5U9/+hP3338/99xzDwMGDLC3t1qtVFRUUFtby2OPPaZwfQU2m41z585x5swZevXqZZ9bPDs7m+3bt1NSUsK7775LdHQ09913H76+vpc9VnJyMjU1NUydOpX+/ftTV1dHXl4eW7ZsIT8/n8cee4xevXrdwrNzPsXFxaSkpPDoo48yfPhwfH19KSsrY8yYMWzYsIHf/e53LF++nEGDBilcXwebzcbmzZvp0aMHo0ePJjw8nHvuuYfo6GhSU1M5duwYf/jDHxg9ejRLly7F398fm81GaGgojY2NTJgwwX6sXbt2YTQamTJlCsOGDWPgwIEcOXKEOXPmABf+DVtbW/WBUUTkJlHAvgUOHz5Mc3MzcXFxjBs3DoPBQFNTEz169CA4OJh9+/YRERHB2LFj7Y8xGAxMnDiR6OhowsPDHVi989u0aRM7duzAbDZTW1vLxIkTuf/++xk6dChDhw5lz549bNu2jaqqqiuG68bGRnbt2sXIkSMZM2YMgYGBAPbQvmHDBrZu3cr999+Pj4/PLTo753PmzBkiIyPx8PCwT3MYERFBYGAgtbW1rF27lqKiIgYNGuTgSruW8vJyfH19qaysJDg42L69f//+9O/fnw8//JC6ujo8PT3tY7LbFqH5n//5H/v4aovFgtFoxGw24+3tTXV1NTt37qR3794kJCRgtVr5+OOP6du3L+Hh4RqXLSJyE6hb9Caz2Wy0jcK5+GY5Ly8v+vfvz6RJk2hoaKCkpKTdqoIGgwEPDw+6d+/ukLq7itLSUj744AMGDhxIXFwcgwcP5vDhw3z3u99l48aNACQkJPDUU0+xePHiKx6rrq6O0NBQ6urq7OEaIDg4mNGjR9O7d2/y8/PbTUF3u6uurr5kW3BwMMXFxZw8eZKamhr7di8vL4YPH05ERASlpaXtpp+UqwsODmbo0KHU1dWxevVqiouL7fvMZjOBgYH07t2bmTNntnuc0WhsF5JdXV0JCQnB1dWV1atXc+jQITZv3swDDzwAQElJCZ6enpw/f17hWkTkJlEPdidrbW3FxcXF/rWrwWAgIiICPz8/UlJS6NatGwMGDLAHbaPRyKBBg6ipqcHd3f2S42n2iitLT09n/PjxTJo0iQEDBnD+/HnS09M5duwYn3zyiX1FzJiYmEt6r0tLS9t9gOnWrRuRkZEcPnyYrVu3MmrUKIKCgoALQ3bCw8PbhZ7bXXp6OqmpqcTHxxMTE2PfHhgYSHR0NEePHiU4OJjBgwfTq1cvXF1dqa6uprm5GX9/f03Ld51cXFwYM2YMJ06cICUlBYvFwqBBgwgPD6e8vJxTp07h4+NzTdN1hoWF0a9fP/bt20dBQQFDhgzBx8eHuro68vPzOXDgAD/4wQ9uwVmJiNyZFLA72YYNG9i+fTv33XcfU6ZMAS4EtyFDhrB+/Xo2b95MVVUVYWFhdO/enYKCAk6ePMljjz3m4Mq7ntOnT1NQUEBjY6N9GE1oaCizZ8+2rx544sQJfv/73/PrX/+63SwgeXl5/P3vfycmJoaZM2cSEhKCu7s7MTExHDx4kC1bttDS0kKvXr3o1asXubm5nDp1yv61+u3OZrPR3NyM1Wq1f8goKSmhR48ehISE8Mgjj/DWW2/x7rvvMnbsWEJDQ/Hw8ODMmTPU1NQwb948B59B19E2vSFcWJTnm9/8Jps3b+azzz4jPT0dX19fqqurMZlMPPPMM1c8VmtrK62trfj6+vLwww8THBzM+vXrqaqq4u2337Z3AEyePJnBgwffitMTEbkjaRaRTtTS0sL69evJzs7m7Nmz9OjRg/vuu48hQ4bQ0tLC3r17WbduHc3NzfTo0QOTyYSHhwdBQUF861vfcnT5Xc5vf/tbioqKsNlsLFmyhMmTJ1/S45+RkYHJZGLcuHHtth8+fJiPP/4Ys9mMxWJhxowZJCYmYjAYOH/+PB9//DGbNm0iOjoak8mEu7s7DQ0NPP/88/bAeSeoqakhICCAuro6Xn75ZfuMLP3796eyspKsrCy2b99OZWUlRqORwYMHM378ePvCP3J1K1eupLS0lOrqakaMGMH8+fOpqamhqamJPXv2UFxcTM+ePendu3e7Gxm/6Pjx4+Tk5NjHyM+dO5fa2lpqamrYu3cvJ06cIDw8nOjoaOLi4u7o+whERG42BeybIDs7m927d5Obm8u5c+eYMmUKCxYswGg0UlNTw9GjRzly5AjBwcEMHDiQESNG0K1bN0eX3eVUVlaSnJzM/v37CQ4OJjIykvj4eKKjo9u1u9xKdtXV1Wzbto309HQsFgsBAQEkJiYSExNDRUUF5eXl7N27F3d3d8LCwoiKirpjF0w5c+YMH330EefPn8disRATE0NiYiJeXl64uLhQWFiIu7s7gYGBei1fh61bt7Jx40a8vb1xdXWlsrKSlpYW7r//fqZMmYLBYLDPM361BY+ef/55rFYrra2t2Gw2TCYT999/v/2DZ1NTExaLBR8fH80cIiJykylg3ySrV6/m6NGjVFRU4OHhQUVFBQsWLODee+/FarXi4uJCXV0dfn5+Gmd9ndpuHG2bujAnJ4fk5GSKi4vtY4InTJjQ4XR6ra2trFq1ivj4ePr16wdAfn4+27dvJz8/H4vFQt++fUlMTKR37964urrS0NBwxdlH7iQpKSls27atw55/uT6tra38/Oc/Z+zYsYwbNw6r1UpGRgZZWVnk5ubSs2dPFi9ezNChQ696rA0bNnD48GFmzJhBREQEmZmZN3QcERHpHArYN8HmzZvZu3cvEyZMYPTo0Rw4cIDMzExKSkowGo0sWLDgil/1ypXl5ORQUVFBXV0dY8eOtQ/Z2L17N8nJydhsNoKDg5k6deolQ0N27NjBpk2bsFgsjBkzhpkzZ9qnmjt06BDbtm2jurq6w/1yQU1NDdu2bePQoUNYLBb8/f1JTExk9OjRji6tSzlw4AAHDx5k+PDhTJ482b49JyeHw4cPc+LECXJzc1mwYAGLFi267HHq6upYuXIl3t7e3H333fbX6xePk5CQwNe+9jWMRuNNPzcRkTudAnYnM5lM/M///A+9e/dm0aJFhIaGAlBUVMS+ffs4evQop0+fZsSIETzxxBP2+Wzl2hQXF/OnP/2JoqIievfuTWlpKffeey/33XcfcGE6s+TkZDZu3Mj3vve9S+ZitlgsbNu2jZ07d2KxWABITEy0L0Pf0f4HH3yQESNG3LJz7Cou7vkH+NGPfqRxvdfozJkz/POf/yQ3N5f777+/3QqMcOF1ePjwYQ4fPszEiRMZMmTIZY+1du1aDhw4QFhYGMuXL7/scVxdXVm2bNnNOB0REfkCBexOVlZWxptvvklrayvf+9738Pb2brf/ww8/5MCBA8TExPDoo486qMqua8WKFVitVmJiYqivr+fUqVPk5eXh4uLC4sWLSUhIAD6/Oa/N5s2b6dOnDwMHDgQuLOqxfft2jhw5gsViISQkhJkzZ9pvzrt4/ze/+c07ZvXGthtvr5XNZiM9PR2z2XzJtwVyedXV1fzrX/8iLS2Nbt26MWjQIOLj4y/5QNjY2NjuPeSLr2OTycTbb7/N/v37CQgIYMiQIUyePPmS41RXV+Pq6oqfn9/NPzkREVHA/rJOnjxp/2MHF3pQN27cyI4dO4iNjSUhIYHIyEjgwiwjW7ZsITMzkwcffNC+Xa5NYWEhq1evZuzYsYwdOxaj0UhxcTHp6elkZ2eTm5vLgAEDWLx4cbtl50+dOsWWLVvw8vLikUceaXfMnJwctm/fTnFxsX3e4ZkzZ9oD9fnz5+3fQtzuWltbefrpp5k5cybz58+/avumpiaqq6txcXHRgkjXwWw2Axd6l3Nycli3bh3l5eX2hWYmTJjQ4VSQV3odHz169JqPIyIiN58C9pdQVFTEX/7yF7p3705iYqJ99ory8nLee+89jh07xqRJkxgyZAihoaGcP3+evXv34uPjw+OPP+7g6rue1atXc+TIEe66665LxrBnZ2fbx5tGR0fbV61rc/ToUXx9fenXrx/79+/n3LlzJCYm2nsHU1NT2bZtGw0NDVgsFiZMmNBu/50gLy+P5ORkCgsLcXV1ZdGiRcTHx3fY1mq1UlRUxJtvvsljjz1mv2FUru7gwYPk5eXh7u6Or68vkyZNIjU1lXXr1uHu7k5wcDBjxoxh0qRJuLm1X6rgaq/jbdu2XXKcCRMm4Onp6YhTFRG5YylgfwlFRUUkJydz9uxZLBYLQ4cOJTExkYiICOrr60lJSeGzzz6z/yGtra3FZDLx05/+VD1L1yknJ4ff//73mEwmBg4c2OFNdS0tLRw7doyRI0dedhoyi8XCK6+8Yl85MzExkYkTJwLQ3NzMtm3b2LdvHxaLhXvvvZfx48ff9HNzJqdPnyYtLY3jx49TWFjIgAEDWLRo0SWrB1ZUVLB+/XqKi4t57rnnHFRt17Np0yZ27NiB1WqlqqqKgIAArFYrP/jBD/Dz82PdunVs376dfv368f3vf/+GXseNjY324wQHB7N48WLNSy4icospYN8gi8Vi/+O3e/dutm/fbp9ndvLkycycOZOmpiaam5s5cOAAZ86coWfPnvTq1YtRo0Y5uPquqaioiHXr1nH8+HFCQ0Pp168f8fHxV1w6urGxkT/84Q/MmTOH2NhYAM6ePcv27dvJysrCYrEQERFBYmKifRqzs2fPkpGRwZw5c27FaTmlzMxM0tLSyM/Pp7CwkOnTp7No0SJ8fX0xmUzk5uby4osv8pOf/OSOnRv8etXX1/PMM88wZ84c4uLiqKmp4cMPP8THx4dnn30Wm81GTU0NtbW1NDQ0XHFavWPHjmEymTh27Bg5OTkdvo6LiorYv38/ixcvvlWnKCIi/6aAfYNee+01Ro8ebR+q0NDQwPbt20lNTcViseDl5UViYqK9B7S1tRU3Nzf73M1yeVarFeCy1+rQoUMkJydTV1dHcHAww4cPZ8KECYSEhFzSNi0tjfXr13P27FmGDx/OggUL6NmzJwBZWVls27aNc+fOYbFYGD58ODNnztR44n9raWkhLS2Nw4cPU1hYSEVFBYsWLWLUqFF8+OGH+Pn58fWvf93RZXYZhw4dYsOGDUyfPp0xY8aQl5fHiy++yHPPPcegQYM4cOAAra2txMTEXHE2lvPnz/P888/zwAMPMHnyZHJzc/U6FhFxMgrYN+DIkSOsWrUKi8VC7969mTlzpv2u/eLiYrZt22bvVfrifrm63bt34+fnh9lsti8z7+fnh6ura7tVGTdu3EhycjJ+fn4EBwfz+OOPdzhn9aFDh9i/fz+nT5/m7NmzzJkzh/vuu88+H/CuXbvYvn07zc3NWCwWHnjgAX3LcJGKigrS0tLIzMyksLDQ3tO6YsUKzUpxBadPn6ZHjx72b7pOnTrFz3/+c+655x4SEhJISkrC09OTJ554gubmZpKSkjh37hzLli274mqYGzduJCMjg/HjxzNlyhT7dr2ORUSchwL2DTpy5Ajbt2+/ZOno4ODgDvfPmjWL6dOnO7hq51dcXMxLL72EzWYjKiqK3NxcYmJisFgs9OvXj4iICFxdXRk8eDC1tbUYDAbWrl0LcMnMChdrW+1x//79hIWF4erqyoIFC+zzX9fV1bF9+3YOHDjA8uXLCQsLuxWn26WcOnWKtLQ0Tpw4wbhx45g9e7ajS3Ja2dnZrF27lrvvvptBgwZhNBopLy9n1apVFBQU0KtXL1JTU3nttdcICAjg9OnTfPLJJ/j5+bF06dLLHvfo0aMkJSWRl5fH17/+dfvrt41exyIizkEB+0v64tLR06dPJzEx0T68oW3/smXL6Nu3r2OL7QIqKipYuXIlx44ds98wmp6eTktLCyUlJdTV1eHh4YGPjw9RUVEYDAaGDRvGiBEjrrhC3a9//Wu6d+9Or169qK6uJi8vj5KSErp37859993HsGHDgAvzBQcGBt6is3UuBQUF9uXhr+SLU1PKpQoKCvj73/+OyWTiK1/5in38f15eHu+88w4nTpygf//+TJkyBX9/f3Jycti6dSsvvfTSFaeFLC4u5qOPPuL48eN069aNkSNHEh8ff8mUn3fy61hExBkoYHeCqy0d3dTUhJeXl4Or7BpsNhsNDQ0kJSVRV1fHjBkzGDRoEKWlpVRXV7Nlyxb27dvHrFmzOH78ON7e3owaNeqSlfAutm3bNj799FMefvhhe9A5ceIE+/fvJycnh7NnzzJ+/HgWLlzY4TjuO0HbCpkLFiwgJibmuhabkUu1trZSVFTExo0bOXXqFDNnzmTy5Ml4eHhQXl7Orl272Lp1K15eXjQ1NTF48GBiYmIu6ZG+mMViwWw2YzAYSE9PJzk5GZPJRHBwMDExMUyYMEGhWkTESShg36DU1FQ2btzI4sWL7XftX7x0tMVioW/fvsyaNUs91zcgIyODt99+m0GDBvH1r38dNzc3srKyePfddxk/fjzTp0/H19eXnJwcBg8efNnjWCwWkpKSSE9P5xvf+MYlM47s2rWLP//5z/Tq1Ys5c+ZcMeDczk6fPs1f/vIXWlpaeOyxxxg+fLijS7otZGVl8dlnn9Ha2srEiRMZOXIkfn5+9uFNR44cwcfHh9DQUPvNtx0xmUxkZGRw6tQp3NzcCAsLY8qUKSQnJ7Nu3TqCg4MJDg4mPj7+kjniRUTk1lPAvkHr1q0jPT2dvLw84uPjWbx4sf3GpEOHDrFt2zaqq6uZOXPmHRvavqy8vDzeffddfHx8mDJlCnl5eRw8eJDf/va313wMm83G0aNHee+99+jfvz/z5s1rF2ROnDjBxo0biYyMZMGCBTfjNLqE1tZWsrOz2bBhAy0tLdx7770MHz78koVO5MrOnDlDeHg4ZrPZ/i1AZWUlq1ev5sCBA9x///3MmjWr3WOsVutVZxf68MMPOXHiBCaTifr6ery8vPDy8uIHP/gBJpOJ5ORkDh06RGxsrGZ2ERFxAvrreYPmzp1LREQEhw8fJi8vj6eeeorFixezYMEC4uLiiImJYf/+/ZddCU+uLiIigvHjx7N9+3Z27NjB8ePH+cY3vnFdxzAYDPTs2ZM+ffpw7NgxfH19GTlyJD169MDDw4Pz589TVFTE3XfffZPOomtwd3dn5MiR1NfX8/bbb7Njxw6GDh2Kq6urfdYWubLz58/z6quvEhgYSEJCAt7e3kRGRhIeHs5XvvIVIiMj2bZtG+fPn2fWrFn2sdZXC9eFhYVs2bKFJUuWEBcXR25uLh988AEDBw7Ez88PDw8P7r//fsaPH39HrTwqIuLM1IP9JVVXV3P48GEyMzPJzc3F1dWVxYsXK1h3onXr1rFq1Sq6d+/Of//3f1/XePa2BYFaWlpYt24da9eupXfv3oSFhdHS0kJtbS0RERF885vfvIln4LwKCwvx9PTEZrPZVxc9deoU77//Pq6urjz44INaBv0a5eXl8de//pWSkhJ69erFgAED7AtMjR8/npqaGs6fP8+5c+fo1asX48aNIzQ09KofYLZu3Upqair33HMP/fv35/Dhw/zf//0fK1asICgoiB07dhAQEMDgwYO1JLqIiJNQD/Z1Sk9Pp2fPnvbprwIDA5k2bRpRUVH2FR1ff/11SkpKuP/++x1c7e1h3LhxnD9/ntzcXFJTUxk3btxVe+rKyso4e/YsJpMJDw8PRo4cyfTp0xk5ciQ7duzgyJEjhISEEBERwZIlS27RmTiXpqYmfvOb3+Dr60ufPn3w9vYmLi4ODw8PYmNjOXnyJGlpaQQHB+Pn56ee7Kvo378/zz//PO+99x5nz57F39+fcePG2e8niI6OpqSkhPr6erKzs2lsbGTx4sVXvK42m42goCCOHj3KuHHjCAoKYsuWLTzwwAMEBQVRXV3NyZMn7TdKioiIc1AP9nXIycnhn//8J+Hh4YwaNYpx48a16zGqqKhgxYoV9OvXj1mzZhEREeHAam8vZWVlvPPOOxQUFLB06VL7DC2X8/vf/57S0lIqKyvp0aMHvXr1YuLEiQwYMAC4MPNLa2sr/v7+d+zX6qtWraK2thZPT0+ysrLw9fUlNzeXqKgo/Pz8KCgooLy8nJkzZ7Jo0aIrri4oF5jNZnJzc9m7dy8eHh5MnjyZiIgIqqurOXXqFCaTicOHD3Py5EmMRiP//d//ja+v7xWPWVxczHvvvUdNTQ3dunWjsLCQP/zhD8CFXvMPP/yQ2NjYO36Yk4iIM1EP9lW0tLTY51eOjIwkJiaGbdu2UVlZyfHjxxk3bpx96reqqiqCgoKIjIxUuO5koaGh3HfffXz88cdUV1dfse3atWupqakhISGBiIgINm3axIEDBzhz5gzR0dFMmjTpjl9GurS0lLS0NGJjY5k7dy4PPPAABQUFeHh4kJmZSW1tLUajkcbGRo4fP862bdvsczZLe5WVlbi5ueHu7o6XlxdDhgzB3d2dVatW8f777/Pwww/Tu3dvQkJCMJlMxMfHk5+fj9VqvWK43r9/P2azmbi4OGbPns3bb7/NwYMHiYuLY/PmzXh5eZGdnU1FRYXCtYiIk1EP9hVkZmaSl5dHXV0dMTExjBgxAoCioiLWrFnDiRMnCA8PJyIiggEDBlBcXMyuXbv47W9/q96+m+T48eMMGTLksvsbGhr41a9+xejRo5k1axZ+fn6sX7+ebdu2YbVasdlshISEEBMTw9y5c6+6qMrt6tNPP+XgwYMkJCQwY8YM+/a2peibmpqwWq3U1dWRnJxMeno6y5YtY8yYMRoqchGTycRTTz3FkCFDGDp0KN26dWPEiBF4eHjQ0tJCUlISRUVF3HXXXYwYMeKaX28mk4kf/ehHREREsHTpUoKCgigvL2fr1q1s3bqV0NBQysrKGDt2LPHx8cTFxd3kMxURkeuhgH0ZKSkp7N+/n/z8fAICAmhsbOSee+5h6tSpGI1GrFYr6enprF+/nsbGRqqrq+nduzcJCQmals+BysrKeOuttwgODuZrX/saDQ0NLF++nB/96EeEhITwxz/+kbKyMkaPHn3dM5LcLjIzM3nzzTc5d+4cU6dO5Z577rHf4NiR8+fP8/bbb+Pr68sDDzygxUwuUlJSwtGjRzlx4gQZGRlERUXR0NBAQkICMTExnD592n7z8/Tp0+nevfs1f0ApLi7m/fffp6qqiscee4yBAwdSX19PS0sLx48fJyAggJCQEHr06HGTz1JERK6Xhoh0oL6+nvfee4+ZM2eyZMkSzp49y9q1azl27BhxcXGcOnWK8PBwwsPD+X//7/9x+PBhzGYz3bp1IyoqytHl39GCgoLo16+ffbaGffv2MWHCBHr27Gmfm3jWrFl39CwvBoOByZMns337do4fP051dTVjxowhPj6+wxUcvby8CAoKIjs7G3d3dwdU7Lx69OhBUFAQkydPpqysjPT0dGpqati1axebNm0iJiaGpqYmCgoKyMvLY/HixVf8BuZiISEhTJ06lZSUFNLS0ggLC7PPtR8aGmr/tkFERJyPAnYHVq1axZAhQ5gwYQKRkZH06dMHm83GunXrePXVV/H09LQvMDN9+nRiY2P1h85JuLu7k5CQQGlpKf7+/lRWVtLU1ERzczNlZWV4e3vj6+t7x46R37p1K9u3b2fp0qUkJiaybt06UlJSqKurIzs7m/j4ePs9BW08PDwICwvD29tbQ5860DZtZN++fenbty/nz5/n7rvvJjc3l4MHD+Lh4YGXlxe5ubl89NFH/Od//ucVx7I3NzcD4Onpybhx43B3d+ett96ioaGBJUuWEBQUBKD3HBERJ6aA/QV5eXls2bKFZ555pt2NcOXl5ZhMJhITE+nRowfnzp1j48aNlJaW8sQTT1zxK3a5+axWq31KvoiICCIiIjCZTHh6enLixAnWr19vn7N82bJlji7XIRoaGsjJySEgIAAPDw+8vb1ZsmQJ48ePJzk5mRMnTlBeXk5WVhbz58+334Dn5ubGlClTFK6vUdsCMmFhYSQkJJCbm0tLSwvHjh3DYrFcMVynpKRw/Phx+vTpg5+fH2PHjqV37958+9vfZseOHezZs4fJkyfrZlMRESengP0F+/fvx2g0snXrViIiIggLC6O1tZXk5GQeeugh4uLiCAwMpHfv3rS0tLB582aam5uvabljuTlsNhufffYZVVVVWK1WBg8ezNixY/Hw8GDOnDmcP3+e7du3M2TIEB599NE7dgzxxo0bKSwsxNXVtd1Qj8jISP7jP/6DQ4cOkZycTENDQ7vZLQwGA35+fo4o+bYQFRWFxWJh6NChl+w7dOgQFouFsWPHYrPZqKqqoqamhk2bNtGtWzfef/99xo0bh6urq32qP29vb6ZPn+6AMxERkWulmxy/IC0tjbS0NAoLCyksLGThwoU0NTVx9uxZvvrVr7a7oSg9PZ1PP/2UGTNmMH78eAdWfWf7+OOPSUtLo7m52f61eXh4OPPmzSMqKgqTyURZWRmurq707t3bwdU6zmeffca6deuw2Wz06NGDyZMnEx8ff8nMFm3TTcrN1drayiuvvEJNTQ19+vQhMTGR0NBQXF1dqaio4Ny5c1gsFo4ePYq7uztnz57lzJkzDBgwgB/84AeOLl9ERK5AAbsDdXV1pKWlceTIEQoKCiguLmb+/PksXrzYvrBMXV0de/fuZcOGDbz44ou6+ctBqqur+clPfsKsWbMYP348Z8+eJTU1lZKSEqqqqhgzZgzz5s0jODjY0aU6hZqaGpKTk9m3bx/BwcH07NmT+Ph4hg8f7ujS7kiHDx+2z6tvsViIi4tj5syZ9g84ZrMZNzc3ysrK8PX15eTJk/j7+2v5ehERJ6eAfQVnzpwhLS2N7OxsCgsLiYyMZNGiRQwaNIiioiL+/Oc/M2PGDBITEx1d6h2rqKiI9evXM2rUKPu3CDabjT179rB3716qqqqoqqri61//OmPGjHFwtY5hMpmwWq20tLQQEBAAwMmTJ1m3bh1FRUUEBwczcOBAEhIS6NWrl4OrvfPYbDa2bdtGSkoKFosFq9VKYmJiu/nJRUSka1HAvgbZ2dmkpaWRl5dHYWEhY8aMwd/fnxMnTvA///M/ji7vjnX27FkKCwv55JNPmDZtGrNmzWo3Dr66upo9e/aQkZHBY489Rs+ePR1YrWPYbDa2bNnCyZMn8fHxISIignHjxtmD9t69e1m3bh2tra3cf//9jBs3zsEV37kqKyvZtm0bGRkZWCwWgoKCmDlzJqNGjXJ0aSIicp0UsK+RxWIhLS2NQ4cOUVhYSF5eHs8//zwjR450dGl3rFdeeYXTp09TWVmJt7c348ePZ8aMGURGRrZrV1lZaZ8/+E7zySefcPDgQdzd3Tl16hQ9e/YkMDCQiRMnkpCQAFwI4Tt27GDq1KkOrvbO1dDQgKenJ1arlcLCQrZv305RUREWi4UBAwaQmJh4yetaRESclwL2daqqqiItLQ2z2cycOXMcXc4da+fOnWzYsIERI0YQGhrKrl27aGlpwcXFhXHjxjFjxox2M2Hcic6fP89zzz3Hww8/zLBhw3BxceGPf/wjJSUl9OzZ077y6LBhwxxd6h0rPz+f3NxcTp8+jdVqZfTo0QQHB9OjRw/S09PZtm0bdXV1GI1Gnn32Wd3rISLSRShgXyQrK4szZ84wceJEvL29r9i27eYjufVaW1t54403CAoKYvr06XTr1o3W1lY2b97Mzp07MRgMeHp6MmPGDCZNmuToch0mNTWVnTt3kpiYSGxsLJWVlSxfvpxvfOMb7Nmzh+LiYrp168a0adOYPXu2o8u945hMJn7xi1/g5uaG1WrF1dWVnJwcJk+eTGJiIv369bOPzw4ICNBMRSIiXYgS4kXeffddjEYj/fr1o3///lec11rh2nF27drF2bNncXNzs88OYjQaufvuu4mLi2Pz5s1kZWVx5MiROzpgBwUFkZmZyYgRI7BYLHzyySfcddddTJw4kd69e/O73/0Oo9GoHmwH+fjjj/Hz82Pq1KkMHjyYyspKiouL2bx5M3/5y1/42te+xrBhw/ThR0SkC9LKKP9mtVr5xje+gZubG6+++iqHDx92dEnSgdraWrZu3UpRURHZ2dmsXr2asrIy+/7w8HAeeeQRHnnkEebOnevASh0vMDCQ+++/Hx8fH0pLSyksLGTs2LH2RUtGjBjBo48+ekfe/Olo1dXVZGVlERkZyfDhw+nWrRtRUVGMHj2a+fPn4+/vz969e2lqanJ0qSIicgMUsP/NxcWF8PBwpk2bRlhYGHv27KGgoACNoHEuO3fu5PHHH2fx4sW0trZy4MAB3n77bVJSUmhpabG3i46OvuPnCg4LC2PKlCmMHTsWAA8PD/bv38/x48cpKioiJydH4foWaWhooLW11f6z2WzGx8eH8vJyPDw87Nv9/PwYN24cffv2paSkhIqKCkeUKyIiX5LGOYD9D5+XlxcTJ07E09OTt956i48++ohHHnmE7t27O7hCAcjNzWX37t0YDAZmz57NpEmTSE5OZteuXdTW1pKdnc2ECROIjY11dKlOo206Pm9vb2w2G0ePHuXEiROYzWbmzp1rXzhJbq61a9fSq1cvYmJi8PPzw8/Pj+joaHbv3s3mzZsZNWoUERERwIUwHhAQQFVVFT4+Pg6uXEREbsQdH7CPHz/Onj17GDRoEJ6ensTGxjJw4ECefPJJPvvsMz755BPuvvtuLcDhBDIyMvD09CQ0NBQ3Nzd8fX156KGHmDBhAsnJyZw4cYLy8nJcXFw0feIXBAYG8t3vfpdNmzaRl5fHiBEjmDVrlqPLuiPU1taSm5vLvn37cHV1ZcKECXh4eDBmzBiys7NZv349NTU19O/fn+7du1NQUMCxY8eIj4/XkvUiIl3UHT+LyBtvvEF2djYVFRX06tWLuro6xo4di7+/P/n5+Zw+fZrx48czf/58XF1dHV3uHWvv3r3861//ory8nDlz5jBnzpxLwseBAwfYuXMnTz311B3zb3X8+HGGDBlyTW0tFgutra24uLhgtVrVe32L2Gw2SktL+eyzz0hLS2PKlCnMnj0bPz8/Kioq2LFjB1u2bMHb2xsXFxfc3Nzw9/fnhz/8oW6mFhHpou7ogL1v3z4+/vhj5s+fT1BQEMePH8dsNnPixAlcXV0xGAzk5OQAkJiYyJw5c+7YBUucwYYNG1i3bh3e3t6Eh4czYcIEJkyYcMXZXm5nZ8+e5YUXXqBbt24sWrSImJiYK7avrKzk1KlThIWFadESB8jLy2P79u2Ul5czbNgwxo8fT2hoKFVVVfb7CWw2G2FhYfTq1YsePXo4umQREblBd2zAttlsvP3221RUVDB//nz69++PwWCgvr4eHx8fcnNzMZvNlJaWsnPnTiwWC3fddRcTJkzAYDA4uvzbms1mu+w1rqysZN26dezfv5/g4GB69erFhAkTGD58+C2u0vFKSkrYuXMnJ0+epLCwkNjYWBYtWmQfy3uxpqYmsrOzeemll/j9739PWFiYAyq+s7S0tGA0GrFYLPZvVOrq6khOTmb79u3cfffd3Hvvvbi4uNhvpjabzVpMRkTkNnDHBuyUlBR27NiBzWbj+eefv2IvqNVq5e9//zuHDh3iBz/4AQMHDryFld558vPzcXFxwcPDg5CQEMxm8yXDGXJycli3bh3FxcUEBwczcOBA5s+f325GhjtFeno6aWlpFBQUUFhYyPz581m0aFG7YTIlJSW8++679OzZk6985SsOrPbOsXLlSgoLC0lISMDf35/Q0FDCw8OxWCykpqaSnJxMZGQk8+fPV2+1iMht5o4c4Nfc3Ex6ejpnzpzB3d2dv/zlL0yfPv2yY1ltNhvDhw/n1KlTFBcXM2DAgDt2WMLNlp+fz89//nMGDx6Mi4sLfn5+REVFYTAYGDp0KFarlW7dujFw4ECWL1/OgQMHSE5OBrgjwzXAqFGjGDRoEGlpaRw+fJh9+/axa9cuFi1axNSpU6mrqyMrK4vc3Fy+973vObrcO0JdXR25ubkcOXKEoqIihg8fTlNTEyEhIfbAnZiYSG5uLikpKcTHxxMZGan3FRGR28Qd2YO9atUqe0jevHkzZ8+eJTg4mCFDhjBhwoRLepNsNhs5OTn89a9/ZeHChUycONFBld/+srKy+Nvf/mZfmfHUqVMcOXKEkJAQjh07RnR0NC0tLQwaNIjw8HA8PT0ZOXIkrq6uV13e/k5QUlJCWloa2dnZFBYWEhERwcSJE9m4cSOJiYnMnDnT0SXeMUwmE++//z5HjhxhyJAhDB06lNzcXA4cOMD48eNpbGykqqqKpqYmBg4cyFe+8hXd1Cgicpu44wL26dOn+fvf/87QoUO577778PDwYMeOHSQnJ+Pq6kpwcDBxcXFMmDDBHthsNhvNzc3s2bOH6dOnq5fpJrJarZw6dYqPPvqI8PBwZs2ahZeXF0VFRVRUVLBx40b7twgVFRX4+voyY8YMLSf9BSdOnCAtLY3c3FxOnTpFZGQkv/jFLxxd1h3FZrNx5swZ9uzZQ2NjI7GxsfTv3x+TyURmZiYtLS0cP36c7OxsXFxcWLhwoaZOFBG5TdxxAXvNmjUcPHiQ2bNnM3HiRPvNdCaTiXXr1rF582aCg4OZPXs2kydPtj/OZrNhtVrvmOnfHKmhoYEdO3Zw6NAhEhISmDp1Ki4uLmRmZvLee+8RFxfH9OnTKS8vp7S0lClTpji6ZKdktVpJS0vj0KFDJCYmMmDAAEeXdNuz2Wy0trZis9nsQ5aKi4tZs2YNlZWVPPTQQ0RFRQEXXucuLi4UFhaSn5/P3LlzHVm6iIh0ojsqYGdlZfHnP/+Zuro6Ro4cybx58xg0aFC7NmfOnGHz5s0sWbJEQw4cbM2aNaxZs4b58+cTGxvLnj17OHjwIL/97W8dXVqX0tTUhJeXl6PLuCOsWrWK0tJSYmNj8fPzY9CgQXh5eWG1WlmzZg0HDhzg7rvvZty4cZotRETkNnZHBWy4sBpgcnIy5eXlhIWFMWzYMCZMmKBpy5yMzWbj/PnzrF+/nqKiIiIjI9m7dy+PP/4448aNc3R5IpcwmUysXbuWwsJCDh8+zLBhw7DZbIwePZrx48dTUlJCbm4uVVVVjB8/nn79+mE0Gh1dtoiI3AR3VMC+eH7lzZs3s27dOry8vAgODmbs2LFMmDBBf/CczLlz53jnnXc4fPgwUVFR/Pd//7ejSxK5rPr6ekwmE7W1tezdu5eamhpOnz5NY2MjY8eOxWAwcOrUKSwWCwsWLCA2NtbRJYuIyE1wRwTs+vp6KioqqKurw93dncGDB9u3Jycns2vXLoKDg4mIiOArX/kK/v7+Dq5Y2litVoqKili5ciUtLS0sWLCAoUOHarYFcWptH+bPnj1LY2Oj/WZHLy8vGhsbKSgoICAggEcffZQRI0Y4ulwREelkd0TA/vDDDzl58iSlpaVERETQu3dvJk6cSP/+/QEoKCggOTkZf39/HnvsMQdXKx3Zu3cv//jHPxg5ciRPPPHEJQvPiDgzq9WKi4sLWVlZ1NbWkp+fz65du/jNb36Dr6+vo8sTEZFOdtsH7EOHDvHOO+8QGxtL7969SUlJoaKigu7duxMTE8PEiRPp1q0boJvBnJnNZuPAgQOsWbOGxMREpk2b5uiSRG6IxWLBbDYDd+7iSCIit7vbPmC//PLLhISEcPfddxMSEkJGRgZ/+MMf8PX1xWg0EhwczJgxY0hMTLSPzxbnVF1dTVpamhZLEREREad2W6+YUlVVhb+/P42NjYSGhmIwGPjoo4945JFHePbZZwkMDOTUqVMcOHAAq9Xq6HLlKgIDAxWuRURExOnd1neKBQUF0aNHD3JycsjLy6O0tBQvLy9Gjx6Nr68vfn5+TJw4kdGjR2sBGRERERHpFLdNwG5tbcVisZCfn0+PHj0ICAgAYNSoUfj6+tK3b1/279+Pj48PTU1NVFVV4evri4+Pj+7iFxEREZFOc9sE7D179nDgwAHq6uqoq6tjzpw5zJ49mx49ehAREYHZbCYwMJBDhw6xd+9eqqqq2L9/P9///vcdXbqIiIiI3EZuizHYJ06cIDk5GQ8PDwYMGEBAQAD79u0jKyuLhoYGLBYLra2tjBkzhoiICJKTkykqKmLKlCkMGTLE0eWLiIiIyG3ktphF5Oc//zlRUVFMnDiRvn37cvToUd544w0mTJhAU1MT1dXVDB48mMjISEJDQzl37hyenp707NlT0/KJiIiISKfq8j3YW7dupaGhgYSEBPr06QNAr169CA0NJTs7m3PnzuHm5sb777/PmjVraG1tZdiwYURFRSlci4iIiPz/9u4vpsr6D+D4+4B6plPgQE5wjf4sBCmNNQ7aZl5YTVJi0dzs2iLumjNv7LK1Vqtu2uqiFnXRDUq2YuZdabYy4DQ9gkYc5c9Kp1hnmEoc8JwuHGdRJvHz+f3OD3q/Lp/n4Xw/l2+++57nKHBzOrCvXbvG3r17KS0tpaSkJPse65GREb7//ns2b95MS0sLTU1NtLS0MDo6yieffMLExESOJ5ckSdJ8NacDe2BggIqKCoaGhnjllVfo7u4GoL29nUceeSR7HrusrIzq6mqWLVtGXl4eY2NjOZ5ckiRJ89WcP4M9MDBALBajv7+foaEhbrvtNkZHR3n++ecpLy8nL+/6/xDnzp3jwIED5OXlsWPHjhxPLUmSpPlqTu9gA9x1111s27aNrVu3sm7dOjKZDMlkki+++CJ7FCSVSpFMJvn666/ZuHFjjieWJEnSfDbnd7D/aGxsjFgsxvHjxxkaGuLy5cs8+eSTrFmzhra2NhYvXkxzc3Oux5QkSdI8Nq8Ce8r58+eJxWKcOnWKwcFBFi5cyIULF3jrrbeyv/AoSZIk/TfMy8CekkgkiMVi9PX1EY1Geeyxx3I9kiRJkua5eR3YU06dOsXq1atzPYYkSZL+Bf4VgS1JkiT9r8z5t4hIkiRJ/08MbEmSJClABrYkSZIUIANbkiRJCpCBLUmSJAXIwJYkSZICZGBLkiRJATKwJUmSpAAZ2JIkSVKADGxJkiQpQAa2JEmSFCADW5IkSQqQgS1JkiQFyMCWJEmSAmRgS5IkSQEysCVJkqQAGdiSJElSgAxsSZIkKUAGtiRJkhQgA1uSJEkKkIEtSZIkBcjAliRJkgJkYEuSJEkBMrAlSZKkABnYkiRJUoAMbEmSJClABrYkSZIUIANbkiRJCpCBLUmSJAXIwJb+Qzt37uS5555jYmLiL/d6e3tpaWmhtbU1B5PdXCwWY2RkJNdjSJI0bxnY0i2YnJykp6fnL9e7urrIz8/PwUQz27t3L2fOnMn1GJIkzVsGtnQLKioq6OrqmnZtcnKSY8eOUVFRkaOpbu7KlSu5HkGSpHltQa4HkOaye++9l46ODsbHxwmHw8D14yGFhYVEIhHS6XT22XQ6zdGjR+ns7GR4eJhwOMyGDRvYsmULoVAIgIsXL9LW1kZ/fz9LliyhurqaxsZGCgoKALh69Sr79+/n5MmTjI+PU1lZybZt2yguLgZgeHiYjz76iKGhIQoLC6mrq6O+vp78/Hzi8TjvvPMOExMTtLa20traSm1tLc3NzTOuK0mS/jkDW7oFJSUlFBcXE4/HiUajAHR3d/PAAw9w7tw5Fi1alH22v7+fjo4ONm3aRH19PadPn+bTTz9lxYoV1NbWAvDuu++SyWRoaWkhFArx5ZdfcuXKFQoKChgfH+fll18mnU7z+OOPU1BQwJEjR7hw4QLFxcUMDAzw2muvUVNTk43mjz/+mJ9++olnn32WiooKdu3axauvvkpTUxNr165l8eLFM64rSZJmx8CWbkEqlSIajdLd3U00GiWVSnH8+HH27NnDvn37pgV2ZWUlL730UvZsdlVVFZ2dnXz33XfU1taSyWQYHh5m+/btrF69OvvMlIMHD5JMJnnxxRcpKSkBru+gT2lra6O8vJzm5ubsjnhRURFvv/02fX19VFZWUlZWBkAkEmHlypUAM64rSZJmxzPY0i2KRqP09PQwNjZGb28vy5cvz4bsn+Xn5zM5OUkikeDQoUOk02mSySQAoVCI+++/n46ODj7//HPGx8en/W1fXx/33XdfNq7/KJVKMTg4yPr167NxDWR3qfv6+v52/pnWlSRJs+MOtnSLVqxYwcqVK+np6eHEiRPU1dX97bMHDx7k0KFDlJeXc/fdd1NYWEgqlcref+aZZzh8+DCfffYZBw4c4NFHH2Xz5s2EQiFGRka48847b/i5P//8M5lMhqKiomnXQ6EQRUVFM76W72brSpKk2TGwpQBMHRNJJBI88cQTN3xmKq53797N8uXLATh//jxnz57NPrNgwQIefvhhHnroIb766iva29sBqK+vJxKJMDo6esPPnvqS443uj46OUlNTc9P5b7auJEmaHY+ISAGora3l2LFjlJaWZmP3z+LxOFVVVdm4Bvjtt9+mPXPt2jUAFi1axKZNm6iqquL06dMA3HPPPZw4cYJLly795bPD4TDl5eV0dnZOu97b28vVq1dZtWoVAAsXLgTg119//cfrSpKk2XEHWwpAcXEx69atm/alwz+LRCLE43Hi8TjhcJgjR45w8uRJSktLgetvGXn//fdpaGjgjjvu4Mcff+SHH36gsbERgK1bt9LZ2ckbb7xBY2MjS5Ysobu7m0gkQkNDA0899RSvv/467733Hhs2bODixYu0t7dTU1NDdXU1cH2nuqysjG+++Ybbb7+dcDjM5OTkTdeVJEmzE8pkMplcDyHNRTt37mT79u08+OCDN7z/5ptvsnTpUnbs2AFAMpnkgw8+4MyZM5SWlrJx40YmJiY4evQoL7zwAul0msOHD/Ptt99y9uxZli5dyvr162loaCAvLy/7Gfv27SORSJBOp1m1ahVNTU3ZXfHBwUH279/P8PAwy5Yto66uji1btkz7VclEIsGHH37IL7/8wpo1a3j66adnXFeSJP1zBrYkSZIUILenJEmSpAAZ2JIkSVKADGxJkiQpQAa2JEmSFKDfAWDNubEkqB8fAAAAAElFTkSuQmCC"
null
[ "iVBORw0KGgoAAAANSUhEUgAABDQAAAGrCAYAAAA/5sdLAADeC0lEQVR4nOzdd3hUZdrH8e+kTHohkEILSQgthN6kg4AioGsQEFdXUJcVkNW1Y3+xL651xS4gYgMJrjQFAakaihAILbQQihDSeyaZmfePmIExAQKGzAR/n+viWuc5zzlzn2fOzObc5ykGq9VqRUREREREaoTBYHB0CCIifwoujg5ARERERERERORiKaEhIiIiIiIiInWOm6MDkPN78cUXARg5ciStW7e+LO/xxRdfANCzZ08iIiL+0LGWLFnC4sWLCQ4O5tlnnwV...
1
math
algebra-1
factor-quadratics-using-algebra-tiles
true
false
Which area model represents the factorization $9 x^{2}+15 x+6=(3 x+2)(3 x+3) ?$
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVUAAAFyCAYAAABFpUmgAAAdQklEQVR4nO3dfWxVhf3H8U/vQ3m4tRRboE/8igXkmUERWZhzTCEgji1M94eLk2Qzi4uoW+LiDDPZ3KJ/zT3FJWSTJVsMUUE3n7V2Udhg/sALVCkg0NG10AqXlXYttbT3nN8ftf21FWp777cc7jnv1z/YA73fbz65+dxzeuq9Wa7ruk0XpGPnpf8mpW5XAIBhimRJV4WlmeOlKdlSVlOn6/5vq9drAUDmW5YrRY6e7/miKFuaFetpXADA8Pw3KR1plxovSB+el0K...
0
math
grade-5
adjust-a-budget
false
true
This table shows Wyatt's May budget. What could Wyatt do to balance his budget?
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"
[ "spend $15 less at the arcade", "increase income from mowing lawns to $50", "spend $5 more on flowers for his mom", "spend $10 less on trading cards" ]
null
0
math
precalculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 2,6)?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAH/CAYAAABtkqoWAACKSElEQVR4nOzdeXxU1fk/8M+dLZlsJCQQQiBhR8AkyKKCULVYN6wtqMUuKtalLrjUamuttrW1fv22ta2KS239VrTtrxXrCgREQcFQWSIEEhAwQFayZ5LZ7/r7Y5JIZMsk92Rmks/79bJ9MZn75Mm9c8997plzz5EMwzBARERERESmsEQ6ASIiIiKigYQFNhERERGRiVhgExERERGZiAU2EXWzYcMGjBkzBgsXLgQAfP3rX8ebb755wvcqioJzzz0Xn3zySX+mSEREFNUkPuRIRMe66KKLcN111+GGG27AK6+8gnfffRcrV6486fv37NmDq666Cvv27YPVau3HTImIiKKTLdIJEFH0+MY3voEPPvgAR48eRUZGBh5//HH885//BACUlZXh4osvxpEjR2C32/HrX/8a27dvx9tvv40JEybgtddew7e//e0I/wVERESRxyEiRNTlj3/8I9LT01FWVoYxY8bA5/NhxowZAIBp06ahoKAAb775Jj788EO89tpr+Pvf/w5JkvDNb37zpMNIiIiIBhv2YBNRlz179iAvLw8AsG3bNsyaNavbz++//3785Cc/gdfrxdtvv42UlBQAwDnnnIPHH3+83/MlIiKKRuzBJhpEXn75Zbz88ssn/fmxBXZjYyOGDRvW7eczZszA3r17cc0112DixIldrw8bNgwNDQ1CciYiIoo1vS6wS0pKUFlZaWYu3WzatAkul0tY/FWrVkHU851utxsffvihkNgAUF1djU8//VRY/LKyMhw6dEhY/C1btqC5uVlY/MLCQiiKIiS23+/H+++/LyQ2ANTV1WH79u1CYu/atQu1tbWora1FSUnJCd9TWlraVWB/+fzQdR3f+c53cOedd+L//b//B13Xj9t+27ZtqK+vNz/5DuvXr0cgEBASW5ZlrF27VkhsAGhqasJ///tfYfHLy8uxd+9eYfGLi4tRU1MjLP7GjRvh8XiExNZ1HatXrxYSGwBaW1uxefNmYfErKiqwe/duYfGJyHzswSYaBAzD6FYAbNq06YQ3mHv27EF+fj6AUK90Y2Nj188eeugh5OTk4Le//S2ysrLw9ttvd/3sRL3dREREgxULbKJBoKSkBG63u+vfbrf7uB4xWZbx+eefY9q0aQCAmTNnYseOHQCAlStXYsOGDXjqqacAAHfffTd+//vfd227bds2zJ49W/SfQUREFBNYYBMNcF/uve705V5sh8OBYDCIpKQkAEB+fj7sdjs+/fRTXHPNNdi2bRvi4uIAAFdddRWKioq6tn377bfxzW9+U+wfQkREFCNYYBMNcJ2918cW04ZhnLAX+1iSJOFnP/sZ/vd///eU8ffs2YMDBw7g2muvNS1nIiKiWMYCm2iA6+y9liTpuJ+dbCx2pxtvvBFer/eUS6XfcsstWLFiBWw2zvpJREQEcB5soqijKApKSkpQWlqK0tJSLFq0CGefffZx7/voo4/wxhtvoKGhAcOGDcPixYtxwQUXdHvPrl27unqvjy2wJUnq6sUuKSnB9OnTT5iLJElYtWrVSXO12+345JNPevV3EhERDVQssImizMcff9xtqj5N0457z9atW7F8+XIsXLgQZ511Fnbu3Ilnn30WDocDc+fOBdB97PWJeq87bd68GQUFBad8DxEREfUch4gQRZm5c+fixRdfxEMPPXTS97zxxhs488wzsXTpUhQUFGDp0qXIy8vrNpTjRGOvj/XlXmwiIiIyBwtsoigTFxeHtLQ0JCYmnvDnsizj8OHDmDp1arfXp06diiNHjiAYDPa497rT5s2bhS28RERENNiwwCaKMV6vF4ZhdE2n1yk5ORkA4PF4Ttt73Ym92ERERObrNgY7nAtsc3MzPB4PWltbTU8KAHw+Hw4cONA1767ZDMNASUmJkHGniqIgEAgIK1i8Xi/8fr+w+K2trbBard0WJjGTx+PB559/jurqaiHxNU1DaWkpLBbz7x9VVYUsy8L2vc/ng9frRUlJSdf+OXLkCBISErre097eDgCoqanplkfnMtalpaUoLi4G0LPe6873bN26tc/nQ3t7Ow4fPoy6uro+xTkZRVFQVlYmZMYSTdOgqqqwYxsIBITeyLS3t0PTNCiKIiS+y+VCMBhEU1OTkPiBQACfffYZ7Ha76bENw4Cu68L2fTAYhM/nExbf4/GE3e4UFBQIyYWIeqbbVSotLa3HG3q9XiQkJIS1TTiampowZMgQOJ1OIfGrqqowdOhQIbEDgQBaW1uF7RsA0HVdWHy/3w+HwyEsfktLC1JSUk46BKKvampqkJqaCqvVanpsRVHQ1NQkbN9YrVYoioK0tDS0tbUBAJKSkrr9vs4i+MvnX2cRnpKSgqSkJAQCgbB+d35+fp//LpfLhaSkJKSkpPQpzskcPXoUaWlpwgrs+vp6YcfW4/HA7/cLi6+qKlRVFRa/vb0dSUlJSE1NFRK/oaEBQ4YMEdKpYhgGampqhO0bn88Ht9stLH7nLEAirylEZK5uV6mcnJweb9hZQIazTTiOHDmCzMxMYY357t27MXr0aCE92G63G7W1tcL2jcVigaZpwuK73W44nU5h8aurqzF8+HCkp6cLiV9WVoZRo0YJ6Qnz+/04fPiwsH1TV1cHv9+PnJycrgI5IyOj2+/rHAry5fNv3759AELn8VlnnXXC+I8//jgAnPIByr7mP2zYMGRmZgqJv3//fowcORLx8fGmx5ZlGfv37xd2bJuamtDW1iYsvqIoCAaDwuI3NjYiPT0d2dnZQuKXl5cjKyvruKFPZtB1HaWlpcL2TWtrKxobG4XFNwwDFotFWHwiMh/HYBPFmMTEREiSBI/H0+31zn+L+maAiIiIeoYFNlGMcTgcGDNmDPbu3dvt9X379iEnJ0dI7y4RERH1HAtsohi0aNEilJaW4pVXXkFpaSn+8Y9/oKSkBIsWLYp0akRERIMeV3IkikFz5szBsmXL8MYbb2DNmjUYNmwYbr/9dsybNy/SqREREQ16LLCJotSkSZOwcuXKk/78/PPPx/nnn9+PGREREVFPcIgIEREREZGJWGATEREREZmIBTYRERERkYlYYBMRERERmYgFNhERERGRiVhgExERERGZiAU2EREREZGJWGATEREREZmIBTYRERERkYlYYBMRERERmYgFNhERERGRiVhgExERERGZiAU2EREREZGJWGATEREREZmIBTYRERERkYlYYBMRERERmUgyDMPo/MemTZt6vKHP54PNZoPD4RCSmNvtRkJCAqxWq5D4LpcLqampQmJrmgafz4fk5GQh8WVZhqqqSEhIEBLf7/fDYrEgLi5OSHyPx4P4+HjYbDYh8dva2pCSkgJJkkyPres6PB4PUlJSTI8NAIqiQJZlJCYmCon/8ccfAwDmzZsnJL7X64XD4YDdbhcSv729HUlJSbBYzO8bMAwD7e3tGDJkiOmxAUBVVQQCASQlJQmJHwwGoes6nE6nkPherxd2uz0m2/z+OLZ+vz+q2vyvfOUrQnIhop7pVuHk5+f3eMODBw8iOTkZI0aMMD0pANi5cycmTJggrMH6+OOPkZeXJ6QI8/l82LdvX1j7MxwNDQ1oaWnBGWecIST+oUOHEBcXh+zsbCHxd+/ejdzcXGEXuy1btmDatGlCCvhgMIiSkhJhx7a5uRn19fWYOnWqkPidBbao/MvKypCVlYWhQ4cKib9161ZMnTpVSJGnKAp27NghbN+4XC5UVVUhLy9PSPzq6mooioKxY8cKif/ZZ58hPT0dw4YNExJ/x44dOOOMM4TcIBiGgaKiImHH1u12o7y8XFj8uro6eDweTJgwQUh8IjJftwoknB5dh8OBhIQEYb3AVqsVycnJwuIDob9XRIFttVphtVqF5e7xeODxeITFj4uLg9PpFBbfZrMhKSlJWHxJkjBkyBAhvaidvfuicg8EArDb7UI/90B453o47HY7EhMThcW3WCxISUlBfHy86bFlWYYkScJyV1UVNptNWPzm5mahn0273d4vbb6IHn5d14UeW8MwhLb5bW1tkGVZeLtARObhGGwiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIykS3SCRBR+AzDwOrVq/Hee++hubkZGRkZuOSSS3D55ZdHOjUiIqJBjwU2UQwqLCzEihUr8PWvfx1nnXUWduzYgb/97W8AwCKbiIgowlhgE8WgoqIiTJgwAddffz0AIC8vDwcOHMDmzZtZYBMREUUYx2ATxSBZlpGYmNjtteTkZASDwQhlRERERJ1YYBPFoAULFmDPnj345JNPEAwGsW3bNpSUlODiiy+OdGpERESDnmQYhtH5j1WrVvV4Q8MwIEmSkKQYP7LxOz8SIuPH6r6Jpvg7duxAWVlZ17/z8vIwY8aMU26ze/duAEB+fn7fkjyJaNk3gzE+z1vGP9YVV1whLBciOr1uY7AXLlzY4w13796N1NRU5OTkmJ4UAGzevBl5eXlITU0VEn/16tW4/PLLhTSIbrcbn376Kc4//3zTYwNAdXU1GhsbcdZZZwmJv3fvXjidTowdO1ZI/P/+97+YNGkS0tPThcRfu3YtFixYALvdbnpsv9+PLVu2YMGCBabHBoC6ujpUV1dj1qxZp3zfRx99hP379+Oqq67ClClTUFZWhnfffRcXXHAB5s+ff9LtOgvscM71cGzfvh05OTnIzMwUEv/999/HvHnzEB8fb3psWZaxceNGXHLJJabHBoCmpiZ8/vnnOPfcc4XEP3ToEILBIKZMmSIk/qefforMzExkZ2cLif/hhx9i1qxZSEpKMj22rutYu3atsOcTWltbUVZWhnnz5gmJX1lZiba2NuTl5QmJT0Tm61Zgh1tsSpIk9I49VuN3xhSVu+j4X/49omLHYvxoOLbBYBB/+9vfcOGFF+Laa68FABQUFMDj8eCll17CueeeC4fD0aPfIwKPbWTif/n3iIodi/F5bImov3EMNlGMqa+vh8/nw4QJE7q9PnnyZPh8PtTX10coMyIiIgJYYBPFnJSUFAChr42PVVFR0e3nREREFBmcB5soxqSmpuKcc87BunXrkJqaikmTJuHgwYMoLCzEueeeiyFDhkQ6RSIiokGNBTZRDLrrrrvw1ltv4YMPPsDKlSsxdOhQLFq0CN/85jcjnRoREdGgxwKbKAbFxcVhyZIlWLJkSaRTISIioi/hGGwiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE9mO/Yfb7e7xhoqiIBAIhLVNOHRdh8/ng9VqFRIfCP29kiSZHtfr9ULXdWH7JhAIQFVVYfFlWYbFYhEWX9M0+Hw+OBwOIfENw4DH44HNZjv9m8MUDAZhGIawfeP3+4Ue206i4quqCr/fLyy+YRjwer1QFMX02IqiCD+2mqYJix8MBiHLstBjK7rN93q9MAzD9NidMUXl7vP5hB7bQCAARVHCip+cnCwkFyLqGck4pjX78MMPe7xhIBCA1WqF3W4XkRe8Xi/i4+OFFdhut1tYA6TrOvx+PxITE4XEVxQFqqrC6XQKiR8MBiFJkrAC2OfzIS4uTtix9Xg8SExMFHLz1Hnjl5SUZHpsIFTEKIoi7Nhu2bIFADB37lwh8f1+P+x2u5CbGyB0bBMSEmCxmP/lW2fxLvLYyrKMhIQEIfFlWYZhGIiLixMS3+/3w2azCW3znU6nsGPr8XiEtfmapiEYDAo7toqiQNM0xMfH93ibCy64QEguRNQz3a6C4ZyQJSUlSEtLQ05Ojtk5AQA2bdqE/Px8pKamCom/atUqnH/++UKKMLfbjeLiYmENXHV1NRoaGjBjxgwh8cvKyuB0OjFu3Dgh8bds2YLJkycjPT1dSPzCwkLMmzdPSCHg9/tRVFQk7NjW1dWhqqoKs2fPFhK/s8AWlf+2bduQm5uLzMxMIfHXr1+PuXPnhlVo9JQsy9iwYYOwfdPU1ISDBw9izpw5QuKXl5cjGAxi6tSpQuIXFxdjxIgRyM7OFhJ/48aNmD17tpAbHF3XUVhYKOzYtra2orS0FPPnzxcSv6KiAm1tbcjPzxcSn4jMxzHYREREREQmYoFNRERERGQiFthERERERCZigU1EREREZCIW2EREREREJmKBTURERERkIhbYREREREQmYoFNRERERGQiFthERERERCZigU1EREREZCIW2EREREREJmKBTURERERkIhbYREREREQmYoFNRERERGQiFthERERERCZigU1EREREZCJbpBMgot4JBAL417/+haKiIvh8PmRlZeHOO+/E2LFjI50aERHRoMYCmygGqaqKX/3qV6ivr8e1116LESNG4MiRI0hNTY10akRERIMeC2yiHnCpwPIKFRubJLTpeZhequCuXBsKkqWI5LN27VocPHgQv/vd7zBmzBgAQF5eXkRyISIiou5YYBP1wEXbg9jjNjr+NQR7ajW8WqvhtekOfGN4/z/KUFRUhGnTpnUV10RERBQ9WGATncYrtRr2uA2k2IBHxttRkCzhnQYNyys13FIq4/yvxCO1n8+k2tpaTJs2DS+88AJ27twJr9eL6dOn4+abb+YwESIiogjrVhZUV1f3eEOv1wsAsFjE9N7JsoyGhgZ4PB4h8Q3DQE1NjZDYgUAAiqKEtT/D0dLSAp/PJyy+x+NBMBgUFj8YDKKxsRF+v19IfF3XUVtbC6vVakq8PY0JABJw5XAr7s4NxTx/qAXvNOioDBh4v7we5yYqpvyutrY2+P3+0+57WZaxfft2fO1rX8PSpUvR0NCAN954A0888QSWLVt22t8j6tgGAgE0NzdDUczZH1+maRqOHj0Ku91uemxVVaHrurB943a7hZ5XbW1tQtsdn8+HlpYWGIZx+jf3gqIoqK+vh8vlMj22YRgwDEPYvvF6vZBlWVj81tbWHrULxxo1apSQXIioZ7oV2A0NDT3e0O/3Q9M0aJpmelJA6GLX0tIirMAGgPr6ekiS+WNoFUWBqqph7c9w+Hw+BAIBYfG9Xi9sNnFdsrIso7W1FT6fT0h8wzDQ2Nho2s2f1zcMQALGOLt/VnKdEioDBlpbW9HgNedv8fv9CAaDpz22hmHgzDPPxKxZswAAo0ePxle+8hWsXbsWu3btwsiRI0+5vajPTiAQQGtrKwKBgJD4mqahqanJtJunY+m6Dl3Xhe2bYDDYo2PbW263W3j+nUW8CJ3HVsTNU2eBLWrfyLIMRVGEtsmdnU49xQKbKLK6VVEzZszo8YYlJSVIS0tDTk6O6UkBwKZNm3DGGWcI+7q7trYWM2bMEFJgu91uFBcXh7U/w1FdXY2GhgZh8cvKyuB0OjFu3Dgh8bds2YJJkyYhPT1dSPz6+noUFBSYdqHOKleBchXvNGi4bqQVY5wSStwGNrfqAICvFUw+rvjurbq6OlRVVZ322NrtdmRnZ3d7X2ZmJtauXYvExMSTbr927VoA4Z3r4di2bRtyc3ORmZkpJP769euRl5eH+Ph402PLsoympiZh+6apqQkHDx4UFr+8vBzBYBBTp04VEr+4uBgjRoxAdna2kPgbN27EtGnTkJSUZHpsXddRV1cnbN+3traitLRUWPyKigq0tbUhPz9fSHwiMh/HYBOdxjeHW/FYuYrdbgOTNwcxxAa0qaGfPTzeZlpxHY7U1FQ0NTV1e62zZ9HhcPR7PkRERPQFruRIdAqtioElu2QYBpDccTvapgIGgCE2CT8bH5l71Ly8POzZswdut7vrtT179gAAF5ohIiKKMBbYRCfh1wxc+amMcr+Bc1Il1F4QB9d8A/+2fILxTgltqoF3GvSI5LZ48WLY7XY89thjKC4uxsaNG/Haa6/hvPPOO+34ayIiIhKLBTbRCeiGgSUlCra1GZiUIOGdGQ44LKGhIElQce+YUM/185VqRPLLyMjAY489huTkZPzhD3/AihUrMG/ePNx2220RyYeIiIi+wDHYRCewbK+KdU06hjuAtbMcSLN3H2d93UgrfnZAwYctOvZ5DUxJ7P9x2KNGjcLDDz/c77+XiIiITo092ERf8tvDKl6q0ZBsBQpnOpAdf3zxnGAFbsgOTRX3bEVkerGJiIgoOrHAJjrGyjoNjxxUYZOAN2c4cGbyyU+RO3JDXwD9vVZDO2tsIiIi6sACm6jDB80alu4JTXX3cp4d89NOfXqMd0q4JMMCvw78rYYVNhEREYWwwCYCsNtt4JpdClQD+PVEG64Z0bOVAu/ICfViv1CpQcwC0kRERBRrWGDToFcTMLCwOAivBtyUbcWPx/b82d9LMiwY55RwyG+gsDEyU/YRERFRdGGBTYNaq2Lg0h0yGuRQsbx8angT60j4ohc7UlP2ERERUXRhgU2DlqyHFpI54DNw9hAJ/y6wwyKFP93ejaOsSLAC7zXrOOjjQBEiIqLBjgU2DUq6YeC7u0MLyYx3hhaScVp7N5d1kjU0LzYAPMdebCIiokGPBTYNSsv2qninIbSQTOEJFpIJV+fKjn+r1uDWzMiQiIiIYhULbBp0ft+xkExCx0Iyuc6+r8I4zinha+kdU/ZVs8ImIiIazFhg06Cysk7Dzw6qsAB4fbr9lAvJhOvOjoVn/nRE4ZR9REREgxgLbBo0PmrR8b3doYVkXsqzY0F6z+a67qlLMywY65RQEwRWcco+IiKiQYsFNg0Ke9wGrtopAwAenWDDd7LMLa6B0JR9d3X0Yi+v4MOOREREgxULbBrwagIGLi8Owt2xkMyD48Kb6zocN2ZbkWwFPmzRsc/LgSJERESDEQtsGtDa1b4tJBOuBCtwQ3aod/xp9mITERENSiywacCSdQOLOhaSmZ7c+4VkwtX5sOPfazS0KMJ/HREREUWZbt15ZWVlPd6wtbUVPp8Pbrfb9KQAwO/349ChQ4iLixMS3zAMlJWVQRJQcMmyjGAwGNb+DIfb7Ybf7xcWv7m5GTabDX6/X0h8r9eLw4cPo66uTkh8Xdexd+8+/KRtJD4OJGGUVcGTidU49FnfHzxUVRWKopx238+PH4HNgUT8prgG30929Ti+1+uF2+0Wdmw7ifxsVlZWoqmpSUh8RVGwf/9+2GzmfxOhaRo0TRO2b/x+P7xer7D4LpdLaP5tbW1QVRUul0tI/GAwiIMHD8LhcJge2zCMrjZfhEAgILRNbm9vD/uaMm3aNCG5EFHPdLtKOZ3Onm9osyEuLi6sbcJhtVqFxpckCQkJCUJiWywWSJIkLHdZliHLsrD4NpsNdrtd6LGNj48XFh8AnvJnYWMgCakWDS+PasFIuzk3aoqi9OjYLh0awObaRKz0DsHtw4M9/qpIVVX4/X6h+wYI71wPh+jz1mKxwOl0CiuwRZ63uq535S+Cz+eDqqpC2wWHwyH82IoqsAFxn3sAQo9tIBCAruvC2wUiMk+3q9S4ceN6vKHb7UZaWhpycnJMTwoAqqurkZ2djdTUVCHx9+7di7FjxwrpwXa73aivrw9rf4ajuroahmEIi99Z4ImKX1dXh6ysLKSnpwuJ/78HfPhHezISrMDa2U6clZJrWmy/34+qqqrT7ptxAH7XFsRnXht2JeTi6hE9m7Wkrq4OsiwL2/dd+QmK39TUhMzMTGRmZgqJX15ejpycHMTHx5seW5ZllJeXC903Ho9HWHzDMBAMBoXFb21txfDhw5GdnS0kfkVFBUaNGoWkpCTTY+u6js8++0zovmlpaREWv6KiAm1tbcLbBSIyD8dg04Cysk7Dy9L4roVkzkqJ3Ed8WcdY7GcqubIjERHRYMICmwaMza06lu5RAEnC82dIpi8kE67vZlmRagM+cenY5eaUfURERIMFC2waEPZ7dSz6VIZqAN82DuO7WZH/aCdYgVtGd/Ric8o+IiKiQSPyVQhRH1UHQnNdu7XQQi9L9CORTqnLD0ZbIQF47Sin7CMi8V6p1ZHyfgCTNgUjnQrRoMYCm2Jau2rgsh0yaoOhhWSeFbyQTLhGx0u4crgFsgG8WMVebCISw6UC1+yScUupjKAO1MoclkYUSSywKWadaCEZaz8sJBOuO3JCRf+zlSr6PhM3EVF3bzfomLQpgHcavmhh8pJ4eSeKJJ6BFJMMw8B3dyv42GVgvFPC6pkOOK3RV1wDwAVDLZiSKKFBBt6sZ4lNROY44jdwzS4Z39olo00FbBLQ2W99+TBe3okiiWcgxaSfHNDwToOOdDtQOMuBDEd0FtedOpdPf66Sw0SIyBz3f6bgnQYdKTZg9hALVANI7pg8KT+Zl3eiSOIZSDHn2QoVT1WoiLcAq2c6kOuM7uIaCE3Zl2wFPm7Vsc/LsZFE1He/P8OO74204tmpDmxv02EBkGwLtYdjYqBdJBrIWGBTTHm7XsN9+1VYAPy7ILILyYQjwQp8f1SoF/tpTtlHRCYY45TwhzPsuO8zGQBwV64NR4OhG/iCZBbYRJEUG9UJEUILyXx3d2iuuxfPtOPSYZFdSCZcd+WG8v17jYZ21thEZIJ79ylolIEpiRIuzghd0uen8dJOFGk8Cykm7PMa+OanMhQDeGS8DdeNjK3iGghN2XdZRmjKvr9Ws8Imor5Z06jjn0c1WACsyHdg1hAL/nKmHddnx177SDTQsMCmqHc0CCzcEYRHA27ItuLh8dE113U47sjtnLJPA0diE1FvtanArWWhoSE/HGNDQbKEVBtw/Ugrro/BDgiigYYFNkW1dtXAwuIgaoLAV4da8HyULSQTrq+lWzDOKaE6YGBVI6fsI6Leue+z0NCQ8U4Jv5wY2+0i0UDEApuiltKxkEyZJ7SQzOvTo3MhmXBIAJZ1TtnHhx2JqBfeb9bx91oNQGhoSJTPUko0KLHApqhkGAaW7gktJJMTH5qOL9E2MK4i12dbEW8BNrToOOjjQBEi6jmPBtxSGhoacv9YG2YPGRjtItFAwwKbotLPDmp4vT52FpIJR7IV+P6o0BhJM6bs0zQNP/zhD3HNNdegvb29z/GIKHo9uF9BbRA4I1HCLyZwaAhRtGKBTVHnr9UqnjzyxUIyExKi52NaEQB2Gyl9jnNXxzCRV2s0uLW+xVq9ejXq6ur6nBMRRbcil46/VGuwSsCrHBpCFNWip3IhQmghmWV7VUiIroVk3m7QMWlTEAXbJfzUyEfcewHcv1/pdbxxTgmXZljg14G/VPW+F7ulpQX/+c9/MH/+/F7HIKLo5zMsWNqxDsAvJtiQz4VkiKJadFQvRAC2ukILyRgAlk+1Rc1CMkf8Bm4plVERCI2X7hw1/UyFhh991vsiu/Nhx+UVKno7n8jLL7+M8847D6NGjep1HkQU/Z5xZ6AyYGBmioQHxnJoCFG0Y4FNUWG/V8eVHQvJ/HScDTePip4LyKu1GtrUUGFtIDQTiNFRZS+v1HDE37sHFb+WbsFYp4SaIPB2ffgl9u7du7Fr1y4sWbKkV7+fiGJDccCB132psEvAqwUOXriJYoBkGEZXdbBly5Yeb+jxeGCz2RAfHy8kMZfLhaSkJNhsYgqt5uZmpKenC4mtaRrcbjdSU1OFxA8Gg5BlGcnJyULie71eWCwWOJ1OIfHb2tqQkJAAu90OAGjRbbjDPxn1RhwutjXjp/EVfYrf0tKCtLQ0SCZN6feynIUVctZxr3cW23+IP4CzbJ5exX5bGYY/BUejwOrBn5wHIMsygsHgaY+tpml49dVXMXXqVJx99tnYsWMHNm/ejB/84AdISEg46XYffvghAOCCCy7oVb6n097ejvj4eDgcDiHxW1tbMWTIEFgs5pcYuq7D5XJh6NChpscGAEVR4Pf7kZLS9zH8J+L3+6HrOhITE4XEd7vdcDgciIuLExLf5XIhOTkZVqv531wZhoGWlhZhbb6qqvB6vRgyZIjpsYOw4HrPFDQgDrfHVeNb9oYebTd37lzTcyGinutWvU6ePLnHG5aXlyM5ORnDhw83PSkg1DuXm5uLpKQkIfH/+9//hvX3hsPv92P//v3C4jc2NsLlcmHixIlC4h85cgRxcXHIyjq+qDRDWVkZRo8ejZSUFPh0CXd+Fod6w4rzk1W8PCkeQN/227Zt2zBx4kTTLtQZRx1A7RcF9Zfl5ORgcnLvnlS8S5fwlxIDJVoSpNwpyPY1obGx8bSfncLCQkiShCVLlsDhcKCyshIAMGHChFMW550FtqjP5meffYbMzEykpaUJiV9cXIzx48cLKeBVVcWnn34qbN+0tbWhpqZGWPza2looioLc3Fwh8Q8cOIChQ4ciIyNDSPxdu3Zh7NixQm7sDcPA1q1bhe17j8eDw4cPC4n/SKUdDR4H8q1ePHJmGgAx5xYRmatbgR3O3X11dTUSExOF9QhYrVYMGTJEWC8wAAwdOtS0Xs5jud1uWK1WYfvG7/fD5/MJi19XVwen0yksvs1mQ0pKClLShuJ7nyrY69cxLUnCm7MTkWgz54YqLS2tq4e8r84IakBtaKy10fk/UqjYHhUv4etjUvsU/9YcFX88ouL/WpPw64wgXC7XKfd9Y2MjCgsLcdttt3XdBHX2Wg8dOrRHPaSijq3dbkdycrKw+JIkIS0tTcg3Z7IsQ5IkYbkbhoH6+nph8V0uF4LBoLD4DocDSUlJwuJbLBakpqYK6VTR9dAQLJG5i2jzP27V8VKjjDjJwK+GNiA9fYqp8YlIHA7loohZukfBhhYdOfFAYRQvJHP9SCvmp1kgIVRUSx3FdZIN+L8z+17EL8uxQgLwr6MaXNrpT8l169ZBlmU8/fTTuOaaa3DNNdfg1VdfBQDcdNNNePrpp/ucExFFllcDbtwTurH/UYYH2dbeP1BNRP0vep4ko0Hl8RoHXq/XkWoLLSSTGRedxXWn92c78Eqthg2NCvbUt+Gb49Nx3Ugrxjj7nveoeAnfGG7BWw06Xml2YNFp3n/ppZdizpw53V7btGkT1qxZg5///OfIzMzsc05EFFkP7FdQGTAwK0XCDUN9aG+LdEZEFA4W2NTv3lXSsbzOjngL8M6M6FpI5lSuH2nFNWkyihr34KLxF5ka+85cG95qkLGiyYErTzO/bUZGxnHjYMvKygAAubm5wh6iI6L+sbFFx0vVGuwSsCLfAakx0hkRUbhio7KhAWNto4Y/BnMgwcC/C+w4J5UfQQD4SpoFZyRKaFIt2CCzQCYarNpV4MY9MgDg1xNtmJAQ3d/uEdGJsbqhfrPVpWNJiQIDEv43R46ahWSixX1jQl8o/SMwLOxtr7zySqxcuZK910Qx7p59Co4GgVkpEu4dwy+ZiWIVC2zqF5/7QgvJBHTgO/Y6fG9Y75cHH6huyLYizarjc82J7W29W7yGiGLX2iYd/zx6zNCQSCdERL3GApuEq5eBy3cocKnAtVlW3BJXG+mUotZ300NfDT9byRsQosGkRQFuLg2d/7+YwKEhRLGOBTYJ5dWAhcVBVAQMXJRuwYo8c+amHqiWZsiQALxWp6GFs3IRDRo/KJPRKAP5yVLXcDEiil0ssEkYzTBw9U4Ze9wGpiVJeK2AxfXpDLPpuMDugmYAL1SxF5toMFhZp+GdhtBiOK/kO2Bl5zVRzGOBTcLcWhpaSGZkXHQvJBNtropvAQA8X6lCj3AuRCRWgwws2xv6uurRCTZMSWQ7STQQsMAmIX7xuYq/Hw0tJLM2BhaSiSbTbV5MSZTQIANv1muRToeIBLpnnwyXGhoa8sBYDg0hGihYYJPp/lqt4olDKuxSaCGZyYn8mIXr7tzQhfbZChbYRAPVm/U63qjXYZU4NIRooGHlQ6Za26hh2V4VEoB/5HMhmd767kgrkq1AkUvHPi+n7CMaaFoU4Pay0KwhD43j0BCigYbVD5nmi4VkgOVTbfhGJheS6a04C3DL6FAv9lNH+LAj0UBz9z4FrSowJVHCg+M4NIRooGGBTaY4diGZH42x4eZRvGD01R051tA3AbUa2lljEw0Yaxp1rKzTYEFoQRk+/0008LDApj5rkg1ctiP0oM7VmRY8PonFtRlGx0u4YpgFshEa105Esa9NBW7tGBryk3E2FCSzuiYaiFhgU594VQOXF8uoDADzUiW8zIVkTHV7TsfDjpUaOBKbKPbds09BoxwaGvLweHZGEA1ULLCpTxbvUlDSsZDMmzPiYLewN8ZMC9ItGOeUUB0wsLqRs2ITxbI1jTr+31EODSEaDFhgU6/ohoFvl8j48JiFZFLYGSPEPR3LJj9XyWEiRLHq2KEhPxrLoSFEAx0LbOqV2/eqeKOeC8n0h+s6puz7oJlT9hHFqgf2h4aGTE6U8NhE9kYQDXQssClsj5WreLlG40Iy/STRCiwdFZry8JkK9mITxZoNLTpW1GiQAPw93xHpdIioH0iGYXR1iRUWFvZ4Q03TIEkSLBYxxZWqqrBarZAkMT2jiqLAbhfzQJ5hGNA0DTabmF4KXddhGAasVjHzTJ/q2K6XsvCs5QzAMPCgXopz0RR2fB7bkzvZsa2TnLjNci5sho5X9CIkoHeF9s6dOwEAZ511Vp9zPRFN02CxWIQdW352Ti6S7YIZBuqx9cOKOy1no0WKxxL9CL5tHA47fm+O7WWXXRb27yEi83RrDS666KIeb1haWorU1FSMGjXK9KQAYMuWLZg2bRqGDBkiJP66deuwYMECIY25x+PBrl27MG/ePNNjA0BtbS0aGxtRUFAgJP5nn32G+Ph4jBkzptvrq5sMPLcn9KDd7yZZcPuo6b2Kv23bNkyYMAFDhw7tY6Yn9v777+P8888XcjENBAL45JNPcMEFF5geGwAaGhpQXV2NGTNmHPezd/foWN1kwecTv4L7cntX5HQW2OGc6+EoLi5GTk4Ohg0bJiT+xo0bMXfuXMTFxZkeW5ZlbN68GQsWLDA9NgA0Nzfj0KFDmD17tpD4hw8fhizLmDx5spD4u3btQmZmJrKysoTE37x5M2bMmIHExETTY+u6jvfff1/Y597lcmHfvn2YM2fOcT+78zMdLUcNnJkE/HnWeNik8WHHr6qqQnt7O6ZNm2ZGukTUD7oV2OEUJBaLBVarVViPgCRJsNlswuIDob9XRIFts9kgSZKw3K1WKywWi7D4Jzq2G5s1fK80tErjvbk23D22971w/XVsRcRXVTVix3bZGB2rm2T8ucbAAxPsfRrf1Z+fHTOJ/Ox0fpknKveB2C6YSeSx1fVQx0B/H9sNLTpWHA0Np/t7QRycjt5db0QfWyIyHwfP0mntatexeJcCxQgtJPPEJC6BHglfHWrBGYkSaoLAW/Wcso8omnk04KY9oVlDfj7BhimJfBCcaDBhgU2ndMhvYGGxDJ8GnD/Ugn8UOISNkaTTuzu3c+EZPuxIFM0e3K+gNgjMTJFwfx++8SOi2MQCm06qSQGu2CGjSQmtOvb6dD79HmnfG2lFmg34uJVT9hFFqyKXjr9Ua4izAK8WOHihJRqEeN7TCQV0YOGOIMr9BkbGAau5kExUiLMAN48OHYg/HGYvNlG08WnADbsVAMD/TLJjvJPf+BENRiyw6TiaAdxTNxS73AaSraGFZLLjeZGIFreNtkIC8K+jGlqUSGdDRMd6+KCCqoCB+WkW3JnD51WIBisW2HScR13DsckXD5sEvMmFZKLOqHgJizMtkA3ghSr2YhNFiyKXjmcrNcRbgJfyOOMH0WDGyom6+c0hFat8yQAMvJxnx/w0fkSi0bKOhx2fr1TB+USIIi8IC5Z2DA35zSQ7cvmtH9GgxuqJurxaq+FXn4d6RB9Ib8c1I/j1ZrSam2pBfrKEBhl4s16LdDpEg97/KdmoDBiYlSJxaAgRscCmkA+aNdxaGup9uTbRhe+neSOcEZ3OvR292H86wmEiRJG002vFf9QRiLcAK/IdYN81EbHAJuxs13H1LgU6gCuHW/DAkOZIp0Q98N2RVmTYgW1tBra2caAIUSTIBnD756Gb3Ucn2jAhgeU1EbHAHvSO+A1c0bGQzLmpFqyc7gDXkYkdN40KXdiXV3CYCFEk/OKgiiOyBZMlD+7J5VymRBTCAnsQa1UMXN6xkMykBAnvzuBT77Hm5tFWWCXgP/Ua6uVIZ0M0uGxvM/CnIyrsEvBQ3GEODSGiLiywBym/Dnz9UxnlfgPDHEDhLAdSbLw8xJqceAmLMq3QDOAvnLKPqN/IBnDDbhk6gAdHKciWApFOiYiiCAvsQUg3DCzZJWN7W8dCMjMdGMUppWJW54wFf65SoXL1dKJ+8evPVZT7DcxIkXDnCN7cElF3LLAHoWV7Vaxr0rsWkjkzmR+DWDY31YIpiaEp+/7DKfuIhNvRbuC3h0NF9f/lOSKcDRFFIz6RMcg8cUjFSzWhIowLycQuVVXx7rvv4qOPPkJjYyPOGjocnkmX4dkhF2AJ5y8nEiagA9eVhB54eHSCDVMSJbTy+Qci+hIW2IPIyjoNv+hYSObxSTYuJBPDli9fjuLiYixZsgS5ubn4ZNt2eNb+BTssNuyaeiGmJ3PID5EIDx9UcMhvID9ZwgNjeQklohNj9+Ug8UGzhqV7QgvJ3JRtxY/G8MIQq5qamlBUVISrr74aV1xxBfLy8nDLTd+HIzMHY/e9j2cqOB6USIQtLh3PVGiwSsAr+Q5YeR9LRCfBAnsQKHWHFpJRjdBCMsunsriOdYsXL8bZZ5/d7bUzcrIQ52/Da0c1tCgRSoxogPJqwA27QyfWQ+NCQ0OIiE6GBfYAV+E3cFnHQjJnD5Hwj3w7LFxJJqZlZGTg29/+NrKysrpeU1UVVZ8fQOLoCZAN4C/V7MUmMtMD+xVUBgxMSZTw4Dh2UhDRqXVrJfx+f4831DQNiqKEtU04DMNAMBgUFh8I/b2SgGIzGAzCMAxhuSuKAk3TThvfpUm4/FMDDbKEiU4Dr00DtGAAp8tKVVWhx1bXdeHHNhAIQFXNLzIDgYDQYyvLMnRdDzv+m2++ifb2diz+wUK82ww8c0TBshHKSe+gRR5bWZaFtgudx8BsihLqnYy2Y9tTiqJAVVVh8TVNE35sg8EgrFbznw3RdR1A74/tpjYJL1UDVgl4cbIBJeDHsV8SRUubfyyn0ykkFyLqGck45kr1/vvv93hDWZZhsVhgs4m5kw8EAnA4HLBYxHSy+/1+YQ1QZ5ERHx8vJL6qqtB1HQ7HyaeHkmHBg/qZ2I8UpEHGnywlyECwR/EVRYEkScKObTAYhN1uF3ps4+Pjhdw8dRYBoo6tpmlQVRVxcXE93qayshJr167FOeecg4KCAtysz8JRxOOn0meYJzV1e++2bdsA4LjhJWYJBoOw2WxCiiQg1C7ExcUJO7aBQEBYu9CbYxsOVVVhGAbsdjErssqyDKvVKvTYRmOb74MNP9DPQgvi8G2pCt+TKo57TzS0+V920UUXCcmFiHrI6KVdu3YZFRUVvd38tD766COjtbVVWPx3333X0HVdSOz29nZj48aNQmIbhmFUVVUZxcXFJ/25puvG1TuDhmOd30h932/sadfCil9aWmqUl5f3Nc2TKioqMpqamoTFX7NmjSHLspDYPp/PWL9+vZDYhmEYR48eNbZt29bj91dUVBjXXXed8cwzz3S99nylajjW+Y0F24LHvf83v/mN8Zvf/MaUXE9k69atRl1dnbD47733nuH3+4XEDgaDRmFhoZDYhmEYjY2NxpYtW4TF//zzz42ysjJh8Xfs2GFUV1cLi79hwwbD7XYLia1pmrFq1apebbt0t2w41vmNgo8DhnKSS0ZLS4uxadOmPmR4akeOHDFKSkqExSci83EM9gC0bK+KdxpCC8m8Pt3OhWQGqNbWVjz++OMYN24cbrvttq7XrxtpRZIV2Nyqo9TDpR2JemtNo45/HtVgAbAi3wEbH18hoh5i5TXA/PZw94VkFqRzruuBKBAI4IknnoDT6cQDDzzQbThPohX4/qjQcX+aU/YR9UqbCtyxN7SCzI/H2VDAueWJKAwssAeQlXUaHjkYKqh+PZELyQxUuq7jqaeeQmVlJZYsWYK6ujqUl5d3/efz+XB3bqjg/n+1nLKPqDfu+0zB0SBwRqKER8Zz1hAiCg9bjQHiywvJ/JgrjA1YHo8HO3bsAAA8+eSTx/38wQcfxMyZM3FZhgWFTTperFI5rRhRGDa06Ph7bWhBmVc5NISIeoFX3QHg2IVkLsngQjIDXUpKClauXHna992Ra0Nhk4xnK1XcP9bGIoGoB9pU4KY9oaEhj4y3IZ9DQ4ioFzhEJMbVBLovJPPvAi4kQyFfS7dgnFNCgwy8Ua9FOh2imPDj/Qpqg8DMFAk/4Tc/RNRLLLBjWKsKXLJDRoMMTEiQ8PaMODitLK4pRAJwZ8dY7Gf4sCPRaW1o0fFyjQa7BLxa4OAFkoh6je1HjFIM4MriIA76DAx3AGtmOjBUzPoSFMO+n22F0wJsazNQ4uaUfUQn49G+GBry2CQbxjvZWUFEvccCO0b93J2NbW0GnBZg1cw45PJiQCeQYAVuyA7NJvPkYfZiE51M59CQOakW3JPLoSFE1DcssGPQo3WJ+FAeAguA/5xl5/ysdEp3jwkVC6/Xa/DYEyOcDVH02dii46VqDU5LaP0AtqhE1FcssGPMH46oeKXFCQB48UwuJEOnN94pYUG6BZoBbB9WEOl0iKKKTwNuKQ1NcfrbyXaM4beBRGQCFtgxZGWdhp8eCH3Nf2tCA64byeKaeuaOnFAv9rZhBVAlfm6IOv30gIKqgIG5qRbcOprnBhGZgwV2jNjcqnctJHNtagA3JjRFOCOKJQuHWTAqXkLA7kRp+hmRTocoKhS5dLxQpSHeArycz6fEicg8LLBjQKlbx6JP5a6FZH6d5Yl0ShRjJADLckK9c58MPyuyyRBFAb8OLN0d6rT4n0l25MZzaAgRmYcFdpTrXEjG3W0hmUhnRbHoxlE22HQV9QnDscWlRzodooh6+ICCyo6hIXfkcGgIEZmLBXYUa1cNXNqxkMx4p4R3Zji4kAz1WqoNKGjeCwBYXsGVHWnw2t5mYHklh4YQkTgssKPY4p0KDvgMDLUDa2Y5kGZncU19c07DTgDAWw0a6uUIJ0MUAX4duGF3x4IyEzk0hIjEYIEdpb5TomBzq44EK7B2VhynjiJTDPM3Y2xbBTQDeL6SC8/Q4POLgyrK/QZmpUhYlsuhIUQkBgvsKPTDzxT8p16DBcDr07mQDJmrsxf7hUoVKldPp0Fke5uBpypU2CVgRb6DC8oQkTAssKPMUxUqnqsMjY/lQjIkwqS2QxjrlNCqAq/VcSw2DR7f39MxNGSSDRMSWF4TkTgssKPI2/Uafrw/9LX9I+NtXEiGhJAALMsNLTzzpyMcJkKDw8uWiTjgMzAzRcK9HZ9/IiJRurUydXV1Pd7Q7/fDarWGtU04FEVBc3MzAoGAkPgAUF9fLySu3++Hqqph7ZutHiu+ezgJgISr0mTcnOjCyTZva2tDIBAQtu99Pl/Y+YdDlmW0tLRAURQh8Q3DQENDA6xW829QZFmGpmnC9o3L5UIwGBQWv9NCWxN+JqWgxA2sPdSE6QnmFNrBYBCtra0wDDFjT3RdR2NjI+x282d+UFUVhmEI2/ft7e2QZVlYfLfbDUVRhMUPBAJoa2sTcl4Bof3f1NQEj8f8ef63e614x5oDGwz8YaQbdSZ/c+P1eoXu+/b2dvj9/rDijxgxQkguRNQz3QrsqqqqHm/o8XgQDAbh9/tNTwoIFdj19fVCLqRAqAirrKyEJJn/NaGqqlAUpcf7s0KLwy3t46FAwrm2dtxtVOBUm/r9fgSDwbCOVzja29thtVohy2KmmQgGg2hoaIDL5RISX9d1VFdXw2Ix/wsaTdOgaZqwfR8IBOD3+4XF79RUU4krHFl4PZiBZytV/DzRnN/n9/vR1NQEt9ttSrwvU1UVNTU1Qoo8XdeFHltZlhEIBITF93q90HVdWHyfzwdN0+D1eoXEV1UVR48ehc1mbu+yDAvudE0EANzkrIe1vhFm7yFZliHLstB9H841BWCBTRRp3Vqy2bNn93jDkpISpKWlIScnx/SkAGDTpk2YOnUqUlNThcRftWoVZs+eLaTAdrvdKC4u7tH+rAkY+NbWIHwApidLWHv2MDitw0+5TXV1NRoaGjBjxgyTMu6urKwMTqcT48aNExJ/y5YtmDx5MtLT04XELywsxIwZM4TcnPn9fhQVFYV1roSjrq4OVVVVwuKvX78eQOhc/7XfwOubg/hAScWK6SMw1ITdtW3bNuTm5iIzM7PvwU5g/fr1mD59OuLj402PLcsyNmzYIGzfNzU14eDBg8Lil5eXIxgMYurUqULiFxcXY8SIEcjOzhYSf+PGjcjLy0NSUpKpce/ap6C+VcMYw40/zhsDqzTG1PgA0NraitLSUmHHtqKiAm1tbcjPzxcSn4jMxzHYEdS5kExtMLSQzOqZXEiG+s84p4TLh1lCU/ZVcSw2DTwbW3S8WKXBKgE/1MrA5pWI+gsL7Ai6qmMhmXQ7sHqWAxkOtv7Uv5blhL7E4pR9NNC0q8CNHbOGPDzOitGGmKEtREQnwgI7AgzDwHdLZGxq1RFvAVbPdGAsF5KhCFiQbsEZiRIaZOCtek7ZRwPHDz9TcDQI5CdLeGAMZ2Qiov7FAjsCHjqo4fV6HQCw8iwHzkrhYaDIuatjyrLO+deJYt3aJh1/rw0NDXkl38GhIUTU71jZ9bNnK1T8oWPu4b+dacfF6TwEFFk3j7Ii1QYUuXTsdnOcCMW2FgW4uTQ0NOShcTZMSWR1TUT9j9VdP3q7XsN9HQvJ/HaSDd/hQjIUJW4cFerFfraSDztSbLt3n4JGGZiSKOHBcVxQhogigwV2P9nq0vHd3aGFVe4bY8M9Y9jwU/S4M8cKCcA/azW0s8amGLWqUce/OxaReSXfAdsg67x+7rnncPXVVwMIzet+8cUX48knn4xwVkSDEwvsfrDfq+PKT2UoBvDtLAv+ZxKLa4ouo+MlLBxmgWwAL3LKPopBbSpwW1loaMgj423ITx5k1TWAG2+8EUVFRaitrcVvfvMbDB8+HD/60Y8inRbRoMRKT7D6YGiua5cKXJxuwUtnilmZkqiv7sixYVWjjOerNNw31sa7b4opP/wsNDQkL3nwDg1xOp245ZZbcMstt6C5uRkffvhhpFMiGrR4DRWoXTVwWXFoIZlZKRJWTrfDKmDlSCIzLEi3YJxTQnXAwKoGPdLpEPXYmkYd/6jVYJeAVwfh0JBjzZs3D2vWrMH//M//CFnxlIh6hgW2IKohYdGnMso8BqYmhVZpjOdcURTlOp8NeJ4PO1KMaFOBWzuGhjw6cXDPGtLQ0IB7770Xt99+O/7xj39EOh2iQY0FtiC/U8fjY5eBnHgJhbPikGofvI0+xY7rR1qRbAU2tOgo93PKPop+93cMDZmZIuG+QfzwuKIouOaaa/Dzn/8cTzzxBN5++23U1dVFOi2iQYsFtgCPVljxoZGBITZgzSwHRjginRFRzyRYgeuzQ9NHPn2EvdgU3Ta06HilVkOcBXi1wIHB3I1x7733oqCgANdeey1SUlJw7bXX4plnnol0WkSD1uC93Rfkr9Uqnqm1wAEd786Ix8SEwdzkUyy6M9eGZys1rKjR8D+T7EjgdO0UhTwacNOe0NCQJybZMd45uNvaZ599ttu/WVwTRRZ7sE30dr2GZXtVSDDwiO0Azknl7qXYM94p4eJ0C/w68H81XD6dotOP9yuoDQLnD7XgjhzeBRJRdAm7AlQUBVu2bMGGDRtQVVUlIqeY1LmQjAHg9+M0nG1xRTolol67I7djZccKFRyJTdFmY4uOl6o1JFqB/xsEU5+uW7cO69atQ3FxcaRTIaIe6nGB3VlYL1++HB9++CH8fj8++ugjkbnFjGMXknlwnA03ZLIkodh2aUZoyr5DfgPrmzllH0UPjwbcWhpaFfe3k+0YFT/wh4Y0NTVBURSsW7cOzz//PPbt2xfplIjoNE47BltRFOzYsQOffPIJ/H5/f+QUU45dSOZ7WRY8OsEGtzvSWRH1jQTg9hwbHtiv4IVKFRen80ldig4PHVBQGTAwN9WCm0cNrqEhhmGgtbUVb775JrZu3YrzzjsPEydOjHRaRHQCJy2wFUXB9u3bsXXrVhbWJ+E9ZiGZrw614MVB8FUlDR43ZFvxyEEFqxt1fO4zMIEP7FKEFbl0/LkqNDTk5fzB195KHQuVGYaB2tparFy5Eunp6Zg7dy7y8vIinB0RHeu4ApuFdc8ouoGrdyko8xiYliThda7SSAPMEFuoyP5zlYblFSr+NGXwFTQUPfw6sHR3aGjI45PsyB0EQ0NORjrmWtPc3Ix3330Xmzdvxpw5c1BQUACLhQ/YE0VaV4HNwjo8t5Sp2NCiIzdewppZcUjkhIc0AN07xoY/V2l4uUbDryfZkTy4vpGnKHLs0JDbRvODeCzDMOByuVBYWIjNmzfjnHPOwcyZM2Gz8cJEFCmSYRgGAKxYsQI1NTWRzicmfDDyPHw88hzEqwHcsu+fGBp0RTolImH+PmERylPH4uKqDzGn/tNIp0ODUGVyNv42eQlsuoo7y15GarA90ilFvdGjR+O6666LdBpEg1bX90hWK3sEeqI4Iw8fjzwHNl3Bdw++weKaBrxzGnYCAD7JnMkp+6jfKRYb3hhzGQBgQfVmFtc9xN5rosjq6sHu7RCRhx56SEhimzZtQn5+PlJTU4XEX7VqFRYuXNhtLNvprG3U8M2doTGAb51lx6XDTnxT4na7UVxcjAsuuMCMVI9TXV2NhoYGzJgxQ0j8srIyOJ1OjBs3Tkj8LVu2YPLkyUhPTxcSv7CwEBdddBHsdvPHDPv9fhQVFeGiiy4yPTYA1NXVoaqqCrNnzxYS//HHHwcQ3nlrAJiyOYjDfgMrpztw5fCTj+/ctm0bcnNzkZmZ2ddUT2j9+vWYP38+4uPjTY8tyzI2bNiASy+91PTYQGiqtYMHD2LOnDlC4peXlyMYDGLq1KlC4hcXF2PEiBHIzs4WEn/jxo2YPXs2kpKSur3+wH4FT1domJUi4eNz43q1HLqu6ygsLMTChQvNSfZLWltbUVpaivnz5wuJ33nenoxhGF3XsqSkJJxzzjmYMWOGkDaQiHqm6xbXbrdj7ty5mD17Nsdin8BWl44lJaGFZJ6dajtpcU000EgA7hljw737FCyvVHHlcE7ZR/1jW5uBpys0xFmAVwocvSquB7LOwlqSJKSmpmLOnDnIz8/nN9JEUeC475BYaB/vc19oIZmADjww1oabR/GrNxpcbhhpxcMHFHzUomOf18CURJY6JFZAB5bulgEAv5pow3gnP3NfJkkSp+kjilInrRSPLbQH80IzTbKByzoWkrk604LHJrK4psEnwQrcNMqGpypUPHVExQvT+NUzifXTAwrK/QZmpUi4J5ft7peNHDmSC80QRbHTtlp2ux1z5szBrFmzBl2Ptlc1sLBYRmUgtJDMy3ksKmjwujvXiqcrVPyjVsPjk+wYytOBBNni0vFcpQa7BKzI59CQYw0dOhQXXnghJk+eHOlUiOgUetwt8OUe7a1bt2LmzJkic4sozQgtJLPL/cVCMnYLm3kavEbFS/j6cAveadDxl2oVPxnLXkUyn1cDbuhYUOaXE2xcQRTAvHnzsHPnTsybNw9nnXUWF5IhigFhXyE7e7QTEhKQlpYmIqeocGupgg0tOkbGAYUzHUi0sZEnWpZjwzsNMpZXqHhgrA28zJPZ7vsstKBMfrKEH47hTRwA5ObmIjU1Ffn5+ZFOhYh6iNfHE/jV5yr+flTHEBuwbnYcMuNYXBMBwPlDLTgjUUKDDPynTot0OjTAvO+y4OWa0NCQV/IdsLLpJaIYddLuAVmWsW/fPpSWlqK0tBSLFi3C2Weffdz7PvroI7zxxhtoaGjAsGHDsHjxYmHzP/eVYRhYvXo13nvvPTQ0NGD9+vW45JJLcPnll3e95281Gn5zSAUAvD3DgUlR9PVkIBDAv/71L2zevBl+vx8jR47EnXfeibFjx0Y6tbBomoZHH30UR48exUsvvYSUlJRIp3RKqqri3XffxUcffYTGxkYkJibCarXiwgsvjGhekTr3fjjGhh+UKVheqeGaEeKnAzt2/9fV1WH16tX4xje+EfH93xuapuGHP/whqqurY+KzD3zR7nz44YeQZVlYu+ODDXceDLW3D4+3mTJTzbFtfmNjI957773j2vxoMRCvuUSD2UkL7H/961949913u/6tacf3Vu3evRsrVqzAwoULcdZZZ2Hnzp149tln4XA4MHfuXDEZ90FhYSFWrFiBr3/96wgGg7DZbPjb3/4GALj88suxtlHDHWUKJAD/LrBjTmr0dPCrqopf/epXqK+vxyWXXAKbzQa73S5sIR6Rdu7cicbGxkin0WPLly9HcXExlixZghEjRmD16tV47rnnYLPZhC0scTpbt27F8uXLI3LuXZtlxU8PKPjEpWOX28D0ZLE3ocfu/6amJiiKEvH931s7d+5EXV1dpNPosWPbnXnz5mH8+PHweDxC2p2n1LFoMiTkJ0t4wKTx/Z1t/hVXXAFZlo9r86NJT665kTzviSg8J60gr776arz44ounXPHtgw8+wJlnnomlS5eioKAAS5cuRV5eHt58800hyfZVUVERJkyYgOuvvx5ZWVlYunQpJkyYgM2bN2Nne2ghGR3A8qk2fCMzuibqX7t2LQ4ePIhHHnkEc+fOxZgxY/D1r3895sbBt7S0YNu2bSfsmYlGTU1NKCoqwtVXX40rrrgC06ZNw3nnnYecnBysW7cuYnm98cYbETv34i3A9zvmgl9eoQr9XV/e/9nZ2bjuuusivv97w+VyYevWrTF1U3Bsu3PWWWdh0qRJQtqdtxt0fGRkwGry0JDONv+6667DyJEjceONN3a1+dGmJ9fcSJ73RBSekxbYnQ8xJiYmnvDniqKgpqbmuGV5p06diiNHjiAYDJqbqQlkWT7u70lOToY7EMTC4tBCMveNic6FZIqKijBt2jSMGTMm0qn0ycsvv4xJkyYhKysr0qn02OLFi4+7IcjKyoLL5YpIPrIs4/DhwxE9924bbQ1903NUQ4si9ndF2/7vrZUrV2Ly5MkYNWpUpFPpsf5od1oU4AeloQVl7h+lm7qI0cna/Gi8PvXkmhvp856Ieq7XYyACgQAMw0BSUlK315OTkwEAHo+nb5kJsGDBAuzZsweffPIJVFXFtm3bUFJSgh3jL0SzElpI5vGJ0dVz3am2thYJCQl44YUX8Mtf/hK///3v8fvf/z6miozdu3dj165dMfVVZkZGBr797W93uyHQNA0HDhyI2AIPXq834ufe6I4p+2QD+Eu1uF7sE+1/VVUjuv97Y/fu3di7dy/mzJkT6VTCcmy78+yzz+LHP/6x6e3O3fsUtKrAOMmLH4/WTYsLdG/zFUXpavMvvvhiU39Pf4jFay7RYGYDgMceewwlJSVdL77wwgtIT08/5YaGYZzwdUkK9T6caPxYfzrR33TppZeiqakJTz75ZNfrbWd/AzsnfQ3zUiW8nGfvyj+STpS7LMvYvn07rrrqKtx00004ePAgNm7ciD/+8Y949NFHI5jt8U6U/5AhQ/DSSy9h0aJFSEhIiGB2p9aTc2HXrl1ob2/HokWL+js9AICun7gI6e9z746OKfterNL6dcq+d999N6L7P1yqquKll17CJZdcgsTERPh8vkin1GPHtjtXXXUVVFXFW2+9ZVq7s6ZRx8o6DVYJ+JG1HMDU024Tjs42/49//GPXa4sXL8all15q6u/pD9F+zSWi7mwAcNNNN3Vr9IcMGRKxhMxyor/po48+wurVq3HVVVfB1d6ONW4nkrevxtlDR+LNr14YNQvJnOx4fOUrX8G1116L6upqxMXFISsrCy+++CI+//xzTJgwIVLpHudE+b/zzjuQZRkLFy7Ejh07IpjdqZ3uXCgpKUFxcTG+973vIScnp7/TiyoXDrVgSqKEfV4Db9XrWJwpvsSurKzEunXrYmr/d372v/rVr6KioiLS6YSts90pLi7GiBEjkJCQYEq706YCt5aFhob8ZKwN46u8ZqXcpbPNX7x4MTweDxITE/HOO+9g1KhRMTUWnohijw1Ar8bDnqynt/Mu22qN7FCLL/9NwWAQ//d//4cLL7wQ1157LS4pPIQPrSMxx+PB2E0rEH/dPACOyCT7JSc6HjabDU6ns9trnWPxqqqqoqrA/nL+jY2N+M9//oPbbrsNDkd07OOTOdW5UFlZieeeew4TJ07ElVde2Y9ZdXeyVdwice7dnmPD3fsUPF+pYnGm2GNbWVmJDz74AOedd15E9384YumzfyIi25279ylolIEpiRJ+Nt6GzVV9SvU4x7b5S5YsQWFhIRYuXAiPx4O//vWvOOecc2LqmET7NZeIuuv103zx8fGQJOm4cV+d/z7ZgxqRUl9fD5/PhwkTJuCxchUfWkcixQb8YM4UvFG6AfX19Rg9enSk0zyp1NRUNDU1dXtNUUJPl0X7RWLdunWQZRlPP/00nn766W4/u+mmmzB//nzcfffdEcquZ1pbW/H4449jzJgxOO+88yKaS2JiYtSce9eNtOJnBxRsatWxz3vir7DN0Ln/MzIycNNNNwn7PWY79rP/ZbHw2RfV7qxp1PGvoxosAFbkOyBiodxj2/xjTZ48GevXr4/6Nv/LYu2aSzTY9brAttvtGDlyJPbu3dvt9X379iEnJwfx8fF9Ts5MnQs6rNtbgT+pKmyGjv9Mj8ORVZXdfh6t8vLy8NFHH8Htdne9tmfPHgCI+oVmLr300m4Pd5WUlKC+vh4bNmzAz3/+c2RmZkYwu9MLBAJ44okn4HQ6cffdd2PXrl0RzcfhcGDMmDFRce4lWIEbsq1YXqnhmQoVSwX8jmP3/4IFC2CzRd8sPydz7Gff5XKhsrISLpcLa9asiYnPvoh259ihIfePtaFA0DzqnW16ZWVlt9c7h+lEe5v/ZXa7PWrOeyI6vT5dqRYsWIBXXnkFr7zyCmbMmIGSkhKUlJTgnnvuMSs/06SmpmLM9LPx+cfvYYI/GZcMBVr8NhQWFuLcc8+N+nHnixcvxpYtW/DYY4/hq1/9Ko4ePdr1dfnIkSMjnd4pZWRkICMjo+vf9fX1kOXQBTY3NzeqL3S6ruOpp55CZWUl7rnnHjQ0NKCxsRHl5eUAQkNKIvHQ5qJFi/CHP/whKs69O3JtWF6p4dUaDdekmPs19Zf3/6FDh3Do0CHExcUBiNz+76ljP/tNTU2QZbnrq/xo/+wD3dudGTNmoKKiAm+++Waf2p37PgsNDRnvlPDIBHE3S6mpqTjnnHOwbt06DBkyBC0tLXj77bdjps0/kWg674no1PrUuhUUFGDZsmV44403sGbNGgwbNgy333475s2bZ1Z+ptnZruOvM27FKGkVZhz6CLXFjfhg2DAsWrQI3/zmNyOd3mllZGTgsccew8svv4wVK1bAarVi3rx5uOGGGyKd2oDm8Xi6Hso8dvaZN954AwDw4IMPYubMmf2e15w5c6Lm3BvvlHBxugXvNet4J5hm6jwQJ9r/xy6qEan9P1gc2+689dZbcDgcfWp3NrTo+HvtF0NDHIKfK7/rrrvw1ltvYcOGDWhqakJGRkbMtPknEk3nPRGd2mkL7EmTJmHlypUn/fn555+P888/39SkzFbhN7CwWIbPGofLrlqC307+LlatWoWFCxdGxbR8PTVq1Cg8/PDDqK6uRkNDA2bMmBHplHrta1/7Gq699tpIp3FaKSkp3T7/fr8fRUVFuOiiiyKYVUg0nXt35NrwXrOM1+Vh+AnMm4buy/t//fr1mD9/fkx/HX7llVfGzEOawBftTucsItnZ2b2K49aAG3eHvrn64RgbZg8R3/bGxcVhyZIluOaaa7oecox2A+GaS0R9WGgmVjTJBi7bIaNZAa4cbsH/TuKT1kRmuzTDgnFOCQ26He+32yOdDkWh+z9TUNcxNOSXE2NnHD0RUW9IxjGz12/btq3HG7a3t8Nutx83hZNZmpubkZKSAru99xfroCHhDs8EHNCcKLB68Mekw7BLoT+3vr4ew4cPF9KDraoq2traTrtYT2/5/X7IsixsDKHb7YbVahU2trWlpQVJSUnCZj9paGhARkbGSaez6wtN09Da2tptTLmZgsEg/H4/UlNThcR///33AUBID/y/gxlY7h+JmZY2/ClFzHzPjY2NGDp0qJApyXRdR1NTE4YPH256bCC0aIvX60VaWpqQ+F6vF7qud63sZ7a2tjbExcX16tuDHWoSfugZBwnAn5M/xxTr8d9yNDU1ITU1VchDrIZhoKGhQdhDpYqiwO12Y+jQoULi+/1+KIoS1pj9s88+W0guRNQz3Vqy3NzcHm94+PBhJCUlYdiwYaYnBYTGXmZlZfV66iHNAL5/OAEHNDvGx2n450QNydYvFqZoaGjAmDFjTMq2O7/fD5/PF9b+DEdzczNcLpew+JWVlXA4HBgxYoSQ+H6/HyNGjBBWCDQ1NSEnJ0dIESbLMtrb24Xt+9bWVjQ1NQmL30lE/Ns1CS+W6ijWh0AZMQ4T4sxfWa61tRWjR4/u0433yaiqitbWVmH7vr29HbW1tcLi19XVQVEUYVPPff7550hLSwu748CrS3hiX6gdv214EJdmnfia0d7ejuzsbCHDfwzDEHpeeTweBINBYfEbGxvh9XqFtwtEZJ5uBXY4d/d1dXVISUkR1iOwf/9+DB06tNc9eTftkbHRrWNkHLD+nARkxx9fqIvqwXa73Thy5IjQ3pJAICAsflNTE5xOp7D45eXlvbpQ95QkSRg2bJiQIszv98NqtQrbN4ZhwO12C5++TUT8TABfP1iN/wQz8P88Q7A8x/z9b7FYkJGRIaQIk2UZkiQJ2/dWqxVNTU3C4ncWeaLiV1dXY8iQIWHHv3OvgnpVwxmJEn5bMAQO6cTfvO3duxfp6elISkoyI91udF0HIOZzD4SmzqytrRUWPxAIQNf1qJ/WkYi+MCDHYD9WruLvR3UkW4G1sxzIjo+dBxmJYtk1caFFSf5eq8Ftfgc2xZgil46/VmuwSsCr/TBrCBFRtBhwBfartRp+Xa4CAN6c4cDkxAH3JxJFrWyLjK8mK/DrwItVaqTToQjy68DS3aFVHx8aZ0O+oAVliIii0YCqPt9r1nFzaahB/2eBHfPTBtSfRxQTvj8sNBXbsxUq9AjnQpHz4H4FlQEDeckSHhrPWUOIaHAZMBXoznYdS3aFLuxPTLLhqkxOx0cUCV9JVnFGooSaIPB2PUvswajIpeOFKg32jqEhA+ZCQ0TUQwOi3etaSEYD7six4odj2FtCFEl35oTOweWVHCYy2Bw7NORXE22YksihIUQ0+MR8gd2qdF9I5g+TWVwTRdr3RlqRZAU+btVR4jZOvwENGA8fCA0NOTfVgvvY2UFEg1RMF9h+zcCVn8oo9xuYlyrhH/n2mFr6nGigSrACt44OFVfPVLAXe7AoculYXqkhzgL8Xx5X9CSiwStmC2zdMLCkRMG2NgOTEiS8OcMBh4XFNVG0uDPHCgnAv49qaFEinQ2J5tW+GBry64k2jHeyPSaiwStmC+xle1Wsa9Ix3BGa6zrFxsacKJqMipfwjeEWyAbwPKfsG/B+3DFryKwUCXfncmgIEQ1uMVlgP3FIxUs1GpKtQOFMLiRDFK2WdRRaL1SqUDkUe8Da2BJaUMYuASvyHWCLTESDXcwV2P+o1fCLz0O9YSvPcuDM5Jj7E4gGjflpFuQnS2iQgdfruLTjQNSuAjfuCU2R+uhEGyYksLwmIoqp6vSDZg23loXG+P09344Lh8ZU+kSDUudwAU7ZNzDds0/B0SAwK0XCvRwaQkQEIIYK7FK3jqt3KVAN4DcTbbhmBBeSIYoF3xphRZoN2N5mYBen7BtQ1jbp+OfRL4aGWNl5TUQEIEYK7Aq/gcs6FpK5KduK+8eyl4QoVsRZvpiy76kj7MUeKFoU4ObS0NCQRyZwaAgR0bGivsDuXEimQQ4tJLN8KotrolhzZ64tNGVfHafsGyh+UCajUQbykyXczwVliIi6ieoCW9bRtZDM2UNCC8lYuJAMUczJdADfzLRAM4AXOGVfzHu9TsM7DTqsEvAKh4YQER0narsddAO4tdzetZDMO1xIhqiLqqp499138dFHH6GxsRHDhw/HlVdeiQsvvDDSqZ3UHTk2vFkv4/lKFQ+Os0X33T2dVKMM3LUv9DXEw+NtmJLIdpmI6MuitsB+Sh2DwlZr10IyaXY24kSdli9fjuLiYixZsgS5ubnYvn07nnvuOdhsNsyfPz/S6Z3QV9IsmJIoYZ/XwBt1Gq7mg8ox6Z59ClqU0NCQH/N5GCKiE4rKTqTfHVaxRhuOBIvBhWSIvqSpqQlFRUW4+uqrccUVVyAvLw/f//73kZOTg3Xr1kU6vVO6q2Mat2crOSd2LNrgduA/9VrX0BAuoEtEdGJRV2CvrNPw8EEVVuhYMVHhQjJEJ7B48WKcffbZ3V7LysqCy+WKTEI99L2RViRbgS0uHfu8nLIvlrQbNvykNhEA8OBYDg0hIjqVqKpeN7To+N7u0Ni+H9sP4ytD9AhnRBR9MjIy8O1vfxtZWVldr6mqigMHDmDixIkRzOz04izAzR1T9v2JU/bFlCc9I9Cshob5PDSeQ0OIiE5FMgyjqxtp/fr1Pd5QURRYLBZYreaMozyMJDyg5yEg2XCDdARXBj+H3W6HxSLmHiAQCCA+Pl5IbF3XoSgK4uLihMTXNA2apsHhcAiJrygKJEmCzSbmIirLMmw2m9BjGxcXB0nAjDOGYSAYDAr77Jzo2K5ZswbV1dVd//7Od76DpKSkbtsVFxdj586dWLx4MYYOHXrS+Nu3bwcAzJ492+TMQ2RZhtVqPWW70Ig43GicDZuh41XLNiSj5/P2xfKx1XUdqqoKO29VVYVhGLDb7abH3o50PGpMhWQYeMqyC+PgMf13BINBOBwOIccWiP02X9f1sI7t1772NSG5EFHPdKugwnk4au/evRgyZAiys7P7nERtELjxUyCgAEtHAE9NGoOtW+sxZcoUpKSk9Dn+ibz//vuYN2+ekMbc6/Vi9+7dmDNnjumxAeDo0aNobm7GmWeeKST+gQMHEB8fj5ycHCHxd+zYgfHjxyMtLU1I/I0bN2Lu3LlCbhACgQB27NiBefPmmR4bABobG1FbW4uCgoKu1yZOnAifz9f175ycnG5/W0lJCT799FNce+21uPzyy08Zv7PAFvUg5K5duzBq1ChkZGSc8n2vlQGFzRYcGHMu7h3d8/ibN2/G2WefLaSQURQFRUVFwvZNS0sLDh8+jJkzZwqJX1FRAVmWTf8Wo12TsHSbDijAD9J9uOHMs0yN32nLli0oKChAYmKi6bF1XcfGjRuFHdu2tjbs37//uGFbZqmpqUF7ezumTJkiJD4Rma9bBRLO3b3VaoXdbu9zj0CrYuAbe2Q0KgYuybDg+bzQXNeSJMHhcAjrcQBCf6+IAruzB1hU7p09+6LiW61W2Gw2YfEtFovwYxsXFyekJ6/zC5/+PLZjxow56fsrKyvx7LPP4itf+QoWL17c498j8tj2pF1YNkZHYbOMvxyV8OOJcWGNVYuLixOSf+c3KqL2jcPhEHre2mw2aJpmevzb9yhoUgyMsQTww6wg4uPTTY3fSZIkYcdW10PDDUXte7/fL7TNt9lssFqtQttMIjJXRMdgy7qBKz+VccAXWkjm3wVcSIaop1pbW/H4449j3LhxuO222yKdTlguSrdgnFNCdcDAuw181iJaFTbp+OfR0Iwvj6QchR18MJWIqCciVmDrhoHv7lawrc3AeGdoIRknlwMj6pFAIIAnnngCTqcTDzzwgLDx8iLd3bG89vOVfNgxGrWpwB1lMgDg/rE2TLH6TrMFERF1iliBvWyvincadAx3AIVcSIaox3Rdx1NPPYXKykosWbIEdXV1KC8v7/rv2PHa0eyGkVYkWYGNLZyyLxo9sF9BbRA4I1HCLybE3g0cEVEkRaTVfPKIipdqNCRYgcKZDuQ6WVwT9ZTH48GOHTsAAE8++eRxP3/wwQeFPUhnpgQr8P1RVjxdoeHpChXPTzV/zDz1zoYWHStqNEgAXs13wMEmmogoLP1eYK+s0/DQARUWAK9Pt3MhGaIwpaSkYOXKlZFOwxT35NrwdIWGv9do+M1EO4ayxo44jwbctCc0NOSn42zIT2Z1TUQUrn6tbjces5DMX860Y0G6OXNoE1FsGhUv4YphFsgG8FI1x2JHgx93DA3JS5bwMy4oQ0TUK/1WYJe6dVyzM9Qr8ssJNnxvJItrIgKW5X7xsCPnE4msIpeOl6o12KXQ0BAbO6+JiHqlXwrsmoCBy4pluDXgpmwrfjqOvSJEFHLhUAvOSJRQEwTerGeJHSkeDVja8Q3jzyfYMCWR1TURUW8JL7DbVQOX7pDRIAOXZFiwfCqLayLq7p6OXuzlFRwmEik/PaCgMmBgZoqE+8eynSYi6guhBbasG1jUsZDM9GQuJENEJ/bdkVak2YAtLh0lbk7Z19+KXDperNIQZwFeLXBEdgUyIqIBQFg7anQsJPOxK7SQzOqZXEiGiE4szgLcMjrUa/o0e7H7lV8Hvr8nNDTk8Ul2jOe0qUREfSaswL5vf2ghmXR7aCGZDE6kSkSnsCzXBgnAa0c1tCiRzmbwePiAgiN+A3NTLViWw4fPiYjMIKTA/lOFiucqQwvJrOZCMkTUA5kOYHGmFbIBPF/FXuz+sL3NwPJKDfEW4OV8TkJORGQW0wvst+s1/GT/FwvJnJXC0XxE1DN35YZ6UF+oVKFyKLZQfh24YXdo6tTHJtqRG8+OECIis5ha/W5u1fHdjmmeXuRCMkQUpjmpFuQnS2iQgdfrtEinM6D94qCKcr+BWSkSluWyrSYiMpNpBfY+r4HFO2UoBvCLCTZcx4VkiKgX7hsTetjxKT7sKMz2NgNPVaiItwAr8h1g3zURkblMKbDrZeCKYhntKnBDthUPcSEZIuqla0aEpuz7tN3A1jYuPGM22fhiaMijE22YkMDymojIbH0usNtVA5ftCKI6YOCSDAue50IyRNQHNgm4PSfUjjxbwWEiZvvlMUNDOhf4ISIic/WpwFYMYNGnMso8XywkY+VCMkTUR7fl2GCVgNfrNdTLkc5m4NjeZuCPR1TYJQ4NISISqdcFtmEA99em4GOXgZx4cCEZIjJNpgNYlGmFZgB/4ZR9pugcGqID+OUEDg0hIhKp2/eDstzzrqKnPcOwxhePoXbgnQIJKVAQxuanZRgGFEUJK6dwybIMSUCPu6IoMAxDWO6qqkLXdWHxNU2DpmnC4uu6LvTYdu57wzB/nrdYP7adRB5bVVVNiX9rloHX64AXKhXcN0qHTfqiXbBYzJ/+M9aP7enO20cPGSj3G5iZDNydHX4eZh7bExHZ5ut6aCy/qNz747MTbpvscDiE5EJEPSMZx1Qha9eu7dFG7yIbf7VMhMPQ8ISxE+PhMT0xRVFgs9mEFMBAqKEV1QAZhgFVVWG3i1m4Qdd16LoOm03M+ElNC417tVrFzASjqiqsVquwY6soirB9H+vH9tNPPwUAzJgxQ0h8VVVhsVhMK4CXSbNRJSXifmMv5hsNQtuFWD+2pzpvDyAFD1hCx3y5sR2jDW/Y8c0+tl/GNv/kdF2HYRhhtcmXXnqpkFyIqGe6Fdg98Xa9hm+VKLDAwJ9HteH6qSOEJLZp0ybk5+cjNTVVSPxVq1Zh4cKFQhpzt9uN4uJiXHDBBabHBoDq6mo0NDQIK5LKysrgdDoxbtw4IfG3bNmCyZMnIz09XUj8wsJCXHTRRUIudn6/H0VFRbjoootMjw0AdXV1qKqqwuzZs4XEf/zxxwEADz30kJD427ZtQ25uLjIzM02J93KNhh+UKTg31YKPznZg/fr1mD9/PuLj402JfyxZlrFhwwZhhUlTUxMOHjyIOXPmCIlfXl6OYDCIqVOndns9oANnFQVxyG/glxNs+GkvZ3kqLi7GiBEjkJ2dbUa6x9m4cSNmz56NpKQk02Pruo7CwkIsXLjQ9NgA0NraitLSUsyfP19I/IqKCrS1tSE/P19IfCIyX1hdEVtdXywk80hKHS5I4tNHRCTOt7NCU/Z94tKxy82lHXvjZwcUHPIbyE+W8OOxnDWEiKg/9LjA3uc18PVPQwvJPDLehoXOdpF5EREhzgLcNDpUFC7nwjNh2+LSsbxSg1UCXsl3gM+hExH1jx4V2PVBA5fvCKJNBb6XZcHD49kLQkT947bRVkgA/n1UgxtixrgORF4NuKHjG8eHxtkwJZHVNRFRfzltgd2uGrisWEZtEPjqUAtePJMXOCLqP6PjJVw53ALZAAoNc8Z2DwYP7FdQGTAwJVHCg1xdl4ioXx1XYD9doeHVWg0uFVB0o9tCMq9P50IyRNT/7uhY2XENRoKLp5/exhYdL1WHhoasyHfAxmabiKhfHVdg/7pcwc2lClyKgaV7lG4LySSylSaiCLhgqAVTEiU0IQ7vNkY6m+jWrgI37gk9gP6TsTYUJLPdJiLqb90K7LcbdLSrQF6yhL9Ua3i9XkeqDSic5UCGg400EUXOnbmhXuy/HI1wIlHu3s8UHA0CUxIl/GICh4YQEUVCtwL7nYbQQgWTEiz4/WEV8RbgnRkO2DgshIgi7LtZVjgNFZtdoVmN6HibA4n4R60GC0JDQ4iIKDJOWGD/p06DBODW0VZct1vBxds53zURRVaCFbhEqgcAPHWEU/Z9mVu34BctocWb7ufQECKiiOoqsDuHhwAAJCDNLuHpCg0VAQMGgCN+9hgRUWR9U6oBAPyjVkOLEuFkoswTTUPQqttwBoeGEBFFXFeB/ffa7j1CLYoRGot9ph0HvxKHMU72hhBRZGUgiMvSAdkAXqpmL3anDS063nQnwAIDr3LWECKiiOsqsN9r/mLyq/lpFrw3y4Edc+Jw/UhrRBIjIjqRW0eG/v/5SpVT9gHwaMBNHbOG/CClFfkcGkJEFHFdBfbN2VbMTQ0V1u/PduD8oT1eRZ2IqN98NQ0Y65RQEwTermeJff9nCmqDwJlxMm5OcUU6HSIiwjEF9pNn2LHxbBbWRBT97h0TGmP8bOXgHiayoUXH32o02CXg9yNaT780LxER9Qu2x0QUc64faUWyFdjcqg/aKfuOHRry2CQbcmyD+2aDiCiasMAmopiTYAVuyA49H/KnQTpl34P7Q0ND5qRacE8uZw0hIoomLLCJYpymafjhD3+Ia665Bu3t7ZFOp990ruz4z0E4Zd+HLTr+Uh1at+BveXbwsUYioujCApsoxq1evRp1dXWRTqPfjXNKuDTDAtkA/jqIpuzzasAtpaE7iqem2DGWU6gSEUUdFthEMaylpQX/+c9/MH/+/EinEhG35YR6sZ+uUKEOkqHYP9mvoDJgYG6qBbeN5jSqRETRiAU2UQx7+eWXcd5552HUqFGRTiUiLsuwYJxTQqMM/OuoFul0hCtyhYaGxFuAl/PtkU6HiIhOggU2UYzavXs3du3ahSVLlkQ6lYi6paMX96mKgT1MxK8DS3eHhoY8PsmO3HgODSEiilbdHj1vamrq8YbBYBAejyesbcKhqipcLhdUVdxFs7m5WUhcv98PTdOE7RuPx4NgMCgsfiAQgK7rwuIrioK2tjYYhpjv9A3DQEtLC6xW878+l2VZ6L5xu92QZblb/GeeeQZ79+7t+vfjjz+O5ORkvPjii7j44ouhKAq8Xi+A0GdaluXT/h5R+cuyjPb2diH7HgB0XUdLSwscDkfXa4sTJDwqJWC3G1hzpAVnJ/Vu8RlVVWEYhrB909bWBkVReh3/4SoHKgMOzE7U8K0ED74cxuv19in+6ciyDLfbLSy+pmlobW1FIBAwPXZnWyOyTVZVVWj8QCAQVvyMjAwhuRBRz3QrsA8ePNjjDd1uN7xeL9ra2kxPCggV8FVVVbDZxEw/ZRgGDhw4AEkyvxdIVVUEg8Gw9mc4AoEAFEURFt/j8cBqtcLj8QiJ7/f7UV1dDbtdzFfcuq7j888/h8Vi/hc0mqYJ3ffBYPC4z84555yD6dOnd/27vr4eq1evhs/nQ05ODg4ePNh14T106BASEhJO+3tE5e/1elFbWyv0xvvw4cPHHduv2UbjXSUDTx+W8Yv4w72Kres6NE0Ttm8URYHP5+tV/D16Ev7mnQgHdPxI+gyfHzz+Jsrv90PX9R7dYPVGe3s7gsEgWltbhcSXZRkVFRVCbs4Mw4Cu60KPbSAQENrmq6oaVnwW2ESR1a16nTNnTo83LCkpQVpaGnJyckxPCgA2bdqEvLw8pKamCom/atUqzJkzR0iB7Xa7UVxcHNb+DEd1dTUaGhowY8YMIfHLysrgdDoxbtw4IfG3bNmCyZMnIz09XUj8wsJCnH322UIKeL/fj6KiImHHtq6uDlVVVZg9e/ZJ39PY2Ijnn38et912W9fDjY2NjQCA2bNnIyUl5aTbbty4EUB453o4tm3bhtzcXGRmZgqJv379esycORPx8fHdXv+118C7RUFsUlMxbuYcZDpOEuAUZFnGhg0bhO2bpqYmHDx4MOz4fh24/uMgAAOPTXZgUe7ME76vvLwcwWAQU6dONSHb4xUXF2PEiBHIzs4WEn/jxo2YPn06kpKSTI+t6zoKCwuFHdvW1laUlpYKi19RUYG2tjbk5+cLiU9E5uPqBEQxZt26dZBlGU8//TSefvrpbj+76aabMH/+fNx9990Ryi4ypiRKWJBuwQfNOl6oVPGLCQOnafvFQRWVAQOzUiTczQVliIhiAltrohhz6aWXHtdTtmnTJqxZswY///nPhfUeR7tlOTZ80Czj+UoVPxtvg20APAO4vc3AUxUq7BKwIt/BBWWIiGIEC2yiGJORkXHc+MqysjIAQG5u7imHiAxklw2zYKxTwmG/gZV1Gr6dFftzRH9/T2g89a8m2jAhgeU1EVGs4DR9RDQgSADu6hhC8Wxl7E/Z99MDKg74QkND7hvDvhAioljCAptoALjyyiuxcuXKQdt73enGbCuSrKGhFbvcsbu04xaXjj8c+WJoCBERxRYW2EQ0YCRYgaXZHQvPHInNXuyADtzQsaDMIxM4NISIKBaxwCaiAeXOjmEi/67T0KJEOJleeGC/gsqAgfxkCfdzaAgRUUxigU1EA8o4p4SFwyzQDOCFqtjqxd7YouPFKg1WCXgl3wErO6+JiGISC2wiGnCWdfRiP1+poncLp/e/dhW4sWPWkJ+Nt2FKIqtrIqJYxQKbiAacrw61YEqihAYZeLM+Nkrs+z5TcDQI5CdL+MlYDg0hIoplLLCJaEDqnLLvuRiYsm9tk45Xa78YGjIQFskhIhrMWGAT0YD0vZFWJFuBj1t17PNG75R9LhW4pTQ0NOSn4zg0hIhoIGCBTUQDUpwFuGlUqBf7T1E8Zd/dexU0yMCURAk/HcehIUREAwELbCIasJblhubE/methvYorLHXNOr4dx2HhhARDTQssIlowBodH5qyTzaAF6Nsyr42Fbi1LDQ05KFxNuQns7omIhooWGAT0YB2R07HlH1VWlRN2ffDzxQ0ykBesoQHOTSEiGhAYYFNRAPaRekWjHNKqA4YWNUQHSX2hhYd/6jVYJeAVzk0hIhowGGBTUQDXjRN2demAjd1LCjz6ETOGkJENBCxwCaiAW9pthVOS2gp8nJ//07Zd8Rv4JpdMr62z4krPPnI+ziImiAwM0XCfWM4NISIaCBigU1EA16CFbhxVGhGkf6css+lAmf/N4h3GnTs9VvhMayolw1IAM5Ns4J910REAxMLbCIaFJZ1DBN5tab/pux7pkJFmxp6kPG16Q7snx+HZTmhQv/ZisgPVyEiIjG6fT9ZXl7e4w3dbjdUVYWiKKYnBQDBYBA1NTVobm4WEh8ADh06JCRuMBiELMth7c9wtLW1wePxCI3v8/lgGGK+Sg8EAqitrYXL5RISX9d1HDlyBBaL+fePiqJAVVVh+97tdsPr9QqL30lUfJ/Ph7q6Ong8HiHxVVVFRUUFbLbeDa04z5mOIn88fl9SjxtSu+eoaRp0XTd136yrHQbAgbtzbfjG8NDn8ckz7HilY17uVXsrMSXOnDa0ublZ6GfT4/GgoaEBgUBASHxFUVBVVQWHw2F6bMMwYBiGsH3j9/sRDAaFxW9tbUUgEAgr/vjx44XkQkQ90+0qFQwGe7xhZ3EdzjbhMAwDwWAQkiTmS1TDMBAIBITEl2W5K38RFEWBpmnC4qtqqGdNVHxN0yDLMqxWq5D4QKiIFxFfVVXhx1bXdWHxO4k+tiLzDwaD0DStV9t+K8GFIv8I/MOVgCXO5m5DNDRNM/3YJhoKgJMXjIqiIAhzfp+qqkLbBV3XhR7bzs+9iBv7zpiicpdlWeh5K/rYEpH5uhXYU6dO7fGGiqIgLS0NOTk5picFAE1NTRg3bhxSU1OFxD906BCmTp0qpMB2u91wuVxh7c9wVFdXo6GhQVj8srIyOJ1OjBs3Tkh8l8uFMWPGID09XUj8iooKnHHGGbDb7abH9vv9Qvd9XV0dqqqqhMV/6623AIR3rofD4/EgJycHmZmZQuLX1NRg0qRJiI+P79X2UwE8tTmIQ347qoefgUsyvviWQ5Zl1NTUmLpvFlZo+HC/gmcqVBQkW5DrlLC8Qu0aorKowLxexvLycgSDQWHH1u/3Y8SIEcjOzhYSv76+HhMmTEBSUpLpsTu/1RK1b1pbW+H1eoXFr6ioQFtbm7D4RGQ+jsEmokHlto4x0Mv7YQz03blW5CVL2O02cPZ/g8jcEMCvy0O/t3MsNhERDTwssIloUPn+KBucFuC9Zh2H+mHKvvdnhx5sTLaGfldOvISHx9vw5Bnmf8NCRETRgQU2EQ0qyVbghuz+m7Iv1RZ6sPGzAi8+TN6Jg1+JwyPjOf81EdFAxgKbiAadezoWeHmlRoO7d89LEhERnRQLbCIadMY5JVySYYFfB/5axfmoiYjIXCywiWhQ6lx45pkKFXqEcyEiooGFBTYRDUpfS7dgrFNCTRB4p4ElNhERmYcFNhENShKAezvGYnPZciIiMhMLbCIatK4faUWSFdjUquMzX6SzISKigYIFNhENWglW4OZRoV7sp6vEz4lNRESDAwtsIhrU7sq1QgLw7zoDbnDxFyIi6jsW2EQ0qI2Kl3DlcAtkAyiURkY6HSIiGgBYYBPRoHdnTmiYyCqMhMqRIkRE1EcssIlo0Dt/qAVTEoE2KQ5v1HNpRyIi6hsW2EREAO4eHWoOn6tkgU1ERH3DApuICMA1w4EkQ8F/XTp2uTlOhIiIes8W6QSIqHcCgQD+9a9/oaioCD6fD1lZWbjzzjsxduzYSKcWk+IswMWowxsYjWcrVPzlTM4oQkREvcMCmygGqaqKX/3qV6ivr8e1116LESNG4MiRI0hNTY10ajHtcqMab0qj8a+jGv53sh1DWWMTEVEvsMAmikFr167FwYMH8bvf/Q5jxowBAOTl5UU2qQFgGIL4+nAL3mnQ8VK1igfGsokkIqLwcQw2UQwqKirCtGnTuoprMs8dHVP2vVClQY9wLkREFJvYPUMUg2prazFt2jS88MIL2LlzJ7xeL6ZPn46bb76Zw0T66MKhFkxJlLDPa+DdBh3fGM5+CCIiCo9kGEbX4/LFxcU93tDlcsFutyMxMVFIYg0NDUhNTYXD4RASv7a2FllZWZAkyfTYiqKgtbUVw4cPNz02APh8PgQCAQwdOlRI/La2NlitViQlJQmJ39TUhOTkZMTFxQmJf/ToUWRmZsJiMb8w0jQNjY2NGDFihOmxAcDv98Pn8yE9Pb3rtX//+984fPhw17/vuOMO/PnPf4amaZg7dy4mTZqE5uZmvP/++xg2bBi+853vnDT+unXrAACXXHKJkPybm5uRmJiI+Ph4IfHr6uowbNgwWK1W02Pruo76+npkZWXhzcBQ/M6bhZl2L55JOWJK/GAwCLfbjYyMDFPifZnH44GmaRgyZIiQ+C0tLYiPj0dCQoKQ+PX19UhPT4fNZn6/j2EYOHr0KEaOFLNSpyzLaGtrw7Bhw4TE93q9UBQlrJvnmTNnCsmFiHqmW0sWTtEgyzISExO7FQJmcrlcyMjIENaYdxbYIgQCAbjdbmFFWEtLC9rb24XFV1UVDodD2A1Ce3s70tPThRXwdXV1yMzMFFKEybKM1tZWYfu+ra0NhmF0i/+d73wHfr+/698jR46EJEmYNWsWvvWtb3W97nQ68dprryEYDCI3N/eUv0dU/l6vF2lpacKKvMbGRgwfPhx2u/lPH6qq2nXztFSX8NxnOoqVRHiGjsIEh9rn+G63G7IsC9v39fX1UFVV6M1famoq0tLShMRvaWlBRkaGkJszwzBQV1cn9HPv8/mExW9qahIan4jM163Azs7O7vGGTU1NSE1NDWubcJSXl2PYsGHCvu7euXNnV6FiNrfbjaqqKmH7xjAMKIoiLL7L5YLT6RQWv6KiAhkZGcJuznbv3o2srCwhRZjf70d5ebmwfWO1WuH1ervFP9HvstlsSE9P7/azuXPndhXYp8tPVP41NTVIT09HZmamkPh79+7FiBEjhBRhsixj3759Xfvm+z4Fz1RoeD0wFM+M7ftnqampCa2trcL2fSAQ6NGx7626ujqkpaUJi3/gwAFkZmYKufHWdR0lJSXCcm9tbUV9fb2w+KqqQpIkYfGJyHwcXEgUg1JTU9HU1NTtNUVRAEDYsKrB5vaOhx1frdHQ3vcObCIiGkRYYBPFoLy8POzZswdut7vrtT179gAAF5oxyXinhEszLPDrwIoaLp9OREQ9xwKbKAYtXrwYdrsdjz32GIqLi7Fx40a89tprOO+884Q9yDUYdU7Z91ylCi6eTkREPcUCmygGZWRk4LHHHkNycjL+8Ic/YMWKFZg3bx5uu+22SKc2oFySYcE4p4RDfgPrmjgrNhER9QznwSaKUaNGjcLDDz8c6TQGvGW5Ntz3mYKnK1RcmsHx7UREdHrswSYiOoUbs61wWoAPmnXs83KgCBERnR4LbCKiU0iwAjeNCs2pvryC04kQEdHpscAmIjqNO3NDo+n+UavBzQlFiIjoNFhgExGdxjinhIXDQlP2/bmSvdhERHRqLLCJiHrgzmOm7ON8IkREdCossImIemBBugVnJEqoCQJv1bPEJiKik2OBTUTUQ3d1jMXmw45ERHQqLLCJiHroupFWJFmBIpeOEjen7CMiohNjgU1E1ENxFuC2jrHYT7MXm4iIToIFNhFRGG4fbYUE4LWjGlqUSGdDRETRiAU2EVEYRsVLWJRpgWwAz1exF5uIiI7HApuIKEzLOh52fKFShcqh2ERE9CUssImIwnReqgXTkyU0yMDrdVzakYiIumOBTUTUC5292Mu5siMREX0JC2wiol741ggr0mzA9jYDuzhlHxERHYMFNhFRL8RZgFtGc8o+IiI6nmQYRlfXy8aNG3u8YTAYhMVigd1uF5KYz+dDXFwcrFarkPgejwdJSUlCYuu6jkAggISEBCHxFUWBpmmIj48XEl/0sfX7/XA4HEKPbWJiIiRJMj22ruvw+/1ITEw0PTYAqKoKVVWFHdv//ve/AIA5c+YIie/3+2G322Gz2YTE93q9SEhIEHJsDcOAz+cL69g2GA5cr8yARQL+bS9GMk4+b5+maZBlGU6n04x0jyPLMgzDQFxcnJD4gUAANptN2LH1+XyIj4+HxSKm30dkm69pGoLBoNA2X9f1sI7thRdeKCQXIuqZbi3l7Nmze7zh/v37kZKSgqysLNOTAoAdO3Zg8uTJSE5OFhL/ww8/xKxZs4RcqL1eL8rKysLan+Gor69Hc3Mzpk6dKiT+559/jri4OIwePVpI/J07d2Ls2LFITU0VEn/z5s2YMWOGkEIgGAzi008/FXZsm5qacPToUeTl5QmJ31lgi8p/z549GDlyJNLT04XE37JlCwoKCoQUkYqi4JNPPgl731zxmYFVLRbszJqBH43ST/q+1tZWVFRUYPr06X3M9MSqqqogyzLGjx8vJH5ZWRkyMjKQmZkpJP7WrVuRl5cnpEjVdR2bN28W9rlvb2/HwYMHMXPmTCHxa2tr4Xa7MXnyZCHxich83SqQcO7ubTYb4uLihPUIWCwWOJ1OYfGB0N8rqifMYrEIy93lcsFmswmLb7fbhR5bq9Uq/NgmJiYK6YG3Wq2QJElY7h6PR+ix7STy2MbHxwuLL0kSEhMThfTwy7Lcq2N79zgdq1pk/LXOgkfOSDjpuLtAIACr1Sps3zgcDhiGISy+zWYTemwtFgsSEhKExNf10I2PqNwVRRHa5sfFxSEQCAhvF4jIPByDTUTUB+cPtWBKYmjKvjfrOWUfERGxwCYi6rM7O6bse7aCBTYREbHAJiLqs+9mWZFsBYpcOvZ5OWUfEdFgxwKbiKiPEqzAjaNCs+I8dYRT9hERDXYssImITHBbTmiYyD9qNbSzxiYiGtRYYBMRmWC8U8KlGRbIBvCXalbYRESDGQtsIiKT3NHRi/1cpYaTz4hNREQDHQtsIiKTXJJhwYQECdUBA6sbWWITEQ1WLLCJiEy0rGPKvmcqOEyEiGiwYoFNRGSiG0ZakWQFPmrhlH1ERIMVC2wiIhMlWIGbRoV6sf/EKfuIiAYlFthERCa7O9cKCcA/azW0KJHOhoiI+hsLbCIik42Kl3DFME7ZR0Q0WLHAJiISoPNhx+UVKlQOxSYiGlRYYBMRCXDBUAvOSJTQIANv1muRToeIiPqRLdIJEFH4DMPA6tWr8d5776G5uRkZGRm45JJLcPnll0c6NTrGvWNsuK1MwTMVGi4cH+lsiIiov7AHmygGFRYWYsWKFZg1axYefPBBTJ8+HX/729+wZs2aSKdGx/hOlhVpNmBrm44yvzXS6RARUT9hgU0Ug4qKijBhwgRcf/31yMvLw4033ogJEyZg8+bNkU6NjhFnAW4ZbYMB4EdH4vBycATeadDh4nOPREQDGgtsohgkyzISExO7vZacnIxgMBihjOhkDvkNSAD2+C14Wc7CNbtkTNoUQImbTz4SEQ1ULLCJYtCCBQuwZ88efPLJJwgGg9i2bRtKSkpw8cUXRzo1OsYrtRperws94GgYHf8BaFOBm0vlyCZHRETCdHvIUdf1Hm9oGAYMwwhrm3Dpui48viRJQuIe+/9mE73v++PYxupnJxLH9vHHH0dJSUnXv5977jlcfPHFaGxsxJNPPtn1+qJFi3DxxRf3KDce2xPHPfb/zfBh8xfFdWdTYxgAJGC320CLrCPVpEfNB0K7EEvHtj/j92bfWyzsPyOKJMkwjK7vKVevXt3jDTs3E1GgAqGGSmQDEcvxRe/7/ji2kiTxs3MCJ9r3bW1tUJQvlgNMS0vD4cOHsWXLFpx55pkYMWIEjh49irKyMpx33nkYP/7k01V0FuoFBQVC8uex7e4R20yUSandCmwg1IstAfiV+inONFpN+V0DoV2IpWPbn/F7s+8XLlwoJBci6plufSfhnJAlJSVIS0tDTk6O6UkBwKZNm5Cfn4/U1FQh8VetWoXLL79cyMXC7XajuLgYF1xwgemxAaC6uhoNDQ2YMWOGkPhlZWVwOp0YN26ckPhbtmzB5MmTkZ6eLiR+YWEhLrroItjtdtNj+/1+FBUV4aKLLjI9NgDU1dWhqqoKs2fPPul7gsEgbr31VixYsAC33npr1+svvvgiioqKcNttt8HhcJxw284CW9TFd9u2bcjNzUVmZqaQ+OvXr8f8+fMRHx9vemxZlrFhwwZceumlpsXc8JmCssruc2AfW2z/4OK5pvVgl5eXIxgMYurUqeYE/JLi4mKMGDEC2dnZQuJv3LgRs2fPRlJSkumxdV1HYWGhsM99a2srSktLMX/+fCHxKyoq0NbWhvz8fCHxich8/A6JKMbU19fD5/NhwoQJ3V6fPHkyfD4f6uvrI5QZfdn12aHqWZJCvdYGEOq6BpCXLJlWXBMRUXRhgU0UY1JSUgAAlZWV3V6vqKjo9nOKvIJkCa9NdyDZFqqrO//LiZfw0pkn/paBiIhiH/tPiGJMamoqzjnnHKxbtw6pqamYNGkSDh48iMLCQpx77rkYMmRIpFOkY3xjuAUFc+KwuaYNH9e48J28HBSkWNh7TUQ0gLGJJ4pBd911F9566y188MEHWLlyJYYOHYpFixbhm9/8ZqRToxMY45SQlKpiQuNRzBk6JtLpEBGRYCywiWJQXFwclixZgiVLlkQ6FSIiIvoSjsEmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE9mO/Udra2uPNwwGg/D5fGFtEw5N0+B2u2EYhpD4QOjvlSTJ9Lg+nw+apgnbN16vF7IsC4sfCAQAhPd5CIeqqnC73bBYxNzfGYYBl8sFm812+jeHKRgMQtd1YfvG4/FAURRh8TuJiq8oCjweDxwOh5D4uq6jra0Nfr/f9NiqqsIwjJg9tn6/X2i7IMsyvF6v0Da/vb0diqKYHtswDKHH1u12Q1VVYfF9Ph+CwWBY8dPS0oTkQkQ9IxnHVLCbN2/u8YY+nw9WqxVxcXFCEmtvb0dCQoKQIgkIFRiiGiBN0+D1epGSkiIkvizLUBQFiYmJQuL7/X5IkoT4+Hgh8d1uN5xOp7Bj63K5MGTIECE3T7quw+12Y8iQIabHBkIFajAYRFJSkpD4nef4/PnzhcT3eDyIi4uD3W4XEr+trQ3JyclCbs50XUd7eztSU1NNjw2IP7aBQACGYcDpdAqJ7/V6Ybfbhd08tbe3IzExEVar1fTYhmGgra1N2LFVVRV+vx/JyclC4geDQWiahoSEhB5vI+ocJ6Ke6VbhhHNClpSUIC0tDTk5OaYnBQCbNm1Cfn6+sAZx1apVmDdvnpAizO12o7i4WFgDV11djYaGBsyYMUNI/LKyMjidTowbN05I/C1btmDy5MlIT08XEr+wsBBz5swRUuT5/X4UFRUJO7Z1dXWoqqrC7NmzhcQXXWBv27YNubm5yMzMFBJ//fr1OOecc4Tc/MmyjA0bNgjbN01NTTh48CDmzJkjJH55eTmCwSCmTp0qJH5xcTFGjBiB7OxsIfE3btyIWbNmCbkB0XUdhYWFwo5ta2srSktLhcWvqKhAW1sb8vPzhcQnIvNxDDYRERERkYlYYBMRERERmYgFNhERERGRiVhgExERERGZiAU2EREREZGJWGATEREREZmIBTYRERERkYlYYBMRERERmYgFNhERERGRiVhgExERERGZiAU2EREREZGJWGATEREREZmIBTYRERERkYlYYBMRERERmYgFNhERERGRiVhgExERERGZyBbpBIioO0VRUFJSgtLSUpSWlmLRokU4++yzj3vfRx99hDfeeAMNDQ0YNmwYFi9ejAsuuKD/EyYiIqJuWGATRZmPP/4Y27dv7/q3pmnHvWfr1q1Yvnw5Fi5ciLPOOgs7d+7Es88+C4fDgblz5/ZnukRERPQlLLCJoszcuXNxyy234MiRI3j88cdP+J433ngDZ555JpYuXQoAKCgoQGVlJd58800W2ERERBHGMdhEUSYuLg5paWlITEw84c9lWcbhw4cxderUbq9PnToVR44cQTAY7I80iYiI6CRYYBPFGK/XC8MwkJSU1O315ORkAIDH44lEWkRERNSh2xCRioqKHm/o8Xig6zoMwzA9KSDUS1dXV4e2tjYh8QGgsrJSSNxgMAhFUcLan+FwuVzw+XzC4rvdbgQCAWHxg8Eg6uvrhRWChmGgqqoKVqvV9NiKokDTNNP2zV/+8hfs37+/69/33ntvV/y6ujoAQGNjY7ff53K5AAAtLS3dXm9tbQUQ+lzv378fH3744Ul/74mGniQkJGDRokV9+XPg9/vR2NiIQCDQpzgno2kaampqYLOZP7pN0zToui7sc+/xeISeV62trVBVVVh8n8+HpqYmqKoqJL6qqqitrUVcXJzpsTuvUyL3jSzLwuK3tLTA7/eHFT83N1dILkTUM92uUuEUs7IsQ5IkYQWwpmlwu92QZVlIfMMw4HK5IEmS6bFlWYamacL2jdfrRTAYFBY/EAhAVVVh8RVFgcfjEXah1nUd7e3tsFjM/4JGVVVTj+2CBQswb968bq/Jsoy2trauGxCfz9ft97ndbgChYvbY1/1+PwCgvb0d+/btCzsXwzD6/Hd1Hltd1/sU52R0XUdbW5uwAtuMfXAyos+rQCAgtN2RZRk+n09ImwmEzq3Om3uzGYbR9dkRIRgMCj22nQW8yA4nIjJXt6tUfn5+jzcsKSlBWtr/b+9+VhILwziO/15EMURxaFEgWBQllKjbFiJegjfQPugyvA8haNUFdAFtRHAhnGoRLvwTpZQhClKLnEWcyHGcJjovM+r3s/Moj6+vgg+/8+j5oXg87vmipLeUbmdnR9Fo1Er9ZrOpVCpl5ctiMBhoOBx+aT+/ot1uq9vtWqt/eXmplZUVbW1tWak/HA61vb2t1dVVK/Vvb2+1v78vv9/vee3RaKRer2dt7+/v79VqtZRKpRQMBiW9JVEfn89NqmOx2MTxu7s7SVIymVQkEtH5+bnG4/Gnn3H3Mfl8/tuvq1KpaGNjQ2tra9+qM0un09He3t773njp5eVFnU7H2nv78PCgm5sba/Xr9bqen5+nZvO9Uq1Wtb6+rlgsZqX+4+OjEonE1OiTF15fX9Vut63t/dPTkxzHsVa/0Wio3+9bqw/Ae8xgA3MmFArJGDM1YuPeDoVCymQyCofDMsZ8OsZljFE4HFY6nba2ZgAAlgkNNjBnAoGANjc3dXV1NXH8+vpa8XhcwWBQxpip0ZPfcZvvbDZr7dQ/AADLhgYbmEOFQkGO4+jk5ESO4+j09FS1Wm3iR4p/k2KTXgMA4D0abGAOHRwc6Pj4WNVqVcViUeVyWUdHRxOptTFG2Wx2Zg3SawAA7OBKjsB/and3V2dnZzPvz+VyyuVyf6yRyWR0cXHx/s8jH5FeAwBgBwk2sODcFPvjmAjpNQAA9tBgAwsunU6/z2K7SK8BALCHBhtYcLNmsUmvAQCwgwYbWAJuiu0ivQYAwB4abGAJ/Jpik14DAGCPGX92mTcAC6NUKsnn8+nw8PBfLwUAgIX1Ey/0ZxlldKCLAAAAAElFTkSuQmCC"
[ "no", "yes" ]
null
0
math
grade-2
estimate-to-the-nearest-ten
false
true
How many marbles are there? Estimate.
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KwX1OaUByUkqQUhBCmgDT035aqs/mCpUmPh9cqyeVkXZWheqDbkx1Oo9CoYB8Vwb9wwPAkP2sR1HaAKw208ClG0t446kZDIzm8PFdSnW6Yjn32Jl+f6gHc1q29+l6oEFpNlXKpeaS7vKPuwHqppIwkQYJIJOziRlh+FhnOFFmTwp6Qg5eG8L+CXGV0KgzwEgrzgqUsvfHpVsoJqTQjojCEG0fzOL+T3cjmxemx2yetyKUFxowLVKMvbZ5oMie7axNXirj6rl5X9loqZIEyxQZqCQBgEGEQ0BEDPdZppIkwCpJwqgk8U5D/4EiXthAWXd4tNjCodnX3gHaK5nybRobodxVG6yEI1IIKlT2Pl2ryGSuMgIGDuXd1+zZztq18wv4k995F2M/r2Df4X70DhWQK2aZkU0yC5uMyLwGtyMkodCdxeD+HhwYHQZV8jj37Tt45ptjmN1lJd9VnShgezJwjlOT732e+lw/Tn62H0RpR6kN79++EwUU+oUDFTkHSsFr55BtaYcj0yMP9qDQnwVpwtBoET0jue14Hne1G68uIJyf5X/AZNy+VwMAOuaej0oA3WDQlWqQc6xaA9RgVHKSeEdbmmpgcZLnZVVDQyv+GY26Rm2hEaATBW5fLG37M9iz9plXSRLLOGhBwgSaQN+hDHqGMyaQBWymKSOBTN7Pidp/OJUkTSAhoIMSLIGYg3YDADWPwg8D6/Q1hY1IXXUq0NahY1XNATnh8nPzuPTTORNQ+HNCNQhz41UA21eh2kmGqE41R3X6vSkUeoroHiq4pQkLhhPwJfyIqypSmHaEkcEjSch3ZzF0uBeoF/Dnu4zqdMVybu9IDj3DWZRmGsgWmc6LS7i+x8E9UXYIVq5ICN742XyEkQdySOoKpekGAB+xMtI0iLTDiNVEtLdeX3Qb89TZzilZxlXe7DI1J2tAHMTjK+HHSQFJXSOKJEAaMsPZpYyEv38ymagZD6rFGrffSjzKWWs0qhq1UgNke1CAmZPrTBKKPbu7WQ5aFrs3uaXwHLSih0naLQdtJs+nDsGr/4ycyDuVpOpCAnKEKJaD1s9n+5Y7AY6D9g5OfmZgzSpJx870M6jOVFCktFd2nFJ6ykutNc+La4OVEBTMkdryL/dsXeZqwYtBoO2xFMQVqixQr/I5sVUVqk5hiOpUs0jy+fE6Bg93IVfgVoKIbAvPrmeYjzNXACLzGnxFBMD6EQ3kihH2jfbjwlMLmLtVxyd/48DO3eQabVUVl1Nnh/Dqk5M48lAv5sdrWJiImcIrAqA1Lv7lnJuTJMWRtGXiqZUSXPjxLGB6H9o8uN4DWRx5sBtvPTPjI9hUL0SbSJZc1HzcZMWdYKXp2DMNQYLIpPMmAyV4RwoLDoEpySYSWsEQ0ms/D0rGgfIDcYEEEcP8k5pGkihzApID8+7Z7rZ3nuUs0HNUSwdSa1QJmZxGBhGiSCAxjoWBRRIEDSkir5JkOGgpcKCEQCVJA4ByKG8yhCZxZX0qScfP9OOl709Ak0ZkuHAFSWgCImKH+eFfHgIgcPWvFkCKMRJkQFAyAvadKKI0HaMyp5aBh8LWEMhwbdvWEbhCtTBZR62cYOhYV9srVCFDVL4ruwJDFEDETqI6XcelLWSI6kSLKwo//t3rqM4lkFmJfE8WWnOiQAFTWwiCExCOQdYr4ZkAKwrBqhxwDe7vwtQ7dbzwnQl8psOpTld1og89vg9v/dkdXDs366JlGzFw5cky6sBnpELwXBu7DoPW9Q5lYaKO+fHa8ggz5UC1i0ZPnx3qmFIuYJyoeRYpxqYQrdgCzczoRI7YiRi1DDLjK6607SNwrQg6UMMAfAktvO6NuexOY5WkGmRkGawshaZvFbTmoOVu54octDBYA6yRg1asj4O2J6xQdclUhUqnUPu2QiUMKpcDzBUrVMZ8Nhq0kILz4ebri4545NRn21ehcgxRkhmiODJeiSFKQJrzzDJEYYsYojrRnv76DVTmEgghUDRc4Y4j3IDehHl+JsMAU57CP0/3XOESA8aKmEaVBLr7c5h5t7Y5JPk22KpkC7muCJ/68hE/v2gjQtPjSIMCmkFEKj0nanoeaqVeiDIOVGl0D2RARMh1ZfDol49s17NYk6WYlNDasbn52aBHZB1la5CVVbcxn1dwB4U2EXhqHg+mBAZg6c5ef2Y3mldJQuA44Soa/NqqJGmjksSsWNBplSQNMAetZoYgSqkkdSGbD1SSGmmVJML6OWhPnR0CEeHIQ73oP5xjR2flEE2F6uJfzAb72u/3WinBGz+exftXK6lzoGdfBh/65f5lc+YhmDEVcFN7KlTLGKIGC25cqBMYojrNXvjDccyP85kjpfDZuVHdIS1ce8qU2NxzhE3kJQIxDvjxLEmun0rEpfuegRxe+cEdTF7qXGaqVZ0oAJw+O4ShowUICHQNRt4hhKCBgJHIOQrb0whGWZod6jKwkdJ44FP9KM1wyfTBx0fW3KvZLssWo5aOsxmVGPZ4mlHL9jmopufmwRl8YJz4TC9One33qMew9GVKu0MdMvqzZ+szq5KUYt6xJUNz4NjPM20eExSQocYjRdCJ6XMmjOxWitzndcIctEvvJ46DNjFyhY1qmoMW4N76Wu2hx/ch3xXh2rlZzN2spXr3aHUuBOtc6+B8UMo50vmJOt56embZfvDnRPsrVC0ZogwxRcgQRaCNMUT9aH7TDFGdZJbqFDBC7IJnem2gr8mKZwAwmBDH/AEO+hgPJ5xjNV175qBxrYjgtQD69nU21eldnSgAPPaV+5HtYlDDvpNFxzqCpo2yLMPUhMH78jjx6f4Uc1EYmVrHIiLC6c8NYm6iBgiBk58ZxCNfPLjFt79+GzpaMA7NopbTjk9TE5GEfU6t7nsF1LL7uYHZw4OIASH9B3Pu7N2z3WdWJYlbQx5dm644LOegbTRz0Mbt4qBdO8r7bhWqtCNsdqgqHUAGjvSuFarBbNsqVI4h6lYNUU56hii0kSHqQPemGaI6yV5/6o5brwAghERSUabyYebZlcbAkRy6hyNfaTEmM0A25+edYeaWbSAZ+F/ADNBrTcgUDNXps51JdbomJ9ozksMTXz2J8kwDAgIff2Ifct3MQKJblGwc+bzSmL5ewcXnZlo7EHPt3Z/Fw08cwNxEDbNjNQwdLeDT/6izyrihpefkKOASTjvQVER9t4CjRWBx6bk5XPrpvC8Nm15REmvM366DiDqGhGLP1mdWJQkwvSH4Ej2Cj4dXbcpkKQ7aWN+Vg1atyEFrM9H1R2OuQiUEeg9k0xWqpv2tNJ8Tqunjtu3Rcr68VYVqOoZAeypUliFKSIlCV4affnNUSiEIBibTNP8OriTADFEwmZjgmUgSZBiiGrtqZKOVXX1hDlOXytwbFsF4nxSoLSUgDZCZ8527GaO+aIXUDdEHBPY9kMORXygg1xvx8zGP2xbWfFuCfGYLDtAyOYHXf9SZVKdrcqIAz2N9/rePY/ZWFdfOz+PMrx7ERx4bweB9eVeaCSPNlkQLQUlXZAj7T3ThY18YwYOP7cN7r8zj/SsVDB0t4Imvnuy4Mq61Y2f6uQdkSg8eDGRBG0EGaiLo1gPn6d6xz0SD0ljQS/UlXY1MXrpMdahDSCj2bH22TCUJ6Z6386e2NeACN79OmINW3ZWDtm45aF3g19TTp41x0D72lfuRLTLIbt/JYqqHuVLAbPfH4H05nHg06IFqtSzzJCLITFihYjDRZitULxiGKGHkC0UUwbxtzpBMeRH2oJfClb4JFjRDTZkWz+36EjCWMUR1cl/vbvb2MzMp0Btf+XNJnQM47QhjgHqVwW3cE2X5u8UphdqSQlLhaonrp5oKm5XC08RrQhDLZtq1b6lOO83W7EQBdiBPfPUkhABe+qMJlKdjfPiXR/Dp/+UwPvaF/Tj6cC96D+TQsz+LroGM2zjF/gh9B3IYuC+P0V/ow0N/dwS/+I+P4vQvDaG+pPDKf53A7FgNpz472NEOFGCIvxtL0eHV925Onu3HybP96d6vOUCEIIycyKHYH6VKWfYAsaVfaKQzWXOAHnmoF4XeiPuhRwvo7SDkcidYiuy6wziXm81loBQ4SvPaOzw/N+nQ660clAu0KK2S1PRzl1/ZcW+Eg9ZWqBYmahAQ+MhjI65CtRxUpN16DytUujmQbKpQffyJA5ifqGH2BleoHt1khWryUhnXzs07NHRrhijD+UuBwwDQzBDlHGnIECXBDFEmgxKCQJtgiOoEiyvK7SWxzJGyI6yVOHgjxa0HP55kKScFagsak283oBrB57XBjlg1L7LVCSaggTk7GzELEXSiE111xKWVDY8W8cXf/RBe/O44rrwwh5tvLuLQh3rRfyiPY5/sxzHqszjmFa+l2QaunpvFzI0qaksJ8l0ZfOp/PoyHHt+3FffYVusZyaFnJI/SdB2FniziiuZISwPSjvUAQXRluITB81MiD4ycyCOpa5SmzYYVwWC6CkvCaapFIjDE32TCp88O3eXdLre4ojBn0HW5osTgfbsbhm/Jrm9dKKFRAUBg4WfFf5ekwWTXRz7egwMdNBSfLUgksfn7G+KEu3PQ8riU56BlZK7loAVZFaSwksEctETMAJRuRXiHulEOWq5Q3Y/nvjWGWinBmV89iJkbVUxfr2D2Zh1k/g5kxngoGHvzY2LeoYsMYf+xLuw/3YWe4Twu/nSaWzyj7alQeYYoLGOIygjJJUgh0XcoA90QKM0kkJYnWzBSV2YFGvU0KEwTAGECGKP/a/c1AcwQtcgMUR99bHhT97DdNvbqIog8cQIgwQm6bQbzpVElEClkcxmohJCJBBSIyYmENAQ9CpYwxlbqBJiRa/j+HMb+eglxRcCpfmmguhQDWrhxrE6zdTtRgIEFn/vno3jwV/bhxe+OY/yNRYy/yQ6y/3ABhZ4MCj3cZzAyEkhijdJMHaXZBlSdF162S+KRLx7EQ4/v6+jss9lOnR3Ea09O4fCDvZifqGN+om7mZ5mM/52/YJUXnqvlZrsQgCINXQYuPGUa5KZGpDWh70AWhx/sxjvPzLpoOCwVEwUcuprn/46tAeLvFRXKiMv83KWMYEdokiSBamjc93AP9p8q4r6HezvCydzNmOx6AYUiD8UPDPUDQxb1By4lBQ4qnvZk14OjOz8UP3SsgKnLFdMz0hCRdaR3UUmyc5cOPWpIFVIlXwoCMd/na8VB27c/j9lb1U3dy7Ez/Xhi30k8+/vX8dIfTeD4mX48+Ph+JHWN+ds1lKcbWJjkcmxppgEV85x011AGmbxElBXoGc6h/1AeA4cKAAhTV8q49NPbqJcUTn12EI/+oyObPiNWZIhCwBAVNTNE2dIsH/wjJ1diiAKaGaJMXAPHEJVhCcP1MEStxbY6MLbjWEQMnrIZuC1xcwWbn4+KBUAK2VyEhAhRJIzYgA3ceH0T/Dyz0hpLkzGyRYm4CiaWMV+fNBSqiw1e75rX++2LpY5iaRO0rJu+fpsZq+LN/+sOZsdqmBmr+AhzhevxMwMYfaQPhz/S01FECmu1uKLwn//V22hU2RHJiDclw76bruCSEWAH6pc/DyCdGdjSLQDfIwqZXACc/Mwgfumfj674HpuZV3L5jAtoPPOKR4XWKnXUKw3UylUMHcvvuJNZya6dX8CbZii+d6gIO2jGQYs5zxxoxt6nN9JAXI1Rmq+i95DEI7+2nxHX22w/+fdXzYEu3PqJItaW5SsgowhCMN0cUldfSnP3a9C2YW8eBChlI/qwFw8uoZK//o+/dWxNQdlqFlcUzn93HFdfmIPMAoc+1IvhYwUMHC6uWpkKK1STl0qpCtUnvnigbRWqp/7tNaeWIyQQRVHq+Rf7M8jkIkSRhJACUYav7HQJUkbI9wkM3pfD1MU6E6IQAYYZioivsFgJ6BRD1Nx4BbVyA5/5p4c3pb7ElIRLGH+jgnqZ/+5pSkKFpKEMJeHmA+P//v96F1OXK+65rPT8ln0+EzG3c1aChGCHqrn0rTRnoEprrrq456bd+RdXFVOdqmAsKlF4+O/vxyf+QefQAbbFiYZWmo6xdCfGzFg1haSykcPwseKuyjpXsivPz+Jn3xoDIMywtdlwJvu0h3qz3mgz7Bto0QsLegNhRlocyKBsmGL+4Tc+2vI5OuaVKIPegS5QAMunwIHyawFboSFw/wIg1MsNlBdrHcW8ElcUXv7BFN77+RL2jfYhW4yY41qa3haYc5bH4sk7UIMG4RKp+WGav6JeTTB/p4Qzvza07Ywob/7ZHbz0/Qku8QcHkZS8fuzHl68pk20HvTp7W2Em6vp7On0wMcCN0bKZDFCvKpDS+M1vfLRtAe3MWBUvfncckxdLHBRkgZ7hPHqGs8jkIx/pgEdyStN1k6EyA1q2KPHQ4/vaWqGKKwrf/613ICPJJdlIQkjpX5vnXejNIJOVkBkJKflziCQiadZaaj0F4z0QIK3ADFHKPW/AM0RN3yhBGx3Nv/1bx9Z9D2FgXOjKIlvIABCOQs8G5vz+BOrlOqqVBurl2qYoCX/wv11EeTZxzyr13KzjlE3P1X5dag17sBU/Ps5ItVbMxcwE4mjEGo1aApUE88XKB4IP/719HeVEN1TOXc24Z5jDoY90Trq9FXbq7BDe/LNpzIxV0H+wgIXb9bSuKrh/wpyhQS/IghGIIGzvDn5eyuuu+g0IAu7/H/px7cV5EKjl4RJXFF75wft49+eL2He0D7mC0aaEPW+5N2t/L2lDGm4yARE4nEJPFvmuLBp1hWe+OYEzvz6ME5/eXJayGYsrCk9/4wYWJmIMHuo26GRtdDc1pCmFSpOZ2fuEAYEwSsTECBpAxKjBfFeE/Uf78cZTC5i7VcMnf2P75pKPGQ5aIg2BCFprRHIrOWhD+cKt5aAdHi3iia+exMxYFVd+NovbF8uYGatgYbK+YxUqzxBFFl6LlRii0CUQgSAyTCYQCUY6SCEgCUyk71osvLA0KfQfymH4/izGXi6jVlKcaSnuiVYXN84Q9e75BVz40xlkogyGD/WZkqpwRBkw1HkyKPGDCIWeHPJdOYh93ag5SkLgk79+YF2BMVOd8m8jauIK12FFjXWkI4NqFiYBsOeh0KLJgXIlhCsmBlzmqE7BP9/WxE1JWFPnUZ223Yl+kOyxrxzHk1+7DBBw4FQ3pq6U06oVdoFBsaNyPSzC8LEChkYLuPI8gz0I8FcLJiKCzAqceHQA09erIAMmaob4pxQVjnQjUxAGoh+COniDichkLJFZ6FbZ2WWjvNNFxALMB0b7ceFH85i7WdsRRYW4ovCT372O8lyCTE6iYLg6reN0nJ1CBFRiZqMGpXO4wMX0GAPOzoED3Zh6u4Zz35nAL24T2fVqKkmtOWixNg7aoLybag0EvXXPQcvPqZ0ctKENjxYxbNC0tkJVmo6xFCCBt6tCZRmiHAs6rLJ5CI7hh5fUDO6AuFctEg7UNBEoEoCCqxgRwY1mLE7FyHUJ1KvBWBsBjXqaIYrADFEHP7y6IHpYfRkZ7UU2H/nxGsvlawIDt15MYCCEFwMBsXZnviuDRl2vOzC2rZFU4NPitSYNKaRZx+b8C7iTta2UkD/fSJv16eZDaRnorRm9vnRn/UjyrbQ9J7oJ6xnJ4QtfPYEf/s5l5HsjfPSxEVw9N4tGhVwmqm1GahYUjIO9c72C6esVd8AvWzia0H8ojwc+1Y/xN0uYvlHB8GjXMqYWy7xSnk2QyUXIFzPBAL1w74MDcAauIFBXYHineb8QPIdvAgHr8Jl5pbqtTsba01+/gfJcAiGAQk/Ob9RALQIuw0gHKs2ZjnSv4TJVMs60qz+PmXcruHpuHie3qbQbqiTNjdew6FSSRJNKkgQpw9mqvErSGz+eXdZbb6mSFLQE0hy0ZDLAra8y2ArVTplliAKwLLCyYz5u4k8YhigiiEgDOQmtFKIsQIkV4fCBiQAHODoBbr1RNiV1zrTq5QT1SgKLQtbm/dy+WFrVicYVhWe+OYa5W3UMHe5GNidNwOgrMEKGgSQZmTF3mzaWNF0a3vsuMP6TuTUHxrmiRKOmIYSlPBUm4wwcqk0YTIVIK1MhUuYcVOl16gXc/RQCkUWSA5d+ygpgrcayOo3qdF1zonu23IZHi/j8vzyO+Vs1jL+xiE9+6TBOnx3E0GjBEU2o1Lzc6oPoMgPse6CIj31hHz76+WHceGURU5dLpkR2Ylm0bplXpBAodEUcyZFJLQHYGlIoS0QIKc3MJluNeQU7w7zywh+OY+5W3QEnrK+0XXwb2TpwSuBQbe/QVL74vBTkMw4JELQJIDQgCd2DBby6jWTXq3HQtuSmXoGDVjVx0L65Kgetv4I6TyVpq2wZQ5TwBzOCTMt+3l6XMUQ1FDNExXpFhqjEMkTNxWhUlNMtdB0G+3tXMFt9mbtVRyYnke/JuJ4nggxUmH0sBN+PsPtW8r6FZC5fl7kKXu8QhKGDPZh8q7EmSkJb+rXPRQfXMCBzY3lNc8LNoiROdKOJE9lTnZrMU/sMVGYF+g/kXGm3k2zXZ6KdMPd47Ew/vjByEs/+n+/hxT+6hfvPDODBx0aQxMQQ/5kG5m/XIIRAaaYO1QCgNbqHcohyAtl8hO7BLPoP5zFwKA8IgclLJVx6bga1pQSnzw7j0S8fXuZALfOKjEz/M5KmzASAWEXezrcRCSdTZGH9QvJClYZRhE3AqijAwdq5pGiZV7qHszj4odVLUZs1S3ZtwTUAK5iQIiDSgJKIrNxcxuhaCg7FbaZKvmtk74y3nz1AhY+QteKJy94RJrv+1f/j1JbeH8CjYo9++Qh+9u2bsILW0DyWo0VwlUHPV9iI3vbYzX0R/8tlPGFPHaYnCv47dg9lsTRdR74DVZK2ypbuxEbv0meedvwJwPKMinjPQGuQkCAj/6jDMQ2yz5nc800aIQNZ6JDhfg+AVRminv76DZRnG5CRRK4rA0Ewc+YRO2Sr2wxfcbGBoyu9Ch8YsHybbWEAnOHBBMaVu0uNCb+ueP41Sl1JSMAQKnhhdtPDtxmobSkF6zTs2VtHfOmnc/xc3ef5vaq6xlyHUp3uOifaeu7R0+AliYJqqG2fexw+VsQXf/c0XvzeOK48P4f3XlnAwdPdGD7ehWOP9OMY+uEyJRdIpV+XZuq49uI8pq9XUC8pZLskHv3ykZYQf8u8IiOmeGDmFW2YVkwJj4DIJGtuLMKNhPAvFQZkkxp8h3GwFvSkTUZKhIED2+NkXn/qToBqZkea1Lj3JDUHBEoTho7moRuE8mwC+yA1CFFWQkZAUjcZheAD0UX0sAcauTlMUhq5YoSZ8e0bimeAGo+H9R3IYnGq4XrqLHDsHaYSwYHJ75zXjwmGyETwOrgvQlC61YQHPtWPa+fn0S4O2t1kqV5e0NPTRIiMA0UE11v0OsBcOlUpR2AzJUvpmXYI7vNo6u2BHepKDFG2+iIjLp9EGQmlTUtGE7cfQG6kRZrI2GIDbKXFZdaO+5f8fZkSsNYavSNFvHKXwPjYI32YvFgyWIJgrtk+HwtStFgQsj1QnXKgtpSN4HnYdemvttTrqVWJCNmCRL2cAMRnbSfZrnGia1Oc93OP1ek6Lo9VjOL89sw95roifO6fjeLBxw0JxVsl3HpzCZm8RPdQFr0jeURZkerVNeoK5dkGlqbr0A1eWOF83EqHnGNeAW8gAWZeSZRGRkQmArTMK0BpRjn5IgjWRpQZgUbdMyzBRtqGecUxKcGUbgBkshLVha11MldfmMPkpTLPS8JNc0AIidpSA8W+HLQGIiEwf6uObDECtI++AYGRB/IoDkjcfqeO+pIGFDtQzhyEQT/zIUhAMM8HJrvegqH4leyxr9yP//a1S4BgDto7VypceXegIgMOkz7zsNeho3kMjRZx5flZODSjuz+ficoM4cSjg7hzvQIIdKxK0lZZtiiZ5MVmoi4whMvcZcQZFUUrMURJTxwQZkpoYoj6rGeIcmCaoKQLtGaImrxUxrXzC0aondHAKjZr1L51bVD9WiMyPUohfY8UYUVCWGIDliEjjrB4nysbCBhKwj8cx5d+73TLZ3f8TD9e/N64u2cim3FGBuMhcfLsAIQQuPr8Agd1Fk1uAtqRB/IoTScozzYcCElA+IpJ8H5sj9QGKPd9rAfzEzXUywmGRgsd137oeCcazj2OHOpvmnsMUGoGdGdwIij0sOJ8/74u1MuNbVWcT0H8n5/F7XdKmL1Zw+LtOlxRMQA12Nejn+jD8TP9OHQXiH8r5hUh2Yk45pVME/OKPXjBpdv9JzzzSmUhcSg+zmD4PTmSfRIuo4FgKbbXn7qzZU7m7Wdn/H1xs8e9btQJ2bpGJheZA00irmpEUQT2ovx1i5MJRJRBo0y+J2V6LCADr9fEmbs7aMg+Akd2vZmh+LWa5aD94dcu4cDpHnzksRFcOz+HeklxgGRRucqirIXLOKavV9gx8g3yhezBy/fTdzCHE58exPgbi8xBO9rZKklbYcOjRUxdLoO5XA1Km+juDFE2sxIACWZasih659y0L026zyHg1jae824MUa//6I7pdfr1ruoaWnHAqM37HjicRdIglGcUIvM+eFYTkBmJpM4BtCYNCJMxCvDIiYC7Py7FApmcRHVRrxgY94zk0DuSQ2mmgUJXhLiqAZKudGsdoat+2ExXcQ08GxFGHvBUpxq2UmYyVOV7oq43SuSe39jfMJKctMapDVCdbrV1rBO1c4/Xf76IETf3SM6B2pIGaJ1zj98Yx5nfGNmWucfh0SKGTc9paTpGaSWIv+CvXatDeufZWQBIORoC9zobVUImp5FBhCgClIkeIcxzMj3DhdsNyCiHesk4VkspSJzNuIMBADOvePi5EAL1crIlTiauKMzdrBvJKZuJ2lQUAAH1kga6gUw+A5BGJhNBgZCB7fVK1OY1qot1kE84A6ACzAdtCY4H5AEApFn8GsDYa0vb4kSB9XLQmvsUaQ5afv+88Leag3a3WcrxBejScBxD2p5eOO8tbC86RPWaki+WM0RpTbjy3HxA0emvWgFz4+xAm/t6V1+Yw9SVigH0GXUZox5TKyXI92SQyTBKe268jmye/348v8qB1ciJPAoDAu/bwJhsJck4NCFApDiQMIEk7w9CJiPw+o9XDoxPnR3Caz9spjr1z+vin884MgppAj7O4DVqZY0LT82knx8R+g7mcfijXXjnmdmA8zkokROln6NYG9XpdltHOtHlc4/SSROlmtTYwNyjUZzf7rnHXhPNbdbiisLMzaob73AO1HyeHRwfuALmYLAwcwFEJmOvLRJuv8WArLA05UpdYK5f16OAZ15p1BWEYDLodjsZJpg2d0Rk0Ihw83y2JxhXGVWbyVoQDpNdR8JWJgTP88H2WAD2k4S+Q1k3FF8vg0ugxKXcylIDJnDH2GsLbb23u9ndOWhjzE/WIQQ8ww+w7Ry07bbtAAceO9OPSaOHaTNR28vzmShnTmGG1boXzRaWam1/DxQwRNlWgcn8MlmgXuHf19zXs4LTPmD0671R08jkCBLmfZvxGxgWJdKMGVi8nUDKCPUSGUfp3yeBzHyrLfmHGTQnHnFl5cD4ocf34a0/u4Nr5+fYUZqSsnOktldqA7uAM9wGfjbgsE9wfryG+VtVVzHx2aj286PWsQqBU58d7EjVqo5zounhejv3aLwimPmHM1Dw3CPErpp73KzdeHURlqukWdfPovUkJKvLdPGcajZDUJodqNYbZV7hZ7oZ5pW13d8C0HR/pgnFmRj5kEHHhIQ0AAmpNUQ2gmow0beD3ysFEvz+hSmtlaYayBaBekVBNRj2rzWgGhq1hQZnGOYXbzfZdbNK0vVX5h0H7bFPDuAYBa2AFa6l2Qaunm9SSfpy56gkbTf3K7CcIco6Tk2AbMEQpZRxDKYXLdbJEBXqABOAw6swRMUVhdmxWoABsGhb/7peUhC9hklJRFCkEUUZBkVlpQ+MFxqA6e07Tl9wxml7vwICSqkAxS2QxAkEBG6sEBhbJPlz3xpzmS33kMmAr8hkohz4WkyGc6BBAOJ6yqnn1/o5FgcyKM82kC3IjkWSd5wTDeHdfu4xOFAB40DhHaeD/cMRkcCeKxEvKBcRgVGrPYOFtcG7O8zGXlt0AYIFRYBs6YdLtfbzjToh0gRJDCTSDc+8gkgwmIaCiDpkXulm5hWbfYKoiXmFf9/kxRIOttHJxFUjxpxCUVr0obm/4OOkgKSu+QAiDZkRPI4Q2R6n7bOAx16IUIs1br+VpEpGjapmsmtKo5QnL5a3XTGitUrS0ro5aHPFzlJJauZ+7R9mcOBK3K+16ToujVVw4Uezm+J+BVZniLIo02UMURa1rtbDEGWyKb12hiimJIQr0cP0+t34iln/cUUj180hXhRJKEGIhAQl3KoBrMO0bQvh1vfAoSyG7s/ixsslxGVmCNJm79cWG7CcmDdXCYw9kryK/kMFLEzWTUKjPWpXCAjbYoBylUN/HnNlzD0/837t+w737AOG6hREeOhXOmMNt7KOcqKpuUdgDXOPFiqz0tyjWeEt5x71ts49tsvisnIOzMUVFmRlHI80en8ChnkFBCE1MgHzikrgDwryqgrMvCJw60LAvCKAeqmBekU5B6NNSeb2xXJbnWhpOg7GbaQDi1mH4QIF8/e1gYTWGkgktDIVCqHdcwEZB8ohrjvYiHgwPqlpll8imIzXYZF21DqRg3YjttPcr9ZChqj58RoWHEMUmhiiBEgJn4mKNEOUBwW2hyFq7LUV9DrtEzLPRQqJpKpBOQHkODgWWoMyEhJcamIHLsx+JsPNTViYjJHpFoirmve4eX9JXaO22DDbSwCkV6Uk/PxX7scPv3YZBHJUp9wDNecvKJXB20AEIIwcK2IwoDoV8KCrMKOPsgInPjWI6RsrU512knWME10+9yg2Pfeoidx88U7PPbbLSjOxczDOsZh9zQHf8jk4q+OXxKY3mmh+HsK4JfN8lT0A7GuloRuEuJZAJeR+jsvUqP2ehsmuZeBIm64roCttSYmxZoyihOtJeeYe27PSKiS7boqMg2snkF13Egftemzd3K9mXdmP+0yMDDgw5H4dwolPD6zr/bi+3rlZt8Y4kLQtd90UaFOQSYU9UUNxQYT5iTrmxmsm8wsDNO84bcUDhJYMUXFZBRV5+3s8oUJqXwte56pOIENJKLUGMhKUaJCgZb+XSAMNYMIExsqUcOMKS41ZlGyo17mSE+0NqE6LvVl89LERXDs3i7jiQYdWmFwEga8QwPvXK3j/esWUCuGqjH50hhhJ/ugAxt8sYea9KoZHix1bxrXWMU50+dyj2PTcoxCdMffYTlu6Ezvy9VYOzTmcgECBiCNMQdIEEKaXgeXMK0ppCOLnTspTdKE5cjSeezXmlY2Yv5+wd5J2pJxRAhSgKs1gH5QBUVH49w8yBKU1f68DSxmUovs9BnRhdvrSnXpb72+zttMctGs1Cw6cG2/B/SpX4H51ES//jGXcrzLkfp3H3M36usCBua4In/ryETzfxBCFgCFKWIYoZUB5NrOyoBnYdWkcrhufWo0hKoOl6XhFhigOjO1th+u9BaMSEfdwTQBpA2Mk2rQwzLhJGEDaK/F+Vg1Co9pw5ebUul9DYGypTn/2rZuoLjVw5kuHMf1eBTM3qpi5UTUc4SZQsj3R4Dxygb1x3FFOYHi0iAOnu9EznMWl52Yx/R5zhbeiOu006wgn2u65x+pCEpRc1jD3mNnauce22yqZGUwE7FDLZDe4dHNvLMvmM3yPKmTnpMy1VWbmr7zxVmJe2ahli5GZc1shA5XpKwxTCpPLa4MKtCVnuAjXz595zs4Tn+kFEVON2a8DEMyTdh7Z9W6wZuWdkPs1PFgFuIYpwnk0IZjakOCv7uB1nDcYPNiDybfWr7xz+uwQ3mpiiHJMVgjWUYDKtevJZaS2BwoK1g0t7+1pyxA1h9UYopamYy/fF1SWyBArNFeWtHWkdqzPooi1R92SyYw5eAy4lm1gHKx3/3v5PtcSGB87048v7MsZJPktHF+V6jSGjvl5dQ9lkckLZHIS3UMWSZ4HIDB1malO60sJTp8dwqNf7jwkeSvrCCfq5x5hrnefexSCuAeA5XOPVtcOtMa5RylQL23N3GO7zTKvOKoym7lpYoJ1sy84QzPO0DKvBL1jqz5hN5LbWCHzymfSzCu2RAWYSJxaM69sxoaOFvD+lSo8ipJPFHaUETRpRBSZ14azE/Acs6FaRDA/6TKD4KAJLQwooqxA72CWy3R7tm5bO/er9CXLABwoweNY3nGY9RZwv4LWwf3aZM0MUe+b+UwG91MTQ1R6PncZQ5RlwDJMQXZ9pRmiBE6txhDlHJrdzwSXmJMGzD5wKilCuvWfYrQSwX624CIVMADpcP/6gJHC10RrDowdkvx747j8/Czee3UBB051Y+R4F4490odjot/WqFe8lqaZ6vTO9TLisnYo3Ac7BEm+FttxJxpXFGZvVhkeDYuiDWT+Vpl7JBHOPeqmuUfb6wrmHoPSBrA9c4/tNsu8ks5AtRv/sAPWjk84xWlpDypTOAo2TtjL8cwrYWZG7utlBujbl8fsFjmZdIbNJWTZdID4+TRpEwmXQdj3bSOKFGoyuF56bs7Mo5kxH/McklhjvkPJrjvd7sb9Cgc+YdEAacc4Au5X61htidcmqitxv64XHOgZoi7jwOlu7uudn0NcUpwZL2OIUm5MI80QZTJQE1DadeYZopYcQ9SjqzBEZYvMMtRcWfIZp3ZzmTLgqiXDCERuHtO+Ld9rTAXGlKYkXInbdz2BcTPV6cSbJUy8uYQoL9EzlEPPMItsiOANJrFCabaB0nQMZTLUfFcGn/gHq1OddqrtuBO98eoibDfARaKusuPh3nefexTrm3s0B+lWzz222+zGsCdOyLwSuYxNeuYVMgeWID9AbvVFbc8QPkINZYmuPLfgXwelYa2AuQl2oO12MsfO9GPqUplBZOD5zcjMcUaRd5xONUKZgEEEY0yu1L88QwjBRfZ++H7tQaORyRuyawBDHUZ23cm2Fu5XInLCzZEN/DbJ/TpwF+7XVsYMUceXMUTduV7BXAuGKG2v5CsdYc9+MwxRw6NFTF4u+/t2mAaDPg9aGX5/B/qy0mId/PvyKih+7jIMjFNYAAJkRIaSsLKhv/1KVKe2pEvhcwuuo48w1enBj/R0JJHCWmzHnahVnHdNcxOROnCIZeaBn3sURHyg3m3uUfPhu3zukRdWK8X57R6uX6855hXXEzHXCK0zULPx+ABQXOJU/Dy17enAP68wU9Op1+xgSBjmlSpaMq9s1o6f6cdL3xtffn/ufiROnu2HJbsO748Er4uRE0x2XZltmOqfL93zOczgIjs3Gs7zHXmoFwu3a6iXGhg6Wti1G3snLMX9akB/y7hfBXO/qgahNLs+7lcQgRyKFG786m7crytZK4aohx7fj6SuMH+7jvJ0A/OTHCyWZ1djiMph4FARgGWImkC9pHHq7OCa+nrkHB4DJFlNxmIcRPD5YH8Lbm3xXGYaDJdGvVqVGd7LNjB2WAkTIOsGOZTxZgLjkOp0NyHJN2M77kTjsiF1hkGNAr5kY0s6TXOPCgS9lrlHs/BWnntcrji/E8P167HjhnmFe4NGR5OkmXcLmVeAq3+1CCgEQtwCMsW8olO9EaA5crU9Ez/vdiRkXhntajtSlNGneZSm6yj0ZLkCYSNv85ey6Gsichyd2jBZiTwwcsKTXTswhg0oVPr+muf5br6+yIcK8Xzanq3NlnG/wmMbVuR+JUCL9XO/WrQ5t2YAECF7F+7XlWx1hqh+HKO+VXt6oM0zRB23gbHJQMmM6Vn5PoIveYfcviHIDvZ5B6hXIGRQ4n2cXve2EkXI5MwMKVHbAuPdgiTfrO24E93ZuUdgq+ce2209IfNKl2TmFTLzsI55xc65+ch13cwrwdWDijRuvb7oNuCps1vTPz51dhCvPdlMdg13gLzzF0xmzXN+nqNTkYYuAxeeYh5Se09aE/oOZHH4wW6888ysK0+nya7tgWPAZuhMsutOtXc2yf0qN8T9qrllYxzOatyvq9nKDFGcaXqGKPsdliEqRmkm3jRD1LEz/Xjx+xOugpTm8uUWzId/aQgw1Rer12nPQwEbGDdQmU1SWIawFRNWlhCs/8MP+cB4eLT4gXB87bQdd6Kbnnu0nI0ORNRZc49bYSHzypxlXhFw4JuLfznLSHwp0xygIs284no8WI15JewdBhsRy5lX2mUPPb4Pb/7ZHVx7cQ4AnM6jd6TC6W3anhDfT6Bykgq4DNn1eC0NtoBHJYcqHABw8rODe4fJGi2uKMysxP0qDDhwzdyvXPZbjfsVgGHiAbTmStbduF/XYjvFENUzkkP3cBblmQbyxQiNGgXo82CeVgQlXWXRw82B8fJ5TyIwShfWsfp9rIlMYMzf14lSY51uO+5EARiHdre5x/B109yjRaeRBTEEkdYOzz1uhbViXgnnJXXTvJsDQwTzeB5UxJtqfqIeOBk/zkIpB6rds23FvNIuy3VF+PSXj+Bn3xqDGyMQkgfdBfzVHWSWozPg6kTQIwr+zmGvKOz9gojJrmc0sl3yA6e3uRlblfsVBsTWzP0q09yvMExlZP/eZLPO9nG/rtV2giHq9NkhvGYpCSdqmJ+IU1gADowFnL6pQw9zYHzhxzP+hxn/2WuqL28/M5vKPH1G6gNHIgC0dYHxvWw77kRXnHsMyhAAgsgMa597BPyG1HrZ3KN10ACwVXOPW2GtmFdIM2euFv4qhEXlGlCHo1pDwLzie4Z+7i1gXrEbTWl0D2awNLMy80o7jcmupzEzVkH/wQIWbtfTOo+wY042A7WMMgRLFSci6TMWW3lwaOQQrQvcb8iuCbQrYfY7aRvmfgUt436FJqzO/Uqb4n5dr21XX48D42lcPT/LvX0BWIo/GXEvWUo4lL3NRC1jV1iB4QdOWJioY+5WFW6ONYV1MIGxFcQmwumzw3vVlw2YvPuXbK0NjxZTGSfgHVqISmMQiXaRKWlbmtXmSumrLWGECyfoFbheKXjuceBgflf0RK2dPjuEoaMFCCHQdyDnSq/ufnXzc7LPRZuP+82jUp8PBHGVifiVxgOf6sfSDJPDr8S80m577CvHke/KAAQcONXt1kHqqglaKeim+xw8mscDj/a2uP/0a5kBTp0dwPxE3RwknU123YkWcr+6Sgf8fguxDYBw3K+qrqEUQceMVVB1jSQhqIRbLyphus4kYZWdiQtlqJpG0mDEb62kUJqLHfcrTEvm9sXSTj2KDRtLjR02rSvr4Cjl6Ox6V03nnWqxz7VutU/4GlaWugYzICITGO8uWUhrcUVh6koFU1cqmLu1/QQpO56Jrm3ukZlOyAwWp+YeyZYukUKlpeceOePYibnHrTTPvALsO9mFO1cqrtQjkGZegY1UzXVotIDh0SIuW+YVap2JigzhtGFeEULg5GrMK222noDsOt8b4aOPjeDquVk0KuQyUc9tau7TjLvcuV7B9PWK63W3YmrpP5THA5/qx/ibJUzfYK7OTie77kTbbdyvnWpOauxmDcXBCNU5xRUmKc25J9w8tGre12ad22CG9CrcviZQfuBT/bj+yvy2BsbtsJ3Qo13NBO3wqnvzz+7gpe9PcAlDMkpPSAkZcf3fflxIj8Z0yEzG0fONwFR+KX1Quh5fEJmRMohTzZDuTAaoVxVIafzmNz66q0oaM2NV/PBrl3DgdA+Gjxdx7dwc6mVLzi8cWpIvAkGFLQAbkr8EPVFWVBjE+JuLmLpSwdDRuw+Ob4XdeGUBP/vWGIr9GTz4d/Zj5r0Kpi3ZtRAOvGLvi/8h/H2Z/xGY0i9Fdv3TWczcqGDIgEp2y0HSSfYf/+kFSCkhpWAVJvNv3sfBx4X9vEjtd79Ow30LrMr9avazr0CwMg9pjQ//j8O7NqsqTcd48muXkC1G6BnOmrEhe+4hBdYC3PEHQGD4WCGgJAz3MwDYniggs8CJRwcwfb2CmbEaTn12EJ/7Z6M7cLfrs2Y92mwhA2BlPdp6uY5qpYF6ubZpPdrVbMedaGk6xn/5X98BBBDZjWUZTyLuDXz4b3vFeQHh56KkgIzEmhXnfS/Al3wPP9iNhck65ieqGDpaxBd/d+2sJ51iN15ZwHP/YQxdg1k8+NhIinkFCNGSwoE/UihD+J6hzAIjx7qx/1QxzbyyQw7U2syNKp79P99DZTHG/WcGcOSh3hXIrutQDQBE6B5iyrFsPkL3YBb9hw3ZtRCYvFTCjVcXUFtKcPosH7prube4ojA3zs81V5QYvK/ze+hbbf/xn1yAkAJR5PevEAJRFAESiKLIOVAIMIrXOlQgTflpMQ12jrFVC4f8VSXNJXqFA6e78YV/fWIHn8jmbGasiie/dgkHbWB8fg71kmKmLlDwvJr2tRsDDMCSOp2h9x5gSsJbbyzi/R0MjNdjoR5tz0CxSY9WuIzAh2HCVUaM2A5q5Rjlxdqm9GhXsh13ogDwX/7V2yjNNFDozaBRNaQANvqSEh/+W0MQErj83DwvpCASy3dFOP23+jH5ThXT17kkG849usZ589yj7Q1oz+ixngHpTrOZsSqe/f3rqC4lOP5IP4481IckNswrxskAlnmF/+TdQxlk8lGaeeVwESBg6nIJ770yj3pZ49Rn18a8stUWVxRe/N44rjw/hygncPB0N4aPd2HgkN0QBAcTbfG6NFPH1BUu89ZLCtkuP9e3kk1dqeDW6yWMXygjLpseuozc4ZQkCVRD475tKh11ov3B//11n3EGgbDPSPk17+mg4iSEPxCF/3khirq5h3fiF3s9ODDs/QUZ6cN/f/+u72tfeX4WL35vHNlihIf/b/sxc6OK6etVzI5VUxUmV1lqrryYf3D1BRge7TLVlxyunZ/d0crSWq2VHq20AYRRvWGCHgMutK7MlvhBjNoOEqtGXWP2/aUN6dGuZB3hRF99chKvPjmJk7845OYew8jVodXMA3SC3MFAt4XT333u0V6Xo9P+4S4r5TZbXFE4/91xXH1hDjILx7zCjtE6lJWvpdkGJi+VUswrn/jigY4LLGbGqnjxu+OYvFQGESGTl+geyqJ3JI8oK1KZdqOuUJ5tYGm6Dt2AA1E8+PjIiijcuKJw8S/mXOko35VFLp9xDtmTaXtCgFqljnqlgVq5iqFjeTzwaD8e+HT/tj6XnbL/8r++g/JsgzNRsVrp1uznSDoH6jJR27sOKiO2ghSCC098phcg4OJfzoK0B9EJSegZzmL2VgW/8D8d2PVOFOB1/pN/fxVaEY482IvjnxxwlISl6RiLk3UQQkpCsUpgzJSE11+eR1zWOPihbjz2lfs72oFaPdqR+3qR74ogjNqIkBFcRk5wXODpHpVtDltnGv4bmJ1cwtFHiuvSo13JOsKJxhWF//Kv3ka9oozDtFlokJEK0zuxGy/lQK1ZdJEBJVjwUEvFee0yUBCz5OyGvsBa7PY7Jbz65CQmL5YAIdyGyvdGKPZmU6FqyLySxNo5iFNnGUDUyUFFiux6rOZAUytlopbs+tAqQ/Hvnl/AG386gyjKoHegy+DXRRBvCP9jScCCQt1oAYC6Kx0JfPLX97e1dNSJ9pN/fxVTlyu+DyoFROT7ouxQA4yDCYgtpsFhG2wiEYCRmqtIKdS5yVJ9Jsqf+/y/PH7PsE3FFYXn/sMYxl5bRJQVOHi6BwdOd6FnJL/iOg9fl2ZiTF7mwLi+pJDrkvjEXaovO22hHm0uH2F4tMdXIKVwLT0Bi4cAjHI7ADP2Rj4TDWXkLD4CBCzN1TB0v1yXHm0r6wgnCgCXn5/F89++yei9po0mmjNR4zgdSb3rCQS9AJfCr6Q4r9E9lMXSdB35rgx+8xsf6diobKPmnQwzr6ymptAO5pWdtKXpODUYb+3Qh3sAwajr1f6+cUXhlR+8j3d/voh9R/uQK0RNIA5TOiKDetae8clFve7Kl0ZNYXZqEWd+YwQn7uGs9NUnJ/HaD6fSGagAZBSZq+mBmn2caskIv5+FLcHBYxoc52sz57FiikalmJlMZoBGVUEpvesrSq3s9jslvPbDKUy8s+T268DhArqHssjmo9Q+Vg3C0nQdi5Ox+3i2IPHQr+zbFTPQP/7ddzF/qw4ZSRT7sujfV2SGskhCkPEDdt3Y9eTun/2An4OHA0sifG1A4IvTFTz4hf516dE2W8c4UQB48muXMDtWQ/+hHBanGsZxcqghbSbajMZ0AYjJFjQ1oXTJfayV4jwg8Ikv3hvln9Xsg6KosBGzpaP58ToGj3Sh0JNjYo8W6GZuwQhAmH4Lf9ZVP2D78bAbFpidKuHoJwptKR11ojFC/HKArg8yUpOJfvhvDQLCK++E+7glONDt3xXAgQGW4fBD3Vi4Xcf87Sp6hrP4zW98dIefyNZZuvpSDVDoFl2Tfn3sTD+OPbJ69aWT7IXvjOPd84umciHRPZRDV38u6LfDgdJgEi4AXo82MLt+hOkNa20pZI28niGYufPeAj73Lw6vWY+22XZ8TjS0ZsX5O1cqIGKmDgUzLwXLGbkGxXnhH5TdiDK7DsX5e8g+KIoK67W4ovCTf3cd5dkGMrkM8sWsOX40RKCewaUPQ2PnHClMAGfmViFY7tKobcD06gcPdGPyrSrOfWdi06WjTjQmLWfu16zhfrUqJGQZtSjgfkW4j9Pcr0vTcUDMgHTwazNQpLENIffrsUfu3YwfWKPU2Ed6ANp9gfHkpTKunZuHjCIAHJCpWPt+pmnFsUD5+vVoOaEKxAvMtX8DerShdVQmCvio9sDpbgfvjsusg5kabwlQact6yiYVDeekiNKK81OXy2sSzN2ze9t+/L+/i/nxOqSU6OrPonekEMwle/o1AwJ0OpkC6cjXIQGhQTqdmWoCBBEWp6ubLh11qr365CRee3IKJz496Lhf0yhc+yxDVK6vKPmSkr80c7/6ee+wR6rdaxDwm9/4yF6wuEvtz/7f7+H9K5XUfHEkJfoOFhBlTGUoEhg+modqEMqzykAWeH/KSEBmgKRuuNVJA9oQcTBaza8V+FYBNOH99xbx8N/fty49Wms7TvvXbFZxfvZWFeNvLuHMrx7E6c8NYfC+vJkHU2nKq6ZrMxUgMoT9J4r42BdG8OBj+/Dey/OYurLnQPcMeOE7E5i7VXM9FhFF0BbIZyNXcOmWCIBMB2wsf0veEQD8WZOZwoIGBaNNe4eLePmP72DyUnnb73Wrzfbarp6fxezNGkf6BuyTmuM0KNtlVJMt9vXCRB1vPT2TprSzhCmO0o6cgz11dk95Z7fa1RfmMHW5AsC07uATpHpFIUmMTKEizI3XUV1QXJkw4CKrR3v44QIKfVlmbiNTsYTwKjbwGSiBe6M2a339qTuIK+tX8eq4TNSam3tcTHD8TD+OfKxvmeK8AFBKzT1mV1Wcf+/leVac/+wgHv1HOz/3uGc7Z5OXynj66zdSc4357gi9wwUIo3MpJc+E2jErO9fNgCPjTgWxKALMZjSZJ8AbHkir5TRqCUqLVXzp/zi1Y/e+VXbl+Vn87Ns3HfjKgwJDxp0AaW9RubC4ZrY0psGi7AOUrs1IidA1kEF5JkauK8JvfuOje3t6l9qP/u1VByZaxnQVCRR7s8jmJKO+I3giDxm5qY1in8TAkQymLsdQiTIlYNNHJ+2UvPQyPVqN2fEK6pUGPvNPDq9bSq+jeqKhdYLi/G60PUadtdnrP3rfo0NNaVHVOAPKiAikCCQk+g5loBOB0nQCKcHpp1HGkVmBRp3nGm1tV5seqVbkevJWJYcAZLIScUnh7WdmNlQ66mQLuV97D2SxNNXwPVFlMA1CuyCEUbnaoSohbJ/ZUtXZ3lXI6ezlux74VD+unp8Dc792Pup0z1pbXFGYTenRwlx5XUhiPVrZywJ7QkgoaETIQBEhynDJp7ZEuP02n33QvLZSerQCBs3dSo+WZRQ3okfbsU4UWK44f+suivMEhne3S3F+N1jIqJMiYzYjAkmioBrqA82o02y2dOS0WOFLR3FFQ3QxYlRrwsJEA5k8b243hkGEkZN5FAcEpi7GqC4kIIeKZCkvzjzD3osZ2xAMqHn9qfdx8jMD99x6tOBAIQT2n+zC1JWyE0XQ2uj+CnacCoaizjzZ4WP5FbhfA5S9AQeefnQQ09erEPjggAPvVVuuRwv3WgYOte70aAlRJKFAiCIBrbgfKjSXdUlZqsMV9GhL2mEVWI82tqWkDenRdrQTtbZTivOdbCky5u4c+of6gGFLBGAHrz34pTpdx+WxCi78aAZDx/JbRsa8G+ydZ/mQDuc/7ThVXFaIMgKZXIQIgDKlREbosm6pFBEWbjcgoxzqSwTABi1kNq42c2jkS7mKTA+GHUZc0Rh7bf1Rb6dbz0gOT3z1pON+/ehjIwH3q9X/9aj6UAdz+noFd96tmEISPyerLmTRt30B9+vMWBVDowU8uiegvqvN6dECJnKS/jVgJsisHi2B8gRkCZIIQgMiQ5xqmrGXu+rR6mY92sRXQrB+PdqO7YnezT6oc4/NjDokOTu6K6OOQ48S6uUGM+ocFPjkr937jDqhxRWF7//WO+meS9iDMT3SQm8GmayEzEinUIJIIpJ+2Nu0QwHyJOlcelQQEFBaublGAG6ucfpGCTrRuO/jPfjbv3VsJx/HltmNVxbw3LfG0DVgRBHeq2L6vQpmb9YAx5UrXDM0nPf2HKh8lU55pws9w3lc+uk0Zm7U7llwYFxVmLv1wWnJ/PffexfvX6203If82qh6BZ8XUiKKBKKc4WTOSEO+wGhbx49OntZVaw1BgDIl3LiSoFZqLNNhffjv7cMn/sHaZ7p3RSbayj5oc4+WUef6zxcxYhh1PNAFgJmjBRFEJI0OoeEgFcLhYEBAoSeLfFcWjbrCM98Yv+cZdULj0pEdTA96MCYC5tecKaJLIAJBZAClCZFgNKA0z1ObDUtkuZkFNCn0H8ph+P4sxl4uo1ZSEACUyUSrpnREAMY2UDraLXbsTD+e2HcSz/z+dbz0nydw7JF+PPj4/gAcGGNhihl1HPerEOgaiJBdhfv14k8nEJfvLXAg62OWMP5GuSP0MbfbrB6tRFCBQJpUnsgcX2b+mMv8a9SjNcAinjNWq+jRBt+/Dtu1TvSDZGlGnW5kCkx3BRESTpiBjMgsxIgXiJ1vhMtGeWOKCMgWJQ4cG8CFH81j7mbtnmXUCW3stUWYbgscs4trvpBHNQBIahzNCtIQkYRINGTEG5siASj+EZYsnYy83tJUjFyXQL0aMOsQoVFPUF9MANh4htZdOtpNNjxaxK8G4MAbrywYea8Cjn1ywGEZfOlk+evSTIxr52YxHXC/fup/vjfAgc36mP3D3JJp1se0B31tuo5LYxVc+NHslupjbrct3YndvpKWKAGutOZep1p2xJgFIWF67QLKtk5W0KPVRovWymCm0N/GgQoA9fL6xlz2nGiHm2fUSZDJRcgXM6YCZiM2bTJQQEheXI5RR8KQSH6wGXVCi8sJwhqi9aO+FxN0NwSgE0JCBBFpICehlUKUBShhCsCQQUeAX6sEuPVGmR2rQeXWywnqlcRw7Vp/IXD7YumedaJAGhz40vcmcOvNRYy/tQSZBXpH8qtyv5ZnG0jqfEBmi9IpCu327DPUxxw+1Gf67YEcHKdkkDYwNs+l0JNDvisHsa8btXKMc39wZ0v0MbfdUj1wgjAYA8cpDxiUe+SuWmum5lQESBmgvPnnWBQ3E3L4VorjZLaBr923gUMNubfXYntOtMPt6a/fQHmmARlJFLoiBqe4hMnsOpdxCtud91yS0mGM+PsicnBvphJglFrPYAHTVyu4dm7+nmTUsVaaaaQiXRGIGMBu4BaRL7SAivnrdaI54wczEVn0qLJUdAbpp5SGbhDiWsIjL24DW7+9K+EIG7Lh0SK+8K9PLON+XbhdRxDJ+DE18/r4LuN+Xc1YH/N9vPfzRaeP6Qg7IrP+LNjNiRzAfdyrFBEK3VnkujJIYo1nvjmBM782tGv3bbYgkdTJZZik+Xnwa3aA0gT+UkpzFdCKr6R0gPL2pdtQ+Qfm3yc/2wciwuWfzjdlot6RD42uLyDZc6IdbMyowwPIALjXaSqyHLmSm1skEhCS3aJTxZAcaUkhTaRlDidhDn6TidmMyjLqdA9nN0zG3Om2dCdGFEksi3yDjcQk1d6BEglAa5CQIM2VX21QtmQiXqVNRmoy06QRMvIgiIDhfg+w/tLRbrd7mft1NYsrCs98cwxzt+oYOtzNxAHSlBAD7lcKAjuwbKYvnNi1YxyrJFZnOTDazy2ZW/Vd2ZIZHi1i8nIZAKsiRTZRoOarcBmo1oZTXZE773zpt5UerUHHG0frM0/enzIC+vbnMXursu73v+dEO9Q8GbNk8JAUUIkpUZDPeCIDUpGmp2fUVtnBAhzhBrJdtkUqJPfweOCYIIxjHThQxLnvTOBX70FGHWupTDPIOHkD20gYLhMgs2O14oPOzTeS78GArKqIBRkFEa6dE10W+WLdpaN7yT4o4MBQHzOTk8j3ZPyBb/etZCE4SLt3fWZuyCeNTqZZl8YB23Ln0MEeTL5V25UtmVRpVQozT20CCdP75MDVEneY/WgSAS1MBUM3O8iAY9lcrzy3YBwrBfuUK0Zz4zUQsVNfj3Ucd+6esTlGHcAJ0FpGHWjBlHIk0Hcog57hjEOH8jcQZCSQyUuX+XBJyKJ1zQIyjsOWFgmETFaiusCMOveiZYtmyQcOLnR42nBq2sjVIvi8jqVqwdUccMQGvZiTn+nDyc/2mV/nD4rg16+7dLRnu8+e/voNlGcbkFIg35XhEmVAig7Y/Qe4krYh5YDwupnCXiVAMN8v4DAPPYN5TF9t4Nq5+Z261Q3Z8TP97v7dNZC9Q6t9aGY9vSB7mlvZvqaW3M020LVz3ECU8wQpw8f2nOiuN0/GjJQjJQHUSwkf4CYDWphooLqoXMQKAx4aOZHHkYfzKPZxH9WjFiyjDlyJ1/gR08xnGq2NkjF3ug2PFnmGLOXQrOPzDtCBEqjVRrVk6cpvZCKOkN1G9/1OG/Ha5y0jYOBQ/gPVE/2g2gvfGcfcrbrJOAVkRpreOZxytOt1Bj1PIW2J0mSgMD0/QYYYBObr+QrjWHtHinhll4kcHDvTH+w7SjlQDlwJp8/2cz8zdJzmSiDsO1FAoV80Bbbeofp9afe5z0QPP9iDYl8WWpOR9VtfdWTPiXagpRl14CjphBBoVAlJrKETgBSgGoSkBkapkYWJSyzcbqC+BNRLBIB7COwULKMOmaFk3nw+YuMNHFeUGQe5tywsqRICBxdcXcTbHOFqnfq4XrZh0wLSl5+bx6WfzvHBQEaFghh9OjdeBUDrLh3tGVtcUZi6UsHUlQrmbtV2+u20NNuScQ40pY8JnxHBVoRMb1743qgQZEj7vYPljE24jA1NV6uPuVuMy/pZgAjZonQBrs88PXhv2b5UGlEGGHkgh0JvBGXVgGxGasq4vpKUVv+xerQLk1UAzP+8XtvriXaYxRWF2ZtVZsWx8HY0cUiWeT5UgJvqWjF6jYRjvkJtUeP2W8x64nqoDgzDka0y4xfNjDqNuoIQwNgGyJg73Y6f6cfkpbLrvQjDkStl0HPRjB4K0YBCCCgRZAxw7Sg/J2p7LwGowaEEg8w3kwfqZX693tLRB9VCjui4zM+x0zmiX3/qTqqSBAGoOkErA0I262/gcDatj2kcqJSAzEjWxxSSAzGYa8CYxY7XV5IyOYnaot5VIgenzg7htSencOShXqdHa1G4pDUu/uUcrAqQ5WImxfuxVkpw4cezsDvSBsqt9GgddoGasAzso3H8TP+63/ueE+0wu/HqIiwcz6kYOIwBl2wlpCNK1yBkMwRlqCO1ZnSuJLE+Rh2zsO51Rp3RM/148fsTjIYknjeLpIQmVovQWuPDvzwEQODqXy1AWRi9zQgiYN+JIkrTMSpzKgUeAtKZqC0RW/FoApeOFibrqJUSDI12bRuwJq3uE2Hwvvy2/N7N2m7liHYiB2K5PmatlCDfk0EmI0EKmBuvm1lZQAth5kNZH7MwIPD+xQYqCw1Gpxp9TK1sC8er3HBADIB8S2a3iBw89Pg+vPVn07h6fpYp/wQgYPZlBFCwD6WUnDhY0JX0akkWLKiJsDBRx9x4zbdqkC7phr1RIsLps0Mb2o97TnQV2wkOS8uoI8zBYBJSB3uXNkMFy3BFmjUso0hAN5hRRxMBkQA1M+poDa2BxakYuW5m1NHmgAcBjXrCZMwA/34Qbl8sOT7ie8F6R1j9pzTTQLaLy+MW/WdRuIwShCltW/QyP49sPsLIAzkkdYXSdAOABw25bCBEBWof6ZLWuPn6onO4p85uXZYfUsnFFX5/6cwtQdLQhkquC/c93LPjmVtoIUf0yKH+Jo5oKwjAfx8ix0+AQk+Wne2+LtTLDUNIIPDJX99ejui3n51J9TZlkJE26hqZHLGsVySgEyAxN8F/I9bHXLydQMoM6iWLyofrrRPgWjiaGLvg9TEJEMwNu1tEDnJdER798mH87Ns3PRpeMxpeK6T2oTaD7g6Vq4KeMQCNEIPgK3Et9WgHWY823xXh0S9vTMhgz4kG1gkclnGZyZEtlR8Ax+hhxzEAac9s6ISgQNBSIxMw6qjEMxMJIlY1MBmSTgRuXQgYdQRQLzVQryRwc1ZmQU5eLN9TThTg0tGrT05y6Wi8hoXbsZFTAhCWjqRlRPGD7rVSgjd+PAs7Z2tToN4DWRx5sBtvPTMT9FjTvZfmku9GSkd3s7VnbryCatN1XB4r48KPpjtC3ac1RzQ5Bwp0Pkd0a31M5oIFcTCQ1scUm9DHZAfaTn3MnbLdqke750QBXPjJNK78rDM4LJmMmUEGZmUgPK9Dbkn3vkyv05Ix60RzhC6MOzaRmGfUMa8DRh2V8IyjJyDwvYV7zbh0dAfXzs06TVHOPDnzZ7kzOwgvIIzAtnAo52B+1DAfzbvSkXWSvmSU7r1wQLbR0tFKtrHMjZDvySLfk0M/BZnbDqn7LOeIloYjOmTs4YyjkzmircgBHx/N4EC4ytJK+pik7Hw315y2Wx9zJ2036tF+oNG5755fwA9/512M/XUFw4f60DtcQLaQMQ1sMGOI4EiX57b4WujJYWCkGwePD0NX8jj3B3fwzDduYO7m5lGCS3d4+L4VJVXo2ML5RvaJZiMZ1KhK2EEmdY2kTohrGkmsUa9pJDWFWkUhrmjENeX6KKL59wpxTzLq5GzpRgiP/rNovhA+T63g8gqkdTAnqqCbvy5E67rvI3QPZEBE/ve3weKKwvn/dBvnvzuJYncRPQMFBp3AZ0DSDPLLiA90KcGSURJurQvBmdvQwV6IehHPfGMc184vtOU9rvU+fvK71zE3XkfkOKIJRmyOMw5zWglJhoDEBAqcmBgGL/IgPFNBsGMizBEd49x3Jrb0Xlgf01P2hYEpvzG4ykZS5f2pEoJOCLpBUAoc4GoAikfSkkRDK4JqaECxPubi+4nTx1SGXD2patSWQn1MFjnYLWb1aOcn+Cz96GMjyHVLs690631mrtPXK7j005mWc6NKaWgi9B7I4uNPHMDcRK1terQfSCcaVxTO/afbePG7k+jqKaB7IB9wWMI5TGFIC2DmsoR1qNJ8nWQOy8GDPRCNLjzzzYn2DDo7hwZXAuQPB6gyhLV+bZhyWhz8rudJhr+VqbKgWztqf+WNf68y6pw6O4ShowUICPQdyHpH2mKAWwUbMfVcbW+lxVxa8/WBT/WjNBNDQODBx0faAvawmdu7Ly5g8FCXU/chod1B7a6RvTKCU0RmTZv1DMkOSESUytxe/uOpzT/sNVhISOA5opsqIS7jtFECOccKU3mxVxGRb4kIw8gFMhzRW0tIEJdVQAFs0dyhTir8a8Eo06ROUHXjDBss16VijSQh6ES7cTatCElCiKsa4xfKUDWNpKGhFFAtKZTmYhhtCefAb18sbdm9boUNjxbx2G/fj9lbVYy/uYQzv3oQH/rcEAbvywfnm/YJg9Ig0m6/KTd+pgwCmrD/RBc+9ndH8OBj+3Dj5Xm8f7mCoaPt0aP9wJVz28VhadwNgwHayGGZLUqGwVPAIQnvQO1cRZpDkmv+Ep4z16qKOCYex+GaZtQhIlx+bj41pgHYzPbeZtSxpSMIgX0nu3DnSsVx+CvTe3PoP4SycwJDR8PSkem5CNt78SoSMks48egg7lyvAGLzpSNraSq59qr7CMGo7+1S92GO6BpkxIfZmjmig/XeSRzRK+ljStGao7mlPqZYTR/Ttwxa62OGgfD69TE7wXaTHu0Hyoku47Ds3jiHpSRwxNdmDsvh0SKmLpeb1Aw0hCFScCTMptmOyOvpade7NcdpsGHDHp0rYdpQIOyVApAZoG9fHrPjnTnE3i6zpaMffu0yDpzuxkceG8G183MM7hLCcOXaeTSAoJyDmb5eYccIuJKBY1wx//UdzOHEpwcx/sYSZm/U2lI6suYyt0DdR5OdJzbRXpi5Sc5EpWXCWY+6z7WtU/dZiSNakK+0aGrmiOZMDuhMjuiV9DE9tqLF6w3pY2qnkUnueaUdqMDuFTnYLXq0Hygn+vQ3/MGT7+LIXZOJ2M0JZBd2cAL5eU0IM5UVRMCWAxMATObIHJYbO3isw7OlGK0JkQivNgNtRq1RSibIfLvPLIM5RluGtGTMYZbLZRJgzvQk7nVGneHRIj7/28fx3LfGUCslOPOrBzFzo4o71yuYu1k3Mks+A9WgpoAlzPgFRJawf7QL+093oWc4j4s/ncbsGDvQdpSOgJUzN3Y8rTI344ACcAtRmLkBq2ZuQ1uXua3EEZ0ojYyITAAj0XcoA90ASjPKZGqA5YiWGR4b4Raw4YjW/EC0GcjX2jhSk9GFHNFtJyQQ6ZZIWh/T78NoI/qYys99k063eqwDtfdpP76bWzK7QY/2A+NEX/jOOOZu1g24wnNYSskoOBepmwNTGhijCB0SfGnVgjeso3IL3pRWLYfleg+eY5ZRx6oXmNKsjEJGHa4V8RxVUIIjzqCUm5tCEJkiPSdFaeYOG+mSADJZoF5lh/pBYNSxpaNnf/86XvqjCRw/04+HUqWjBuYnaxAASrZ0BKBrKINMXqZLR4eKALh0dOmnE6iX2ls6cpmbtJmbXIO6z+qZG4Fnjbc7c3OEBAYhDSDFES162EFqzRzRmbwMKkIcAOw/kUdxQGDqYozqQmIjBHAGx7vAc0Rbqjx2sFtFSLC6Pqbd1+vRx0zv27vpY6bmI7F+fcxOtE7Wo/1AOFFfMooAWA5L03QhYUqd5IgKIsdd6XukDGENx0o0F73IIABX4bD80u+dXvN7PX6mHy85Rh2TYYDMHONyRh0ouABASAG5DkYde9++1wIcsYw65a1j1Imr2vGdbheJxd1seLSILwalo+uvzOPQh3oxfKyAY5/sxzHq8xt0hWtptoGr52cxc6OK2lKCfFcGn/pye0tHLnMTNnODU/fJwEbkTZlb5Jv5yzM3/hRPSa2UuYktydw8R7R5e8ITEzSqhEyO7ymKAGUyLSEIiHygu3C7ARnlAo5oW1IPOKLJYnwNR7QpkQopUC+1n5CgpT6mhglIsKo+JhN8mEA5qHS01sf0jjbUxwRtTh+zk60T9Wg/EE60NYel3hCHpRCSGTO2iMOyJ8WoI1dg1GGwCEeu0mfCah2MOkFWGjLq3Hp90ZGxt4tRx/Ke3rpQQsOg7YXhqBWQSJIGVKJx5OM9OLCD7Dlh6ejF745j/I1FjL+55DLN7mEuHYW9l6TB5bLSTIwk5opArijxyBcPtr10tNbMjZozN+PnNSGVuVUWkoCAoVXmBhdgtTtzS3NE+5bWvcAR7VsjZCpFZEBCHLQ362PafewJI5T/g2Ej+pgE3dAb1sfcLdYperT3vBMNOSybB587lcMyZNSZG69hcSKGFqanpTUu/uUsLKOO43ZFE6MOPIekwAqMOjBjL0TwoCNyoKPNMupc+Mk0Lv9sHoVCAfmuDAaGBwAnkiBcAGIPvPpMA5duLOGNp2YwMJrDx3eIPWd4tIgnvnoyKB2VMTNWwcJkPQ0GaboePzOA0Uf6cHiLSket1H3sNczcRJi5SdtjI0gRpTI30TJzAx/IAADassztbhzRMCXb3cgRbUUOyKC2hD0XRARoDRF5VH2zyIFn4gnGYpqwDRTs29b6mIQoJ6CrjHf4ILRkdtLueSf69rMzAGj5wdOSw5I2wWFpOB2BTXNYWjLmZYw6mpl0dMioE4JcHJrYfxzgyHR+oo758VrQWwmz0jRqF7RxMmYAuHZ+AW/+6QwimcG+w/1wDhNkACG2twy4OTrBM7eFrgxAArVKjHPfvoOeQwJnfm0/hraZPQdYY+nIUCJudekorijMjFUho7S6T7iu6yUN0duUuZk+YGR6+7VFunvmRqEg8tZkbmmOaHJgOGnBfZviiKZ1cESzI20nR/SxM/148XsTsBzMvoJkOGEV4cN/awAQAlefX+CA3OxfIQTItWQaqMwlKWIVIHSYLfQxYUQObtdRLycb0sfsZNsJPvO72T3tRFfjsCTi+c40h6XcBIelOXDawGGZ64rwqS8fxvPfvpkCE0lIaOGvQlhUrgcrWKYU7tjCZUp2g9lSk27mklQa3YMZLM3EyHdlNsSoE1cUXv7BFN776xKG7+tFrhg5NKhHMAel3IhR0cLcD78hgAQh351FvjuLuJbgz785gUd+bWhLRizWajtdOrJUckBz5kYOPSxF68wtk8rcsKnMDUBbqOTSHNFBSZeCDGzNHNEGBEUb4YhmaydHtNXHLM00kC1GaNTM8zaVJMvHLWxJF+E8crolszStEBI12LK0nxPVAAKOZmVbMnxnG9HH7CSbulzBrQumFVQxmX0kWdVFSMRxA1qZVtDpLtz38e1vBd3TTpQPHiyL2Jf1XjqQw/L02SG8ZciY+w7ksDhVX1b6sRyStpei7Dyj7dkJzi40bMkO5v37voqNYB/4VD+uOTLm9TPqMHvODcxPxBg81IVc0ZKEm4Xvnj8AGMYcIkNkQW48ARHYsUrGauWKEfaN9uPCUwubIrHY7Tb22iIsMYJdv2HmJl3JdnnmplzmxrXQDWduJiIibF7dZzWOaC5YtJinNBnzbuCI3hZ9zKCES8te87dvhcjBdpjjMy/mkS9mXSvIrg9LUGGFzOPpBi7dKOGNP5nBwLHtbQXd07R/zGEJf0DbjWq/wEa+QiCpUmsOy2QTHJaLm+OwfOwr9yNbkIAA9p3sAuyAtU5TzTW/Jk0YvC+PE5/uX8YhablfXek2Qzj9uUGeCxUCJzfAqBNXFH78u+9ifjyGzEjke7Jm/MY8X4ceJvfcBeAH/i2Hq+3tRsJF5lw5AAb3d2HqnQZe2GLe0061uGwyEnew+syNX1uHw1+vE4KqExp1DZUQklhBK/NaEa/jhJA0zMB+otGoaNy6UEZS09ANBt5Vlxoozycuc7K/b7N8rKtxRKeuQSmTfeLu4Ii2oLKr52cxe7PGAYnmXibRcm7X1hzNAfWk0liYqOOtp2fSX2dKuZ772QbMhFNnB3ddKffa+QX8ye+8i7GfVzByuA+9gwXkChkwBSv44HDUrAKW+jHfk8XggR7sPzYMVPM49+338cw3xzDbBj7zu9k97UQdhyXge28IIs/wIBJozWGZrI/DUiugZjkszcFjHfh6OSx7RnJ44t+cxMJEDQICH3lsBLkumdpAjjMycKjKkDFffG7GkKOnN6S99u7P4uEvHMD8RI0JAY4W8OkNMOo8/fUbqMwywKrYk/XPkwCmlkOKOQeCDCOU0Us1jhIgz2Fs5y8sp6sEuvtzmH032VLe0041m7nZBxs6tDBzA9IOgjSgYoJqAI2qhooVGnUF3dBQsQYlhCS2DpXMa4VGVaMyFyOuaDv/0hSQtsFCh2YyYve+bWaVer17OKKtPqYbh6PwfZPfv2EgrJkkvZmjWWnvSFs63oDzuWuQRQ42o4+5E8Z85hN46XuT6Oopome4AHseCGnWeyACIg2XuYhMcB5wP+e7Mhg63AeqFfDn7eIzX8Xu6XLuShyWIsVhacAFpmfBUdwaOSztlVbisLTft3EOS2bUuR/P/QfDqPOlJkYd2PEAnQKbNDPqWJSuzAL7jnVh/6kmRp0NkjG/8IfjmB+vA4Lnb93IhAZIEqAlTCOOF7vmeVcyEQxx62t5SY1gvg/B2BDQPZDDKz/YOt7TTjVLJYfg4OdSFn9ek0aEKEX8QSQA0iBiZithmbmQPtgBPqAFMVMQWSo5DTSXFNuVuaU5otOlVTeSBc8RzevJ9BThGcNackQDrhRNWu8YR/Sa9DGhHYhKOo5mS/DiEXguXtJbr4+53eZbQQ0WUshbzATP6fNzsi0Mcy7beBK2RWS2hgZgiETyXRH2He3DG1vcCrqnM9GwZJTOQFeJTMmPedgITzU4UlexRhITkrpCo05IagqNmkZsSkaNmjIlp+WRLrBxDstjZ/rxxL85CRVrvPSfJ5DUNR76O/vx6f/lMD7y+WEc/YVe9B7IoWd/FjIDF6EW+yX6DuQweF8eo7/Qh4f+7gh+8R8fxenPDaO+pPDKf53A7FgNpz47uCEHOnmpjHeNXJZlxlE2MrbP3cIfbanRcrcaogoIplN0A/fg0i+FpUqtQY6SDujbV9xyOatOtDDwa87cWmdyNnNrKiEGGcxdM7cV1vNmM7fh0WKL9x0yLwUUlWHlxb3/FWSxCObrA0IRGwiEvVIwR/TAwfzyAK6N9thX7ke2yAj7/Se7lpVi3d+lKQPVmjB4Xy5oyTTdL/lAR5iWzPxEHe3Qx9xOs3zm8+MxoqxAwVSyrAiIPS9s7xuW8lH6zJRRzTCZKAArm2c+PnCgG1NvN7bszLinM1GI9MZPc1jyl1juyhSHpQU7LOOw9PByLh95+H/zgQad5rDEJg8ey6hz/rvjuNrMqHNmHYw655oYdTZBxvz6U3f4MbuxIYmkokADOWhoRFEEpTSGRwtIYkJ1Lp2NywwQRRJJrI1DpVRmwehJUyrQ/vlnChEqtxTefnYGH/18e3lP44rC3LiF0EcYvC/f1p+/UVtZ3UeDKDIVElohc7PcvzKF2gaYIcd+n3Voq2du1JbMzfY4bWbdmiM6YlSrocJLcUSTHfPCsjlKwDtQrXeWI9qKHDz5tUs4eLoHHzUiB/WScmIAQsplHM1ERuTg3UpQuveVLYu+7TvAIge33lhsmz7mdtrTX7+B8lwCIYBCT85xmWut3TiXO8esOIitsEkLRjOiA8vmtwHiMiS6+vOYebeCq+fmcbLNKP972oku57DUhqybKfVW5LDUq3FYmqt1nObflsPykuGwtJkYgutmD55cV4Rf+uejeChk1HljCVEO6BnJo2coi0zO6LaZhZfEhNJMnTlf67wBs12bZ9S5+sIcpi6VeaEL70ghBWpLCQq9GQcSmrsZI1dkVKilmpFSYN8DORQHI0y+U0d9SVnmROsv+akTuXEidrDsaDM5gdd/9D5O/uLm2HOmrlRw629KGH+jjLjCB6wdQQABSZIgaWgcfbgH+3eQTWl1dR9z1eZg0eS5lS36UwAkzFgJNa3nFBUkNWVuSGVufftybVH3WRtHtAYsN3QrjmgbEADpjNmiVclknva+tAcnbSdHtNXHTIkcvFfF9HsVBh25cyY4b7gSDwjHKGo+wC2Z/fd34YARObj002nM3GivyMF22At/OI65W3VuAxkuaDNIwKV6U+o3m5KvgSiIq3bDtOxsZuSen3YOFxLoHizg1R/cQU+bW0H3tBNdzmHpSaD5aiL6FhyWSlnmEPjIBytxWAYHjzugOBLeCg7LZYw6F8uYuVHBwu27Meq0j4z57WdmzLgDMykBvjeR1AkqryFy0iGh61XmJpbEkbcmwuKUgsgAjQqPWDhwTBiokC/zCSLDxMNf06jqDbPnXPjxNK48v4B8IY9Cdw79Q33AsDDxh0WjAVZWrjpdx6WxMi78aAZDx3L42DazKa0tc5N+7pCa1X0MmpHsfGKrzC2gklM2c/O9xXZmbpYjWpNGtG0c0Z5YZDs4okPbuD5mZtv1MbfDJi+V8e6LC4ZIxnBAm348jCJIJE2GmTGBtxMFkS5RsWbPGbL/mQqcVn5dCAC9I+0XUrinnWjYc3ERuo1M1sBhqYXJ6OzGTEXwftZyZQ5Lht9vFYflTjHqxBWFuVu1NIdreCWgVtIo9GhkshE0+KDnDWJKWJFAbUGjuqCdU9REridnM37797OlOUHcb23ECgSs24m+e34Bbxg2pZFD/QYVIPygv3U0kh2oNKXTQncWhe4csK8b9XKMc39wBz0HBD756/sxuA1sSptT99EOfS4gzNxwi8zNYQFsiXelzG3zVHLbzhGtuRRuM++t4Ii+m+0WfcztsOWtIIGkxjP2QptxcRAGj+ahG4TybOIydIAQZTmQSur8t9b2nA5aP7y+yQWOpAm5gsTMeHuFFO5pJ9rMYUmmNrJ9HJbYNg7L7WTUGXt10bYoTGZk0XMBOghAo0ogUsjmMlAgZCIuwUmAo0oT2FjeVpBhfBJA34EMhh/IYeyvS4grIghQgOpSzGhfwe9lLRZXFF75wft49+eL2He0D7lC5N6nHaeR0hJEGIYoU1KCELCESiBCoYfZlBo1hWe+MY4zvzGCE5/ub9fjbWkt1X3M87DrN8zcSHFFxWduIsjc9KqZm++BrpS5tYdKrpkjemGrOKJdYOvvp50c0esxJ3Lw+D689P1N6GMWtk4fc6vt6gtzmLxU9kxyRoQAQqC21ECxLwertzp/q45sMQJpD0KEEBh5II/igMTtd+qoL2lAaVP6NiVcw+QEk7FqBcAExJmcwOtPvd82Cbx72oluPYdlc8konYkefuje5LB0TFAET4gAH3BwwGgOgFgApJDNRUjIcJ/aXpYLSAyaV/FPUEpjaSpGtksirhKSRJmvIyQNhepi4iJLCHFX9hyG0I9hfryOwSNdyBR4Q7q/M8j1okRk/r6RKfUHdSKyDRvz8WxR4sCxAVz40Tzmbta2lE1pxcwNAGF55iZsCXe9mVvQ799qdZ9WHNE2k14/RzS/1+3kiN6MDR/rXH3Mrba3n51JZaCAp35s1AnZukYmF5lzQiKuMkiRSJg5F2BxMoGIMmiUyWeemowwvfYYCnsum0CLDxqxqVZQs22rE7XkwQIM+tnqMpjlsCxvmsNSY2m6juUclh7tt4zDUt9bHJahxVUe5bFycTDPTdqJKVMalbYCoCQadY0oI0CRRiYr0VCaHaoBCynNnMNKa4A06jFw+81KqgQXVxVqpUYQyPBBuhrvaVxR+Mm/u47yTAOZfIR8MWuOI5ZhA8xGJgDSBAGWGMKiFgSZ+xNcMTKZH4wDHjzQjcm3qjj3nQn84j85vGXPvWXmRswB3Zy5UZi5SYFqQCW3JnWfYM5yqzK3NXFEw/TATGVIg/x9YY0c0cRztHafbpYjup3WSSIH22FxRWHupm8F8TkSYCoILPTRIxgkSRqZjG8JacWVl9q8RnWxzlgrG9uazhCXwcO/v4CyupdKQTVsK2ip852o1ZEcv1BGXObFzeTBvJGtjuR9H9865OO2cFiSLxnZSN6/5m/frRyWrcyO6hBC7lMTkFjwlgNjeTAXl76Bhu3VSdtyDjJ7c4BbsBeI0Ig1GrUEKtE+I2QYCjykoLU9/fUbKM80IKRkhRjYDDP4PnKgP8eo5AfezdfYzDtitLDLXM276BnMY/pqFdfOzW8ZUb7P3OYYjCEAQLqMjccDWmRuQeDXnLktrJi5YVnmRluQua2JI9quF4NRcBzR9oeI7eOI3krbaZGD7bAbry66bcYtIHv1mAoCoVHh8CiTEVCCQaEqMZzmwgS+ivegQ5ErXtd9h7IYfiCLsb8uo1b2f39ShMpSw+hIC6MktHlruxONKwoX/3IOl3+2gEIhj3xXBv3D/avqSNa2UEfSHjxXz89CSmlg0ZIj+Ag+YrcoRhX0QqXfwNYhaCIsTNQxN15zkTqQLumGvdGtOHh22krTsSnDWOYnX3JyIC7jWBk9yoCBiGwJ0mT82jDrwJd0tSH5V4mhKkwCTlA7J0cAyKOl40prEosXvjOBuVs1yCjiv3sUmcwNAAkIwVUJIbgvK8zcnt3g3AJIM1zZxWvRf7bkqzWhd7iIl/9469iUWmVuPP9gVH1cCbdF5mYztZUyN7eOg4BmmzK3x75yP/7bv7kECOaIvnOl4gJaYTNRsx+BsAQvMDRawPBoEZd/Nmv+Hs2MPjZ4J5z+7CDuXK8AYmMc0Xu2eRt7dcG0fjzTjwP1GTJt+3ldJyTaOCmtIbMRBNmKkBl90wx6U4pLt5oIpakGskWgXlHQDQLPnwOqoVFbaKTQ6e2QwGsrY9HFv5jFn/w/r2Ps5xXsO9yH3qEickUmDxaS+00yIghhaoGSuQ4L3VkM7u/BgdFhUKW95MHr5bC0TC4rc1jqFTksSfuP71YOy7UY2QDIZjjNV4dmNgdZUFoLn7/STeT5ib/C9OXCSHOl32eZqUKbvFTGtXPzrtcipIRKlAts7H/ClIJcjwYAIE2WJ1iFxhzYEATHtyTB4DSQCbQIBI3+A8UtJck/fXYIQ0cLEEKg70A26PWl11+4PlWK4caPsqTWNzVdzccf+FQ/SjPxlmZud+WIVhqb5oh+YvMc0fe6xRWFqSsVTF2pYO7W1hC3x1VTf0W4j+FrubCVJlOiVUBS11AxoGIjnhBrqAaLDygjBkKJESNICLWywu23qkjqHHwnDY16KUFppg4GMdp9vn5RkFbWlkw0rig89/+9hTvv1jBytA/ZgtWRJIfMIPCcD5HXkQSEbz1pbJmO5Jo4LAUzhnhU7gePw3KtlitGaNQUhIhcJmrnFV0J14JazFUrZiCxmb+GByMBcAP/4TgLkWXPAS79NCidIxBAJ2o5OvT6j943ji+gJKwRlCJkBP/dSUj0HcpANwRKMwnPc9s1IAVklmXFGLxrAwNwZKtMJmpLjSaTzmYlaovthdA3m8/cBGduV6uGG5f3HDPfeE5Wm7lBCAwf5czt0s9mPWbFPn+kM7dT25i53ZUjWtkS+no4orux/1SxLRzR96Ix0cgSxt+ooF7m8SJXdSEgSRSShjJEI0UcfbgX3Ztst7leL3EPhbET8JUs0/oBeUdr9WGRRNCJNuQMMAUwDYfuhweP2WCxESdIamQCaFuBgdGRXb0VtFbbtBMtzTTw3P/nptORzBZMSm51Ik1EL82OTetIWt9kOA8Nilbr9utIPvaV+/HfvnYJlsNy6krZlYy49wKnz6ng0ZqAwPCxPIZGi7jy/CwA27y2Bzq5g19mCacfHcT09Sp2G4flemxwNI/3L1dSJW5pDjRJacYcO38rpAiuxgHBkvP70ne4AWxGa0ECnohBI8oKdA9meQbXd8cAGDaly5XUHKslzqiXEogeYQb6CQsTDWTy0v4WdyCPnMyjOCAwdTFGdSFx4gQAGG6P8O9vKsyaS0dRpr0Q+mazmdsPv3YJB0734COfH8a1c3Oolw2VnNBmX+nAgfIdTl+vsGO07xfp9UwE9B3M4cSjgxh/c3FbMzfLEf2sISQ4/kg/Hvo7+5HEhpBgpoH525whOUICAF1DETItCQmAqcslXPrpBOqWkODLu4eQYKssJBrJd2XRP8xEI8IkDLbUz9tOoDZdx6WxCi78aHbTRCOl6Zjbaq7F0BpLQe5csC0c3yPXmgBtxxYB0spVuGAqi9qIKGjlxw1tBhrO+6/UClqPCfLNnnWb1ZGszinIrMT++3sBABHr1DhuSGbd5/kez31oSmguk/EgAu61MaqKtEZ5sY7BY3LTyMeZsarjsBw+XkxxWAJ+XkmIoPdCHmVua/euN4fWHJbvX6nc0xHvn/4f1zB5qeR6jcuv7LwsJaCUwRVB6TT1PH3J15d+Pam41lziVfYalPo+/y+P41gA3Hrq317zvVAJRFFkZiX5fRX7M8jkIkQRb+Yow1d2ugQpI+T7BAbvy2HqYp03IhEAbRCAXuGEN6hmoWsTUM2NV1ArN/CZf3q4Lei/lezGKwt47j+MoWswiwcfG0llbrx+w0zUBwgrZW4jo13Yf7o96j6bsbiiHEe0zMJxRFumnqYNuexamm1g8lIpxRFtZyo/yPbu+QVc+NMZZKIMegaKpscsLDbWT9XAFlZ96dOC6WrlGOXFGnoOAJ/89QPrnrD4j//kdXNOmP0oBe/D4HV4fvgrHDWg58wNevjKO1DSgFKceYZX0uCSf9CqO/pwDz7/2/dv6rluyon++H9nIWYhBboHcugZyfNDENKUljyQx00/CPtH85EBn5/kACPmPA1eE5Zma/jor/RturR745UFPPetMXQNmIMn4LAELOJRuEzfleoDlKPNSGRWYHi0uOs5LNdrb/7ZHbz0/QnHeSmlgIgkpDCOSBpZNCON5qi9zL8BW5oz5h5rMKdIwayidajm35Y7t17m2d3f/MZHHHArrih8/7feYYpBuyGl9K/N+yv0ZpDJSsiMhDT3gEgikiaYMn93XodBzxECpFkgW5kIOCyFkiZM3yhBG9T53/6tY1v6t5gZq+LZ37+O6lKC44/048hDfT5zm25gfjLM3PhBdw9lkcnL1lRyl8t475X5jsjcZsaqePG745i8WAIgNsQR/dDj+3YlIUE7La4ovPyD9/HezxcxMtqLbD7yAa0lGHEBl2G+cp7UVDJsidVUhBp1jdn3l3Bmne22/9+/eBNJndw+bN6XzVf7nxQmCZOB/zD/az43bC/9xC/2gsjwmWudwr5Y/dZf+Pv7N10t3HA5d2UdSQFIAlkdSXgdSQvS4F4S4KYj7BOxfzgJQBHsvGE7dSQ3zmEZ3ZMclhux42f68eL3xkFkSyqCmaAMWlQIiZNnByAEk1hAItBPJERZiZEH8ihNJyjPNlxPEfAlRovSXTanqAn3fawHcxM11MsJhkYLKeQzE0HYdWYzX7iKB78WLDbdJRCBIDIs4RYJ8PSoEEYClRjgRBZtzeTn/YdyGL4/i7GXy6iVFM+3Gh3L6mLsnO/Y3yxt+d9iVXWfT+6Muk87722nOaJ3u1mikbnxOoYOdyObM6VUaAjJep2Wi9ah6k184hIJe0ZbFC0JJhoZ7WeikXW024aOFvD+lWqAnWAGOU2EiMyYFkl3ZRCChBa8ne34oX2DKRAj2YzUnyNswTy/ZsrA3sEs5ifaA57akBO1OpI24wAYPszyNTyQHklw9zZjUm/pUztmnjANZOGZYTR5xwkR9JrMa6sjuVny4D0Oy81Zz0gOvSM5lGYaKHRFiKtk1Da8Kg6bd3wWXMTRJ2HkgTySukZp2iBwTTQppHBjLcv5T9mhjv3NokNDn24iseDZLxOJkb3CcBTC9QYB5upklhMGu4mEwU+aCBQJnkNzkS5ASkMTsDgVI9clUK9qny0T0KgnqC0mqXhw8mIZBz+8teLhy9V9lprUfXLI5LzMFghIYh1kbrzA26HusxX2QSMkaJdZrc7yXIJMTiLfk/E9TydGYFpskke9fE2Xz2ZOQv34iG+58dcNHuzB5Fu1dRGNpMCHkQXneccZghJh5fxs7zTs8VtMgqlY6qbz4vJz89wftXPPJmNr1DXmb9ehdWtQ4nptQ060lY6kamiQlnfXkaRmHUmgtY4kTBfYlspgdCSTtuhIOg7LX9mHl763CQ7L4u7lsNyMnTo7hNd+OIXDD/Yy1dpEzcwpMvPTxT+fMT1GOAYoCzKqlTUuPDXjnisER459B/M4/GAX3nlm1ozFtOI81e41hMBoE4lFXE4QZpx2ntNmonZ+lb8A0AkhIYKINJCT0EohygKUCANy81SOAhzp6gS49UbZRLycgdbLCeqVJL1+wXNoW+1ErW08cxvA6CN9OLwLMrcPAiFBu+zpr99AebYBGUnkuzLsCGHni42DClDyy7AgEJwB2s+D8QAwGp225MJEI5U1EY0cO9OPqUtl5sY13OWWucypEVkxkMhPT2jhQXLuGozZhZUsO7boMtLg/CAiZAsS9XICABhqA5/5up2o1ZEUTTqSBCYPLvRGfIORxNytGLnCBnQkbS/UZKJpHUnZFh1Ja8OjH1wOy80Yk1jcYfYX00fUDl3tGaFCoVxldS3hB/0NzhUAMD9Rxfx41Wd+NrK0ayHkJhYCpz47iN6mZ1+aafhIl9JEAzAHQys0ILSAin0mLCKTr5JH4SrLRGUcvFKs0hPXEuiEAvUIjzrfCdvL3Pbshe8Yrc6IwUMyI6FMpQi2lWYCWyIrM+ZBO7D7FD7QtXARlymSzxR7R4p4ZQ1EI8fP9OOl740HakShKhE70FNn+wHTCgrViAiEKCMxciKP0nQD5VnmgGZfHjAX2fOCAiyFCXjv+1gP5ifqqJcaGDpaWHZ+bMTW7UStjiSQRlkCVkcSEDluRwPC60hqdqyhjmRcIYP6EimGH2hmuHE6kjCoTPPAGlWNsVcXcfKz7UM+rung+UgPQHsHD2BJLI7guW+NASR4/tPM/wrD/CSkZdIJHBbM3xs+YwsdjlcVYcdlSc9tZFkcyKA820C2IFuSWCzdiRFFnkmJHaZnHFo2x0rMVgStQYJJ3KVD/aUJOgByvdqkEQz2B6Ui6zft63p58xD6zdhe5vbBMyYaWeD9CAbjqIbNyLg8y/6PK0eRmfcOe6SwzE9BCZfHTkw5VbNqCgXYhf4DRbzwh+P40u+dXvG98XrMozQdo9CTQb2iEFkdZ9PyYTPBszlHmLlKQETaCynM2DE4Yd638PuxmTmuqRWkiZa1gjZq63Kid9ORJCJPHpw1zeKs4MH2yKhMNOlI2oxDaHiycdMEJgfmYMdKAJKYD6Wx19rrREPbO3jWZo7EYqyG/kN5LEzWjR6rdpSJYSYalmJgsS2RYaYBnAcKM1Gb+RERHvgf+nHtxXmAgId+ZeXyeSrTDA4CJ8yuCYhsRG0yXDfPKv2cMPkSkeu56Ga5sOBKzVfPM7xnnWNxRWFuvA4AyBUlBu/bej3Y7bTXf3THTUHYq6qxqHqUEez/hMDA4SySBqE8oxAB3COVAlICMiOR1Mn1KmGIcmwvkkxGCrN/SACZnER1Ud+VaOTU2UHTCuoxraA6y/YpjmDfaW4FGSyFUIR6Bbjw4xmE8HmCRt+BHA4/2J1qBaUxFdaxeozGsTbxma/Lid5NR9I60pSOZMI6kuaYTOlIwqCxLKpKiOU6ksr1wFhH0urKjf1Ne8iD92xz9vmv3I8ffu0yCIQDp7oxdaXMJVQTQSoEqhumdGN7LyPHihgcLeDK8/O+l7gsI2VihROfGsT0DS71nj47tCIsPVuUDJSxmahmmklbYmXwmwQ0QJHX4/QMVooPDtcDspkwA6BCB3rys30ewBAGfvAZ6dDo7jugrdoSAOS2QW1pq62ZmUcArowJWs7Mc9/DvW0Xwtguu/rCHKauVLg6KEzLzczr10oJ8j0ZZDLcYpsbryOb50CUUenclhs5kUdhQOD9izEqC4kTgxAQ0EYNhUjBEiEQTOJKhExG4PWn7qxKNPLQ4/vw5v91B9denAPAc+Vc0jWVICNbGZ4jpHR67tkSiZiNNj9ec0IKrnIFdszcEgwCXwGc/Mxg2xKldTnRNelImtLdmnUkbe8LoY6kYB1JMyjbUkcSd9eR3LOtt96RHL7w1RP44e9cRrE3g48+NoJr52ZNqd4wjBiGImEdm8n03jfsOdbhaBtZkr8ye84Axt8sYea9CoZHi6tyEQ+PFjF1ucwb3KL/iJHgpA2cX5sSs9lQVkdW256tULClLJsh+8w4UDUxv9OVnM2NyAjo25/H7K3qFj759llLtSWjuysgt0VtaSssZOYpbDMzz07Z28/OgB1NM7GJQKOukckRJHhfWFAdpP17c+l38XYCKSPUS3Yf8s/Wds0rboH4Sg0T41isQlxJVtXqzHVF+PQ/OoKffWvMjDtypqvhKfnstIZ3mABB+UoW0jJ4gD830pmofX9kWkEa2aJsKwPX+sq5G9KRJGQyBIo0oiyXzFI6kqQhqElH8q0qk72bMm5cVaiWGqbUa54wra4juWfbZ8OjRXz+Xx7Hz751E9WlBGe+dBjT71Uwc6OKmRtVk+lRSoXDZqQp2LyBtUc5S2LRjZ7hLC49N4vp9yoYHu3CE189sWo/OuX4EKL+DDWhuxr9WKNbaVVPSISoXlPyRQt1E024YiD0tudir1oBc+NV92w61S78ZHp9akvTDVy+WXJqSx/524O47+HenbuBFSxk5hk+1NfEzAOHLpUGPGMzg0JPDvmuHMS+btTKMc79wZ0NM/PshMUVhdmxGqIozbzmMlII1EsKotfMR4sIijSiKGNabxJEQG2RcHuhAYC48meZusAZJydC3DNViWKHpznwTOIEAoIxK6uwdZ06O4Q3n57GzI0K+g8VsHC73no/mgoWIcBSmL+XiCSU0ilH6lWJCAA5ebT7TSuIiNo+SbEuJ+p0JA1YwznSpt6TLZ3ZDEApgjQRQSsdSaZRI84EbIlXhzqSZNQ2gohDrPAm92xH7NiZfnxhXw7P/v57eOmPxnH8TD8efGwESUyYv11zvKdCCJRmYuiYy6OWPSeTFegezqH/UB4Dh/jAmrpcwqXnZlBfUjh9dmhN7DnHzvRj8lLZZZoi8ug/n4lqM9ea1q1UIoD5Az7TDEq1Fi3MPVIPKuIDhtdlJgvUK/z7htsAoW+3vXt+AW/86QwimcG+w33gVITMwWQyF5APWMEl8UJPFoXuDDDcg7ie4K+/N4N3/mIOn/7HhzoiM2Vmnim89/MljIz2IZuXhm8jPRfJr+25BfdxCg7oQk8W+a4MGnWNZ745gTO/PoQTnx7Yydu7q7lKIRCsY3tO+0phXNHIdbNzjKRkvU4hQQk7JgBuPfP6Fm69DxzKYuj+LG68XEJctmh5BqbXFmOA+OeuhWjksd8+jie/dglEvhXkKkLS68cKQ7BAwlayeF9ZPnPHqxBiasz7l1m4VhAIq7aCNmrrdqJCClj2fYcOaQJxAIF+JGlEZNBX4MjP6kgCcOoXq+tIesfpe2doC3nwB8m2utfF7Dmn8eL3xnH5+Vm89+oCDpzqxsjxLhx7pA/HRL/pBYgVr6XpOq69OIc718uIy1x6efTLh/HgGkksjp3px0vfn+ASECLnODUB0vR2PvzLQwAErv7VApTVk3XoP2DfiSJK0zEqcyq1IYE0ty/ItiTIzYsefrAHC5N11MoJho51dRRAzTmZv15qobYEN34kbSnXqS1Jc4CBe8mCkC1EGDrch7iW4L//u5ttUVva7L2lmXmMPiytwszjhGP5Zyxj5pEBM8+fzGPu5uaFMLbSxl5bHbNix1akkEiqGpQTgC3vag3KSEhoHkfUnIUqzXJ/WvF1YTJGppvbbZY+D0RI6hq1xUYQeOm7Eo30jOTwha+exA9/5zIKphV09dwsGhWLyuVAwI7B+EAIuPNuBdPXK7Bz4MvAfVqj/2AeD5hWkK1kbYUs5bqcKPuxZhLrsOcURP7Cq3poe5CZmnk4EOrneEwNW5N/IDrokSEorZnXrXQk98zbTvS6cl0RPvfPRvHg48yeM/FmCRNvLiHKS/QMZdEznEcmJ7zjhEASK5RmGyhN16FiACDkujL4xD9YP4lF70gOPcNZlGYayBYFGlUjBB6gcMnOsyo712rWsyJk85GH0E/zHJrttdjyrp9d5f/CObSbry+69Xtqi9DjGzHrZObH6xg83EptiQ9aewCn1Zb8fsUqaktTlyubFonY6L2tysxjMsyVmHksI09rZh62jTDzbLfFZdUas0IBZsW+NjKQSZ0QGaIRqTWQkaBE8xiMbjqfiYAGYeICE40oU9KNKwq1UsM8NxtwijURjfhW0BjqSwk++aXDmHmvgmnTCuL5cr8/XYUodJwBlqJVK8hiKe7WCtqorYuA/rv/4i00asqoYzD7PoRwahjN6h1OzcWUCGRQ205FDkFpbDl58Jz5eDiXxwKsv/A/bZ48+F407nXNo1AoIN+VQa6Q87VJOzUdbKh6tYFqqYa4GmNgNIePtxFQkSKxuFlLB2AtrqOf6MPxM/04+JGeDQ9Cv/rkJF59chInf3EI8+M1LEzEZh1aMnwPnwc8dWXzuJZ39EDvgSyOPNiNt56ZcT1R2EpJi/VLRPiH3/hoR2SiodpSlJPYd7xJbSniFkyotmQdDxwGgQ/Gu6ktDRyT+Mw2OxkWwqhDRhKFviwG9hVBwqgKGYcBAdfz5vu0f2f+Gc6tptDVnlLOYGiwOF3Bg1/o39GseyX7wf92yTEUyabzWEi57JyOIp6UsOe4U1uKfEURrlWh+Ko0o9QVC2M3qgmsQDqfz3xOK8Xk7p/4B2vL3FlI4T1UFmPcf2YARx7qbdkKWpquQzcAgNA9lEOUE8jmI3QPZU0rKA8IgclLJdx4dQG1pWTNraCN2roy0dY6kggyzjTzhGOwUTodUfCfA/7vZObvqAV5sInwXaRhdCRnx7dGeX0327XzC3jT9br6YWt0AqaHbP1n2OsiQqE7i0JXBiCBWjXGuW/fQc8hgTO/th9Dmyz57gR7jmNTOjfrZppt5sT+0oCYCD4jdfOrYU/UUEEQYX6ijrnxmlmH6YHu5ojd9l46wYECTP9WmU0gpEShJ+tLmoAZ/zHqRSQsapCDDMCXNl2JE66k5uYGwR/v7s9h5t0arp6bx8ltcjIv/GHAzCNY1s4z8xDI3M9qzDxhxmbbwxB2ntCXdrVh5nl5Dcw8O2FL0zyn7VtsPv7hP1tTxZAYqxKe20IAynCu+qqLDta4Zoep0kQjaZQsP9Z4HUQjYSvoimkFHTzFkpW+FWS/2t5Y+nVpOsa18/OYfq+MelkjV2RClq3mM1+XE/WlARiQUJQaWBeG8cWqckhTOrML2Dfv7QP3JZOQmYaIcOm5OUB7UIe9Nuoac4YLdCeRj+mB7QiD9+V39L1wr6uEkaO9Qa8L9kQAEJRyLbMQmFEIgOt15buyyHdlEdcS/Pk3J9ra69ouEotcV4RPffkInv/2TbcOvRoE37cQvqQlDerPzosyCtAGHB41DCC9XuF7+VoRuocyWJqOke/KbEnvZSNm1ZaEsBm3OXzuqrZkvnSdaks9Azm8+oM76NkGJzN5qYxr5z0zjxRM3egBJjAOfzPMPHx/oarQwBqYeXbEKDhXiRw4jFtgGhEi34KzpO8akIIcw5gjRKGmc1n5QBE6zNjtuR1m8PzxpXUSjTS3gsbfWsKtNxeRyUt0D2XRO5JHlBWpylWjrlCebbgMlYhYP3YDraCN2rqc6Ogjfbh9sRT0lrgJ7RhfbERjGCbS83fegbpOA/mM1DNLmJ6oY4bxXKUaafLg7UQ+8sB2CeNvlBFXeOHYIAEAkiSBamjc9/D2ztK5XtdEHYOHbK/LoCyDXpdYoddl0Ymr9brWI3XUKXb67BDeMmxKfQeyWJxqGKoyRvdJN3/mUbnK9VxMpGt7oEHPBTDrFEit1wc+1c88whB48PGRjqCFdE7GaDJC8GHXUm0pspm5daDsSNJqS+RR9TYQXqa2hLapLd3Nmpl5AEDVDTNPMEY1cDgL1SCU1srMo9vDzLPdli3yvTRnnPZ1iEaXwXltmYJIeW5rwJzJ9mymYIyL0kQjDiRKgWPFxolGlgkpvFPC7FgNi7frqdaCz0j59egj3Arabj7zdTnRVXUkSUOQ15G88vwClxAEl1AIGlEmMuTBRkfSoXmbUI+wGWm698TkwUZH8mhhWx7UhR9P48pfLSCfz6PQnUP/EA9s256K6XK7CLA2XcflsTIu/GgaQ8fyWzqwzb2u66jOJZBZiXxP1qkjEOlAeJdcqU4ALrMQrnRlel1WlshmrEJgcH83pt6p4YXvTGx7r2uz9thX7sd/+9olQAjsO1nE+4bJhf1GEHlbfUXhI/Gho3kHofcVExuhe7k3mSGceHQQd65XACFw6jODHdOnf/2pO6b36+cGk6oCdH4FtSVTfjPnU7PaknUotnTHGEzz9UGGnilEqN/WbVFbWsm2npnH/r2VOe/SzDzZjMCFH6/OzLPdNjxaxOTlMnwm2sTYRU3EI8JwXEeSx0hsCy7sgVNwLpvzmEe6/LltHS0IkBG1jWhkWSsoaAdZ6wQhhXU50eU6kkEGCpN5ArDRura9BMEbLJNJ60hq2BAWJkperiNpHSiIAh1Jwqk2kQevZG6WLspg5GA/SHI5O+yRwPSIwp5DvieLfHcO/fu6UC83eGD7oMAnf21/20dKnv76DVTmEgghUAx7XcZBEowDhXS9LrjIfbVeF8Hi/YWkHel1tcN6RnJ44qsn8cOvXcaB093MpnR+DnFJMUrTVExY6BewjCgahGnDpgQgqJj43jyRYVP69CDG31jC7I0ahkYLeLSNTCibMau2xKVOzrQAAEKgVk6Q7zYBwzK1JQGoFmpLiyoo1dnMk//n1JZMCVFrrni0U22p2d55dsbcznJQWKPWxMzTWM7MI5cx83iQkeVqhgZWYuYhIVC/CzPPdltYWnXgINuKsGA5asKsCM5AbWUG8JkoEDpIyx3Nz+bKcwt+zIt8hqobxNgBtLfdZltBhz7cth/ZNpPr/QbrvA4/2IuBwwWX4mvNrBbv/PkMLv7FnJuf0xa1pTXqZYULT83gzrWq/7jS6Nmfwelf7k+hb23EE76GLSkIzoq3wuKKwvn/dBvnvzuJYncRPQMFB8gRBoQgJYN1pOkdSckZNwyJhDDXQk8WQ4d6IepFPPONcVw7v9C292l7Xfz7hc+KtS2NG9o6ze8ZpncNAzIigDNS0yZz/wHcIzP9VEK61zV5qdy2e9gOGx4t4vO/fRyzt6oYf3MJZ371IE7/0hAG78ub9RWgvgOUoQrWJ7MQ8fpGRNh/ooiPfWEEDz62D++9PI+pK2UMjRbwxFdPdkxW8vazM6Z0vdzRNKoaKubkUSuCVkC9aitLtrTJaku1JcUUjkHlxY07aG0G7flZCSIo+zkyakuvtZ/jOq4ozIzV3HK161qYErwQzMyTNMj08iRUogElHQUlkWHmeTuGTkwgQIaZh+DQuDbTUgl/TikOJiwzz41XO4fD+/iZflfZS5Guw1zt+KBxpPZctuudBaz9utct9oUf6worhbYnyiMmMIFUJxKNbIWtWwrtocf34U2jI8lw6PXoSCoulTj0I//B5yc8ebD7w7vNaiNAS7zAJbOtKOWmZumOdCNTMH0xEZb6YCJ4E6FF5DI/m1VzD41cyT5blDhwbAAXfjSPuZu1TfcXJy+V8e75BdPX4feoXK8rAoh7HRZdlOp1GdAERFOvC4a71oG+bD9w+3td7bZjZ/rxxL6TePb3r+OlP5rA8TP9eOjx/UjqCvO36yhPNzA/yWjv8mwDKuYTtGsog0xeIsoK9Azn0H8oh4FDRQCEqStlXPrpBOoljVNnB7cUQr9eiysKczeN2hLSDtQ6wnpJLVNb0oplC1dTW3JBWlDC4wPb9CBN2TOlttTmTG05M48BPSKYh7wLMw8iac4g4eW8TLmzJTOPZgIZTYTaYgOWmefmGph5tsuOnenHi9+fcHPQKeyKyTw//EsDgGCtTotZIWHnaC3RSAOVuSQ1r28dsS/pNp3LRDj8EBON1MsJhkeLHYNO32pbtxPNdUX4tNGRFBBOgZwpYTjSk2bBSvcH8r0my33o5s2CAxtoxVHKV6cj2SW3pGSWHtiOkC9mnKPnDWp6jMQlTmHHAexVw2VuEgzaCAVlNQiDB7ox+VZ10wPbrz91h8GR7mCUSCoKNJBbodelU9+f7nWxI3UC2U0OtbnXVbmltrTXtVXGEPoP4cXvjuPKC3O4/so8Dn2oF8PHCjj2yX4coz4PUljhWppt4Or5WczcqKK2lCDflcGnvnx4yyH06zWntgQABkZrmWoAmECJM0UigWwu2rTakgMB6ia1pS3I1FZk5rG5qQl018LMw5nVasw8enVmHro7M892Wc9IDt3DWZRnGsgWIzRqXC0ggxZ0jE2mdSYRYgKaiUZsYEHu5xPBqaKEOrs2oLr1+hKU5uBpq9ttnWTrdqLAyjqSDGYxC1Iw96EQFrRhMjT7WooUeTABgIt4AlYYMjqS5+cBtJ882NrTX7/hBpULXREIHHlyAmc2p804IQJleGH3scUY8bkbkRn3sY6Yf17PYAHT1yq4dm5+Q6MjttclDKGFjcQhBWpLCQq9GZMpC8zdjJEr2l6XNBmq73XdfqeOeElZP+mJpMwL2/sKe12ZnNjSXtdWWq4rwuf++Sge/BUDoX9jEeNvLrlMs2c4i0w+gmsJgZA0CKXpGKWZmDNUIZArSjzyxYPbBqFfr63EodqcqRHBjIRsUm0pUebrCEmsUF1sGP/C+73dakspZh53f02ZqBtb4cBe1Qm0ZmYeDTSwNmYesTZmnu2y02eH8NqTkzjysV6WB5uIU3OgF/9ylrNOI2DtMQECtVJitDqNmX3QeyCLww924+1nZlOZZ5iREvk5fxBtWbutE21DThRYWUcynDdynKR27k5wjhPqSGqb+dhrkIlGWYEHPjWImRtVEFbXkdyMvfCdCczdqnEpFICIWM2AObkNTZiBshIJB9qR9qCSvKGk6SWx+VKpL6lyJN87tPGB7befmbFNoPT4CoCkTlB5gsj59ma9yiU6qRlEYntdIgMkFTJTHzbj8IAuji61OZC412W9qu11dQqgYr2WgtD/bBa3L5YxM1bBwmTdtSBaXY+fGcDoI304vM0Q+vXaRtWWotXUljQHvK3UlmAO0rjKTgbk0eo2U2unEy3NxDAdBpgdaCooltPbVlT445KMWhAJJLEhYki0Ad+YCJJ8ydJnWiEzT8M5DY/STmdqnWBMNDKNq+dmIS0zl5DQiiX6SBkMB5n5/YBoJHUl/1wXQqKRpukJ50CVBxd1EtHIdtiGnWizjuTHn9iPSz+dRlzRTonc6Uha9n3BjnKZjqT5h1PLoPXrSG7UJi+Vce3cPC84MHpPJR6FCbJk+sZxWoo4g8QRFsUaWVCGWYhmUwozh2UDBGEc68CB9fcX44rC3K3197pIkSldLe912R4H7Mu79LoaW9jr2m4bHi1i+B+1l00pRfJflBi8b/sltErTsc9EgZSDWVltiUFG9qBsqbakDeWbXkltyewbk8K4eds229J03JqZxwSKzffZilFNCGEyTKSCRs6ytKeya2Lm4W8gdxEA6utg5tlqy3VFePTLh/Gzb930vVDLEa2Q4opWZk7acQmLNFYlDEgI/jxs5o/WROgazKA8EyPfFXUM0ch22YadKMCH0Nn/x1G89L0JNOoaD/+9g5ifqDkdSTsG4kBG0utH2szTxnGr6kge68IT/3pryINf/9H7HtUn2TWpGm+gjGX4EBJ9hzLQDaA0oxyYB4IRujLDgrcW/AqY0qhlArE9YMAJ22ayEtUFta6Bbdfrcr+olUoD0KgSiBSyuYzrdSkQJGyvS5oI0sPeldKQAPoO2l7XUsteF7aw17WTtlE2JUvyf+v1EhpVAGTAdorBaEmDSf6PfLwHB7aJhKM03bCjky4jTTPZeG5UW3Fhkn7+O7dUWzK9MDsfu1xtCXAZGgGArzC1XW2Jmu+HgvvUACyTmjBMRYZgwM5FygAkaO/PoExJken10XJmHtiStvOjIKLU3GInmGu33ayh90AWS1MNOOY4M75kKZJtTxRhBirsKJ/NPEPsSjPDHBONXD0/ByEEHuzQFsdW2qacKMA1+OFjRfzpv7+Gl//rBO4/M4AP/RI7hTR5MJDUNcqzCQhWR1Igk1tOHjx1qYRLP51BvbS15MFXX5jD1GV29s4PmQVWLyUQPewgSRMWJhrI5KXp6fJBpAnYfyKP4oDAlB3YdgQMDFgADOOS6YlyqYhPrigj8PpTax/Ydr0uQnrhA86B2wNSxaKp1wVPZecicM4sSPFPSLTtdUnEVWx7r2s32YWfTOPKzxaQL+aR78piYLgfXJngz5MpldoMMJ5u4NKNJbzx1AwGR3NbSsLhBurDkrR1OC3VljQkRArFiTDEpaaeYTDqAPjxhjBz8Y6u/WpLKzHzhKpR0jCpWQKB1sw8/nnZTNMz8/DrFDNPs0M1140y82ylPfaV+/Hk1y5BwBONOJ1OM8ZkUbl+ThoABIaPBUQjtrLg/p7kHKjMAqcN0YgQAqc+2zlEI9tpm3aiAGekv/mNj+Bn37qJq+fnNqEjOd+kI3lkzTqSG7F3np0FOyLP6GIzu0aVkMlxNioiuJ6gEODSKDirW7jdgIxyqC/xgenmWc2Qtp3T1OZKysxeao4A66W1D2y37HUR+WHfVXtdQCYr0FhTr6uS6nmke13GFW9Br2s3WEjyP3K4D3BlfR+92xTQMr8IASbh6MmCNFCvxjj37ffRe0jikTaQ/DdbrijRqFEgZJ8euHdMNpahCpKpdO3gfYBlSGUgZj2QK/UTTnzGqy0tc6Tm2m4nsyZmHk0gN27HHLFCwjHzpJ9HwNEdTAVwGdMGCs3MPDDMPJW23lu7zGp1Pvm1SzjY2+OIRuolxRkpVJorN7hOX6/gzruVIFO3FQbfC+49wEQjt95YxOxYDUNHCx+4Mq61tjhRgGvxn//t47j9TgmvPjmJibdYRxIQ6D+UQyYfoWcoCxfhCsFQ6pkGSjN1qAYAIuS6om0hD44rCjM3q4Yaz47h2FIpzMC2huiVEDARu23KCwd25YHtt+om+SRT+vQHl3VQvjQCx/zRqDPKcOzVtTlRWzbyKETvSFfWefW9rsZae12mhNu618Xo6q3odXWyOZL/ny9h32gfskWex/W6jTAlMj6IpPWoZl7XFCcgIiDflUG+qw/1aoJnvzmBM20WtB48WsD7V6puHaQYbGzpds1qS2FmyUGhtgw1Fs5t7i3U/5VZgZ4tUltK3UdkAgR3f8uZeUiRobqkFDOPzb0I4dxrOuNemZlHO7DNTgphrGbDo0U89tv347lvjaG2lODMrx7EzI0qpq9XMXuzGmTkwpWyfEnXTbcBBg8RZQkjo104cLoLPcN5XPrpNGaMA+0kopHttrY5UWuHPtKDJz5yEjM3qrjyV2kdyZkbrVGPoY7kdpEH33h1MQXOcb1GCg9CibiiIboY9p/NEBSj46E1q0ZIAiuh6KCXQgKaFPoP5TB8fxZjL5dRKynjUHmjVhZjd7iOrXFguzQdm0Nbup6MTX1sD4iMY9WaELnI3AhT2zEHLZocKKCVAvdGd7DX1aEWVxSe/sYNLEzEGDzUjUzequGwGog0aG5p/aYFvQjAAjbAywJWJYU0Id8VYf/Rfrzx1ALmbtXwyd9oTynMqnAIRP59unlBcMZmUNkptaWwxGcH8W1FN+yFwXOoXnpuzjhW79iImAh+q9SWjp/px+SlsstAyYD6iAcgYWszdk7bq0kJKG0DH9/6gG1RwGeiVnhgJWaeTM7MkFJnM/OkiEb+8wSOPdKPBx/f54hGStMxFic5CSjPNpDETIjTPZRBJh+liUYOFwFiopGLP534/7P3r8F1neeZKPh839pX3DZuvEoEKN5si7LdFl2RbIlOuo8UeeTTfWI7ne6KM1PpH0n1qZqTeNKVH+0486dz0pmqttPnzI+ZGqfb7hq704nrxD6WnTO27LQlhZLctmiLuhIkRRIkQIDExnVf1+V758f73dbGBgiQuGyQeMvywgJA7L2+vdb3Xp7nfV6EVYVjTwzgY7/VOUIj22Eb7kSNDY0WMTS6tXMk12PjP1+EEUYwGShvgJoWb9p0hOCSqGLGbRAIJBFvnIp0w3bC/9ayixU7n8XpELlugWZd6eyTH9CoGaOxGOtKNjvsteCL/LyvkHF654pMCUtn0HrjsMIPPmZlcSC9URq8Cy7T2CqsqxPNiHDU5mIEOTePUxoWqNEqFvAkFF2G0zrg2zhQSDIFGfTv68b02427FuEw5k9bEt6UJZuxKc7MuE9QumlLwinYQF+BIScB5r5wpVxLxjHkM42ZEXnTlmjjpy35yjzQyjxmaAL0ff7+Xx4EhFbm0VigybAFVlHm0c+DCwjItn+1KvM0dogyjxUa+cYELrw0h6uvzWP/+3oxNFrE4VP9sDeiLSwsP6/MRrj08hxmrtTQrMTIdWXw2G92ntDIdtimOVHftmqO5HosrHLERd5GITUGYPvLdMYnAKiYeyVVoJDJSagkQZANkMTKSh6aB80on6gYuK4btk3G16xGaNYS7fhcZL8WfNFiXV4fF2ecrdiQsBuoUZQyrDzlb+xYjnWZjePYE30gAs7/mHHjrcC6OtF+8KWrqGqR/0JPzgUodkqO3nD0Ueij70DN0Ulh8q9DgIdGE6GrlEf5vdqGiPz705aUzsA4WBJAokCBxPHUtCXhTVsiBFmJ4SPpaUuK/Okm8Oaotp+2NGemLY1s/LQlX5knr5V5DPsWSpMD7fPlSrp3psxDqedCEeH664t2HXaKMo8/q/Mn35jEdS00IrNA73Ae3YNZZPNB6n5NIsLSTJMz1CYHWNmixEfWKTSSavsqyA0fxLHdtiVOtBONG7aZDGSwLXMDwc/4WjI9KB78K6SA0g6UBCOFpEs9pmTLp1rcOSKEjRgqJtP/AkNq8B/g1WxgpICbYzUv4zTsSmYl2gzDYF22P8woRLlSnaWtm0zUOlIf63KZ9VZgXZ1mZ746gbnrTUitUWycn/Z/3IdrMH7rUA3Gzr/v+UuLMRqslIcp6FK5FOgeKGzIQOu205YonanpN6I1YSk1bSkbiLbTloxSjxkK0X7aErxpS2rTnIxV5nmkl7W3V1Lm0ezju1fmIZdxa8cK2nnKPEMjRTz7r4+2zOqsY2GyCZeBujvWnB8+VcLoo2uD20zb18S5CkI9r8KOV4REHHPb14Mf2trZy5tl960TXboVsuavjykaCT94GanN7DTmQgpEJrKVziF6WpIAO05BhDhRQGKmILSURmFeXthB46sawTlepSBEkDo6zKsVC2pVJgEMy9YnYVgsiJht6ZeotwLr6iTzRf4NhpbESgtXKEBJBCbwyrDkpRABALKZKiFNvrJNI4b1KITrI0748+gd3hiR/+OnB/Hzb0/j4MlezE82MT/ZAEkW3JBC4N0flVm0Q+gNTpd2AUKjCpx7rpwqRZNS6Nufw8GT3Xjnh7MuE7WOxrv/jcMRAqOb5GSsMs8rqyjz6CERQpp5ma6t57bKPN4cTRdgGpKeUeYZ6rgK21pt2azOdnDbB3psOX4tWee5781g7MV5FAoF5LsyKA31AzaGchGlSUwaZdf21T+Sw4c2se1rM+2+daIAnAM1AZci1rz1sE1h5/LpzAFSl0Th2G1kMk8vIleaRGRIF2jnQN2xMhPd9u2OakKFP53Bx7xaFVlsX5hWJjEO1MrRe6/fmlmYjWMrsa5Ostefu8XPvdAtLFIgbijWU1ZalAOEwUN5qIhQnY1hUhqlS6IyAOKmXl9NeoHduM3nrzM5fT/ligHKE+sT4WhndtrSq3POwUDfH0nrtCVlAysuxCQwO54w9z2tMm3JZ5+b+1/3DfZukpPxlXmWV17gjva6BIR+3pNVlXlclmmeBb/9xSnzZPD453bWkPqV7G7hNr/ta8/BEvSDo6ENOP+pEwaA+SWF7iwKXRmABBq1EC//xS30HBA4tQltX5tp654neq9YtqhnXHgOwkSk9j94/WIWG/HnS5oMUzlM1M4/dZndsSf6cOzJPgBp8pF9fVpbw7aZF0iElvfnNrBjp0s49mTJkT+8uZhCAsNH8yiWAu/9e/M0vffvY6Q+1pXv5Yh0M7CuTrGLZ+aY/SkMexv6KNFYimBINYKA+etN1BcTQOkqBjHDaPhIHg98uIhcr+0n4sxTcYZqSqDQnyMl0GxQLfL/3M27Yj+baUvmfjH3cepzVqTbr9JzJN2cSeXmqrb+PFHe33XHYj/H5abPezPt+OlBDI4UIIRA776sfe7c9bWZj9lyzuujoJIEivT80dQ66JJ3onDkl0qolENACJx8Zvi+ZqQCTLp7+T9N4iffmEahp4juwYKttEDowNBUOsAJidDTvVg+DZoXQMh3ZzF4sBdoFvCjP5/EpZfnt/PS1mX3rRMdGil6EbVxaL5mrovAHRuxdaNJ0g+o0dhMWhu22axD0pGvzAD9B3I2Er6dGayLiJDvkqDUBkYprKt1Q+GeOsLwkTwKvTK1MSYpkkjakbZiXYtTzU3FujrB3v5h2XOgwstIgajJ47BIcWlPKW51IAiQpecCi1MxGksKUZVgxuMYbBmaZJaYjD/RfbrkqiAbMdD6+OlBLrkToXQgv+zzXe4Yk2WOFEg7TtXGEZv77KFf6kN1NgJo86YttdrTn38I2SJrSe89VkwHhCr9/tyA9QRKEQYezOHIx0ot16OWXZ/IACc+MYD5yQbuZ2Ue38zs5cuvLqJ/XwG5guGWAKaCAWGoAgQRMG9EBAAk/54Q+vuC9yYIQq4YYM9ICeeeW8DP/np6W69xrXbfOlE/owNa+sBaHNOyCJ2gJ8GnNxTl/dzPYC+8MM+KLt4mSUohCXXDNtbesG2c18GTveg/WEiROkgB7/6ojHf/65zLIOyGkqBRZULFrUt1/X75v959WZz4lZKNvE2mlXLEW4R1rcXCusL0hRqmL9Qwd21jCU480LoJU+PnCpRJRQEQ0KwoxE0eIZfEislmiVYIUgBIojGvMPV2E0ls7jPtRJX5Hf8+E1wRIAKpBEnETnb853c/8Pnpzz+EXFcGRDxtyQZyLRlm6n7RDnXwwTyOPN4H1frz1oqFIpx4cgDzGis/vknTltpZz3AOn/rCMczfaAAQePjpYeS6pb4OpDPnlud45nId539cbvNz50h792XxoU/txdxkwwoL3K/KPMbCWoLv/sllzE80IbMS+Z4sQ0hSl86NI5U6OZCMg9pxkbo4Y9jSItBH6SCEgb1dmH4nwpmvTW7bda7V7ltM1OCLIjXdgSADjxbvsV3TfZZKY1iaJWtYrAZbSWGLrY6JbzQSLMPXrPPvrxVfZELFLVx6ZY4jvcBJmvH75jYGCCf2n1isi1yfKL9TAOC5g9fr6VKxciXdrcS62tlWsv1YWJ+gdwQ9RAFWyso41LBOIChkspLn5kIgiVkPGXrdNanVVjR4XjGh70DWiXBUTWBFoASoL0XQtxfGf75wlytn5N+O4ttf5GlLDz89jEsvzyGsJW7akmZhKkEeO3Nt05aGRgo48rF+XH1tEeUr9U2btrSaGWWeF9sp84zXLSZKBqOzpCJdgTF/SGOiQRZamacbPUO5XWWeFvvBl66iptu+irpv2vZLa0fpz12Gvr8EzO1F7mgyVUu243tMSKC7lEP5vcYdz17eKruvnehP/vMkP2Bk5ofqKRamYftXBgEIXPz7BTeHT0dMMhC6YTtEbU6lHCiQ1uB0GKhzTA+cdA3bg+to2M7pUUMvfGWcHbjuA4ViFqKZUiEEsdg2GVauZu3CkCoM2N/6vtu//2J/BtXZaEuwLmPrYvupjWH7XT27AFOSTWegLA1pPQoAFRIiYrKZJAWRCZBE7EiVNAIWCUjAZqqKCJXpCNki0KwlUBFvHEoBSaRQX2CCmd5KNkTkf2ikiKd+/zBe/Mo11JdinPrsAcxcqS2btmQHXHv9rTxtKa3sY6YtPfDBXhR6AjdtaaQLn/rC5kxbup2Nnirh2T3H8PwKyjzVmZDnxYKVeZKQyVO3V+aZ2VXm8ezMVycwP9EEhGn70kGmAiAJpCS0jBtnolqhyzhSImgJxpY/TND/jk+4GwLo6c/htW/e2ezlrbL71on2DufQM5RFpRwh2yUR1bU0nmEj6nYAIQ0pR2uMCu43Szds641PR+hms0mxXpWXiSqlG7b594+fHljXe7ejjsbrKB0oYGGqyexE0w+nHBuxVVwawkSK3F5B/Mbt+zdlR59gdeSXSrj06vyWYV3t2X7w2H5aJoMjA/DG347tdxM9B+S62H5hnQOidJ+w38CvSRLm+wlPJwpYCxIywxmy0ap19wBrzhIRGqHCjbfiVMk8qis0KhHMeDoT6GyUyD87mRzLv/3ldRw+1Y+TTw8jDmnZtKVKOYQKOWAsHcgDIBR6MugezKJ7KJeatvT6c3NIQoXDp0r4xO+MbKuTGRop4jNtlXkKGE0p89gQctk5K/PMYuZKfVeZp8X8ti8zDjLRpXEZ6PnFul3aOEzTHgbDGRAEoY/mPldmXyKTaID5eTpw69uzMW1fm2WC1spquQft7LemcPZbUzj28UHMTTSwMBlCCMGZnYDrP5MMHcuWkp7dwOHmo/buy+KBk9146/myw1gNOUM7UCKvYZ0I//zLD6+b6bo0E+LbXxxDoRSg2JvF9IWqnofq+hrt+7XSdPx+h0eLGBgp4MJL8+5GbpNJB1mBo4/1Y+ZqHTNXajhxehCf+J2Ru1nyVc2KvP+0gqEHe5ErBhwMWCdqrseNueJB6FqCEbAlVMPmChsx5m9W8OgaRd6/+Yfv2lKVDAIIKRAEUlcfpD2HEAj0z2XA9wkfhRutZ9uftAPlG8K7D3jEXNxQiOM0SzrR2sUf/sd78JFf27eha/zqNyYx9lIZmby005aMYzRY8ErH+ck6ylcbuHF+CSpiFu6pT+/f1GlLd2Ll8Tp+8o1JTL6zxJ/lHSjzPPLMni0jSO0E+/6/u4LpsZr3PASQAigdLEJIIAgCQABDIwXEIaE+p0y3CwAeKxkEAnHIPACAeSQC3r7jcUYIui9XAFMXF/DoZ/bg4afuvO1rs+y+dqJhLcFf/cE7CGuJZosJLoVKFpc3JQsIN+rKsDVdH50RaCDzP0sgWpbZ+aQjTfA4fheOqTxex7f/eAz7jndj6HARF1+eRVQjyyblpM1/v3o/NH/A+8JgoQbr6tufw9HH+zHxZgXTY1UMjmwuHsRsv6uYnwwxcKALxb48QNCCGMJiLBwHCGb4kSnp6ixbXw8LZLgpFETA3HQFhz5SwEd/Y3WH9NV/cQ5CSi5VSQkZ8NfGgUrzM/N9fb9wCd1F6NqDakxUt1FYEphiZm/sSDrKa5tiwhd//+GnhvDYb258P2J5vI5Xvz6BqfMsSxnkBLqHsugdziOTNXxDdpyNpRiNpVhnqu4GOv7kAB79zP6ObnVKK/MYEhqlHgRTqQGBRzdu4SCMnWIXz8zh5a9Nttz3EjIQyHdnUOjNIJASIuCf5YoSSQgg0FOwpMTeEzkUBwLceKeJcCnxWoxgnxWYZEOz1YXu0y1fZy3oz/7ZiY4Lau7bci7A+OJjnzuIl/7iGozGKCkFCSaL2DFRerqF1JiitKU9OIxRR+pOzLpl6oXXRtI9kMGSbdi+c3xxaKSIp37PYF0RPvrZgymsS0pHLjIO35akTSSulmNdTKjIbhnWxWy/91CfS1Jsv0CLvEtNVmC6vNBsP1hsRUjNR9B9mHZOpslYhdBsvybOfG0ST6wi8m5LqaSnmOlSHxHZQdcEYaeGGAUcDaYjSVrujxTrm/symaHrMn5KvY5KvY+lW81NWfOhkSI+9YVjaSdzrYGFG830/dFyvNNpS2EtwdyE1k8tBhh4ML8p19Vqm6HMcz/a28+XTUq5rH86bhKSvILISavR1awTZ6yKWMObCIvTCUQGiGukdUdcv7Tfi29aDQW0hKoOkE3b11rGRm6l3ddOFGANzre+fwuz1xro25fF4nToFFCUmWqh5yzqMVGJmQRPgMHrzOQTmMjKy+58tu6Rx0q49MocxAY1bK8d6xKolJsW6+oezCKTF8jkJLoHcygdyHNJDwLTYxWcf6GM5lKME6cH8fjnNpdQ8YMvXUVtNoGQ7dh+GoH0HKjJJNbE9jPnmu03exu2X7YYIG46Uo1scaBm4LPwp6H4yj9GoxiWI5HCxl1biz/Qel7/nnagylUEBjdZWnFNTuYOpi1NX6jh+i8qmHijirDG1yOltNWOOI4RRwqHPrx1+qmdOAhjJ1hYSzB3vWGrLQDSRwIaFYVCj0Imq7HRLHMugkBzSwKBxoJCfYGZ/jawVB4Xw5ZyCWZ4gtCzTKMwAQG7TrRT7enPP4S/+aPzgBDYc6wLty7WoRKe/C5AWnFDLZsEDwgMjeYxNFLE2IuzpoIHYHkmKgLC8ScHcOtyDRACx57YuIZtf9TR2EuzuHJ2wWJdo4/2YVSUbot1VWaauPTqPG5driKsKmQLzMLdbKxrNbYfSQLasP1kYEhSrWw/D5kg6H/nMm0SQPdt2H6DdqC1mcdJNsOVQm8Q5LOiOStWQt8nicvcYI5kNJXd0Yn885v1S+lBVqB3IGt7iLfK7tbJhLUE7/7dHC68tIB8IY9Cdw6lwT5gSOi4xyuhEm/C9Zkmzo9Xce47ZQyO5vDBHaqfei/b+NlFrsyYEg0kP14+ex1AVCcQJcjmMkhiQiYQSMDTXaWQmqyZWPIcSA/HANB3IIOhh3IY/+kSwppwCnAKqC+F/PwL04LWWXZfY6K+lcfr+PYXz2PfiR4MHS7i0stzaFYTDxMFGJNL3ziGRQnAelBb49cRFuOLA5h4cxHTF2qb2m9msa53qwAIQV6iZzCHnqEcMjmRwoLiMEFlNkJlJkQSctkk15XByWeGt4RQMXW+iue/dNUj5wjke7PoGcwyqUdosgLgiaW7z4KrAKQJR9xcD6T7GG1kC4e9hPUYtaV6W7bf9/70IqbHah4mKjyM1MNAhXdu7g/h3R+epTPRFiELPcfVl6QjDxN96vcOb6uwxVrtvVcW8Nr/dhPF7jx6B7p0xUB4cZpxpOxAzX5sytgA0KyGqC420LNP4KP/dO89NzJrp9qP/teruH6uYp9TxxFw+Kj0yHdBViCbCyACySXdwJCOeLdk0hCBEn4ulVLIZAiDDxVwc6yOOGK5S1KEOEqwdKvBHAItaPPMHx7eEMb6RtluJqqNe+kewgtfGUejEuPUZ7lh+9blGuauNQ1rmzNSv+/Sx4wA21cns4Q9I13Ye6ILPUN5vPvjGcxuQcP2SliXKemuiHU9yljX/g/0bJmQwuvP3QLglYakRFxLQP15KCgEQYAkUWm2n2cyAwSB1Gw/CQiP7Wc+D9MW4/XBZgoBatcTvP3D8jK23+ipEqbPV6EICMCRcCDMUWekGpQ101eklKwRKhxJxbXB8HQWPwN1ClCwLF0rMUmETF7aqT6DHS7yH9YSvPbNm3jvvy1iz6E+5AqBCzAFAE0qAZEelqCFTXSm7uZ/Ewo9WeS7s4gaCZ7/8gRO/cYwjn6s8wOITrDNxJzDOqtpSVtq01wF8wsaOjE/p0QiaioEGQEKWJAkShSCQJdowdwAATBHgBSaIXDjrZpVfCOlENYTNCoREwdt5UxtWNvXRtmuE/Vs9FQJn9pzjPHF/zKJw4+W8Miv7kUc6oZtjS8CpmGbN8auwQwyedm+YXusivM/nkSzqnD8yYFNxxeNbRbWtVF28cwcps9XIQLnkAAAUqCxFKHQm4GRBJu7FiJXlKAEgB5fJ6XAniPM9pt6p4nmUmLZuKZSSvpEJ6Q6wPFE3r9zE8c+3p+69sOnSvjJNyY8JStf0YpL+sdOlyCEwMWXFlJKViQIQSAwfJQHWtdmI8fWhoeJktLTfYykousffuCRHizcaKBZiTB4qLClylDrtUo5wgv/r+uYn2hi4IEuZAqaHyBaxu6BNVKJCAjIIgkANGeELE4mBLfN7Bvtx7nvzGPuWuO2jOr70bYSc67oPcPUDDhAlUj1U9tEwnEHeGwcEBmlNzuLQVfsdEaqlOLf52ZqRKFC1IhZUtPcH/p10abSs92260RbzOCLr3x9AhfPzOHya/M4YBu2Sxilvtv201VmI1x8eRblq3U0lmLkt7lhuxMJFYbtZ9twcOdsv8iw/YyyzkpsPyIk5Dbsdmw/Xqs8KjNNFHpy3P4kWFpR6tyW35N+jUSzuMEZqcjzpBwz0Noq/xjpyNRwAsfaNe1P117ngdaKCCc6WOQ/rCV4/ktXUZ2LkclJ5ItZDW2wFCMATzJRl9wNOcxgIIKDCwnB0LUZGK4d8MC+bky9VcfLX5vEx1dhVN9Pdu67M1uOOVdmQtt7brh6MGxyj+0PcDdDIHSgpANECc0lUaLFgQIqSQCCmyZl2r4UYNnqmu9gKn13M91oM2zXibaxXFeAX/7dETzyyT149esTmHhjCRNvLEHmuGG7ZzCHTE5Lc+gbNw4VlsrcsJ00+UbJdkk8+un9uw3bLeaz/ZbT5pez/azm70psP5gMz7D9PLzNsv2wAttvaRnb7/jpAfz8W9M4eLJHD7RuOm1iCLzzd2WNgwrnGAWQkILSA619U4rQty/LA62fn7UYqT9mjgz5iIySy/aK/N/OfvClq6jORpCBZJUomAzTyxQImi0NPfbK66s2v2biz4CVamzmCoIC0DOQx8zF+pbpp4b1BHPXTVlUYuDBzsBl33tlAW/8bRlBkMHwgVIL5mw0nklLPgt2WwRW8erOAXu60ayGePk/3Fo35kyElTNO71yR4oH0uu1LKbLPh9Dtdo6r4JS8SHEGarkLpk2QvCO586Vb4YrvdTts14muYsvxxSrK4zUs6GkVK2GMh0+VMProbsP2SnYnbD/CSmw/1ghTZETeNdtvfwZDR3IY/2nlNmy/hWXvzx9oDSCtTaxcQiUlmI1rMD/hsbfJj9C1yH/LQGtAK1fB1yrm3z/+5EDH3jtnvjaJuesNSEP6CgIeVk4AiGdGktBHEnpah143sGMl039teY1MEnOsZtg+296hIn7215ujnzo9VsP1cxVcP1dBVOM3KAOeAiOFRBTxcIMHPtSDfVvUiuNbJ2DOuaJE1FAQIrBEMM44PYdqMlKl+H7Q7HXSfdMqST8PlOIEwJLtjj3RByLg/I9nYao9/PbdcbPbvtZru050Ddbp+OJOs6tnF10F3Iw/giPjwIt8k1AAlCCbCxATY45W4MKSdbRgQcJ/IVEKS9Mhsl0SYZ0Q65KRYfvVFyPNUeCNplXk3Qy0fvEr4+CSFY/JUfAENoT0SGVmSk7itT+1YDn66DLkdP8wiFjkv6yQ7ZJ4/Lc6c9zW1PkqLr08z6VrMBksiROAMhwP6WuUGoe20pMAAD0YAYLnSpqNFwRB5BysDoRYGITXqLSviDNfm8RnN0g/9dz3ZnDhxQXki3nku7LoHywBg4b5rYuHHvYXzrjhBgMjW9OKY2Z2bjfmPHCogJsXal7GqTNNIkhq6ZeW0mWeidc3LUxtwbW3EC0fG+m96VS/tMwK9AxkMTvRgK1Zd4jtOtF1WifiizvNmO3nYytSY2Oa73eXbD9h2H5v1vSga7Rh+yn9Qu3ZfizyP4PyeA2l/QUs3GgytiMMxsNj53hDa+kf1hGC0BmNY23Dsodd3yhvcA9pkX/C1g20vhN7/Ts3YQeVS8a0kwYhSQgZwZkHCYm+AxmoSKBSjllpSstKSSkgswJRk9cBOsBQGiNlrVQ3RMEoOmWzEo3FBG8/X8bDT9+5fqo/3GD4YB9Mq5RpU7KlZjJSgOyo8j1Z5HuyIAU06zzcoPeAxKPrGG6wHgtrCb73P19GdTZCJpfZXszZ6z7gzyVIHUnofmnDXpcmI/b6po3Dp7Qj9adcsfDIHDtW+3N+fpOmwpyuAK519vJW2X07lHvXts8c20/vWIak0KZ0Y48ErTdLiJoKSVMhaiRQkUIUKqiYcWkVE+LIO0YKYS1BbT7ithFyr2sd3gr29OcPI9+VAQh6oLU3qJ3YcZsB1qav0xwHDuVx5PFeJyrvi8t75zLDGOz8JA8CP7GFA63XaxfPzGF6rAbAb0viUm2zElvRfKUIC5MR6ovcpkP8D0AEDB/L44EP51HsY6ybvPUnZcgrBMBgZHqDFTxi7vXnbt4RsSSsJXj5P03iJ1+fQldPET1DRQBa4UrqjFfoc8ElUSEIItBptSTGdANCviuDwYN9UI0Cfvjnk7j08vwdrujK9oMvXUW1HEEKiUJXAL+0yUYWcxbG8dv3D41B85GExpy1I2Nsmq+XMedo1WsYfbRPB6JpKKK1FKuUWn6/26NC4j0fdiC89zyl/j6RJiHx384WpM1M1zp7eats14nu2pYbO9G048QKDtSyV3UJVGkCgkrYUUahQhIR4maCOCJEDYU4BJr1BGFdoVFJEDe1+HvL6xm6/kqbcs9wDs/+66N6DiXh4aeHkS0K+/pQ2iGSfj/kNoxbl2sYe2E25WB9R6oUi/x/6Nk9mJ9sYuZqDYMjXVs+0Ho99s4PZwG0kMDAjjSqEwcxCYAE/Jk0dE2X3AD1hRsRmktAc4n09/0ytxbM0Ni1QsKZLXGGKiAQ1phRvR4zww0u/2QJ/fu7kMmzcg7P21WMbQs7d92b3gRAY9/COCYwqQ2CkO8KsPdQCW88t4Cf/fXUXa+vMYM5M/HOYc68RpxmksWQwdcBLwHV0php4Q9hM1ONmNh2E4M5T52vtn0/h0+VYAVDyJHgfId37HQJx54suT5o734XkhnrxVJgv2/ZuN7zY/qljWM2z/uDH+xBoZcrM4MjhY6rBO460V3bcmM/tkLmabAQuH4yn73aPhNsOca0nO1H3uu0sP9WY/sNjbLI//z1JibeWMRHP3sQJ04PYHCkYDNK35GSP43Fj7gVv1+ZAfYcKeKDz+7Bw08N4+pri5geq2gS2/pF/sN6gukLNUxfqGHu+ubJBIa1BOXxOozqjO2msCQXgWaFAxqV6M8rASjR03SIM9HGIuHGW00kiYcNJyYDcaVu4zi5j5D/i8IE65V+C2sJvvcnlzE/ESLIChSsNrMmNVmNZnakhkVssUddsrfs4gBg7UnYjK5/Xzem347x8tcm73qdDeYshCnZGswZKUdmOHk2kAHAmDOfmUHYXHpnyIP/HgCluA6jFGekUOjXmHM76xnOoXc4ByJCvku2YJkOmjDVA9USWMqAMHwkj0KvtM+BeW4AtHWkxoGCgPFfLHIgqxSOd2Db1y4mumtbbrligKiRrJHtx4ILju3HWKTyWLCAKy05RaA2bD+T0VolIawJYxk9VcKzwzn88H+5glf/8joeuo3IfxICgEL3YE6L/AfoHsigdLBg53ZOnWeR/8ZSjBOnh/D45w6uyYFOX6jh+uvt2aRCSMSbxCZlMpjLQLX/SXE8hOBMEV0CAQgiw0ObA8HdtVIILYNMVgSDN0oBRQlKB3IYeiiL8Z9V0agkjLdq9nJ9MTQVTIz/YmnN7/sHupdVCIFCT861YRBjd9CZGXRGJ3SJvx3LWnrn7MEA0gMOukp5lN+r4eLL8zh2F604PuZsSFmMOStkRJDGnGOByszGYM6ZrERjYWXM+fjpQfz829M4eLLXa/tyCl7v/qhsM2cphe2fpkShUVU491zZPa+a89C3P4+DD3fhnednNQba2vZllL20YxWd2fa160R3bcttYCSPm2OtbD/cJdvPlZrIw1jYvExUlw1lVqBbi7yT7wlWsKHRIj79Jyfw6jcmcOGlOVx5bQH7T3Rj6HAXRh8tYRQlfh2v4b31vFJmkf+ZyzU0KwmyXRIfW6PI/7nvzWDsxQUUtolNOv7zRUtSIdLtPeQ2er1jAxCIG7z2ghREICFiDoAUESgQQGJKk/rzShQUAYvTIXJdAs26yeD551EzRmMxTpUsp96tYv/7V293OfPVCcxdb2p9VzOLFvbvKCIEJpU2EYFubLXzgwHvdT3oQcJu7EQKkALdAwWc/eYt9NxhK47BnFunpRAYcxY9AlKT6RYmI2TynK3y++PnYPhYHsV+gel3Q9QXYsacLcasr8KryJA+QvDgg9efu4ljT/QvC+geeWYP3vr+LVx6ZY4dZSCdgIhSdoyklUKVAkliWOtGcMR7HqHbvq7XvXK+wUWdprR1rELg+JMDHangtetEd23LzTZqAx7LT5Md7pTtZ0rAbdh+oPZsv/l1sv1yXQE+8TsjOPmMFuF4q4Lrby4hk5foHuSB1kFWpDKYqJmgOhthaaYJFUGXxDL4yKf3rYmF67NJ99whmzTcADZpWE1cG5J+XakzCqsU5bGrVUyIiSACBeQkVJIgyAIUCytcYTZIAWiMG7j+RlV/fpwhNasxmrXY3i+mcHjj3cqqTnTqfBXvvbKgB6brjC5WoISAQAFKIjBzXzNcohSCCTwmUyXjYGEvy5awTT+rwWqNg+gdLuLlr022HW5wO0tjzsz6FsJhzpmcQiYXIACs8hYzdDVbXARYuBFBBjnGnKHJOOB+XYs56xI5QFYEnjRnwGDOrQIkua4Aj3/uAbzwlXG+XjvFiCMqZfqlhS6RJ2nWum1LM+vYAq2olufXHIv9GVRnIztVqhNt14nu2pbbyKN9uPEuT6q3ggm6URytWrVCQMFEuCrlQK0cvYm0U9Gsw0Lthm1/j9l+hq27XrbfSiL/izeasFtt2sMBYn0DrcNagp99cxpX/tsS9oz0IVsM7KZJZkMSsOshrWezFTx+2QDId2WQ6+pDsx7jh38+iVO/Prhu9Z9KOdSOTLr3QRYi9QKjFqEJJZCEWrkmVtzPCHBfqP48ElPC044hSRRURAgbscW3AVtBtRvwavb6c7eYS+ORn+IGZ7xS2bk/GDiUh4oI1dkYJkNSIARZCRkAcVMHZKz8YNs9YN8HuRJlQsgVApQn1t+KYzBnGZhMWGryj8tImxUF0cvjGaUQUInrxw2kw5yn3mrqWbZeidRAJOA+alOxAWDJerGHObeb2cltX7cwO15H6UABC1NNLfTAmbjJRIX5/P2+aVMBD7Smrvc5pljYHu57RLd9gQiPfLJz2752neiubbkdPlXCq9+YABE/WQTeoEg/kIIkjp3uhxF5B7gkJPU81yArMXyERd6rsxGM5BjgRbaGtLBMo5bZfnOTDTSr0V2x/XwRjqUZFuCo3GojwiH4d9e6CYS1BD/48lUsTIYYONCt2aSsBEOksWGbCcIq1sCQSjRrk0zqFghApdmkc9cb+OhvrL2VZulWyBu8xZSZrGI0Wpdh2aR/pisLep/1NnSflEL284ojn7XpbbS2kspfNKsrt7lcPDOHqfNVBIEm51hHJNFYjFDsy+llEZi/3kS2KAEl7PoBAsNH8ij2S9zQww2gKyCJMpUPIzepHUDC9ygReLjBCmXRlcxhzqakbAIUl+GvBXMWtF7MmTPRtWLOT33+IXz7i2MgEPYd78b0harGQDU5C4zLEnTgpMhe1/BoEQMjBVx4ad5VFpZlpApBVuDoYwOYucql3k5u+wJ2neiubYMZtl+lHKHQFSCsexkouPSj0xWbUZqxYzyzkNl+VuQdHmtRZzytGalPnx//BYu8k6INY/v16mvC++/u7xg2aW0uRpCTlk3KjjOdARLv9zDabj4Zxgk+GIyZbILMbNLGuoXdHSmLX5I1jB22SIqAAPrzgq008OcmkaRK8HrjNCQSlS7F25/Dd6TOoVZmVmZUv/3D8vI2HH2MQkI25LIolxhZ1SoIJIgEAv17i1MxRJBBVCVb8jB+E2SkGkmvg8PmdXLadrjBasZtO9phmgoGwcNqXWl5JcyZWjBnq1WrA5KltpgzIWrGaOqeXoP9roQ59w7n8OwXjuLbfzyGYm8WDz89jEsvzyKs+c8pv19h7hf9ud+8XMPNyzWT8Nugw3EVSM9e7sfEmxWUr9QxNFLs2DKusd0Wl13bFjPO6+DJXvQfzHskAn7A3/27Mt79u7k2QgUJGtUY554r49aluhY44LaS3r05nPjlUmqDUC0OtNPZfoZNCgHLJgX0+DRD3vGOorUdAy7yl147igBcr6MwbNIIF9coFJAtSi9z8Mgp5GX8cG1F6bYkntZh24FSbUk+C5Md57En+3DsyT593ZR2rHoDHhxpj+uGtQRz15owjocAi4maynqzonTvMOOkUJqsRsZRSjTmFabeaSKJzUav3wOPv9TfMNcnECcJ93KqBEnETnb852tnEYfVGF6/UArrtuQ5YwZzbhLipkIScyk2Sfi6ksQXHCF7nWFN4fobVcQNhSTi36svxajOxy4j1C9w493Kiu91aITbvuauN3D9jUWc+uxBHD89gMFDhVS/tB00Ty2fu/9zLTiy5yi3fZ18ehhXzy5iaqyCQQ2bdGoZ19huJrpr22JW5P2VOd7kA6mnPhhWLpfM/LaChG7D9pusY37CY/tZjGVnsP3SbFK5CpuUmB5rS3+bzyYdGilieqwKQa7tiHTpnRRnmqS0I1fs2NNYNkAigc3Y9Puyzsk6JMeVNn2CZoOXAdC3N4/Z6/UV3yf3kLqMzkjjGUdqAoywznloJiuhhMYKY1ZFMhk/EpN4muEGHED0Hci6smhVBxTEJJ3aUsTQKbAuUYhKObIlcYc5e2SxFeZ3rg9z5jVPYc4J3RHmPHqqhGf35Hj28l9ex+FV275CqJCDq+7BrG77kugezKF0IM9tXxCYHuO2r+ZSjBOnB7ds9vLd2q4T3bVtMSPy/oIReffYfsJj+ylhGuMNqQh3wfajjmX73ZZNmkgEwV2ySeEwKsYgxZrZpK5U6f5OoAMZmTqqtMaw0P2VhgRlSDhWWKH1cyJceGE+XTHQR5UAcxPsQFdiVF89uwCT0flj17jP00yN4QKcCgmRZndLIoiMQBKxI7Way0kCEnCZKhEq0xGyRRa6UBHXtpUCkkihsRCl7svW4QYr2dKtUJeUXeZpHKdZ//ViziBoDNdgzpyhpjDnlgx/LZizMTN7+dVvTGDspVlcObuAfce7MXy4C6OP9mFUlOCwh/bHygy3fd26XEVYVfa5XEvbV6fYrhPdtW0zI/LObL+8ZfspUjqjMZmoY/ktZ/tJO04M3objMhxmfZIiHHnMsP3QcWy/NJtULGeTSiaRDK7CJhUBkDT19bdjk0KXYnWmSIlCrrg2NunoqRKmznMm6tjTBBnAy0SVxrZ1f69maybClZitY0e6VGswbVvS1xgZZ4L8fjNZoFnj11uJUR3WOZtt7Wc1mZ1xpMJguwkPgQ8yXMuVGcEOKRD2PTEcwCV1IkIjVLjxVuwkKEkhqis0KhG4lcRhge2GG6xkqUzTyzh9zFmsCXP2PucU5uywR+h1JXjna8ScfWtt+5p8s4LJN5cQ5CV6BnPoGcohyAn4A8PjMEFlNkJlJkSiM9R8VwYf+bW1tX2tx7ZiPuyuE921bbWnPn94VbZfch+w/ZazSaGPEo0lzSZVy9mkPLBjZTYpdGa4KptUrY1NOnqqhJ/850lXwiUuGfI+zq/z/l8ZBCBw8e8XkGhlKfO5iYBxr8pMiNpc0qZykO4PdIIZHCAdPNmDhakmGtUYg6NdKzKqKzOhdSQGUnTTglw7UDrDM2xuCZUAQnL5GYYEpefVEr9BHaDx+4vCGEmDEMem9mvar25fEvUtW5RImuTep6LUdSilBSsUIAO37mT6qJMEwozrgy7Z68yeMWoPc36iD0SEsRfmYUk9a8ScV7KV2r5MSdcvQfvHkUe57Wv/B3o2BFpZbT7sZil67TrR+9S2IkJbi6XZfpl1s/1uXa7ZB1/5EbWOuNNsv1pHsv2WsUltRgpETUK22Z5NqmukANqzSQ3W2I5NSik2qbgtm7R3OIeeoSwq5QjZLomoTlphymVEZDDtxGDbesNMCNl8gOEjOcTNBJWZiN+f/pxMeddlfeSRw/jvX3t90W70x59cmfFamQm14g8HCcsyuxZM14jjG8EAzlxtDVgvHzt9J0mneKJQwuSklVnEKw83aLWhkSKmxqpWseu2mLPfR70Mc3aVGbN+PuZsLI0505ow57Vcx3bMXl42H3aotDZFr++UMTB6d4peu070PrF0hGbaH7QWrZAIwwgq0RHaiS48+KGN0Vxdixm234tfuYb6UoxTnz2ImSs1lK/WUb5a1xE3uQHewsP2TGRrSpeKEOQEhkaK2HeiGz1DWZx/YRYzV2oYGum6I5H3zTTDJuXMhxvspU1FAcMmRTeQyWcAUshkAiQgZASXHoVkNml9oamdIrxytskuyMv0BBKVaLaSQhIllk26WkvG8dODOPutKTzwSC/mJhpYmAyhoDlOSuHd/zpnFXYoES4TFQKNSow3vjsLv/0GAHr3ZfHAyW689XzZZk7wHFarJjIR4fAqjOrWDDSNMRpSk+A+SuEfdUk00ZUPk1Fa0hO/nyTx2nBsQOK/jnIZKYClW8013Qe+46UWzDmNPWvMmXTfdDvM2VuHdtyAMR9zJnMkqMhgzhszs3MrZi+vOh/W6xYCeSQtsbHzYXed6D1uqQitmEX/UD8waBq5YbU10xFaBW/872X0j+bwobvUXF2rObbfFfzkLydw+FRpHWw/iUxWoHvIsP34IXBsv2TNbL+tztAtm1Sk2aRYxiYlEFRbNqndIMz+bdmkAJaxSeE2zgQtbNKFVd8r66fO4NLLc6x3rntmlH27BoOFy0gthu1jolxiBhHmJ5uYm2hoZ++XSp3jNG1KIODE6cFVN+ZsMUDcdIGWwTZtBiq9TM/L6KSUPNBd6HYXr1/Zz5D9jO7oE70gctKSqUxUnw+u0RkdNpiz9/585S65YZizaztKcQcAZPJAs8rnnTazs9WWK3pl7PNDZh1MYIHbK3rl70LRa9eJ3qO2coTmGvZ1qL5ChNZjNVd7DkicukPN1fUYs/1ObADbb66F7XdwRbZfuwzdYChSSESbNBXFWCublL+A/jzME+/YpDExdidJQWQCxyaVt2eTNms8xLwdm1TpF16NTZrrCvDY5w7ipb+4pjd4jcnBOHap7y/WOJaaRZ0SJ7eX5yoHgHb88DInOyaL0D2YwdJMiHxX5ral+MFDBdy8UHeZp840FRECjW1KCjztV9M+lPD7NuQ18/48x8PvLy0IYcy2uSgWcu8ayGJucu2j6UZOlfCqxZwDxvKlZGIZrYI5awd6R5izaoM5V2IMjqyMOXeCmfmw8ylFr2RNil4mPiWCVfQyAdWdKnrtOtF7zGyE9tMl7DmU1lyFwYgEtY3QdOCditCM5uqP/nwSj96B5up6bXW2XxY9Q3lkcsIrCQqP7WfGkBFyXcGqbL/lGfraMZSNzNANmzSN3Tk2qRXx1t+nBIibijFRpSAznKGsmU2qMb1WNqnJYG7HJj1xehBvff8WZq810DUQoDYXu1I6DJs6nSFxZgeXkRoM1Mv0ACPU4GVOhlH9yhwEBE4+M7ymUjxnnnBsVjIBhYKkdhkdrOP02d+uf9LDar3j+RfmLX5rMzsAUaiHG6i1l0XTmDMLznMJF7fHnLHBmPPplUv6221rVvSSei8TQFrRS9oAiSEtYe8Hk0isV9Fr14neQ+YitAgDB7qWa65K6UVinCHYhwyOFUqEZZqrew716QitiY/+xr5Nv5aV2X7Nu2L7tcvQBXhjN4HE7TCUjczQmU1qAgJp4xkTIBDIYmAAmYCaM4rYtTdAKNfeoB1GOzZpHCaIG2o5m5RWeZMt9vTnH8Lf/NF5AAIHHu7B5FsVCMHvW4FcRifZsfrTPAYP5TE4UsSFl2bhWMM684OwGZ/MEI4+PoBbl2uAEDj+xMCaGNWjp0qYPl/V60Sa1WyOznHaKUFaSpLFKtJtVKLN+2qP2XrYLSlk83q4AYDBdZRFfcx5fqKBhRshi8wHaMGcJbOvNwBzbp16dDvMebttbfNhTWKwNfNhBfl0rV3bsdYaoe09zLJp0rRNSHYWVgINXtblOyJosk5qgyOLt1XnGxg4LNelubpRdjdsv2UZeoG1f4TU6wMn5GA2UOdQdVRrapGKf6NZj7Fwq3JXGfpX/8U5CCl53qWUkAF/LQPJOsFSsnpRIJySkf5dIfh7XA322aTKYolmo1QJWU1hXyqRMxL9c6Xw8FNDeOw3b//Zlsfr+PYXz2PfCSainX9hFmEl0RuXu89cu47wl5NNlz0chsj3Yt/+HI5+bAATbyxheqyKwZHCmuXfKjMh/uoP3ub18dZLahELISXe9ysDMMMNhF4/KfRA6UBgz9ECKjMxarOxy5bhYaLkSqM2o9Ol0YOP9GDhRgMLUw0MPFjAp//kfWu+F8Jagr/6g7cR1hL7+RoHL6UAJIvMw3xfL7A5msMydrEpNZPLPB3mrOz7B3EW+onfGVnze95KO/PVCbz36qJ9Prr6c+geyEEI7pGGYO1jXjceyyaEi4yF/yzrtQFBk8tg9zvXFkaYGV/EJ/7lwVUVve6pTDRFCilIDGwyhtdJ5iI0p7lqyAdmvFLbCM0vgQgzILs1w7uzCG2j7U7Zfm0zdFppKsoqGboBD1MZ+p1NRTHms0kF3AaYZpPqIMZjaepGwduySXmjB8ifapN6Hf6+3lLWzCYdGiniE78zghe+Mo44VDj1mf2Yv9HE1PkK5q41QUk6A1XmmArY3PsQGcLe0S7sPdGFnqE83v3xDGbHG+tyoIC5R/KozDRR6MmxQxK6v1Kjv8JcMRFjt1IiQcIBSx4YPmqGG7hSuxEAcUo/rdOB+NyURZXifuT1mJnZ+eJfXPMyZuL2G8XQgmrBnGkjMOeBDJbKa8Oct8vWPx/WcQqMgAtBpP6mDehM4CHubD7sjnai0xdquP56BRPnqgirfNFGOUVAIo6ZFPLgh3qwdxNIIZ1ivuaqkLxVmMheyPVprvJ3Ta6gSxy+8o3EujRXt9vWj6EIw8FymCTZrWlDMBTffDZp235GmT5aNqnB8KSbz6gAizE67M45zhXZpLafdO1sUoDLj4OjRa2fOoljHxvAI8/sBYgwf6OJhckm5qeYXJOEhOosY3Vdgxlk8hJBVqBnKIfSgRz6DxQBEKYvVHH+x5NoVhSOnx64I/3U46cH8PNvTePgyR7MTzYxP9l0LFcIvPN3ZVu+FVIgSbgUnpCCqgLnniu7P0Zcou7bl8XBk9145/lZu75+adSss8n4BO5suIGb2dlA374sFqdDpzzVIZjzdlh7RS9KzYdN0EbRSzhFr+XzYcmuFeCtk4lo1zgfdkeWc899bwZjL86jUCgw+aWQ82pEziOYDalZj1CvNBDWQ/SPbF3bxlbY1Pkqnv/yVS75BFwCyvdk0DuYhwjYqQYao5IZdqUGO2BNWvJCMrBwNVxpzdwedpCu4ge2UYtQr9Rvq7m63fbdf/Me5idZxaZ7oICeoZy+fmblSSG4HAToDB0uQzftGuBARJrStlkbwH2tgMpcDR/4ZGldGfr3/vQibl6oQ0hABgGEEEwaEvpcCgTSnKdLuLYU7bGT3eeVZpOqROHYk33WifqlXBkAXQMZzE008A/+h73rVnMKawle+P+MY/zni5BZ4MD7erHveBd6hvP2fa12rMxGmDpfQflqHY2lmCXgPs2ksDuxsJbgv/zB24jqGl9NrVvLEfBKzy6w9CsxAOznrlozu8SfDuRYvMefGMAnfvfOyqKVmRB/88Xz6OrPIt8T4NaFmn2/BLj71/ZNu/c9OFJYjjkLkS5VEiCzDnOeHW/c1fvdbLt4Zg5nvjaJwHyOGuoIggC5bolib06fSwjJ6k8qFLz/6fL3vvelFb0o0Q7WlG61trANNBKAwJ9t+foSSCl89s9OtA0ydlQm6pNC9hwsQYcmujQJ5z9tDY4giFDozqLQlQFIoFEP8fJf3ELPAbElbRubba8/dwuAidCQitCEAgJwJDbgRWiWfQim4/sRmvIiNLREaCbzIkXIFeSaNFe30858dQJzE012lK0ZuuNeYF0ZulkXZvekM/T+O8vQU5mnns8phSnRaS1htLJJgRSb1FwH0pmoy5QI51+Y49KuyZw0RhYbNindWZN9rivA059/CDfeqeDst6Yw8cYiJt5csplmoTdAoTfrBbo8oqsyE6JSDpGEfEG5osSjn95/1/qpZrjBi1+5xq+WKCBw66aIA8hUaVkYEhS84QYmUPLX1ThUx9I1GWmxP4NqWSHbJfH4b915WbRnOIdPfeEYvv3FMew70Y0PPD2MS6/MIawmuuSotaUT/TwisSXzGa3iBfu+3X1g7gsfc569yiXzu3m/m22rzodtErJ5hUw+sCXvtc6HJa2EibucD7sjnKgjhVQwfKgX2ULgsCrBmArglXLNNBCNIQDQmBIh35VFviuLsLF1bRubZcs0V3WECiE8zVWFQARaczUAKU2k0AFIWnNVAYlyEZpwEZoB4k0DP9HaNFe3y1oxFAHwTMOEADCeGBix8IwWOrCCB1zCbYuh2Mqnj6HoDEWsDUPxzbBJFQEBWtikgVOoMaUslWiWtdCO1GROaM8mdRu91x+oMTz+WBUyd8gmbbUDH+jBpz6gGdUvzuLGu1WUx2sQUyuzqZkN2o+RR/tw8AM9G9afaIYblMdrKB0oYOFG0yn8SK3U5fVZOuwW7v0ZzVW40veyTFQ7qId+iYcbEGhDRNSHRop46vcP44WvjKNRiXHqM/tRvlrHrcu1O8Ocs4S9I3ePOW+1WUUvCayq6AWBTC4AVFrRi6kDWtFrsWkdJ+PaZL8GTKXBV/QSQMt82B3pRJkUMo75ySYGDnQhW9AbXWAwKcdK4+9zSRKBPgcfOSUz/VVArhhgz0gJ57awbWOjLRWhpUo7K2muKgRBACKhMb3WCM0r2eoNtl2Epqwnub3m6nZZGkNBWwylNUMHmKWH22AorRn6ejEU3w6fKuEn35jwpqOklWqElDh2upRikxqlGhKEIBAYPprXbNLIZk7L2KRe36jfH/jAI71YuNFAsxJh8FBhQ0TAh0aKGPqtrddPbbWnP38Y3/riGEBuuIG/fn6fpVlPgM+HRgsY9IYbuHVFKrOTZrjBlTpAGzvcYPRUCZ/ac8xizodPlfDIM3sRNxPM32iiOhNhfqoBAaAyG3FGj3Vgzk8O4PHf6uyZnUbRS/jzYQHL9rOKXjUejr4d82E72omGtQTf/ZPLqM/FkFmJfE+WM6uAMwWHDRBAAjpgt9JOQppEVT84mhRiM1YhMLC3G9PvNHDma5N4YhvaNu7UOEJrWCo8VxT9gEJHaD06QtOaqwpaizPhKRDtIzRbCcKKEVqSrFlzdastlaF72CFn6DGKfVmtSRpg/nqIbFFuW4aeZpNmEdZUezapKcdpNqkC3/9Cs0mjpkJlhmyGxw5Yzw0lJ/XWlk1KLCa/XjbpWmwr9FNXe+1n//VRfPv/Poa8Hm5w8eVZRDUOMqTUikpCQBkNWl0iv3W5hpnLNZvJmczOnxJUOpDHkcdKmHizgpmrNQyNdm04u9XO7Pz6BC6cmcPl1+Zx4H29GBotYPSjJYxS35ow54uvzKYw58c+d/COMeetNKPoZTJQMoVHMqQ/A7ZgXfNhlVb0SqhV0YtgFL3UMkWv9vNhO9qJ/uBLV1HTjbVFzapsZVMKqReRO9Q1RmruH3JHK3FnSnH8MAhJ6C7lUH6vsS1tG3dqV88uelidTSxtqcNE2FGN89BMhtl8gYnQAsElQRuheZmLH6EdyWL8pytEaAm/zkoR2nbZcgzFkS/iJiFOZehCZ+jSy9DFsgydAK5ktMvQaXmGHq4jQ3ds0l7LJhWWTSrXzibVG4xS62STqjtnk3a6DY264QbNpQQf/exBlK/UMKOHG6RYrh4W6pO0DMtVaQ6BG26Qw/kfl9mBjhTxqX+9OcMNcl0BPvG7Izj5SVbxasWcu4eyyOYDrIQ5xyEHBhuFOW+lcYbpSH1S7/+mrWvV+bCklbxU+/mwtEGKXh3rRM98dQLzE03LSmMGIhjblAQoCUgClGBHqjUQYR8ApMWGjRH0v+MTIi7h9fTndkzbBgCMn12AEQjQeZYLGMARhvm5ahJipT9spSCzAYS+MZW5oZS6jeaqi9Cs5qpwGNFqmqtbaS5DF4yhpDJ0zdZuk6EnADIMgUBKLMvQsc4MHVh7hv7IM3vw5vdv4dKrcwDgNF29tgwSesB04ljVPiZmMUb9ecxPNDA/0XBkmBXZpPz7x54c6Gi91Lux0VMlPDucww//lyt49S+v46FT/asMNzDSkQrdgzxQOpsP0D2Y1cMN8oAQmDrPww0aS/GahxvcrS1X8WLMeWGqueWY81ZZpRym9jV+nuE5ztvMh40BIZTGVHUCZSAOeEpTd6Ho1ZFO1CeFGDp/Yun4rAVryJTGYfpKPEQCEMx4hCC3sOxZ3IIbOrPGtPr2rI8Usp0W1s3u7vcXOmzUYDvtNFeJFJAxQgzLI7T1a67SbTVXt8pchs5Bl7CV3JUydIlEcEDRPkNfAUO5XYaOtWfojk06Dpi2BI+Fy2QXeKSRRF9HYq8HgDt6Gwq/NVPCXZlN+rEOZmduhA2NuuEGF16axZXXFrD/RDeGzHADlGACcK9mmDqvlJu49Oo8Zi5X0axoFu7nHtjysuh2zezcDkvNh/Ucpz0Kf1qPm7+amg8rONlymPZtFL0s5wH6qP2Gaj8ftiOd6OvP3WopTUrEtQTUn4MCk2OSRGFopIA4JNTnVOrfywwQBBJxqKxDVcqx1XyHCo9llykEqF1P8PYPy3j4qc5s2zBmHxhd2+aSB+wDb9om4G2owmQgcQAVKy3OAB1YKO0Y20doURgjbhASHaGZUjmvnmjzDrfHxs8u6gycDPfABk6tGXrSJGbzQbPN2mbot5uKskKGjvVl6Ck26f4WNimkxfBImAzUF0vXJDuPTarMfb5FbNKdYK3DDSbequD6m0vI5CW6B7PoHc4jyIpUJhc1E1RnIyzNNKEivo/8PtbtXrftxJy3whzL2CmKodWRQljy33oVvVLzYdGq6OWO0O+jnaJXxznRi2fmMH2+ym0qHrsSkkkhhd4Mb5CBwNy1ELmiBCUAAiPxJLDnSA7FgQA33mkiXEqMn7QpucG3DITFGw472kxO4PXv3MSxj3de24ZvlZnQ6oLa0l5LhMasQiMQoB0kuTmESrVGaEkKK7MRWmK0VV2EliJZUPsIbTssrCeAKXKbjIIjMthSv87QOXsU68/QI4UbbzFrr22GjjvL0B2bFG3ZpIkyUm+Jxv7JssjasUntsZVN+vgAZi5vPJt0p9hKww0Wb5hMzgQmSJ2PfISHGxzYgWXRnWopRS/F+36qr3rF+bBOCnHV+bAwpLtV5sMq9+/aKXp1nBN9+/lyC33ZniJuEpI8QeRc7tOss4SbVDoSJ8LidAKRAeIa6ZKYSDccGweqhaQFCIkueYFWb6ztGPM+YKesIlLnLkIjGO1Vjih0Lbw1QoPGEshprhp25zJ2YstxrZqrm22VZRk63Dm8B4/Y0drr0hk699+lM3ToOZTpDJ3aZugmYr2TDL1nOIdnv3AU3/7jMeR7g7Zs0sRkpPo6oFZmk/Jlu/tkGZt0ZOPZpJttYS3B3IQZmh5g4MH8Hf8tvyy6NBOmSqPGDry/BxD8u50cVN+r5s+HJTA46WecihQCPX/VTueBE9RwnAFPGMUkCvD2txbQ04dAbjcftqOcaFhLMHddt22g1ZFyZNisJEwKyQasCZsVWoRYgjS5qLGgUF9Q1ilyxqVPLUZkNkLdL6YZl1FoSCGd7URX1FwV7SO1dpqrYg2aq4CvuTqvf8818q8WoW2HLZkMvZVk4a+PjWg5M3cYimvAX56ht8FQEgWVuAcwhaHgzjL0oRHDJh1HcyluzyY119GimdrKJqVlbNIszv94FmXDJv3C5rBJN9KmL9Rw/RcVTLxRRVjj65J6tiYAxHGMJFJ48MN3p4/dO5xD73AOB96/0Vewa3drBopKzYfVAa4wlTUI2/ZlE6cNmg8b32Y+bEc50fGzi7b2bUpyPjZqKnNRnUCUIJvLIIkJmUBH6NAjjXQfqCG/gFitRgLo25/B0JEcxn+6hLAmvNIlUF8KefMUpsm3c82P0MzYMhI6sNCZkyRpj3wDSb48w/I0DaVwrE475qlthEZwkRxv0L0DWcyvEKFti6Uw4Ntl6C6yJSOpl5BXIvczdOdAWzN083p2feDWbelWuOwt3s6YTXps7WzSCCCl0LNmNukQHv/cwY52oOe+O4MLf7+AfD6PQncOpcE+YEiTxWyp1X2+jZkmxsarOPedGQyO5vHBe0gf+362lebDknaU7ebDciC8+nxYUqZNzfVR8363fD7s7RS9OsqJXj276PqErQKP0Ns8YEkhREhCAVCCbC5ATIQggBsDZCXPeDAxS70JxEphaTpEtksirINpzOANLw4T1BeZFEKKI/tOadtYyXyHYIUkhHOc1nEoXbpVyvVV+RGadQDQjiIdoY29MM/ZlxehAUDU5AhNrRChbYfligGiNhk6VsjQhZehq7Vm6LRShp52oJyh35k2c5pNOocrry1g34luDB/uwuijpRY2qflX6XPHJq2hWUm2jU26HnvvlQW88bdlBEEGw/tLIMnPvOv31iQqDXmbdod8Txb57hxKe7rQrEZ4+T/cQs9+gY/++t77aiTivWaHT5Xw6jcmINel6KUfA8Gs3TtS9ALWrOjVUU40rCf2wYCHWZk+SMOylJYUIhHpxloKgExWIEqU1hxlslCimK2YKAWQQjMEbrxVswoupBTCeoJGJYIl3zCfuWPaNtqZ1VzVCk5Oa1UrEtnMSs/LNEo3Qq0QoWnHsaLmqsEIlHWk2cLGaK5upA0sy9B1xklksU0/Q2dlICzP0D3He3sMpX2GvhKGslZrZZNOvlXBxA5nk65kYS3Ba9+8iff+2yL2HOpDrhAwsRCGE8H3L4i5D2Q2Uv05WQltAgo9WeS7s4gaCZ7/8gRO/cYwjn6stK3Xt2t3Zj3DOfSuNB9WCCBpPx9Wae6AzPnzYck+J76il/EDZKA/IlDSMh+WVlb06ignagB9nz3pyB8rYFxkSm1AZFin0vXVAS4jVUppjVIu4UahQtSIkcTKYki6aODYTB1qt9NclVLi+OkSINporoIQZKSO0CI759GsgYvQ0soevubqgx/kWY0bqbm6UdYWQ9ERp5+hu6koHrt53RiKSmEogMvQV8JQ1msrs0mbaNfPaM53CpvU6mNPNDHwQDcyBfaeJHyRdb0v6M8TAemKFTjzNs+vDmaE4JFY+0b7ce4785i71tiR+ti7tvJ8WEoUIAXe+VGZK0gireilSKBZa5kPi+WKXooMVOOOzrGS9TcrKXp1nBPlMu4KrEpLnpA649IPkr5w008nlGhxoIBKEo2NJhxZ2MZa8N/XWCDgWKid0rbRzpzmaohCTwbNWoLAi9DMPEk/QmPCFpfERKAwfCSHuJmgUjZ0b0c6WjFC0+fjv7h9hLYdNnqqhOmxmh5EbrATcutiAg49DUWRmYqSpBWA4PrTgNUzdH+dWjP0oQ3M0NuxSSu32jTZ7yA2qRmaXp2LkckFyBczliwldEDLGSggpO59loDRymYMR7OXIXhGgC8yD8LAvm5MvVW/o6Hpu7b91k7RS3MBQa1Hy2lgfQELCZLvP4D5SVb0ut18WFNxOr6KoldHOVHyMM8VWafQJTkhHc1ZY1z2wdHRqKUpm4xKKSaSKK8mDg/L8v8d7owUspV2/PQAfv7t20VorPbB8wcd5tesAee+W4bNXAggKPTtyy2L0NIZmBeh6cCmkzRXOUOf1PdDOkM3wweOn+5blqFz6VAty9CNI22boXvr0JqhN3SGvlkZoGGTYoezSX/wpauozkaQgUShK+CKERlyoa4GmYwT7DhNu4+Opw3HiPePwAROxhHz3+sZKGDmUg2XXp7fsaMP71drnQ9rICqn6EWaC9LiMLdoPqxc8SfbYLmiTLVNAE5hYlnjq+K+PY4c9FGxAgUpsg20ypTbvIyKiHDsiT4cO12yf2dZX91dkEK2yh55Zg+yBYlLr86hPF5z10uOHGTP7TolUMqtlzKZuV6n+YkG3v5BmR2Lcv+OEm89TYQmgGNPdJbmqlFwIaWQ7wo89rUmBbVk6CpRej102SZQGD6aQ6FX2vvJrBcEVryf/Ax9YYo1azspQ+9EO/O1SdvSBoCxTlOaJa9MrStOvm4GwThWcux9/is2M4X3e4oUegeL+Nlf38LU+erWXuiu3bUdPz2IwZEiCNzvrPx9XrPl/X2Mz5XzB4mpSPo/bzl6DvShXyqhOhuBcHtFr45yogMjBfgOTXlHs3H7G7nZ+MwCJK2OIeVQ05kDm3HIzlHLrEBpXw6O8di5lusKWPPUL10rvbErcsdlN0x6fZJlN5L+fsoB6wyXCMV+vqGyxc7UXD1+egAQAgdP9mDggUILWYDwzo/KePfvZtMBGCmoRKFZS3DuuTJuXqq7B1Il6N2bxYlfLi0L0NpiKB2YoXeaTZ2v4tLL8xCCxwMIKR03QVePlMayuTSn+8XBcI/tegscix+CM09AO1ilIECatU4gKPTvY33sXdt59vTnDyPfxdrp+453pxMlanWg6ePAoTyOPN5nz5W/33m/JzNcup2fbAK0NkWvjnKi6YzT9e2g1QESli/gSo5CkRepOEd8/sdzOP/jeVv6NRth3FSYu8FTETqlbWM1O356EIOjXSAi9O3Pext/+8jMd5w2wwLSjjTlWNOBio3QqHM1V+8sQ1daRKFdho72GXpr4GHuzw7M0DvNXv/OTe34GGoQAJKG1jJVWkCFBPoOZNAzlLEVKQCAbl3I5H3uBB8Y2tcZhYZ2uCTP2WkmK1Ff4KHpu7azjOfDHsPCVAgC4eGnh5EtiuX7FvkJQAJSCrcu1zD2QrlNJc7tC3378/jQs3swf6OJmas1DK5xPmxHOdHRU6U0ScPv9/RKZ6tFHCaFTy2UWr7R2b+vI16TAWcLrqS8kaSQzbSnf58jNPIjtJbrV9SyHtpRuAitzbpZB0OQWR2h3WgChI7WXF05Q/ccqbpNaUe1VDZa188r4ZoMt9jPFINch2bonWIXz8xheqwOwJHghRQgATQrMa+7xqAXJiPUFxOreQywoxw+mscDH86j2Be4YRIAAAIpoX+Pn2tFpu+PQIKHNL/+3K2OJg7uWnsz82Hnrzcx8cYSPvrZgzh+egCDIwX7vK50bH1+E8WZ554jRXzw2T14+KlhXH1tEdNjFQyNdK15PmxHOdHDp0opsJdgNj7n8I6dLuHYkyVX2vUWSEh+uIqlwNsIkxaHkN4AfVrzgx/sQb6XF21wZPNIIRttrLl6DIt+hNYlWjA/V/L2HeWt90yEptK/70VyffuyLkK7UsPgSLHjNVfbZ+htsBO1jgy9df28wOyIl6Gf7NAMvVPsnR/OwpZgASeoIgSiOiEOFVQMUAIkESFuEJAQQGaepMTCjQjNJaC5xNN5lK0yMcOcpY6Jvw9mp5uAUEiBsJZ03DD5XVubjZ4q4dkvHEUSEV79y+tIQoWTTw/j4/+XB/GBp4Yw8g/60Ls3i759OSBDNhAu9mfQszeLwUMFHPpwLz74f9qDj/+fH8D7fmUIjaUYr/3NDcxcreH46aF1SWJ2FDu3RzMOK+UIha6AZ2ZKPVXDsCgBmKzR9vslTNPKBoThI15jrSGPkJZwsw7U/XvjQEGubYOUwvEdRgq5M81VcISvMWIyGDERglyL5uoLsyhf2TmaqwBn6N/64nmLoUxfqGr2tm7jEWSnoQihNXMZRdNTUYq48NKcDejgBXgAB3YyK3D0sQHMXL1/p6Ksx8JagvK1OretaFalIQsB7EibFQXRy+1Y3K6l2xeEHdaExiLhxltNx7Y0z7FphwN0Sc9VtAxHIGomEFras5P1sXdtZRsa6Zz5sILMjtAhdvZbU/j5t6dx9PEBr21DAEJoYXFm8QHg70MLUvuRrZV6g81EDj7ctUJjrSEp6dKudsi/8aUPdJSAwFqtPF7HD//9FdQWQzx0qh8PPNLbVnPVKNoAhO7baK5ePbugNVcH8fjnHtgRDtRYebyOb//xGPYe78Lw4S47FQUw0pKw7RJCOm1WIko9f8vaoZRCaX8eRx7vx8SbFUyZEtAOCTC2yy78/Rxe/hq3IAUBq6IEGR4YEGRYpSgIAggpkO8KILIS2QyP1MnkAt4HAqlVpkiPNDQkL0BRgtKBHIYeymL8Z1U0KolWLuPnvbYYojYX2grDb/+HR7Z7SXbtLq08XserX5/A1PkqiOiOFL1OPjN8xxyPjnOiYS3BX/3B2whr3FIgA2mVKIQQPEhasFPlg/saMBug+Wtm44POIrxSsdemkJp0Dsb+PvE7I1t+7RtlYS2xEVqQl9h/vAdDh4vWMcJfnzbnlZkQ02NVzFypollVyBUlPvLp/R2tubqaXX1tAS9+ZRzFUgYnf3UvZ+hX6iiPc4YunLacg9ZM3yH08qyaodcxOFLAp75wbNeB3sZ+9P+8imuvLyGQEiKQejC8RBDwbFypj3wuEWQlMjn+uQzcz6WW/uNKEwfApjwf5IDhI3lMna8jiZQlJ0bNGJVyiCR20MUzf3i4Y6U9d2191qrodbt9bqMUvTrOiQLAhZdm8cJXxm1myY4UugSElIAA4NHfPbF6e7SZgyYl2GNavb/YH6A6GyFblPjnX374ntgMtztC22gL6wnmrutZkgW5LmHx3Qy9M+z/+LP3cPNiHUICMgh0BsqBsnOggXOoQjvUQCCT4+c+yAYgEnZ4gKksCTD2BRitbB0gA2hWIzRrCVScpMgmH/7He/CRX9uVA7zXbCsVvTrSiQLAt754HrPjdZQOFLAw1XSlXGkyTy8ThTuaVIIVelZQqDCYqP7vyC+VcOnVeYAIH/n0/nsO00pFaOMN3A4rGHm0MzRXpy/UcP31CibOVRDq/nihx9wJSMRxhCRWePBDa5sluTxDZwzFZejt18Nl6E1Mj9Vshp4tSjy6gzP07bBv/uG7qM7GXJL1Mk8pJf/XkpHy9zlb5aPRSGWMVBglKRiIRnGbC2m2eUQIGzFUrFnqLe1eH/4ne3ed6K7dlXWsE12aCfHtL46hUApQ7M0yKUQKHovkYVkAPK1E3vCGR4sYGCngwkvznGnBF6N3mWiQFTj6WD9mrtYxc6WGE6cHd3QZdy1WmeHIbOlWaAX/AdiS1tDo9muunvveDMZenEehUEC+K4NcwRe/EM6vaey7WY9QrzQQ1kP0j+TwodvMkrzXMvSdZP/xt8+lHagQkBkJIVpKuqLlKNOVKFNrcix7Vh5LEgVBhDhRQLJcSKT1/P3/aKDjmea71tnWsU4UcKSQfce7MXS46EghOgNlKEtvqjAZabr0bb6wrEoyZKMcjmpSyPRYdRfT6gC79MoC3vzbMgKZQe9gEfqDTuGU7Dj1CeAxfwgggUYtRHWhgZ4DAqd+fS8GVyn5tmbolpy2ApbSKRn6Trb/+NvnvAzUZZfsWL3sUztUIQWk4EyUs1AAdr4oXJ+37f9dSWikNRPl80Mf7sVTv394excFLVBFUWLgwc6WHN01Zx3tRAFDCrmGQinAI7+6FzNXaijrtg0pXX8ZgFQGYY9aQYZUe1LIzJXaLqtymy2sJfjZN6dx5acVDB3qRa4Q6EHMwjlOaBa2FpGH0v2BZhS7MqV7/TcbMeZvVvDorw+uSXDcYChtM/QdNBWl0+3/+z++iaRJLRlnYDNN/n7AHAjzcymZZGg5EJqND8d58LVRodn2Zmj62AvzWgnJKdoYR/rhf7JnW+Cb6bEarp+r4Pq5CqIaANLTSRIerhFFDFU88KEe7FsDVLFr22cd70QBQwq5jPpihMOrkEIq5SYSvf91D2aRyTMZoXsw50ghEJgeq+DK2QU0l2Ic3yWFbKulZkke7EKxL283FJi2E5158PgrPQ5Ln5veVgC6bxgw7cREwNx0BYc+UtidJdkh9rf/9hKmx6o2C/Wxz3ZHi4Gm2PiAqT6k+ne90i4pwtEn+wAivPtf5xgD1ZmqCAg9gxnMXm/gH/wPe7fUiZ773gwuvLiAfDGPfFcWuXwGINddQPq6hJ6jHNYi1KoNhLUQ/aO3hyp2bettRzhRwJFCxl6aRSYvse94N4ZbSSGrHCszTUxfqOHW5SrCqkK2IHHqM/txcpcUsm0W1hJ8908uoz4XQ2Yl9j7UCwDcPwgfAxOaRSL8/VOXXrmcaweOKwVA6iOfVxeb6B+VeGJ3luS22/f+9CKmx2rpPtHUsV0G6o5E5PXzOra9gWqsJGPi+kfT0z48CUcC/rv/aXRLBgW0gyqEwfcNZGDbqnxIgY0UENZDVObr6DkgbwtV7NrW2aY50c2q8VtSyLtVAIQgL9EzmEPPUA6ZnEhhWHGYoDIboTITIgmZwZfbJYV0jH3337yH+ckQQgh09/OQccbAmEgizBHSsa49jNT2cRJcRkpO+s1mK0RYnG3g5Cf7dmdJbrO9+f1b+Ml/nvQyTs28DYR1nKkMNJWJCncfwFUh/DY2X5GMtbaVHaJAWkM6kwGa9QSUEP7Zlz+wqfi2gyqWsOdQH7KFwE6tcddhStTKOVBNniMABrFgyEKgWY+xcGvtUMWuba5tmBO99voSbl6oY3qsjtpskqrxCyERb3CNv7WxdhkW2nI0jbX7P9CzI5SIwlqCuQkThAQYeDC/ze9oY+3MVydw+SeLNgPpKuXQPZizghqwjlSfE/TYK09QwzQE+05UEchXGEr0eaIwc20Jn/iXB7H/fd3bddn3vS3NhPjrf/WO7fs2pVuYEq4A3v+PBgEIXPz7BQAixcKXgcCeo0VUZkLU5pI2feDp/u/0tB7g4MluLEw1MT9Zx+Ahlo7bLGOo4irmJyMMHOhCsTcHgCADHuclAwkiwfNRdd+rhSbg3d4E60jtfa2A+ZsVPLgLVWy73bV2bmuNv7u7B91dq9T4ZyKcv7qEN75TxsBoDh+8wxr/0EgRQ5qa7hNCljXWojPaNm5n0xdquP6LCibeqCKssUNgIg0/NHEcI4kUHvzw2noiO9mmzlfx3isLNhOBABJdcpNBAEWEwHYxeJJ8AAABIgEIg42Sa2PS0zx4Y+VJLWTOBdC3h2dJfubfHt+2a7/frXc4h56hLCrlCNkuiajOGaMUjGlCSpAChDRDJSQLKQju+87mAwwfySFuJqjMRABcKdc4GdsDbtm6DjO9/vqi1co+fnpg064zrCX43p9cRm0uRpCTKPRkms7fBAAATN9JREFUQdZxkmvLk9pvCjjCOVwCYFypCDRUIfV+KoD+fd2YfruBl782iY/vQhXbZnecibZtR4AjAPidB0IIjqQ8IwU06yGq83X0HpB49D6t8Z/77gwu/P0C8vk8Ct05ZLU+qNFwNU+YeaCatSYatQiNah2Do/k7DkK2077/765geqzm9QUGkAIoHSxCSNZOZUZsAXFIqM8p0+0CQEBmBIJAIA4VO1QorVjjZSSmnUkZ1iY70qmLC3j0M3vw8FND27cA97md/dYUzn5rCsc+Poi5iQYWdElfBg77ZGGVtEa2E1TRjgVuXmjvviweONmNt54v6wxUCzAkvrSnN4SCCP/8yw9vWinXQRVA90AePUN5h/EHEqwZwwPJIQ3W71fQTAWXIM3z75eu9dekgMpcDR/4ZAnHdku722LrdqKr1fgJ4A/ctiVQqsZvX8ljUwICYT3G3K0KTt1HNf73XlnAG39bRhBk0NvfBZKaapAizRhulGjB/ngTaVYjVBcb6Nkv8NFf37suGbztsotntAC5abiX0mJi+e4MCr0ZravKP8sVJTOuAz3VQ0rsPZFDcSDAjXeaCJcSO2fW9A0SAJjNE3qKj+Jj+XoFpBQ++2cnOr46ca8a62O/g7CW2JK96QOVWgvbDJ1oy8qFczQGOHQsXU8jWzks1GftggjHN1FYxUAVQgiIQKLbQBWSIQoIgUA4zBfaoZqNUvh4qLmfAdvGZUhzllS1C1Vsq61rnqip8V/+yRL693XpyfJcYiBSdlyRqby5iBI6wtRBpH5VEXA5LtcVYO+hEt54bgE/++upjb3CDrOwluCV/3QDr3x9CsXuInr6C/BJegAx2QIEqTFAXlcC9PoJfSz0ZDF4oBeiWcTzX57ApVcWtvPS1mRvP182F+r19/LP4iYhCRWUAlTCrSrNOtMtoHhsliLC4nSCxlKCuMbzIm3GbjbQhKXfFPGmKYineJhoPqqr3VmS22i5rgCPfe4goNm1voNzWrhpwYTWwcqJJ91nBs63HyjvMtDu/gyImFy4WSpFBqoAoBXW9EzahOxweElCDwg3gYDUJVreGDXMb01vC/oW58g6VXkRAr3DDFV0qoW1BNMXapi+ULOE03vF1oyJrrnGr7sR2CvoSAl6biAp23ZyP9b4Uz2RD3QjU2DvSUK5BnKh1yvQD0xAFjtJk2jIZqrZosS+0X6c+8485q41OpZoENYSzF1v6AECrY6UHWGjolDoUchkNTaaZSwMgcbKAoHGgkJ9Qdk1UIoABZeB2FIuM3WVIgjism4UJiAA4z/fnSW5nXbi9CDe+v4tzF5roG9fFovToZ4bLF27kuBjIjjzTBJvPJ2OPEmRfR5MZupKnQ4bPfJYCZdemYMQAiefGd60KsTrz92CUVQD2JHGDYIiQCggAGP3A4fyUBGhOhvze9aeMsgKyACIm7COFsrWdgF4mL+p+SaEXCFAeSLB28+X8fDT2w9VrMjx0M9mHMeII4VD9wDHY81O9AdfuorqXKwzoBwUeTd84Pr3AHAZRu/wPkhujtI7N8V/kgCI0FXKo/xeDRdfnr+navwmCKnOxcjkAuSLGV2YIl365vVkgQFNmpHQqT00O483DAnBz5V0/ZEKhIF93Zh6q96xQcj42UUQ6UoFcfGfAC7hAfb+ieoEogTZXAZJTMgEAgkIEoBkaRuQSnQri3akiYIA0Hcgg6GHchj/6RLCmvAyG6C+FAKKy2XjZ3cz0e22pz//EP7mj84DQmDPsS7culiHShIOskAaIlL6qPcPXfIcGs1jaKSIsRdnU1CRP4AbAERAOP7kAG5drgFC4NgTA5smrnDxzBymzldtv6vBdCEEGksxin1Z1uwWAeavh8gWJUhxMCA16D98JI9iv8SNd5poLikgUTpj14FFwhrBpsyrEsAEDpmcwOvP3cSxJ/q3Dao4990ZXHhpAfkCE01Lg33AUCvHA5rLANRnmjg/XsW575QxeBdE0+20NZVzz3x1AnMTTYt92vKCXRC4GoQp6BvwX2MaWnhGZ6rkahQSICjtIBQgCd0DBZz95i1Mna9u+AVvl/3gS1dRnY0gpUChK7BYXapwYzJOfqp44zCfkC6Vm6MIyGWugiC0g+0ZKGDmUoRLL89v9SXe1q6eXfTaU8z94a0AaSydCEkIRM0EFBPimEAJk4MoAVRMIMUbCinicxKIE8LSVIjFqRhhHYj12CuVEKIwQX0x0i/L9+eNdyvbtha7BvQM5/CpPzqGhckGBAQ+8NQQcl2BK8X67SnKK9kqhZnLNbz7QtmWck1p1y/59u7N4sOf2of5yQZmxxsYPFTAx35r88Tm3/5huaXCQvY8bhLipgIpAZVwUBfWtSAI2Y0Ri1MxGksKUZVc5qkIwiPJJYZtrB2qIgNVCITbBFW898oC/vc/fg/jP61h+EAJvUMF5IoZiADMpLdH3vNlQBCSUOjOon9PN/YdHoKq5fHyf7iF5788jrlrjS2/hju12zpR246AFWr85Gr8zC5jxRgQcdagY8dlNX79RbrGLyy7stNr/OuxM1+btGVMgNl5xn8SeUGHIMdqhq50wzhWchkb/xWbmcL7PUUKvYNF/OyvOy8ICeuJbUcxF2rPAXs/mJ9TIhA1FZKQmIkbA1GooGKFOFRQMX9fJYQ44u83a4Qbb9UQNROoBEgihUaFhzGDPAdOpAU7dm07bWikiKd+/yHMXq9j4s0lnPrsfrzvlwfR/2DeBkB8TFKOsj1GShAZwt6jXfjgs8M4+fQeXHltHtMXahg8tLkDJsJagrlrTZhnmXRACJjbjdCs6PtWAUmsAO1QBemMkoDGvMLUO00ksSlLg1u19H8OwmBmepIk2qEmSCKepTr+86VNucaVrjvF8Rgo2A1+TRwP858gx/EIdw7HA1hDOXe1Gr9Uwvbntdb4Ifj7QVauWOOn29T456dUx9T479Smzldx6eV5JlmBM/kk1gOD9VOiGPpkx2no/LZlyJSlDLlGl8h1OUdIjkgFoPvpeB3793VeT6QRdtdxgnaYGlNHuuRvz4k3GhAQmdK1Jla58XaKM3ul+PeJxcajUCFqxG694d1vqYBk17bTRk+V8Kk9x/DDf38ZP/kvkzj8aAmP/OpexGGC+RtNq48NANXZCEnIJduuwQwyeYkgK9AzlEPpQA79B4sAEabHqjj/40k0qwrHnxzYdH3sq2cXAfD9DMMRgYMqzHMb1RQIApmMRCIIAQSSmBBkvH7oBI6FS7o9C4S+A1kMHcli/KdVNKpk9w9KCLWliEl2wJZlommOR5fH8fD2qZU4Hubx28EcD2OrOtHVavzNaoJCD2eQrsYvAOVaXIDWGn8C6H49xbTKZTV+SnhRiQARYNtr/Hdrr3/npqXn20y+wZFzBoF2HBJ9BzJQEVApJ1aAAIKjN5nhjMxUwAFd6REcqQuhsVGwYyEAmaxEfaFziAYAO1EjmkCkyyAmI1XOgQJS31f6PiDdkA+NjSnR4kBZExUEjswVQcWmJAj++6T02rn5smEt2fpF2LW2NjRSxKf/5H145esTuHhmDpdfm8eB9/ViaLSA0VMljFKfrSCsdKzMRrj48izKV+toLMXId2Xw2G8e3JKh6eNnFwC0TpWCDQgtVAEgaRKgFDKQgFKQmQCCCDLD9zVnnQlIgMlUxPdrZTpCtgg0awlURPz8K0ISERoLkU5o2G68W7FiM5thYS3B9/7ny6iWI2TyAfLFrOZ4KA4kAKtxDKnXwHA8dPFtJY6H4dJ0OsfD2KpOtH2Nn0u0UV0hk1XI5AIoTY4J68QO19T4ASxOxRBBRtf4+e+SVgyBZkwqr+ZvSnym3GnaEXYik/LimTlMj9W9OYh8o5AAmpUYoocdJCnCwmSETF46Mpa+sfYezaPYLzD9bojaQuyB84wLGkyEj2ZZ+QELMgKvP3erY4IQU+Jqm3F654p4HBQr2ehSvxRawUY4IQUTiduNhzNQw9hMVzrM77vzpVvhiu9117becl0Bfvl3R/DIJ/fg1a9PYOKNJUy8sQSZA3qH8+gZzCGT0zR1/RzEocJSuckZapM/12yXxKOf3r+l+tiMbxosxsdk9C+YjEz/nBKJuKkQBDrAy0it2GX2P3dfK+KAsBEq3HiLM06jDRzVEzQqkSXZGbLi1LvVTXWiP/jSVVTLEYSUKHRl+FXJBRAAL4ftKpBgTNRyIrx1Ic3xMM0bIE21BHoG8pi5WMell+c7VkNgRSfKNf6GbgaWOnPwShO6xo8egUwuAEghkwmQgJARQkt3STTmFeqLTV3PNzV+sl/rfF6zKAUSlUDXJpFE7GTHf760I53oOz+chQs8TEmHSzxRnZDJcTYqAiDRDkEIcDsHmIm6cCOCDHJoLun5mco4Dn74SAGAybi4tGMciJACzUrcMUFIrigRNRSECGAUmDjj9ByqyUiVggiYZCIDCUoYWzGZt9NM1aVa21DPm8+xJ/pABJz/MX8GKUeqj4MjxW1aiV1bzYZGivjUF455+thVlMdrWLjRTAdcLcfDp0oYfXR7hqZbuVGuyVrSpakcmefRstJJQSDg5znmygmL8UM7Ft4Pld44zf1t2naiMEbcICSxqf3qMYAAPNbJppjheJi5ryIIGN4jgMe6MWzH0JJwpW29HELq9RDSPo+W46ErC6bAoBShd4g5Ht1D2Y4Uk1jRiV49u6gvXLiIAkhlpu1q/NKr8RtsYHmNH1i9xo9tqfFvpIW1BOVrdS31pW8YOCEKIQSaFQXRq5V4hIBKYAUrAoZW0Fgk3HirqZNPjaEqrwQKILEPmKP3kyJEzcS2c3SCEx04VMDNCzUv49TXTeTIaRKuX9BknvqYGAcKV7HgYMxTpCGXgZoAzQVtBJkV6BnIYnaiAbvD7VpH2k7Sx67MhFpcZpVKiyJQYO5b0ycvoRKClKbfWThoSyU24+Tnnkl0KlFQCbxKC/TRBYibBVX4HA/AcDwSgDK6esgZqdRVMcfxAACpOR6C2brr4HiU9hVx5muT+GwHcTyMrehEx88uwkr3pVJvA563q/Frx5kRSCJ2pIoMHZtr/IaNlng1/rDu1/gBFSlb4zeZ/2bX+Dfarur1A2BLGNIScXldpZAIawqii/s8sxlCwpUdKMUSaJIAxaCIzbQ4Qk1QOpDD0ENZjP+sikYl0Q6VH7jaYmh8CMZ/sXVsvVXNbizs8IUIUkcSEtAKRMaRkmKpP0q8B85E6p4jVTYj5Yfu/I/neL3sz3n9kqbCnM5ohnYz0R1jPcO5Lc8u12WeAxOmf7kF6zeVFhIMbTHJ0jlSoZXfIFyXApPq/HmoHikR5uhVWpSBKjZHFcjneBgHyRwPQkZIPTXJcDwEKuUYUkJTcLmaJLMCUdNn6ac5HjCVKL0PEIBsVqKx2FkcD2MrtriEdc25tjV+c2o8Adeu+fucPbJsGyGJmIoehwpJxOdJor8fE+KYj41qghtv1RE1yLYpNCsxlspNXa50L7vT2hHGf76oa/tu2QxmYCNT7RCiJiFpEuKIcYEk4hYiFbN8HcWcvSeJxkgSgoqBxekQSzdjNOvcPxfH/O/CeozGYpzCKDqhJ3L00T6vJOUy59ZSrJV8S9odFZJWiTfTT+hlovbvk8OMiQjZgrSZ6dBo5znRsO7Lo+2cXrn73XLFoMWx8ZHMua2IOCUl/z53/a5tpAtNAM3YDY4+0Yvjp/vsNJpWB7pZUAVzPGoA3L4iNUTVrDAL3rzfhckI9cWY3w//AxABw8fyeODDeRT7uFeePAyVOR5eYKBMRs6BB3M8bnYcIXDFTLSyYo3fi7CkY1OaDEMl3CeqYkAI5dX4dUawrMavdI0/QdJQiFtr/Du04hZWE5fJAzYT9Us8EryuAiwgkBBBBQqZnIRKEgTZAEnMa+iUdzToniioGLh+ruowQQDNaoRmTfdjCqfcstlEg7XY4VMlvPqNCa8MazLOAFAsfXjsdD+EELj40gK3Gyc6EwW3Sw0fyaMyE6M6G1kSkoBm9cHcf2nHbNbtwQ/2YH6ygWY1xuBIoSMym+mxGq6fq+D6uQqiGkdaZg6vFBLRBs/h3bXNMYYq6i0Zp46cNbYpKdDQBemNTUIJU8L0FdxaKizwMtDUhkjwHXSQFegdyGJucnOCL+Z4tJBMddeB5XjkAgTwOB5SACRB+jn3OR4g6RymgWVSHI/EdWtoHYFmrfOIpis60aU11viFYZfphfJr/Fy28Gv8LlJJ1fi9CAZoKVUIvkE6Lfq4nVXKoVf6dgGHnc6CNutJvF5JqNmo2oEyK9xgfWRLtkoHG0mioCJC2IihYvOAeqVTotXf7BZZz3AOvcM5VMoRCl0BMxpJpjRT2Vy0bjBRSIFsQBg+kkfcVKjMEM8P1ZmmEN6YK0X2aDFkAsZ/scg/UwrHTw9u61qk5vAWs+gfKgGDa5vD2z+aw4d2oDzavW5cyoXeF/VRQDtQvT9CQhmJT6V0guJJGnL/lf17rfczEeH8C/O8l5qKi95fo1Bh/kYTpDYeqghrCcrjdR5X53E8fI5MW46HhpQCra3ejuPBGaewjtJxPHSp13A8ws7ieBhbucVlXTV+Thn9Gn+i2ZSpjMjLDJKWyMrUvu3rkLLvQ2DzavybZUu3Qr7hlmXu/PPlbFQTuSoQaQxQSucQvXFOAK+fIEKcKCAxii2tWIl5eYFmNd6OZVhmx08P4uffnsbBk72Yn2xifrJp+8MkJN79UZmvW2MuNhNNFBpVhXPPlV3AoTP7vv15HHy4C+88P6sxUEploKZ0xg8sY06jp0rbcv3+HN7hg33gcEr3zrlpWLoSI2xFJt+TRb4nC1JAWA/x8l/cRM8BiVP36RzeTrPRUyVMj1VZOAW6XSPgjMq0aUkJW3FRicb8RQI3fMK1t5nn1wSWlLqP05CIcaTZvLTP+UZDFUayEx7LVJgSm8f9CGsK6BIIQBAZ5mgEAtw9eiccj4T9Qr0TOR7aVsRE117jhxfxp2v5rdJcSqUzTnPONf6Sa1fwa/y0eTX+TTffkcEEDH4PmL+uusStPGywzfqBNPiuGCOF8pR7VjlWZqItvPCV7ZFn9iBXlLj0yhzK4zW7MSw7rnQfmczbW5f5iQbe/kHZG59F7n5TxIIe5r4TAsefHEDvFpdyw1qCl//TJH7yjSl09RTRM1gAQLwfSUPe0+eC9NhAgtAao7p/ACIg5LsyGDzYB2oU8KM/n+xIneT7zQ6fKtk2PpVyEGSx+eOnSzh2upTSBjb3sRDA8NE8iqXACYb449zsfW0qLp4DVQoPfrAHhV4e9TZ4aOOhCu6Q0A7TOE4doAPQfpT3m7hBzI+J9FjD2HA8CAnBcjyU4XjEynE8ppnjQYpY+lABkeF4mJdBZ3FkVnSiA4cKyxyaiXgMtklE7qg4ulguGp1Y0ejWG8P8Xd9smwtxjb9vf25HNiJki3o2IDnH6YQkyAYkrWQYXqdWjVDlOVD3AJoA5tgTfTj2ZB8Ax0ZNCQ0QMDjSGdlKrivA4597wJLSXAk2fd+0nrdbD59s1C7g4ICEN5piPxddsgW5abMkV7LbzeE1JXtpNJK1OIfhExh9UZgODj2HN98VYM99Moe3082wh0nx52JJbea5Tjyogvz5pxq2CBSGj+RQ6JU6UHSOFMLNW00NGCd3Pv6LRSxMNUBEOLEJUEVYjeFnnKYS5FcsrYsTzPEwovtJTIjDhMmmTSaZxrH+fkTW0UY1hetvVBE3lCWj1pdiVOdjB03p99MJREljqwrQW4fmZVDQjtPPRNMZBNJTF6hlY6OWCEvX+M//eC5d4ydWI9msGv9m29BI0V6Hc2i+Zi5c5t2Grcfr5R4km3kRdGblPUj6NW0JU9/YMgP0H8jZQKhT7PjpQf48iVDan9fXy9fVGqE78fG0wwTasBiXRe58/tAv9aE6GwFEeOSTW6diA7gRePMTIYKssHN4hZmtaObw2ik9rrRLQkMAZuqRmYYB5SnAkJ7DG98zAxt2qh0/PQAI4ODJHvQ/UHCZqL4v3/lRGe/+3VzLfcr3c7OW4Nx3y7h5qe4CRqXQuzeLE79caqnkpR00eYG42CSoolKOUpUtI2nI30CqBJ2qXCrojg1Wn0uihIdDhApJqED+MIlI8dSmMEFUV6jNhYhqiYcRm4S3s/azFZ2o+SBse0AKY0I6wvId54rtCS0lihaSkQPPTY1fccSuF3CwA9sRVjPrQMmUrk3A0S7waN34kS5Z+pHrskiUcEEHISaDNw46CRXmJpip12lByFOffwi5rgwIhH3Hu70Ai5bfPy0l3MFDeRx5nCn+ptSb+AGbXleZAU48OcCBGBGOnx7ctFmSK5mZwwvh5vDazELws2UjesElXNM+xkovDiuTlhVp5vXCOlOewxvh4m5pd9vskWf2IFuQuPRqO6jCBMpJOuDTVZVl+6SuSPlQBdo8F2Y/IMX3w7EnBjaFdb50K0yRFP3KGvzvexCc7+ANxJJETIKMQ4U4JIQNdqJhQyFucttjWFMIG0lq/7T+Wn/RrHYO0XRFJ8o1frfxEwHLa/x9XOPXC5V4WBQEYfhoDsVS0JJJkXO85sZI3Wi88A880otCbwAQ1/i3GsO6Wxs9VbIOzSe5AK3kgJWxwJXGPtmSZ0ItD6hHFRc8pJfAr9NpPZG9wzk8+4WjWJziVqqHnx5GtijS69HaD6qPNy/XcP6F2VUDt759OXzo2T2Yv9FE+UodQyPFLS/jrn0OL3n9156jFG4OrxSw46NgjnYOL/Ec3v57bw7vTrJcV8DzSq1D8SGFFkyzbaLR5nn394WWEq7B+ov9XFnJFeWmzktdiXPhhkEYbofzEybRSl9XYq8DNnCGm7ak3N9r/7peC2YH2IpO1NX4FfJdwbISQrsaP5Sr5csMYfhoHoVe6SIt83u2xu8f0wt/7fVFLEw1oWhzavybbSaT5xKuVwr3sM/jnyjh2JOlZRmYYeDuOVpAoSTal8JbSju25K7X74GTPSiUsiDFpKxO6IlstaGRIp76vcOYu97A9TcWceqzB3H89AAGDxVSUIDyrn/ZBuM5WpkB9hwt4oPP7sHJp4dx9ewipsYqGNRarFtZxl3PHF7ypteA3JAH42ONWScMvaEYcX64TORemsO7E+346UEMjnSBiFnjyyAu3yG2cB/MfQyg7bzU1kSEoYoSqrNcaj25iYL7huPhAgRy+xpMdwVZR+rvc+wvkhUSguWs42NPrsbx4LfRKRwP4DZTXI6fHtDtCD22HUFqbUNIgXd+VNYTSoTWNmWWWUIKqgqce66c+ntKEfr2ZXHwZDfeeX4WhmCTbkfwavzEdO/take4G+sdzqFnKItKOUK2SyKq8/VJobFQKcEi/XxDCcni8kJwW0c2H2D4SA5xM7HMWpPZmt5ZS1CyFQC3ftdfX7Sl4+OnO6enqtVGT5Xw7J4cz5L8y+s4fKofJ58eRhwS5m807CxJIQQq5RAq5Ie0ezCLTF4gk5PoHsyhdCCP/gN5AALTYxWcf6GM5lKME6cHN32WZDu70zm8pD3lanN4/T5CE8Syl+Y5vOWJzpRHu1/s6c8fxre+eB4ghiqmL1RZwo60FrTgAEiYUr3WkyUQhkYLGBwp4sJLc7B8B310gTJrQB99bAAzV+uATjQ2E6oYGilieqwKkK8PoNsfFe9fpDQEoe9TBeWuWwAkElhypbku4yB9iEq/poW+tOeUAdC3N4/Z6/VNu847MUGrsE7CWoL/8n97G1GDoyMZSC4xMf/ezr10YsSGvWUacluEBOAcgYswnCKHiVzMggLA8ScG8InfHbmriwzrykqo5QqSmcdbYGe/NYWz35rCsY8PYm6igYXJEEII7h/V68YsTF4/K9ZsaeO6tAfWIBYAevdl8cDJbrz1fNmVig3JxgYgHuuVCP/8yw93ZCbqW1hL8Oo3JjD20iwyeYl9x7sxfLiLHaOn5LLSsTLTxPSFGm5driKsKmQLEqc+sx8nt2CWZKtdPDOHM1+bRBBICCnstAsZBMh3Byj2ZSEEEAQBhBTIFiWSEBAB99JBCuw74c/hVRy4CvNcuDm8HPlzywDAn335+hJIKXz2z050xAi8+9HK43V8+4/HsPd4F4YPd+Hiy7OIarwHmn1SWlKZsJV8/7Y2wTLgY44Kpf15HHm8HxNvVjA1VsHQSBc+9YWjm/pZf+9PL2L6Qs3uX0IIPWfanaf9g3fUWrv+GDTSFRS/3REErR+wArRlMloC/rv/abRjkqtVM1FT43/xK+MwosAQrLjBmRO8SMPXhNWRh44pCC7y4IPfLuNIRSYjLfZnUC0rZLskHr+DGv/0hRquv17BxLkKQg0PcaTEA2PjmKXUHvxQD/ZuopTaI8/swVvfn8Gll+e4TYHvMCa96HWTps1BTzPxI1PAfZ8zDnBFYKLhslCLrXoOVEd0JkLtdAcK8L32id8ZwclneJbk5JsVTL65hCAv0TOYQ89QDkFOWMUnAIjDBJXZCJWZEInOUPNdGXzk1/Zt6SzJVlttDq+h/afn8CoEgQSRBT9b5vDq50dpRZzWObxajN8EpiD+m50mj9ZJFtYTzF1nAZdcUWLgwY0NrA1U8eJXxtFYivHRzx5E+UoNM1frKF+te8+1PwcUOlCCO9f7ZJATGBopYt+JbvQMZXH+hVmL9W+2AwW4YjR1vmozTRE4AQmXiXKF0lcgE0Ig0XNEOSFwEIVfqjX7mXWg+rptBi6ATBZo1vj1OonjsWomauxbfzyG8tUaeoZyqM5Gq0YagI449BFEEFoL1Gd3WYk/k4lqB/rQL5Vw6dV5EBEe/fT+dZUozn1vBmMvzqNQKCDflUGukPNAJWHvTEPHbtYj1CsNhPUQ/SObI6U29tIsXvqLayCi1Lr5EZvRoDRizjZCNf3McBgYtVs3OIxaJQrdAxkslUPkuzL4Z1/+wI7MRtwsyQpmrzVSFY12x5GP9OHwqRL2f6BnW0loYS3BX/7eO14GKryMlI9BECDfE/AcXgFkMgEgeZygqfAIACSZcGGwJ7PZcHnPEFUU3BxeASQJZsariCOFQx/uxT/6v95dFedesXVpFJ/owoMf2pjAujxexw///RXUFkM8dKofDzzS2xaqWJppQkUAQOge5IAxmw/QPZh1UIUQmDpfwdWzC2hsMVSxNBPir//VO7aiYvcvKex+9v5/NAhA4OLfLwAQrrImBWQgsOdoEZWZELW5xMus05mof/Qz0IMnu7Ew1cT8ZB2DI0V8+t+c2PRrXqutyYlWZkJ864vnkS1K9AzlbY3fYKFCQNf400cAqRq/qe2navx6g+Aafz9mrtRRvlrD8dOD+MTvrG0D8KXUegeLMA7TjCIz74lMqAdzousmJNCohagu1DdFSu1bXzyP2WsNlPbnsDgd6o1Sl3L5/yCWBSLmX/P6mrKdwRFMZupvrqQIRx4r4dIrc4AQ+Miv7dvylo7NsE6fJenbhb+fw5mvTSCQEkJKyIA/a9nqSKVEpitAJiMhM/xzKbXDDXgDIkVQAEjxUAbTH5uew8vTeqDFu2tLIarl0JJXfvs/PLLNK7K91qpRnCtkwIOj+efLNIprEWrVBsJauGEaxQaquPDSLIK8xP7j3RhqhSpshL/8vDLTxPRYDTNXqmhWFXJFiY98ej8e2WKo4q/+4G3Wve7NIKqTLuEaPyDx/n84ACEFxl5YsH7B7Gf5rgAn/mEJU+/UMXOZoTWf4+HDT2mOBweKpkWGiPDYbx7c8mtfzdbkRIF0jX//iR68++OZ5TV+IVh5JVXa9TIpr3Th06JLB/I48ljJ1fhHu/Cpf337EkVYS/Czb07jyk8rGHqwF7lioHvo0k7UlnK1Fq0QUk+TEa5UplchbMSYv1nBo78+iKMf71/XYq5klZkQf/NH59E1kEW+J8Cti3UAZNsehBncbbBl0+4AgaHRAoZGihh7cdb6fF63dCYqAsKxjw3g1uUaZscbOPbEAH75LrHktVhYSzA3sXllsZ1mP/pfr+L6uQqE5IhdSh8z8s71McgKZHIZSAnIbIBACMiMZPEFxQ6UBEs8CiIoUshmBQYOZzE9VkcScpuLUjxCb+lWHSpxLMhn/vDwtk/v2Q5rF1hbjWKvxEO6MoWWXdBoFFfmNy6wLo/X8erXJzB1vgoiQiYv0T2YRe9wHkFWpCorUTNBdTayGSoRQxUnnxneNqjC53jMa44HWhwpczwEUpmoX6FMgb4rcDzIJ5t2PsdjzU4UAK6+toAXvzKObFHiw//9fszfaGD6fBXl8fryTApIlXQBd58SsaSfq/HncP7HZZSv1tbcjmCk1OYnQwwc6EKxLw8QtOi7+yD57QhAMJOM35iemGAdkhHJN+8PmJuu4NBHCvjob+xb6/KsauXxOr79xfPYd6IHQ4eLuPTyHJrVRJOz3Pt0pCJ3sB+QxZThSnwE9O3P4ejjA5h4cxHTF2oYPFTYtJYOhzdXEVb5/Zjh2QAQxwmSKMGDH+7B3uNFPPjh3vtqdNf/8f94Dzcv1DgL1Y5SSgkRyLQDlf65RBBIyKxAkJE2wufP1/QGwn3NADiU/p5SClFdoVGJoBK98ehWqQ//4734yK9tzD28E8wF1kvYc6gP2ULgBaoayoGBnMg5UP2gMfaszxX/RrMeY+HWxgXWKahivAGXgZrfSJ+PPMpQxYEP9NyR89ioQDesJfirP3gbYS3RDlNXIiUT4kynBszXgLef+X7BRTC8lWlslNLkSM48XRZqOg3WWqHcKluXEwXSNf5DHyzhgUd6AAhUyk0s3AhtjT9qJqhp2v5G1/jDWoLv/sl7qM8lkFmJvQ/1AgCzxXQEZLBFniNmFF4M1uhKJgb8NmOKyLAflUJ1sYn+UYknfvvgHSztcrv62gJe+Mo4uvqzOPn0MMpX67h1uYa5a3yDOxKK96D72B+gWboCMksYHunC3hNd6BnK490fz2B2vLFpDvTcd2dw4aUF5At5FLpzyOYC+6A7so+bUtOoNdGsRWhU6xgczeOD98norm/+4buozcXsCDNtMFGTaQqh2blIsXdNCczN4WXMc+U5vDHiBiGJ04pgJhP98D/ec984URdYRxxY9+YAEGQQWAyUSOi5vnqNTSANF7ASwTpSx0EA5m9W8OBH8vjob2wcRGIgCgNXGDvw/h5AMEFpvc/y9IUarv9iCRNv1NCs8r4hjcwkcaAbRwkO3UGg28rx4Mxz+RFo5Xi0qUyuleMxmMHSTOdyPNbtRIH2Nf7SwQKGRzUeuUJt35xXytyOMHO5imaFWbiPrqPG/91/8x7mJ0IIKdDdn0PPcF5HQ1KzYPWRpJWTEAarhSnhaDjUhJ9EIGJmMUjYTG9ptoGHP9m3YaVdDkIuo74U4/CjJTzwSB/iMMH8jaYlGgBAdTZCEvJHwz2RXPrrGcqhdCCH/oOsPTs9VsWV1+bRrCocf3Jgw4kG772ygDf+towgyKC3vwskdWHMlMKsI9UbE/x15c++WY1QXWygZ5/AR//p3i1rMdoO+4//4pzOMg22uTwDFTZDFTZjNZG9aRtLReotEpl2Dm+itEiHst+zX2uH+vBTQ3jsNzcmCOxkMxrFtbkYQU5i72Fu1uf5l9CZkbDQk6tSQW/w0rKcTX86D7rXNzrzXVCdb2DgsMTHNyiw3khLBbpdWWQLGQACTPZPzzMmCDSrTdRrEZrVBgZHc2sOdL/1xfOYHW+gdCCHxenIYZ86I23L8TD/WLRyPAzU59q12nI8IPCRT3cmx+OOnKix1hq/EDx1pdjL2N9m1PjPfHUCl3+yCOgIv6uUQ/dgziM5GUfqavImM/X7lKzjhP5acaO7jYwSfZ4ozFxbwif+5UHsf1/3nS5VysJagle+PoGLZ+Ygs8CB9/ViaLRgHaPnodoeK7MRps5XUL5aR2Mp5raOT+/bULA9rCV47Zs3cfm/LWL4UB9yhSBNgjJtG0Su0Vo42n6KuAWO5KNmgtnpRZz6jWEc/Vhpw95rJ9l//O3XLSvXsXFl6jzdV9fSNwzYubMMMXiRucGIFJAkTDYyfXWt47MSPej+0Id78dTvH97WNdkK++6/eQ/zkyGEALoHCugZyrn+dd1/K4SWXpSO/OgqPaaCS5DakZoN3t/sSQGVuRo+8MkSjm1QYH239t4rCzj3t2Vkggx6+osOygKAVFeCSbzd9ZLi+6xRDXWgC3z0n+5bNdCtzIT4my+eR1c/7/M3Tf+oZeP6ugGuvUsIgcERQzSdhan48fvRbVo6I5UZwtHHHcdjI/QCNsvuyokaK4/X8db3b6F8tY7Za40Va/uEdDvCemv8U+ereP5LV1MbUb43i57BrC2FBQE7Yx/ktriowUZNZd5sUN4DY/uWNPsVRAjrMWpLdXzm3x6/26VKmQ1C9Gw8mQN6h/PoGcwhk9O1Jr1+caiwVG5yhtrk953tknjkmT0bTjTgstg45ieaGHigG4UeHaQI6AcCdk35+eB1hYc5+0xs+/lzwInZDcabO8m+/j++iahJK2ac9vv22BLBS69iov8vxVok14h+9OO9ICKc//G8zUBTU3+Uwj/4J3vvOHrfKaSxM1+dwHs/WWRHGUh0m8Ba7wGQAoFw5BeefuMmoBsen7lf7falXCWAN3gTEBJmxhc3NLC+E7P4739bwvBIL7L5wBO+SUtICiFtv6WFXky1yNv/oqbC7M0lnPqnQ6sGuszxGMO+E93M8XhlDmEl0QGKy/gdJOqVcs0f0Te4C1j4PfTtz+HoxwYw8cYSpseqGBzZPI7HRtiGOFHflma4tl++WkdYc0r7d1PjN/b9f3cFN8dqXkQfQAqgdLALQhI7UAEMjRQQh4T6nNIlBQAQkBmBIBCIQwUiAUCltUeRVlIi8OBYCGDq4gIe/cwePPzUxkupOaJBFeXx2nIstOV4+FQJo4/eOdFgNTNlsepcjEwuwJ6RHsjAlGa8/mACZ/xmgc0TYrAkXRIzUoZWaUevb2WujsGHgo4si92Nfe9PL+LmhfryjFO3tUAi7UhtCdffeFzlwSp8ecpe5vzYk33aic6lNFaDDNA1kMHcZGNdTnQZliYAKTYGS9ssaxtY92TQO5iHCNhpBob9ngksPghwoKNMKqZ3QWHJLvx/potAJWmFnWYtQr2y8YH1Wi2sJXj+z8cxd72JwYPdKPZkIQLtODUGLOxz6j2fdrc3ztM4U/9rYHZqCYceLa4a6K7O8UhnoK4SmOZ4mK4NkSHsGd06jsdG2oY70c2yi2fm8PLXJh3L0evDy3dnUOgNEMjA4lA5LaWGQELoB2bviRyKAwGm3mmiuZS4PiSLiQIwxA3wAyQUH8vXK1sipbbdPZGMNzchA4muvix6hgs6kxLOieqSOQw5Q7AzNXcSmf/XgQqpdGZqFFkWZ2o4+Wxpw/DmTrDv/elFTI/VXPYZ+Lin5zhbpR+FEd4woTu8DD6difoKX2QFzV0/nS+V9tTvHb6tPNrdYGk9ezM49et7t4009v1/dwU3L9RaMn+J0oGCxaOFFCmNYpuhCoEgI1o0imE1iilRlj1qe9rBPycCblxawKOf3rPlGsXpQFdiz+FeSHP/mEzQMP7NkcwNxYpoQjtMQS7QNYkDdMVoaa6BwYdWx38tx2MxxuFTJTzwwT7ETc3xmIkwP7VGjseBIgDC9IUqrvxsHs2KwvHTG8/x2AxbVfavk+zt58u2NtAqSBA3CUmeIHIOwG7WmY0ndUSmiLA4nUBkgKhmNvIW7MPI5+nh2YIICZkojYfKbraUmpmesx125muTmLveYDYjABFImMvnBnWTfpJmN3ILgDRtA5I3IimklSo0JXTLxtN/QiUKvUNF/Oyvb6F7KLutZbGNtNFTJUyP1aCIEIA05sT3mxRGKk2wUo7OhKSUIJFwyc1G7iZS579rMlG/pGuhB1M50fdxtiDRrMYAsKo8mo+lDR3oa8HSwKQ80kMTPHJgoSeHfFcOYk83GtUQf///nkLfg5ktJ41dPDOHqfNVreHqsDgIgcZSjGJfFkoRAhFg/nqIbFFyQCdcBWX4SFqjGL5GsXAaxcaBskYxr3kmJ/D6czdx7In+Ld3of/Clq6wcF0jkujIQxGLvUgYcAJg5tHDzaG1GSHrfE27/Y2oD6c/bXV/PQB4zF2u49PL8ioHu0EgRn/6T9+HVr0/gwpk5XH5t3nI8Rj9awij1rYnjcfGV2RTH47HPdZagwmq2I5xoWEswd71hGYwA0kcCGhWFQo9CJhu4jSghAJK38kCgsaBQX1DWKSrDuiNfy9dtTKxNytFZFCYg4J7VI506X8Wll+e5JAaOaJNYaW1W0qUtINDYkSURaKxZCN7tRSC0oIXQJA04B6ulHznyZWfQv49Hd21XWWyj7fCpEn7yjUme1mEcZovG6PHTvLFcfGlB/56GHaAQZCSGj+ZRmYlQnY1SbGc77UITXOy0I8+RPvhBnrjUqEQYPFRoG5C1w9IY6iZd+vM2Xt0aIQD7fbsxE6HQk0Wuq4Q4VPjBl67ho7+xZ8sqC3emURxgJ2sUn/nqBOauNzXEwn3Fib7PoAikP0fT0iKFK+karh+Mg9WOkysOZPvl2bHyfdk7XMRrtwl0c10BPvG7Izj5Sda9nnhjERNvLtlMs2coi0w+SIGhcUSozISolEMtGCKQK7oujU7PPn3bEU50/OwiiPSAYnKOUfqlLwBRnUCUIJvLgEDIBAIJeCOXgnUeecMRNttUenxb374Mho7kMP7TCsKa8OanAvWlEFBcFhk/u7g9i7DJ9vp3broNSZeEkgYhThQyIgAlvEH1HchARUClbIQiAAhiebuMQNRU3oarMSTBcwMNNsoVM96wMlmJ+sK9M7rLVBIqM00UenJo1hIEQrpMtGUOLyVOqUpKQAQKw0fNCDyCEynXY7Rap/WYMqM+H//Fos1W283hbcXSsjmpN1gFIQN9lHYjTWUo5nEzZWb9PEopkC1I7D88iNe/PYe5681NJ42FtQRz15oaTuCKiYRzqESEZkUBPYI1ikkhkwmQgJARAirh9W7MK9QXm1qjGDqIhkk+9RdG0zWtUZxEzPkY//nSljjRqfNVXHplQbftMBktCclCUQxHaa1ypRCIQH+O7nOF38ZjS7iC90SO0DgTT0zlQ6G0r4gzX53AZ/9sdb3aIS2UUx6v48KLs7jxLnM8Fqaat+F49GPk0T4c3ASOx1bYjnCiV88uugqAoU3DlSxgShRESEIBUIJsLkBMhCAQOhJFqrGXAG5jAc9BXZoOke2SCOuEWLcPkCLEUYL6YgzT2wQhcOPdyj0lpXbxzBymx2rpTF9yyadZiSF62EEqRViYjJDJs1C6KeYqIuw9mkexX2D63RD1hdiVbEBcQgPZEq8iLv+SdrBBRuD1525teVlss2y9c3gpUbrELdCsmTm8jjJKUOjbl7NzeJWpDHgSac6xmoxi+RzeViwt35NxmKdtR9DCJNJUF/T7EAZLgzt6G7GxoYO9mHqrgZe/NrmppLGrZxdBIEg4khuQrlARCFGNn/5MRiIR3L6SxHzP2f0k0f7TiJ8nfJ+mNYoNi5QDn9pSBJXwvjP+860JrF//zi2YfndznUlTQSVAoKECEQj0H8wijgjVcoIA4IBWCpaWzEjETU/6VGiBGcHwlbL7nL6fBJDJSdQX1ZoD3aGRIob09K3t5nhshe0IJxrWE5iA2GWi+gECUmxQvskloqbiByVQyGQlokSxQ1UEAUKiM6JEKQhSaIbAjTdrUJ70VFhP0KhEFjPVdxam3q3eU070nR/OAnAYs2HTSSEQ1QmZnEIGAYIAGiNmnA+B/hyExMKNCDLIoVnhz8dmSDrrt6VIAIDSAYze8KVAsxLfM6XyR57Zgzf/f7dw6dU5ANzwzyVdHsQuDXYspc1EKaG0A/DGCwIC8xMNOwLPZEbWcQK2cmI2wGNPDCyL6jccS9PPnQNR146l3a2Nn1303qf+pt0HpAusAW4JUwoZSNb2zAYQEXFgaEvjvkYxV0oq0xGyRaBZS6AiXVHRGsWNhYgrK/qO3uzA+uKZOT3PE4Bw7XsEoFGJke/JIJORoASYm2gim2fHpKAVmiAwfDSPQr/AzXdD1BZiTSpSzKJPNAZMCWCeWZisnJDJCLz+3fUHutvJ8dgqk9v9BtZiRg7LOTJT4iLv+zD1F7fRJAQVc+9T0lSIGglUpBCFCirm3ksVE+LIO0aEsJagNh8xOUPjUdAPrHti7w0Lawlmr9U90pau3HkOtVlVSCIuyZJeV1Jaa1iXkRqLCjfeakLFsExGlyGZ9gBv0C5I9zISomZyT5XKzRxeez9qgQQ73knp9Uu89WhzTOw5j46yP7cZp3akmo1b7OeYOFeU/PqeGSxNyDSWBl0CJE0eEtqRSn0jmI3alO2FIRlxMYLJZcI4Mv4+QaFvuIjXvnkLU+erm7LGYT2BrTHb5x+wTZ/mfQI6sAbipkISAkmokCSEOOT7Oon4PIkUKGahChUTGrUEN96qIW7yZxZHCs1KjEq5acufQr+w6fXeLHv7h2UALgP1SZZRQyEJea8jBd7LGgZDF5odL7B4I0a4qDjQJcemZ2iFM2xSLDFpK0Wm4iEEwlqyZVn3TrId5ETJlp4ApB2md3QZkLeRmwb0mBDpByduJogjQtRQiEOgWU8Q1hUalQRxU2kx+vTrCf06fv/rTrerZxdhUgmbcdgKniudhzW9bjGvZxKbjIjxFKGkffDYQRCgBFSSoG9/Doc/1o1sQULFnI4mMTvl2kJoqpYY/8XS9i3EBtvx04MYHO0CN4/nrdJQyhHao0o5TtOmAsBzpE4TN9XGoh3qkV8qoTobgYhwsoWYYbA0O11DCCSRe05MoAOYzET3hgqHjQqRzkxBpp9SuxGlUkelFEp7GUvbDLM6szaghnfuAjeyPzf7gw6gmwqxDqzjSLFDDYE4Ukhi7VgjQhzy181ajPp8YgNrux8A8FLxTbGwlmB2vGFfJfU56PNmhfczDnAlklgBidR97kIHuoQbb0fW2ZIen8efP+z6gJhUyPcjVwHjMIaA0PvFrvm2I5wo6VC41WH6bFrAk0jz2LVmo1FE6Q3JP8bE0bhRKvIdMdzfN+dLt0LcK8aRpdtwHPvcG1ukfx41CUmTmXWkABVxWVbFzNylmFsAksQ5UhUDi9Mhlm7GaNbZAcQx/7uoHqOxGPucFdx4t7JdS7Hh9vTvH0a+ixvf9x3vTmfi2oGqlnPz84FDeRx5vC+tQJRyqOyQZQY4/uQA5m80AU0mahVXMFga4GFpDcbSoPsECYyl9QxnLYcAGvOUEoyDA7YNxzhYVgDT7R+6tEvE2WkmJ9GsMpa20bY0E7p9AasE1NDOwpS+KR3IJDFxZhoBcZggCRUH1k1C1ODAullNXGYHL/H1Xm8zA2vLCQG859FUxmAD3rCmryfm3uzEZKIxH02wqpTZN4Vdj9L+LA5/rAvZgi7tKtITgQi1+RCmz/TaPRTobpTtCCeaKwYW9E9nnFju6Iwj9RrO/UjeldSUc5y29Eg49kQfjp0uORKBjmSV98AMjazce7fTLKwmaC1VW6wLXiSvf1/FhCTUJfKYEIcJVKIQNRMkiWIH6ZXIVawQ1QjXz1URNxRUpDTjOUJ1PoJVLtF/f7PLYltpPcM5PPuFY1iYCkEgPPz0MLJdwt6XfkaZtDjKW+/VMPZCmX/P/31z/yYJ+vbl8KFn92D+RhMzV2oYHOnC459Ll3ENlmYyFx9La9YSxLHGUhPC3EQTjQV2Bop7biyWdvDDBRT6AihS3KivsTRDzrOOTCkdiPK9IwWTxjbcybQG0v4+0HJuMm3nSP19wSuVk6mg6PPEKUSlHefyAHszA+vxny96FSL3PNqOXlOKFwJxnQOAJNbBrS5V830E/rwSgVhXgpJIAQlhYSrE4s0YYZ2rIubfxHWFxmKkX5Yj7HvpGd0I2xHEooGRPG6O1WCl5IgbwBURJOlxOpJLEVJKblvR7QB81CUN+NJzfinLsRrZvAeROJINsgLdA1nMTTQc1nIPWKUcwpExXGnMQUveVAsybEz+vTjUfZAxs0uZdOJK6YnBVMx5ojHnRoxEl5Qs3R5u47uXbGikiKd+7zBe/Mo4mksxPvrZgyhfqWHmSt3O4VV6wSnxAgoBq+xEgL0fg5w/hzeL8y/MonylrtsLlg+yf2cVLC2sJQgyEhLM6lQxISZ+lnioALOHF2/EkDJYEUuDyWiJHSXpkqDD0jaeNJYrBoiavoScq5wQaUUeTVrjo94fDGlLCohEB9ze8+733Spd4zz6hNMobhu4E2FwZPNEJsJqkqoQ+Zloa3eCEFzCTZoEChSQk5BKARkJihVILE8ciBQQAZPnqgAx2RLg+6NRiVi5raU7Yf/77w1xlI2wHeFEhb/RKgUhAtcYrBRISEDB9iGaIdEyxXo0pcq0hmta+YV1SPkBMj/nByppKszfaN5zmejSrVDPWTQONO3Q7Aal3IZFPO4GgviBFVIyuxPC619k1lGSKAjiflNKTAYAiyn5GT6EQLN67+DNxkZPlfDsnmP44b+/glf/8joeOtWPk786jDgkzN9o2BF4Qgg75Qi4/Rze8y+UV53DG9YSlMcbes6uj6W582YlgegVCEAQIkBCCkGQYcWlrHRY2oIm9ymApRxh2ZvMctcZrBXU4ApHHCYQgrG0jXSiA4cKuHmhnro/yXgaPX9VknRHxWx+JaCFPxy2a7kW9r71MlAbWPNn4kNIQVagdyCLucnGhl1XO+NA10Ae/nMqlz+nOrFQOpAwgS5ipQe9a/CTNKZt2v28DD2JCFE9snsfv56yr7NradsRTnTk0T7ceJe1ayF1X1Mg7blRhDEDthX00bQJaAdqu9m8G89Fni4CJSO04JVurJQarS6ltiPNzzRNBB+I1IaRPucB5madSQtWpErgOtKFAmekqrVE3KZkTCo1mPheMpZHO2Hn8F45u4D9x7sxdLgLo4/2YVSUbCUAprTecl6ZaeLSK/OYuVJFs6qQLUo8/rkHVpRH87E0l8E4aUHDvg1rCrluAUAhCLifMhASFHPjPvS/dJCKsJBI/4EsBh/K4urPKggr5rnh4KixGMKQcDYDS+P71dyfsIG1cZyWLAVdoVKKMV1TUTGYolptPyCcf2EeRqOYTMYKIDKBtdrcwHppJtRDH9KVIr5uoyjlKkWmQte6LyYp6UhOKBgW42PiB7pexu1elwPfezHQvRvbEU708KkSXv3GhM6ANLFcKZBW4BAkcex0P4RgKTWAMQIpecMIshLDR/KozMRaSk3oUo1rFPcVOoh8JRjCgx/sxdxkHc1qhMGR9lJqO9WyRYmkSVrrNZ2JGqcJmFIYZ/wked18zVw7DUc/eCpxEa5xvMee4KkjYy/Me9NyzAbGv7eZZbHttlxXgE/8zghOPqPl0d6q4PqbS8jkJboHs+gdziPIipSiy0pzeD/ya/tuK49msLRlSl8tWJoUEnFdgXICyBHrTSsFykhImICVNFlFQYB0xslYWqZbIKw7ohSIJfcaS7Hef9lBT71b3bAyYFuN4mC5RjFMwGc1iv3A2rWpkHefA64y1VqpuhON4rs269DM88lOkKWNFQBTmdNYtZD2eTWVIpNILOOUJN5+p9IlarsO/jnRPRvo3qntCCfaM5xD73AOlXKEQleAsO5loBAW0zBC53ZAtMZEZUAYPpJH3FSozGgGrsYChMb0WiNQkCFxAOO/WICZlHG8jZTaTrahkSKmx6otGSgHJiYzVUpZZR0E0mX8JqI3bQ6pDN8PSNxkHABuffXvywzQtyeP2YnNLYt1iqXk0V6axY13Kpgdb2DhRtNmiGwm5eCzkUfXN4d3RSyNVsDSYh64sHYsjYCIMHGuCqGxNNJYWrMaQZmxeDoj3Egsbb0axUhpFItlGsVmuR07/+41ijfKskVWGWqtFLmMU2lBD5NxU0ohy1aK9N+zz6f3nBpHbcbrjb0wv9yh6uO9HOjeie0IJwpw3x1LqfVqKTUWpFdKQULi3b8rpwZxm0xUJQqNqsK558pe2wY/2H378zh4smsFKTUP29MRaDsptZ1u5kEyJRueeuEfFaQItLg1P5Ac0bt5jFL3obkN0x3dOhIuvLDghAK80rBKYHGlewlvvp0NjRQxpNm0Zg6vkUgzdjdzeH0sjXwsTWvNAi1YGjYQS7MSwWnse6NsozWKfUhhIzSKN9KGRoqYGqsCXgDEiQI/uz6JymagRhlLX7cdd+Z/HnZ/c0IgJtBV5vPVvycDQt/ePGav1zb1Wnei7Rgn+sgze/Dm92/h0itzgHBSapZ1J4V1dEJnSAmZCExnpj77FsD8ZB3zE3UvInMZqolArWMVAsefHEDvPVTKBbgsNnW+aucKSl2alYFjOzP27DJSl4myGHdiSmKAV3ry19MPTLyInrQ2ZxZo1nm97zm8eY3Wq6stB96/cX/Tx9Ja2dUG494ILE0linsKW7C0VrLaRmNpd6ZRzGx9p1GsjYDVNIpbM1FzX29FYO1ITzzogRQBlqOQJkUZUiUES3Tyfqg/P1MJgstE7fXpazSBruU+6OtUEWFuogHQ/RXorsV2RJ8ooKXUPveAi5QSJ30Gcn1fqRJiixIMDy1eRWrNbPSeRJuRUssW5LIevHvBDusNQJF7YABP4k8pHP9ECceeLNmI3hcAAAh7jhZQKEn4knTp9XSZvRO04PMHTvagUMqCFGFwpOuewpu33ZY5NFiHZtmWym3AfqBzu+eDEq4gGAnIVOlPVzbSLG9sOJb2yDN7kC1IXHp1DuXxmnt/nuNbdj8mCWO3rdenr2t+ooG3f1C2feR2X0n1mbvrbadRvNF2+FQpHZiao3HoilKfY+tzqMy+R+65bZWWpNR6OczUPOOZHIfJiui+DXRXsh3jRAEu6Q6NFAECSvvztl1i2YadJG0cpbIlntZGd/8Gg3J/5yEtpQYCHvnkzppxt1brGeZ5fyAg2yXblq54v22/XkEGGD6SQ6E3WLYxmehd2QfdPOBuA7j++iIWbnCEe/z0xrVA7BpjaYBzbLbE7mUuBEeesZ97SqhkBYfjY2mKsTTG09KYm319bDyWtmkaxS2OyNcoBhGK/bwPtNMo3gwzma5PbvKfT6UUjp8u4eiTfW0DHxvo9sl0QNSixcyBs5eY6PvhoA50lWIW8m6gm7Yd5UQB4KnPP4RcFw/etlJq1O6B4O/7SjCDh/I48njvskgspRyjWErtxOkB2xd6/PTAMim1e8mOnx4EEeGBR3pROphLOTqlFN79r7N49+9mQYRl0omNSow3vjuLm5dqqfXv2ZvB+36l5G1IZI9IVQzIYjGH7zG8ebttaKS4PBM1jtJ3rJR2PEYhyX9+En/D9RypccS2VEiOzUkEyADoP5C3me9G2/HTgxgc2WCN4jb7glmfh1bRKN4s6xnOoXsoCyJCrijduluHZz7f9pUEF+jKdCXOqxK4yh6lnktFpAPdul3vXUvbjnOivcM5PPuFo1icYlH6h58eRrYoUjdWW61RRbh5uYaxF2bdg9KmtOtLqZWv1DA0Urwny7i+PfLMHuS7Mrj08izmrjVSpR0/M2+XkfAGm6RL5onC/GQTb/2gnI50l5WMlMVlTpwe3I1wN9h8LM2WAJHOFO3nTFhWqm9f8jS/n8a4L7ywgPM/nrMZknHUSaQ2HUt7+vOdoVG8mXbi9CCgA93+g7m0o/MD3TaZZqMS49x3y7h5qZYqZffsyeDEr5SWZ6YpqMwJzoB2A912tuOcKOCk1OauN3H9jUWc+uxBHD89gMFDhdQN4WuNmkgz8bARc8PIDLDnaBEffHYPTj49jKtnFzE1VsHgSBc+9YVj92QZ17dcV4DHPncQ0Gzc1pIW2mxArZmJ70DT699SUlNuY+ruz3B03ZW55wOV7bA0lqZuj6VR2sGsCUszjjdVEjalY5Yp3GwsrRM0ijfbuCc4g4uvzGL2WgMpLogpxabed3rf8x2kuf6FySbe+v7MCoGRe05NsHX89NBuoNvGBJmnbAdaebyOH/77K6gvRjh8qoQHHultK6VWKYdIQr7M7sEsMnmBTFaieyinpdQYq5kaq+Dq2QU0lxIcPz3QVkrtXrZvffE8Zq81UNqfx+J0ExAC0rQN8f9ZEXNfrN6YYX4SoDMR/r4rEzk24JHHSpppLfCRX9t3T5fLt8sqMyH+6l+9Y9mpUurPUwrdDibw/n84YHspze9Bf94yENhztIjKTITabJzq8+WP0m+PcI7ZZEgHT3Zj4UYT8zfqGDxUwKf/5H2ber1XX1vAi18ZR7GUwclf3btMozh133r/jrB2jeLBkcK2BdYXXprFi1+5BoDs58fsY7j2Pv2cSiH0RQrzP3e9dsc37HnoCoJj05tKUVd/BpVyiHxXBv/syx+4r/bDtdqOdqIA64O++o0JjL00i0xeYt/xbgwf7rIaoyBa9ViZaWL6Qg23LlcRVhWyBYlTn9mPkytIqd3LVpkJ8Td/dB5dA1nkewLculBjxyl5XoTps+O5lL4Wq8DgSAFDI0WMvTirtUhbFKEU32YiIBz72ABuXa5hdryBY08M4Jd/d2Qbrvb+sP/yB2+jWo5Q6MkgarBqjQx4A5ZS4n3/cABCCoy9MM/tMHCfb74rwIl/WMLUO3XMXOY+Xn+7UEqTkGAUvzgjguYWwKs8PPabB1eUJ9xIM4F1bTHEQ6f6Vwys16NRfPXswqoaxVtpJtDt25/D0nTE7X62/9UFukDLc6r3OysvrBQ/p8pVKgBHLjOB7sVX5iB2A91Vbcc7UWP///bOpqmtKozjv+RyEwgJlAQFWiWdQdppqYuyotNaV9p1V9249Qu45jP0A7iuCzfi3k2djlZnRBc6tik6QGoRNDfEcpNw89Lj4tzcF0rKW0sCeX4zTCbLcHPy/J/nf87/WPkqP9x75l7TozDiUZJpk2QmrrdnB7JIG7UmdrGOXXBo1gAUsYTBzK239oxSO+1Y+Spfz+cYu5Akc36AP7/fxCk39QIlgs4u9xdqIEEuELTjb1ggoGyHxmNMzY3w7LfnbCxVSL/bOVXfK/y8sM4vC+tMXUtTWtumtFbzulK/kwn8hQQSL7dsQGrM5OzMIL9/Uwx1MKHzlK4P2Zo+3Ll7+dhGgS1hvfSgiBGPehnFIWG9R0bxxpNKKKN49vb4sYiAvbALNRbmcwwMm/SnDDaWKuGONBL1JgkQnBRFyGT7SU8OsPSgCATXJ+hNSXoUHzVhau4MheUKVn6b6Rsj3PxUhG47Tk0RbRGKUnu6TetAdLvXyas6Sm38UvLUBSkcltXF//j28zyJEZOZj0axVqv8u1xh86kDhDtQ5b4P/V/Rxygi6AU5mh3k7ekBkpk4j+8XKOa3pYAeE7VKky8/e4RTaXij+agbKq9fI24HQ6gTVUon/7SCSlSr0Lg/FzpjVk8cvM5GuddoqdYtKNoLvfBBuiM/wp6wzpVRSh0qo3jm1mjXCWsrX2VhPsd4S+g+3MSxm+7z85OZXlqnXrAG3vNsdaCtMpAaizF1bYS/fn3OPyJ098WpK6JBgjFqWzuj1NCh0fLl2B09FlumutXg/Oww564M0ag1Kf3teGMxgHKxHvCb++iLGxhmhGQmxvBEjDNn9bnejSc2K4slnPILpm/0nt/cSQ7ipXne4QG8NG8zkXI9UaVInOmjbNWJJaLcuXu5o896Z0ax34H6n+coGcWdwPd/TWY+1kK3sFylmK+GRrrepCjiC6Dgx1YoDBMykwnX/42Ru1/AEqG7b051ERWORq3S5OG9Z/zx3SZREyYupshk+93C+GqvGaWwi3XWczbWapXtrYa+feT2WFeMxXqNvb00dxTI0b20yatDrCyWutJLexMZxZ0iKHSzs8O88/4QDUcLXbtQ4/m6g6IldPXkoL3QVWwslVn+qUSt/IL3ro9w7RMRuvtBiqiwJ77fbAMRjBgkR+Mk0yZ9MYOgt9SoKWzLwS7WaTp64ZqJKFfEb+4odqHGV/M5Em29tB2bUg7gpQV36164mdZe2qrrpcmmsTeK7/9uYsRgvCV0JwZo5/kG39vFOhs5m8JKFcduEEsYXO0S//ekIEVU2DfeWOxxGWu18kqvWbkHs7Oz3T0W6yWO6qX5F2+6u6+V64kCQ2MxLn6YYWWxJF5aB7DyVX78Yo21R1t657UJqdE4g2kTM26E1mWzrtgqOJSLdRqOvmTAHBChe1ikiAqHQvzmk0k7L80/S3lwL+3clST9KZPcfQtrtbNnKXsd3/8ta38UvM1hu3nAJ8H/7XakiApCj3EULy0+aNCf6mvrpU1fH2FOvLSuoK3QvZTUMYwidF8LUkQFoQcRL00QXg9SRAWhhzmql6aU8oIIpKsRehEpooIg7HKWEl51njI7O0RWvDRBkCIqCEIY8dIEYf9IERUEQRCEQ3Ii7xMVBEEQhG7gf/tu82+FguvEAAAAAElFTkSuQmCC"
[ "about 20", "about 50" ]
null
1
math
grade-3
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
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ITu2uHXJIkuJcibo3+yWLUwEAgFBGwQ4j6ytXqPToP8x71IBJ7K4DqMfddcEyOfnHBgAAnANNIUz0tLt+JOcN6wJFgN+U3tVpd33DRY8pLXa0pZkAAEDoo2CHCXbXwbXq4DLtqC8074kpl+rKoddbmAgAAIQLCnYY+H3ZI+yug6jas6/b7vqBqa9YnAoAAIQLCnaIK6z+UJtqVpn3yER214Hkk08LC29mdw0AAC4YrSGE1bdX641tj5u32xmtebnsrgPphU13qbWj6eTF7hoAAJw/CnYIW1j4Q/nUYd4PTv0du+sAWl2xXF82fG7eFw38CrtrAABw3ijYIWrJtvk6drzWvGeNvE0TBuZZmMjeqj379PaOJ6WTu+sYV7weymF3DQAAzh8FOwQVVn+o4uq/m/fwxIs1e+wDFiayt5521/Py35RTbouTAQCAcETBDjE97a7n57xpYSL7e7H0PnN3bcjQ98fN1fC4CRanAgAA4YqCHWJ62l1Hu9hdB8rqiuXaXr/OvCck5WnmiJstTAQAAMIdBTuEvLbtZ+yug6in3fXDuUusDQUAAMIeBTtEFFZ/qMLqD817WMJ4dtcBxu4aAAAEAgU7BDQdr++2u340d5mFiezvpc3srgEAQGBQsEPAE0U/YHcdRBuqVmjr0bXmPW5ADrtrAADgNxRsi/1x+/9WfVuVebO7DqxaT4XeKv/Fqdm1YlzxeiTvNWtDAQAAW6FgW6i09lNtPLLSvDPi2V0H2sKiG83dtQx21wAAwP8o2BZpOl6vP5TNM2+3M1oL8thdB9LLWx9Us7fevK8bdw+7awAA4HcUbIs8UfQD+QyvebO7DqwNVSu0peaf5j06aYquGXmnhYkAAIBdUbAt8Gb5zzvtrr8x/EZ21wHUdXcd7YrTI9mvWhsKAADYFgU7yEprP9WGqr+ad0b8GF0/fr6Fieyv6+56bu6rcjv5tAAAAAQGBTuIuu6uXY4ozct908JE9vf7srnddtejEjKtCwQAAGyPgh1EXXfX92UtVrw7ycJE9lZY85FKaj4x75EDJrO7BgAAAUfBDpKl5b/struelHKphYnsrb69Wq+XPXZqdq1oV5zm57xuaSYAABAZKNhBUFr7qdZVvWfeQ+JGs7sOsIWFN8o49e2Y7K4BAEAQUbADrMV7rNvu+tG8tyxMZH9Lts3XseM15s3uGgAABBMFO8CeKrqZ3XUQFdZ8pKLqv5v3iMSJ7K4BAEBQUbADaPmuZ1TtOWDe7K4Dq+vu2u2I0bzcP1oZCQAARCAKdoBsr9ugTw79ybyHxI5kdx1gnXbXkh7KfkXR7K4BAECQUbADoMV7TC9tecC8XY4oPZq/zMJE9vfatp912l3PGnW7xvPtmAAAwAIU7AB4uniOOozj5s3uOrAKaz7SF9UfmvewhAmaPeZ+CxMBAIBIRsH2s+W7ntGR1n3mPX3od9hdB1CTt77b7vrRvKWWZgIAAJGNgu1HXXfXyTHpuuWiX1iYyP6eKLyB3TUAAAgpFGw/6bq7djrcejz/vyxMZH9/3P5z1bcdMW921wAAIBRQsP1kUcmtnXbXP8lcpMSoZOsC2Vzp0dXaUPVX886IH8/uGgAAhAQKth8s3/WMKlv2mvdl6f+q7NSvWRfI5pq89Vqy5RE5Tg6v3Y4YLeApLQAAIERQsPupp931nIm/sjCR/T1ReIM6dOLbMQ2xuwYAAKGFgt0P7R0edtdB9lb5LzrtrmcOv4ndNQAACCkU7H54qvgmdtdBVHp0tdZV/rd5Z8SP0fXj51mYCAAAoDsK9gV6b89iVbTsNu9pQ65ldx1AXXfXLkeU5uW+aW0oAACAHlCwL8DOhmJ9cOB1806OSdePJv3awkT290zRnE676/uzXuDbMQEAQEiiYJ+n9g6PXth8t3mzuw685bsWqdpzwLxnDr9JE1MuszARAADA2VGwz9PTJTfL62s3b3bXgVVet16rDv2HeafFjWJ3DQAAQhoF+zy8t2exDjfvMu9LhvwLu+sAavEe04tbHtTJ2bVcjij9LG+ppZkAAAB6Q8Huo66766SoVN026QkLE9nf08VzzKe0sLsGAADhgoLdB91213JpQcF/WpjI/pbvWqQjrfvMm901AAAIFxTsPnhm062ddtc/nvyEkqPTLExkb9131yPYXQMAgLBBwe7Fe3sW61DTl+adnzZLBWnfsjCRvXXbXcut+eyuAQBAGKFgn8O+prJuu+s7Ji+0MJH9LSq59fTu2pDuzHpWie5ka0MBAACcBwr2WRz3efR8ye3mze468N7b+6IqW/aa9/SMf1X2oCutCwQAAHABKNhnsaj4R2r3ecyb3XVg7Woo1gf7XzPv5JghmjPxVxYmAgAAuDAU7B6s3L9EB5rLzTsv7Sp21wHU7vPot6X3mLdLbj1e8LaFiQAAAC4cBbuLfU1len/vy+adFJWqOyc/Y2Ei+3uq+BZ5jTZJ7K4BAED4o2Cfgd118L2390VVNO8070vTr2F3DQAAwhoF+wyLNt3G7jqIetpd/2jSv1uYCAAAoP8o2Cet3L9EBxq3mXfO4JnsrgOo6+7aIRe7awAAYAsUbHXfXSe4k3VX5rMWJrK/Z4rnnN5dS7ot80l21wAAwBYivmB33V075NSC/P84xyvQX+/tfVGHmneY9yVp31LB4KstTAQAAOA/EV+wnyu9o9Pu+paLf6nU2GEWJrK3/c1lnXbXSVGDdfvkpyxMBAAA4F8RXbBX7l+ifce2mnf2oK/rsoxvW5jI3rw+j54rucO8HXJpQcGfLEwEAADgfxFbsA817+y2u74763kLE9nfM8U/UntHq6TTu2ue0gIAAOwmIgt2h+HVopJbzZvddeCtPND52zHz065idw0AAGwpIgv2cyW3q62jxbzZXQfW/uYyvb/7FfNOihrMt2MCAADbiriC/fHBpdrTWGreU1KvYHcdQObu2mFIYncNAADsL6IK9qHmnXpn9+mddYI7WfdNWWxhIvt7dtPt7K4BAEBEiZiCfXp3feqdVHbXgbbywBLtaywz79zBM9ldAwAA24uYgv2bTXeyuw6irrtrvh0TAABEiogo2B8fXKpdx0rMOzNlBrvrAOq+u3ZoQT67awAAEBlsX7B72l3fP/VFCxPZ33ObfmLurmVIcyb+SqmxQ60NBQAAECS2Ltjdd9cOdtcBturgsk5Packa/FVdms6nBQAAIHLYumD/dvNdnXbXN0x4jN11AB1q3al3dj8nhxySTnxacO+UFyxOBQAAEFy2LdgfH1yqnfVF5p2ZfJmuHHa9hYnszSevFhXdKkPsrgEAQGSzZcE+0rqv0+46zjVA9059ycJE9vfcpjtOf1rA7hoAAEQw2xVsn+HTU0W36Mzd9c/yl8rpsN0fNWSsOrhMuxpKzDtz0Ax21wAAIGLZrnW+UHqXWjsazfuGCY9pSNxoCxPZW0+7a57SAgAAIpmtCvbqw8v1ZcMX5j0x+VJ21wHE7hoAAKA72xTsI6379PbOJ807zjVAD0x92cJE9veb0rvPeEqLoRsueozdNQAAiHi2KNindtcGu+ugWV2xXDvqT39akJk8XVcO5dMCAAAAWzTQxZvvZXcdRNWefXp7x5Pm7jrOlah7s3lKCwAAgGSDgr368HKV128w74sHXsLuOoB88mlh4c2dd9cFy+QM/7+VAAAA/CKsW1FPu+sHs39vYSL7e2HT3WrtaDp5ndhdp8XyaQEAAMApYVuw2V0H3+qK5fqyYaN5T0y5lN01AABAF2HbRl/efB+76yA6tbvWGbvrB6a+Ym0oAACAEBSWBXv14eUqq19v3hOSC9hdBxC7awAAgL4Lu4ZU6zncaXcd44rXQ1N/Z2Ei+3u59D521wAAAH0UdgV7YdFN5jupkkPzct+Uy+G2NJOdra5YrrL6deY9IfkSdtcAAADnEFYF+8XN96vZW2/e3x/3sIYnTLAukM3Veio67a5jXPH6aTafFgAAAJxL2BTs9ZUrVFa3xrzHJ+XqmyNusTCR/S0surHT7npe/ptyik8LAAAAziUsCnat57CWfvlL845xxeunOUusCxQBzvy0wJCh74+bq+FxfFoAAADQm7Ao2Cd2176TF7vrQNtQtUJlR09/WjAhKU8zR9xsYSIAAIDwEfIF++WtD7K7DqJaT4XeKv/Fqdm1YlzxejiXTwsAAAD6KqQL9vrKFdpS+0/zHjswh911gLG7BgAA6J+QLdg97a7nZr9qXaAIcOanBeyuAQAALkzIFmx218G1oWqFttSc/rRg3IAcdtcAAAAXICQL9u/L5rK7DqKedteP5L1mbSgAAIAwFXIFu7D6Q22q+cS8xyZlsbsOsDN31zLYXQMAAPRHSBXs+vZqvbHtcfOOdsbqp9k8wSKQfl/2SKdPC64bdw+7awAAgH4IqYK9sPCH8qnDvB/OfU1RzlgLE9lbYc1HKqlZZd5jEqfompF3WpgIAAAg/IVMwf5D2SM6drzWvK8bc69GJ2ZamMje6tur9XrZY6dm14p2xWluLk9pAQAA6K+QKNiF1R92fyd1FO+kBtLCwhtlnPq0wHBobu6rcvNpAQAAQL9ZXrB72l0/zDupAbVk23wdO15j3teNu0ejEvi0AAAAwB8sL9jsroOrsOYjFVX/3bxHDZjE7hoAAMCPLC3Yr257lN11EPW0u56X84almQAAAOzGsoJdWP2hiqo/Mu+RAyazuw4wdtcAAACBZ0nB7ml3PS/ndSuiRIw3ti9gdw0AABAElhRsdtfBVXp0tTYe+cC8RyROZHcNAAAQIEH/PuwT76Se3l1fM+oudtcB8FnFO9pU+w/tb9yqxva6E7trhxTliNHj+f9ldTwAAADbCmrBLqn5RJ+f8U7qyMRJum7M3cGMYEvH2mv1WdWfta12rQ4175Sno6nzLzj1U42G9GDOK0HPBwAAEEmCVrAbj9fp1W2PmneUM0aP5i0N1m9vKxWtu7W24i/aXrdRR1r26bjR1utrDEOalvEvGj8wLwgJAQAAIlfQCvaTRT+Uz/Ca9wNTX5HLEfSFSlgqq1unwuq/aUd9iY56Dnfar5+NQ1JCVIpGD8hUTuo3NCE5XxlxYwMfFgAAIMIFpeH+cfvPVd9WZd6zRt6mCbyT2iOv2lVY9YGKa1ZpX+NWNbTXSDJ6fZ3T4VRKTIbGDpiqgrRvaergr8tp/fcIAQAARJyAF+zS2k+18chfzXt44sWaPfaBQP+2YaPFW6+1lf+tLUc/06GmcjUfb5AcjnO+xpChKEe0BseN1MXJl2ha+jUaNyAnSIkBAABwLg7DMHp/e/QCNR2v14L1V5vTELczWoumf6poV+Q+kq/ac0BrK9/VtqNrVdmyV+0dntM/hHhWhmJcCcqIH6vJKdP11WH/UynR6cGICwAAgPMU0Hewnyj6Qafd9YNTfxdx5XpHwxfaeORv2lFfqFrPYXUYxzv/grOU63j3QI0aMFlTU6/U9IxvK9aZGPiwAAAA6LeAFey3yv8t4nbXPnlVfGSVimr/rj3HNqmhrUaGfL2+ziGnBkanaVxSlnIHX6X8IVfJGfxHlAMAAMAPAtLiSms/1fqq9817WMJ4W+6uPb4mratcoS21/9T+xm1q9tb36XVuh1uDYofrouQCXTJkliYOnBbYoAAAAAgav2+w7by7rmuv0prKP6usdq0qWvaoraNJvQ6oDSnaHaeMuNGalHKZZgz9jtJiRwclLwAAAILP7+9g22l3fbB5u9ZUvKvyui9U7dkvr9EuR6dC3UO5NgzFRw3UiMSJmjJohmZkzFa8OzlYkQEAAGAxvxbspTt+Fba7a5982nJ0tQqrP9Cu+k2qa6vqtp929FCoHXJoQFSqxiRlKW/wTBWkz5Jb0cGKDQAAgBDjt4K9vW6D1lW8a94Z8aG9u273ebSx6q/aVPsP7T9Wpkbv0T69zimXUmOHakJyngqGzFJm8owAJwUAAEA48csGu8V7TD9bd5X5CLpQ3F0fa6/V2qq/aEvtZ6po3qXWjqY+vMqQ2xmr9NhRmpRyqS4f9l0NjRsX8KwAAAAIX355B/vpops7Pd85FHbXFa27tfbwX7S9boOqPPvl9XnU2w8kGoYU707U0ITxykq9Qpelz1ZydFpwAgMAAMAW+l2wl+96Rkc8B8z7G8NvtGR3XVa/RoVHPtDO+mLVeirkU0eXX9FzuR7gHqRRSZnKSf26pqVfq2hn6LzrDgAAgPDTr4K9vW6DPjn0J/POiB+j68fP73eo3njVrsKqD1Rcs0p7j21R4/FaGep96eKQUykx6RqfnKOCtFnKGnSlnHIGPC8AAAAixwUX7BbvMb205fQPMbocUZqX+6ZfQnX/veq1pvI9bT26RgebytVyvEFy9DL3kCG3I1ppsaM0MeUSzRj6HY1ImBSQfAAAAMApF1ywny6e02l3fV/WYsW7k/wSqtpzQGsq/qztdetV2bpP7d7WzguPHsu1oRhXoobGj1Vm6uWakfE9pUSn+yUPAAAA0FcXVLCX73pGR1r3mfc3ht+oSSmXXnCIHQ1faOORv2lHfaGOeg7Je8YX1Ug6688mJriTNWrAZGWlflXTM76tWGfiBWcAAAAA/OG8C3bX3fWQuNHntbv2yaviI6tUXPOhdjduVkNbTbcvdOmJQ04NjBmssUk5yk+9SnlDZsrp/y+iBAAAAPrlvBpqT7vrR/PeOudrPL4mratcoc21q3WgcbuavfV9+r1cjiilxg7TRckFmjbkX3TRwEvOJyoAAABgifMq2ItKftTr7rquvUprKv+srbVrVNmyV20dTert+dMypGhXrDLix2jyoMt1ecZ3lBY78nyiAQAAACGhzwX7vT2LVdmyx7xP7a4PNm/Xmop3VV7/uapbD8hrtMvR+ScSu//FDEMJUQM1PHGisgZdocsz/lXx7uR+/DEAAACA0NCnr0rf0VCo5zfdYd5OOZQck666tiN92k9L0sDowRo1YIryBs/UtPRr5ZTrwlMDAAAAIarXgt3hO66H1lwuX9cne5yDy+HSoJihGjcwRwVDZikr5av9DgoAAACEg14nIk+XzDlnuTYMKcoVo/T40Zo4cJpmDPuuhsaN82tIAAAAIFz0WrAHRKeY/9uQIRkOxbkTNTzhImWlXqHp6bOVFJ0a0JAAAABAuOjTBvupohvlcDp1efp3dcXQ7wcjFwAAABCW+lSwAQAAAPSN0+oAAAAAgJ1QsAEAAAA/omADAAAAfkTBBgAAAPyIgg0AAAD4EQUbAAAA8CMKNgAAAOBH/x+dwT+Zc/ToqQAAAABJRU5ErkJggg=="
[ "no pairs", "1 pair", "2 pairs" ]
null
2
math
kindergarten
equal-sides
true
false
Which shape has 4 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAF5UlEQVR4nO3dzU4bVxjG8cd8LdKk7SpRLyDtJeRWemO9hCDBgi4Qi0RsrKKKgozASBGxqZD4UOlsjHA8ZuzxTBcDLaGAPcfj97znnOe3SkIiZvEPBj/2nFqe5/nlADiOge4ISHMQTW2hBryaB96+AN4sAbXLJM93rm1fFvns3bfAQjsufvPDEvDTN0WFRNPqjoDPPeCvAdCKgbnrtPgAI6MqvZovmgKALyNgbnTvA0RVumtqmANzdi+FQsHQSARDIxEMjUQwNBL...
2
science
grade-2
identifying-mixtures
true
false
Select the mixture.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA3QUlEQVR4nO29aaxk51nv+3vfd00177l7d7fbjh23HWe6thnihJscHxIdXSLERQKBBEFEEQoS8IlgwacjSECKxCUMipBIRFDgAxLKkcJF93KELpwo5yQ4OHEgDsFDuz3snrv3XFWr1nqH++FZVXvo3u1u27F3VddfWqphV621aq//eubnedW/bIRwXwNahimmeEOx5eDpLpwvYDaCH5mR9/WUkFO8WWgZuK8hz7fdzvt6Ssgp3kwM+VeGnff0m3MqU0xxMKaknOL...
0
technology
grade
font
false
true
Identify this font type
"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"
[ "Kashmir", "Charlesworth", "Tahoma", "Mickey" ]
null
0
math
grade-6
identify-complementary-supplementary-vertical-adjacent-and-congruent-angles
false
true
Which angle is vertical to \angle{4}?
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pU4weDQAAIGwM64AtXQ/ETz/9tN555x1JoTnOz+12a+bMmQoEAtq3b5/y8vJCM2wYu3LlinJycnT8+HFJ1zf5e/fupRICAABwk2HxJcc7MZvNOnr0qH70ox8pLi5OFRUVmjRpkt59991+X9NqtWr79u2SpJUrV6q+vj5U44alU6dOafLkyTp+/HjXw34qKysJ1wAAAD0Y9hvs7j7++GMtXrxYZ86cUVRUlFavXq2tW7cqJiamX9cb7n3sYDCol19+WcXFxWpvb6cSAgAA0AsjKmBLUnt7u7Zv366NGzcqEAgoOTlZb7/9tpKTk/t8reHcx25ubtbTTz9NJQQAAKCPhn1F5GajRo3SunXr9OGHHyo5OVkNDQ165JFHtGvXLvX17xpms1mHDh0adudjUwkBAADovxEXsDulpaXpo48+0vLly9XW1qb8/Hw99thjunz5cp+uM5z62MFgUC+99JIyMzPV3NysCRMm6OzZsyooKDB6NAAAgIgx4ioiPXnnnXf0zDPP6JNPPun3cX6R3sfuqRJSVlamuLg4gycDAACILCN2g93dvHnzdOHCBc2bN09+v1+5ubnKzc2V3+/v9TWcTqeSkpJUX1+v5557bvCGHQTdKyH33XeffvjDH6qyspJwDQAA0A8E7D8aPXr0gI7zi8Q+dnt7+y2VELfbrWeeecbo0QAAACIWAfsmy5YtU21trdLS0nT58mU99thjKigoUFtb213fG8o+ttPpVFRUlNLT0/t9jTtpbm5WZmamNmzYoPb2di1atEher1cTJ04clPsBAACMFATsHowfP14ffvihXnzxRUVHR6ukpESPPPKIPB7PXd9bUFAgm82m1tZWzZ8/X4FAoM/3//TTT7Vu3TqNGjWqP+Pf1fHjxzV58mSdOnVKMTExKisro28NAAAQIgTs2zCZTHrppZf0/vvva/z48WpoaNC0adP0ve99T+3t7Xd8b/c+9po1a/p8702bNunBBx/UpEmT+jt+j9rb27V27Vo9/vjjam5u1sSJE3Xu3DktWrQopPcBAAAYyQjYdzFjxgzV1tZq+fLlCgQC+va3v61HH330jsf5de9jl5SUqKqqqtf3+6//+i/9+7//u1555ZVQjN+lqalJmZmZ2rZtm4LBoBYtWqRz585RCQEAAAgxAnYvxMXF6Y033tDRo0c1evRonTlzRpMmTVJFRcVt39O9j52Xlyefz9ere+Xn52v+/PnKysoKxeiSbl8J6e8j4gEAAHB7BOw+6DzOb9asWb06zq+zj+33+7VgwYK79rFdLpdOnTql9evXy+/3q729Xe3t7frss8/6NW8gEOiqhFy5coVKCAAAwBAgYPfR6NGjdeLECe3atUsxMTF3Pc6vs4/tdrvv2seuqalRa2urUlJSlJCQoIsXL+qDDz5QWlpan+dsamrS9OnTqYQAAAAMMZ7kOAANDQ166qmn5PF4FBUVpdWrV2vr1q23VC/cbrdmzpypQCAgl8slm83W4/V+9atf6Te/+U3XPz/zzDO67777tGfPHk2bNq3Xc7lcLi1btkxXrlxRXFycdu/ezdYaAABgiBCwBygQCGjTpk3aunWr2tvblZycrDfffPOWrbPD4VBhYaHMZrM8Ho+SkpLueu3U1FTFxcXp1KlTvZ6lsLBQr776qiRp4sSJqqqq0oQJE/r8uQAAANA/BOwQOXPmjBYsWKDLly/LZDJp06ZNKioquuEsa7vdrqqqKlmtVp0+fVomkylk929qalJ2drbOnz8v6fqDbr7//e/zRUYAAIAhRsAOIb/frxUrVnSdLjJjxgyVlZVp/PjxXb9PS0uTz+dTfn6+HA5HSO57cyWkrKxMdrs9JNcGAABA3xCwB0FFRYVWrFghv9+vuLg4/fCHP1ROTo6k3vexe+PmSsiUKVP01ltvUQkBAAAwEKeIDIKcnBxdvHhRs2bNUktLyw3H+VmtVm3evFlS387HvlljY6OmT5/eFa5Xrlyps2fPEq4BAAAMxgZ7EAWDQb3yyisqKipSW1ubxowZo9LSUmVlZWn27Nmqrq7uVx/b5XJp8eLFamlpUUJCgvbu3UslBAAAIEwQsIdAQ0OD/vEf/1ENDQ1dx/n98z//s/72b/9Wzc3Nve5jt7W16V/+5V9uqIRUVlYqMTFxkD8BAAAAeouAPUTa2tq0bt06lZSUKBgMKjk5WYWFhfrmN7+pjo6Ou/axGxsbZbPZVFdXp6ioKBUVFWnLli0hPYkEAAAAA0cHewA++OADWa1WxcbG6m/+5m+6Tg/pSUxMjHbu3KkTJ05ozJgxamho0MqVK5WVlSXpzn3s8vJypaamqq6uTgkJCTp27Ji2bt1KuAYAAAhDbLD76dq1axo7dqxMJpOef/55lZWV6Re/+IU+/vhjfelLX7rje28+zi8+Pl5Xr169pY/d1tam5cuXq7y8XBKVEAAAgEjABrufmpub9bWvfU2vv/66ioqKtGrVKgUCAf3iF7+463vNZrMOHjyogwcPymw26+rVq4qKipLb7daaNWskSXV1dZo6darKy8sVFRWlF154QWfPnr1tuP7Sl76kqKioG/7T/bHrAAAAGBpssEMgGAxq7ty5OnHihJqammSxWHr93suXL2vBggU6c+ZM1589++yzKi0tVVtbmxISElRRUaE5c+bc8ToPPPCApk6dqueee67rz772ta/pvvvu6/sHAgAAQL/dY/QAka6jo0PPPvusfvrTn2rz5s19CteSNGbMGJ0+fVrbtm3T2rVrJUmvv/66JCk9PV0VFRUaM2bMXWdoaWnR5MmT9cQTTygqKkqxsbH9+0AAAAAYECoiA9De3q6cnBzt2bNH69ev14YNG/p9rblz53Y9JOaee+7RX/zFX6impuau4VqSPv30UwWDQR09elTx8fF64IEHtHLlyn7PAgAAgP4jYA9AYWGhDh8+rB/84AfasmVLv69TXl6uqVOnqrGxUX/+53+u+++/X7/97W/1rW99q1fvb21tlcVi0ejRo/WjH/1ImZmZeu2111RVVdXvmQAAANA/dLD76T//8z81efJkJSYm3tB7nj17tqZOndqra7S0tGjFihVdp4Skp6fryJEjqq+v1+zZs3t1PnZPLly4oK985SsqKirStm3b+vReAAAADAwd7H767//+b0lSU1OT1q1b1/XnMTExvQrYdXV1stlsamxs1KhRo1RcXKx169Zp1KhRslgs2rBhgzZt2qS8vDx5PB4lJSXd9lqXLl3SoUOH9Pjjj2vy5Mn64osvJElxcXED+5AAAADoMzbYBigvL9fy5cvV1tYmi8WiI0eOKD09/YbXdHR0aPbs2aqurr7lfOyb/e///q8mTJigxMREPf3003r77bd14cIFffTRR/rKV74yFB8JAAAAf0QHewi1tLRo8eLF2vDss4ppb9ecOXNUW1t7S7iWpOjoaB08eFAWi0Vut/uOX6D8y7/8S7399tv6kz/5E333u99VIBDQ4cOHCdcAAAAGYIM9RDorIYmffqrKv/s7XX3wQX153z5FRUXd8X3V1dWaPXu2JOnkyZNdj1YHAABAeGKDPQS6nxLy+7g43X///Rrb0qKoQ4fu+t6srCxt2LBBTycmKjc3V83NzUMwMQAAAPqLgD2IOishixcvVltbm+bMmaP3z5/XqG9/+/oLDh+W6urufJHPP1dxMKh9U6dqxYMPKjc3Vx0dHYM/PAAAAPqFgD1I6urqlJqaqvLyco0aNUpbtmzRsWPHlJCQIE2cKM2ff/2F27ZJn39+u4tIK1ZIdXUK3nefatvbVV1drc2bNw/dBwEAAECf0MEeBHv27NHq1av1xRdfKDExUQcOHOjxi4z6znek+vrrgXvTpht/t2+f9JOfXP85JUV64QVV//zn9LEBAADCHAE7hDorIS6XS5I0Z84cVVRUXN9a9+Tzz69vqFtbr2+0n3xS+uQTaft2yee7/prOP/+jtWvXatu2bbJYLKqtrZXFYhncDwUAAIA+IWCHSPcHx5hMJm3fvl35+fl3PSVEdXXSxo3Xf16wQPrxj68H7oceklatur7d7iYQCGjmzJlyu93KysrSyZMnFR1N0wcAACBcELBD4OZKSGVlpaZMmdL7C7z11vUvPHayWqXnn5f+9E97fLnP51NaWpr8fr82btyo4uLigX0AAAAAhAwBewBuroTY7Xbt3bv39pWQO+nsY+flSXPn3vXlVVVVstvtio6Opo8NAAAQRgjY/dRTJaSgoGBgF/3kE2n06F6/vKCgQCUlJfSxAQAAwggBux+6V0ImTJigt956q2+VkBChjw0AABB+SGN90NLSouzsbC1fvlxffPGF7Ha7vF6vIeFakkwmkw4dOiSz2cz52AAAAGGCDXYvnT9/Xk8++aQaGxt13333adeuXXrmmWeMHkvSjX3sDz74QFar1eiRAAAARiw22L3gcDg0ffp0NTY2asKECXK73SEL19euXdOaNWsUHR2tub34cmNPbDab8vPz1dHRoQULFsjv94dkNgAAAPQdAfsOOishhYWFCgQCWrRokbxerybedDb1QHz1q19VZWWl7rnnngFdZ8eOHbJarfL5fMrLywvNcAAAAOgzAvZtnD9/XqmpqXK5XIqJiVFZWZnKysoUFxcX0vtkZmaqtrZW995774Cu072PXVVVJYfDEZoBAQAA0CcE7B7cXAk5d+6cFi1aNCj3eumll/Snt3mgTF8lJSXJ6XRKkoqKiuR2u0NyXQAAAPQeAbuboaiEDLbOPnYgEKCPDQAAYAAC9h8NVSVkKOzYsUMpKSn0sQEAAAxAwNaNlZCJEycOaiVkKJhMJh0+fFixsbH0sQEAAIbYiA7YPVVCzp07N6SVkCNHjujIkSNqb2/X7373Ox05ckQej2fA101JSdGrr74qiT42AADAUBqxD5rp/uCYuLg47d6925CtdVRU1C1/9uyzz+oHP/hBSK6fl5en0tJSJSUlyePxyGw2h+S6AAAA6NmIDNgOh0NFRUUKBAKaOHGiqqqqNGHCBKPHGhStra2yWq2qr6+XzWaTy+UyeiQAAIBhbURVRK5cuXJDJWTlypU6d+7csA3XkhQbG0sfGwAAYAiNmA32+fPnlZ2draamJsXFxamsrEx2u93osYaM0+nU0qVLZTKZdPr0aVmtVqNHAgAAGJZGxAa785SQpqYmTZkyRV6vd0SFa+l6F3vJkiWcjw0AADDIhnXA7qkScvbs2WFdCbmT1157ret87G9+85tGjwMAADAsDduKyEivhNxOfX29rFarWltbtW/fPh5EAwAAEGLDcoNNJeT2up+PvXLlStXX1xs8EQAAwPAyrAI2lZDe6exjt7a2av78+WptbTV6JAAAgGFj2FREuldCEhIStHfvXrbWd9D9fOwlS5bI6XQaPRIAAMCwEPEb7GAweEslpLa2lnB9F93Pxy4tLSVgAwAAhEhEB+wrV67o8ccfV2Fhof7whz/ohRde0NmzZ5WYmGj0aBEhJSVF//qv/yqJPjYAAECoRGxF5OZKSEVFhebMmWP0WBHJbrerqqpKKSkpcrvdio2NNXokAACAiBVxG+ybKyHp6emqra0lXA+A0+lUUlKS6uvr9dxzzxk9DgAAQESLqIDdUyWkpqaGSsgAmc1mHTp0SCaTiT42AADAAEVMRaR7JcRisWj//v1srUPM4XCosLBQsbGxcrvdSklJMXokAACAiBP2ATsYDKqkpERFRUUKBAJKT0/XkSNHZLFYjB5tWKKPDQAAMDBhXRHpXgnp6OjQli1bVFNTQ7geRPSxAQAABiZsN9inTp3SwoULuyohR44cUXp6utFjjQhut1szZ85UIBDQwYMHlZOTY/RIAAAAESPsNtjBYFAvvfSSMjMzbzglhHA9dKxWq7Zv3y5JWrFihXw+n7EDAQAARJCw2mBfuXJFOTk5On78uEaNGqXi4mKtW7dOo0aNMnq0Eamzj221WnX69GmZTCajRwIAAAh7YROwqYSEH7/fr7S0NPl8PuXn58vhcBg9EgAAQNgzvCJycyVkzpw5VELCRPfzsUtKSlRVVWX0SAAAAGHP0IDdeUrIhg0bJElbtmzRsWPHOCUkjHTvY+fl5dHHBgAAuAvDKiLdKyGJiYk6cOAAW+sw9tWvflXV1dX0sQEAAO5iyDfYVEIi08GDB2WxWOR2u7VmzRqjxwEAAAhbQ7rB7n5KiMlk0vbt25Wfn6+oqKihGgEDUF1drdmzZ6ujo0Mul0s2m83okQAAAMLOkAXsmyshlZWVmjJlylDcGiFUXFysTZs2yWw2y+PxKCkpyeiRAAAAwsqgV0RuroTY7XbV1tYSriPUd77zHWVlZcnv92vBggUKBAJGjwQAABBWBjVgNzc3d50SEh0drZ07d6qyslIJCQmDeVsMoujoaPrYAAAAdzBoFZFTp07pG9/4hpqbmzVhwgS99dZbbK2HEfrYAAAAPQv5Brt7JaS5uVl2u11er5dwPcxkZWV1nV+el5en5uZmgycCAAAIDyHdYPt8Pr344os6cOCAJKmkpESrV68O1eURZjo6OjR79mxVV1crKytLJ0+eVHS04Q8HBQAAMFTI0pDL5VJaWpoOHDigb3zjGzp37hzhepjr3seurq7W5s2bjR4JAADAcCHZYBcUFKikpESSZLPZ5HQ6ZTabB3pZRIjOPrYknTx5UllZWQZPBAAAYJwBbbB9Pp/S0tK6wvXOnTvlcrkI1yNMZx+7o6NDubm59LEBAMCI1u8Ntsvl0tKlS+X3+zV27Fi5XC6lpqaGeDxECvrYAAAA1901AXm93lv+rKCgQNnZ2fL7/bLZbPJ6vYTrEa6zj202m+ljAwCAEe2OAbumpkZpaWmy2+2SqITgziwWi5xOpyRpy5Ytqq6uNnYgAAAAA9wxYBcUFEiSUlNTu04J8Xq9Gjt2rDweT9fvgU42m035+fn0sQEAwIh124DtcDhUW1urxMRE/frXv6YSgl7bsWOHrFarmpublZubq46ODqNHAgAAGDI9fsnR7/dr3LhxXf996dIlxcfHq7i4mK01eqWzTuT3+7Vx40YVFxcbPRIAAMCQ6DFg5+XlqbS0VPfcc4/+8Ic/6K//+q9ls9n0y1/+UsFgUC6Xy4BREWmqqqpkt9sVHR3N+dgAAGDEuCVg//jHP9a8efO6/vnee+/VtWvXbnhTCJ+ujmGu8yFEFotFtbW1slgsRo8EAAAwqG4J2H/1V3+lxsbGG140duxYZWZmdv0nKSlpKGdEBAsEApo5c6bcbjfnYwMAgBHhhoDtcDhUWFioP/uzP9OMGTP0D//wDwRqDFj3Pvb3vvc9rV271uiRAAAABs0NAbvzaYwEaoRaZx/bZDLp9OnTslqtRo8EAAAwKPr9qHSgrzr72ElJSfJ4PDygCAAADEsEbAyZ7n1sm83GaTQAAGBY4ttmGDImk0mHDh2S2WxWVVWVHA6H0SMBAACEHBtsDDn62AAAYDhjg40hZ7PZ9OyzzyoQCGjBggXy+/1GjwQAABAybLBhiNbWVlmtVtXX12vhwoV68803jR4JAAAgJNhgwxCxsbE6fPiwUlNT9ZOf/ETFxcVGjwQAABASbLBhqJqaGmVlZUmSqqurlZmZaexAAAAAA8QGG4bKzMzUxo0bJUlLly6ljw0AACIeG2yEhczMTL333nuy2+2qrKw0ehwAAIB+Y4ONsOB0OhUfHy+Xy8X52AAAIKKxwUbYcLlcys7OliR5PB6lpqYaOxAAAEA/sMFG2LDb7crPz5ckZWdn08cGAAARiQ02wk5qaqpqa2vpYwMAgIjEBhthx+Vy3dLHrqmpUWFhIVttAAAQ9gjYCDtJSUlyOp2SpMLCQnm9XjkcDjkcDtXU1Bg6GwAAwN0QsBGWbu5jT5s2TdL17TYAAEA4I2AjLNXU1KigoECTJ0+Wz+fTiRMnJEnvvfeewZMBAADcGQEbYcfv9ys7O1vjxo1TVlaWHnjgAVVXVysmJkY+n08+n8/oEQEAAG6LgI2wZLPZJEkOh0MxMTGSpLa2Nkmihw0AAMIaARthx2w2y+l0yuPxKCMjQ5988skNvz9+/LhBkwEAANwd52Aj7DmdThUUFOjq1auSpLi4OH322WcGTwUAANAzNtgIe3l5efL5fFq6dKkkqaWlhR42AAAIWwRsRASz2ay9e/d21UboYQMAgHBFRQQRyefzKSkpyegxAAAAbkHABgAAAEKIiggAAAAQQgRsAAAAIIQI2AAAAEAIEbABAACAECJgAwAAACFEwAYAAABCiIANAAAAhBABGwAAAAghAjYAAAAQQgRsAAAAIIQI2AAAAEAIEbABAACAECJgAwAAACFEwAYAAABCiIANAAAAhND/AXH2rExwmOxrAAAAAElFTkSuQmCC"
[ "\\angle{1}", "\\angle{5}", "\\angle{3}", "\\angle{2}" ]
null
0
math
grade-2
find-the-next-shape-in-a-repeating-pattern
true
true
What shape comes next?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAlRElEQVR4nO3deZAe9X3n8U/3088x5zOSYEYMaIQQI4R1biwgtpAJCQaD2doFTMyCbQJOsY7sP1J2YnDFTjZgirLLgWRTwMZxqBAHWLy2s2uLc7HXCCnY4MQSWNwyQkiDZoRGc888Z+8fj0aa0VzP0ffzflVRLjTTv4uvW8+nn193G7Zt2wIAAAAQCYZh+D2EQDL9HgAAAAAAuI3gAwAAACDyCD4AAAAAIo/gAwAAACDyCD4AAAAAIo/gAwAAACDyCD4AAAAAIo/...
0
math
kindergarten
curved-parts
true
false
Which shape has a curved part?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJsAAACbCAYAAAB1YemMAAACq0lEQVR4nO3cvW4cBRSA0bter4vgABWIjoafMg3K+9DxUnkHXiMVJSGpg2ltxyKOV0OxikQBBdLoW7Q+p5rRSFd3pG9mutksy7Jc3c+8uZu52c88LAOrON/MPN3OfPNk5suLmc3V+2V5eX3stTh1zz+dOX99dzj56mLmu08OJcIabvYzr97N/H4/89vdzNn1w+GC0Fjb0+2hq5mZ2/3M2f5vF2BtH7v6sMycHXcVHhOxkREbGbGRERsZsZERGxmxkREbGbGRERs...
1
math
pre-k
identify-shapes-traced-from-solids
false
true
Can you make a triangle by tracing this shape?
"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"
[ "yes", "no" ]
null
0
math
grade-4
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
"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"
[ "no", "yes" ]
null
0
science
grade-2
identify-earth-s-land-features
true
false
A plain is a wide, mostly flat area of land without many trees. Plains can stretch for many miles. Select the plain.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOEAAAC0CAYAAABi8Es+AAEAAElEQVR4nLT957YkSZLnif1U1ZjTy29EZCTPqq7unp4ZzO7gAB+wB2+F18AHvAaeA+zsGQA9PT3dxTIrM4Ne6tyIEnxQUzM1c4/MmsGuxYnr7mZKREXlLyIqSkz8n/6vf3QSANH9lQBC4PCXECAQCEF0iZCluy+EQCKIkwkhAIcAXJslvheXKYXPK0ZlD8ujq6HL2+YLf3wZrqurL9Ph2u99+r5toTzXtlwKSeBCTKeIfshR+/snQ351X4Xz6YRDtKV3+Ttq2nR...
0
math
grade-1
match-analog-clocks-and-times
false
true
What time does the clock show?
"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"
[ "3:00", "2:30" ]
null
0
math
pre-k
subtraction-sentences-up-to-10-which-model-matches
true
false
Which picture shows 10 − 9 = 1?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAAVi0lEQVR4nO2da3Bc133Yf+fcx76wAEgQJCU5oiVL1ou2REmWzDiOJ64cWzKZWBGtWNGkw3HStNMvnc50pl+aeNrkQxr3q9122k6VB23Hpmw5luvGZpKxPAol0oReNG1JFCVa4gsACex77+ucfLi7C+ziDSykaP3/zWCAe/c+zu/+d/4H59xzz1XWWnsxhNN1qCQQWwRBEIR3Ea6CogM35mGHD+piYO2x8jtdLEEQBKEf3DsM7qv1dOEqH24qpFlfEARBePdQSeD...
2
math
grade-8
base-plans
true
true
What does this object's base plan look like?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6AAAADyCAYAAABTa6jQAABg3UlEQVR4nO3de1zUBfb/8ReCocjFBe+pyKaW2qaTlFiJ4l5M2DVd0XL9aiiZursi3nazCxf9mnw3U8D6ZSGKuVYqrqSJaSWUu4qGgmXoSptjGF4QdwBFUYHfHziT5g1lYAZ8Px+PfawzzHw+Z3aYfczhnM85DpWVlZWIiIiIiIhVODg42DoEEbvlZOsAREREREQakrSTF9lReAkAByoBJaRyN6ukEgeohCdaOCkBFRERERGxpp2Fl65IOZV8yt3OoepT4AD/Kry...
0
math
kindergarten
count-to-100
false
true
How many dots are there?
"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"
[ "19", "13", "26" ]
null
0
math
grade-2
select-figures-with-a-given-area
true
false
Which shape has an area of 11 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKQAAADCCAYAAADHGGkGAAAD50lEQVR4nO3dvW5cVRSG4XXGP0VIoEEE2kQhEvT4EqChIRUVV0IDV+IGKhpouAXcg2QMtDiCyk4sxXi0KQ4jQBSRktmzP2aep7FGI+11pHm1darlqbXWzq+rfrqqulxW3bSCjdmfqu7sVT24VXX3sGo6f9baycXox4Kqo1er9s+u5g9vHVY9fGWuFTblcll1+rTq1+uqH6+qFhc38xdiZIQ7e3N7VVVPllWL5T++gBFW7f3RqhZjHwX+TZBEESRRBEkUQRJFkEQ...
1
math
grade-1
find-the-next-shape-in-a-pattern
true
true
What shape comes next?
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"
null
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1
engineer
grade-6
identify-the-experimental-question
false
true
Identify the question that Kylie's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Kylie glued lids onto 16 cardboard shoe boxes of equal size. She painted eight of the boxes black and eight of the boxes white. Kylie made a small hole in the side of each box and then stuck a thermometer partially into each hole so she could measure the temperatures inside the boxes. She placed the boxes in direct sunlight in her backyard. Two hours later, she measured the temperature inside each box. Kylie compared the average temperature inside the black boxes to the average temperature inside the white boxes.
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"
[ "Do the temperatures inside boxes depend on the sizes of the boxes?", "Do the insides of white boxes get hotter than the insides of black boxes when the boxes are left in the sun?" ]
null
1
math
grade-2
place-value-models-up-to-hundreds
true
false
Which place-value model shows 975?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAWoAAAC7CAYAAABMzdTdAAAiGUlEQVR4nO3daZAk6V3f8W9mVWVWZdbd55w7M5rVbViEZRFg4bWFIYRCdiCHjJEW2xAyxigCSUYOSUEYGUlGOILAYXhlgbCwMRa8UDgAyS8wEiEZFCFCaJG0u7P3zuwcfdaVdWTl6RdZ1V1VXVndO1Oryur5fxS9mu3K+efTPbP/ejrzeX6phGEYbjnwTBcsH7wQIYQQC5RWoJCCBw3Y0EDZ6ofh11qLHpYQQohp3lSE9NPd6F/OaPAqM+riQgghFsfy4ckO3HH...
0
math
grade-3
match-fractions-to-models-halves-thirds-and-fourths
true
false
Which figure shows thirds?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIIAAAB8CAYAAAClm2iUAAAzO0lEQVR4nO29aZRdZ3nn+9vj2WeuU3OVVJpHy4Pk2TE2gzEmJgxNgAaHKVnNddJJ6EsHbt9FPoR16XSG1dBZdPqSm9UJIR2g00BIDKTNbIzx1AhbtmxL1liSSlWqOlWnznz2fD88Z2ufmqSSVJLspv5rnSXVmfY+7/t/n+d5n+lVwjAMJxw43ICqD17IKn4BoCuQ1WBrCgZMUCbsMHy6crVvaxVXE7flQD/UkD+GTNieFpas4n9/VH04WIdxB15ugFrx5IVVEvx...
0