subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
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choices_pic
listlengths
2
4
answer_idx
int64
0
3
math
grade-4
identify-faces-of-three-dimensional-figures
true
false
Which shape has a triangle as a face?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAASaUlEQVR4nO3de3Bb5ZkG8Ee25fgaO7aTOFcbxw65BwiQzYVLAzQ0tKVbaCmEme5Md7al22bbTmHa/WN3tjuz3V2YTktbKJ3dzvRCgVJ2u6VQChlouZOkQO43l9ixia84tmXLlmRZ+8crRUdHkmPJ0vceWc9vJqMj+ficT44eSeec73s/VygUCnX7gVYv4AkCEyEQUZYUuYDKQqClDFhYDLi6faHQvmHtZhHln81zgaLTXrmzqBi4tFzSSUTZ4QkCJ0eBLj9wygs...
1
math
kindergarten
represent-numbers-with-shapes-up-to-5
true
false
Which group has 2 hexagons?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAJiElEQVR4nO3cz05UdxvA8WdmVKIFgw2+L0YxExCVTXemq268Bb0AXbs0oS5gBQtL4tK1XoDegpvu6gX4ByET0cgbSSWFYkBm5l1MS9p018w854zn81lpSJ7fLxnmmznn8Jtat9vtbh5EvNmL2GlHHHYDoC+O1SLGGhGzpyL+eyKitrnf7f7yW9HbAr5235+OOLa61/vPuRMRV77p1QigH3baEa9+j/hwEPF6L6L+22HvB2ID9NtYo9eWiIjddkS9/ZcfAPTbn23...
0
math
kindergarten
circles
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJgAAACaCAYAAABVCoEqAAAG9klEQVR4nO2dzVaTVxiFd0AdWG0nXe3qBbS9BK+iF9bLUJdaGEE7KI6Y4ERHjFprmXRiKBjzR0J+vpwOgkugHPIlOT/ve979TBQQOIYHTHa+vW0451xzDPw9AHoVMHUgZGXuNICHm8D394Fv7wGN5si5193cxyIl8uhL4M67wfyF7+4BP34xt4+QVelVwNsz4P0Y+GsAbHSn8zdQLhKCh5tzlwCgXwEb1aU3EBKCTy5NHLCR9yikdCgYiQoFI1GhYCQqFIxEhYK...
1
engineer
grade-8
identify-laboratory-tools
true
false
Select the funnel.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAAoKklEQVR4nO3de3hcd3kn8Pd9f+ecOaORZNmJHdsJvoQEEtgQEihLW1IuDZSUSxIg7j7bbvdxgi3JhgDZsvu0hSIaoBeWtEuhIckD9Nm2WxoK5dKWbhfCliblspALpnEcW7ZlW/frSHM5l9/vffePkYzGVhLHkXSko/fzjz3naOZ8H8189TvXOQBKKaWUUkoppZRSSqllgVkHUM0++clPFoiolYjWiee1A0ALArSgg3WI7DHiOp/8kMG1ElGAgu2IiMwcImIRAAA...
0
science
grade-3
animal-adaptations-feet-and-limbs
true
true
European moles are found in many parts of Europe. They dig and live in burrows. These moles eat earthworms and nuts, which they find in the soil. The feet of the European mole are adapted for digging. Which animal's feet are also adapted for digging?
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"
null
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1
science
grade-3
animal-adaptations-feet-and-limbs
true
true
Red-eared sliders are a type of turtle. They are found in ponds, lakes, and rivers in many parts of North America. The feet of the red-eared slider are adapted for swimming. Which animal's feet are also adapted for swimming?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9eZxcRbn//66qc7p7ZjIz2QnZgCSEfRVFRRBc2UT8sYkgCip+RVBANv16VRa3C4iKiCwq+1X0glxULohcQEREQkBEkH0xLNkzySzdfarq98dTdfp0zyQZMBKu3/7wamam+yxVdc7p1Kc+n+d5lPfeZ1mGc4422mijjTbaaKONNtpo438ntNYkSYJSan03pY02/iWh28S5jTbaaKONNtpoo402/vfDOUeWZeu7GW208S8L3SbObbTRRhtttNFGG22...
0
math
pre-k
cones
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAVXUlEQVR4nO2df3BUVZbHv/d1p9Ppzm+SNAmBZAgkCEiEIIii7vijXMcZnHW0qHJYdqa01l1315WpHcvBrd2aKodSy7F2h11XLaxxRVF3h5pRRx0VWNCoA0wCRIIEjBAIhPzu/OhOd7r73f3j9Xv9Oh1I3k2/X537+SOd9Lvv3tPdJ7fPPefccwmllF4aB74OAiMxIErB4VgOJwHyHMBiD+BzAeRSmNJDw2aLxeFMn7X5gPN0UPqj3AXUeSWt5nCsxkgMaAsAXeP...
1
math
kindergarten
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
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"
null
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0
math
kindergarten
one-less-with-pictures-up-to-10
true
true
Count the party hats in this group. Which group has one less than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA1YAAAB+CAYAAAAnS4CtAABhBUlEQVR4nO3ddZxc9bn48c8Z2fHZWXf32MazISTEkLY4hSpW+VUoUKjQAlXqpUpL770tReuFJBRaiCdI3HYj6+42Oz67I+f3xySbhIQ29yZhk+V5/5PszJkzR/Z57fOcrymAihBCCCGEEOKc2NQf4s2hMAAKKqBM7AGJ80BFRQEVLk3WsThFh26iD0kIIYQQQojJZNtQ+IRSSoqqyUmJ3VkF3hgKk2vWSGElhBBCCCHEuXSsjarcpmFxip7kOCmuJpvBMZXXBkL...
2
math
pre-k
count-shapes-in-rows-up-to-10
false
true
How many rectangles are there?
"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"
[ "6", "2", "10", "8" ]
null
2
math
kindergarten
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 6+1=7?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAAM00lEQVR4nO3da4xcZ33H8e+5zWV3xmuytjf2rsl6YxsHcnFxLTd5kWLJscQLXgRkRKS8olJpBUHiIl7yDgkEIhKtqr4rEqiBVu0L6EWk0ASQGpTIBUJKim15V/iSXa8neHfu5/bw4uzsxd7Mzpk9z5kzk/9HWo3XM+c55zdn9T+35zzHUEqpRReuNKAagK8QQggxRGwDyhYcG4OpHBiLbaVeXR30YgkhhEjCmT1gX25EvxzMwfvGo6ovhBBieFQD+F0d3nLhUgP...
0
math
kindergarten
fewer-more-and-same
false
true
Are there fewer goldfish than fish bowls?
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"
[ "yes", "no" ]
null
0
math
grade-8
identify-trapezoids
false
true
Is this polygon a trapezoid?
"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"
[ "no", "yes" ]
null
1
math
algebra-1
identify-linear-functions-from-graphs-and-equations
false
true
The graph shows a function. Is the function linear or nonlinear?
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"
[ "nonlinear", "linear" ]
null
0
science
grade-5
use-data-to-describe-climates
false
true
Which statement best describes the climate of Sydney? Hint: Summers in the Southern Hemisphere occur in December, January, and February. Winters in the Southern Hemisphere occur in June, July, and August. Sydney is a city in Australia. It is located in the Southern Hemisphere. It has a humid subtropical climate.
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"
[ "Winters have lower temperatures than summers and there is more precipitation in the first half of the year than in the second half.", "Summers and winters have about the same amount of precipitation but summers are colder." ]
null
0
math
grade-1
match-analog-clocks-and-times
false
true
What time does the clock show?
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"
[ "12:30", "2:00" ]
null
0
math
grade-2
write-subtraction-sentences-to-describe-pictures-up-to-18
false
true
Which subtraction sentence does the picture show?
"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"
[ "13 − 4 = 9", "12 − 4 = 8", "12 − 5 = 7", "13 − 5 = 8" ]
null
0
math
grade-7
apply-multiplication-and-division-rules
false
true
The number line shows an unknown number, d. Is d – 4 positive or negative?
"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"
[ "positive", "negative" ]
null
1
math
algebra-1
interpret-a-scatter-plot
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
"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"
[ "positive trend", "no trend", "negative trend" ]
null
1
science
grade-3
classify-rocks-and-minerals-by-color-shape-and-texture
true
false
Select the brown rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAACaOUlEQVR4nO29Z5Mk53UlfLLSlfeuffdYDDwNCCwhkTIRa7S7sfq4G/th/9j+g33FVSwpiRQlcgmCACgCIIDxPTPtu7z3VeneD1nndtYQHEAEaKTtJ2ICaFeVlflcd86591E8z/NwuS7X5frUFfp9X8Dlulx/yOvSQC7X5XrGujSQy3W5nrEuDeRyXa5nrEsDuVyX6xnr0kAu1+V6xro0kMt1uZ6xLg3kcl2uZ6xLA7lcl+sZ69JALtflesa6NJDLdbmesS4N5HJ...
1
math
grade-2
equivalent-amounts-of-money-up-to-1-dollar
true
true
Look at these coins:Which group shows the same amount?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAc8AAABoCAYAAACXFnvJAABrhklEQVR4nO39d5hdd3Xvj7/26b3MnOl9NFXSjNqod8lN7gVXsI0pJgSuSYDfJTckPxJuEu4NJHAheSBgmmMMtnGTbVmWi3ovI03TNE3v5Zw5ve69v38cnY0UDJFs2TKwX8+jZySNdM7en7Nnv/dan7XeSwBkVFRUVK4ysiwzkYDeCARFSKl3JpUPEToB7FqotkCeAQRU8VRRUfkQMBGXORa42kehovLfs9IBuqt9ECoqKioAPZH01wID1FrTT/kqKh8WgiJ0hWE...
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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"
[ "nonlinear", "linear" ]
null
0
math
grade-3
identify-multiplication-expressions-for-equal-groups
false
true
Which expression describes the model?
"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"
[ "1×4", "3×4" ]
null
1
science
grade-4
animal-adaptations-skins-and-body-coverings
true
true
Dead leaf mantises are found in forests. The mantis is adapted to be camouflaged among dead leaves. Which animal is also adapted to be camouflaged among dead leaves?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d5xlVZX2/917n1u3cnXOCTqQmywI2ogBAREDSBjMzjijo77AC6LOO84ojjqiomNAEBwxzSiKvjDzMiCgKBIaGmxy7ACdc6ruqnvO3uv3x9r73FvdDTTQivo7y09J1b33pH32ub2f9TzrWUZEpCgKQghUUUUVVVRRRRVVVFFFFX+eYa0lyzKMMS/1qVRRxV9k2Ao4V1FFFVVUUUUVVVRRxZ9/hBAoiuKlPo0qqviLDVsB5yqqqKKKKqqooooqqvj...
0
math
grade-6
similar-and-congruent-figures
false
true
How are these figures related?
"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"
[ "neither similar nor congruent", "similar but not congruent", "congruent" ]
null
0
math
kindergarten
times-of-everyday-events
true
false
Sam is biking home from work. What time is it? Choose the more likely time.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHQAAABzCAYAAABJnyafAAAMoElEQVR4nO2de5AUxR3Hvz2z792723vuvbjjOBAQRbwoRwURgkiqrFCmIqkECSSKiVFTlSrFKmNREYzGWIUm+UeNFa0YBfMQqlAjFbQ8EqImqLwUjsfBcYfH7b33Hvvemc4fy+3u3O3j5rG73Fx//rmemf79ume/1z3T3dPdhFJK3SGgzQeMCkCEgjGNMBCggAfm2QCXCSDuIKWHR/KdLYYWNBcChnO+6EGVCZhvj6rNmD6MCsAZL9AdAs76AG4kEr3AxJyeFPB...
1
math
grade-4
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "2 pairs", "1 pair", "no pairs" ]
null
0
math
kindergarten
one-less-with-pictures-up-to-10
true
true
Count the triangles in this group. Which group has one less than the group you counted?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABGgAAAB2CAYAAACUGaXIAAAL8ElEQVR4nO3dzY9ddR3H8d/QwgLFh8Ro/APExLUJ8Y/wX9K/omVjE4WFri2JKAtZs6FLW2io7aAobJg+WZjpdXEZ2n7n8c4953zOw+u1mZTSmZMPCXPnO/OGndbaqgEAAJ1YrVbts69a+/hRa/cPWtv3ahuAY1zeae21S6397NXWfvJKazvNgQYAADrz2ZNV+2Av/RQATMkb32vtcvohAABgTj56tH7701da+/l31t8dBYDq/kFrNx+29u+vWrv1qLWX0g8EAAB...
1
math
kindergarten
fewer-and-more-compare-by-matching
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARIAAABeCAYAAADv2puAAAAFLUlEQVR4nO3dv1PbdhzG8UeWzIU0MTTXM1eGOEubxUO3jPwFIVumtFPYClv+im7QDTJl7QL5C9IxUwYWkg64Qwq01/AjgcZIqIPwFYxtbH++kmz1/Vo4zpw+30fcPSfL8JUXx3G805R+O5aOIimMBQA9BZ5025e+uSnNTEjezuc4fn2Y97IAjKsHFSl4d5x88/WEdP+LpGUAoJejSNr6JP3RlN4eS6XDMHmBEgHQr9t+0hmS9DGSStGFFwCgX63OOI2lUr5LAVA...
0
math
grade-5
identify-parallelograms
false
true
Is this quadrilateral a parallelogram?
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"
[ "yes", "no" ]
null
1
science
grade-7
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAY4klEQVR4nO3daXAb530G8GcXu7h5k+JNkZRo3Zasw3JsKZYjqfURJ45dJ07ixO1Mk+lMp/2Q6df2ezudTj+008l0xk3q2I7rKz4iybakyDosiZIoibpJipfAGzxA3MAe/bAkKIikTIvgLkg+vxmNzSWwfIHFPnjf/74vIOi6rvcngLYIEFQBRQcRUUZIApBjAxrcQKkdEPrjut44bnWziGip25kLSK0R44dyO7DGY6QREVEmBFXgVhjoSwAtEUAcV4xfMGyIKNN...
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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"
[ "nonlinear", "linear" ]
null
0
math
precalculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed line is a vertical asymptote.
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"
[ "$\\lim _{x \\rightarrow 5^{+}} f(x)=-\\infty$", "$\\lim _{x \\rightarrow 5^{+}} f(x)=\\infty$" ]
null
0
math
kindergarten
subtraction-sentences-up-to-10-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "6 − 4 = 2", "4 − 4 = 0", "5 − 5 = 0", "5 − 4 = 1" ]
null
3
math
grade-3
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", "impossible", "certain", "probable" ]
null
2
math
grade-2
compare-sides-and-vertices
true
false
Which shape has more vertices?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAMf0lEQVR4nO3dXWwc1RUH8P+dj3Xs9UfsJF4n0ASaBBTUitAmoD4UJNqiSlAemqIqoDQCSguIAA+Ip/AET5QHaPhqKaCUQkSBqhJRqdIWqWmliiQtQa2wILGAAMk6TuzYXu/GOzP39mHHJiSO7LF37pl75/zeUOK9R/Bn9/j6nLFQSqlyHThcBcYjIFRgzFieADpcYG0bUCoAojyp1L4x6rIYa76rOgHvULXxD8sLwKXFRvoZM9V4BHwwARyrAx9WAWcsbPwBh5v...
0
math
grade-3
choose-the-appropriate-measuring-tool
true
false
Which tool would you use to find out how tall you are?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAACnCAYAAADzJ6XqAAAbKUlEQVR4nO2deXRUVaKvv30qU01JyEgFSBgkIFMgjALiDDxFrsuhvTTNVbn30r5le3ku7dUu7bdWd6ut94naioqKgqAg4HsgwQEFQWxAwhwCZiBkJjOZqlIQkqr9/jhJkQIUUCpVFfa3FutQJ/vUOSd8/PY+++yzj5BSyqqzUOAEuwvaJQrFFRMiwGqAwSZIDANR1Srl3mZ/H5aiJzExEkKOO/UPtjAYYtatUyiuFLsL8lqg8izkO0Frbtd/oKRS/BqsBt0hAIc...
0
math
algebra-1
identify-functions
false
true
Look at this set of ordered pairs: Is this relation a function?
"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"
[ "yes", "no" ]
null
0
math
calculus
identify-graphs-of-continuous-functions
false
true
Is the function f(x) continuous?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAH3CAYAAACBwSh7AABwkElEQVR4nO3de3hU53ku/HvNeXQWkpCEQOJksIUlDDbYYDC4EJuaxAkkrp02Bzdtd5s6TrJ3253DTvO1CfXO19TJTuKk3tn1tp3DVydOfEjAMsZBBiwZAzIIJDAIGYSE0GGk0WiO6/z9IY1AgGAkrVczI+7fdXEJzay559FoZs0zr971Lsk0TRNERERERGQJW7ILICIiIiKaTthgExERERFZiA02EREREZGF2GAT3UB2796NuXPnYvPmzckuhYiIaNqSeJAj0Y1j48aN+PSnP43PfvazyS6FiIho2nIkuwAimhof/ehH8Yc//AEXLlxAOBzGv/zLv+Ds2bNwOp349re/jYMHD+LVV1+FJEnJLpWIiCitcQSb6AbxwQcfYOXKlfD5fACABx54AI8++ihmzpyJxx9/HHV1dcjJyUlylUREROmPI9hEN4hjx46hqqpq5Pu///u/x1e+8hWEw2G8+uqrU9Zca2e+DVtWNWxFH52S+yMiIppqPMiRaJp47rnn8Nxzz415/eUN9vLly3H8+HE89NBDuOmmm6agQkBrexLamW1Qmj8z5jZ6+w8R2zsTZqhxSmoiIiKy2oQabMMwsGPHDqtrAQAoioLXX39dSHY0GsWbb74pJDsYDOKtt94Sku33+7Fv3z4h2T6fD++8846Q7K6uLhw8eFBIdkdHB9577z0h2W1tbTh69KiQ7NbWVhw/ftzy3CNHjqCzsxOdnZ1obLx6Y9rU1DTSYBuGgT/90z/FY489hv/8z/+EYRjXzG9ubsYHH3ww6Tr1jh8O/ceIweh9FQDQ2NiIc+fOjWyjffBPgBaAevJLk76/hoYGnD9/ftI5V3PgwAF0d3cLya6vr0dfX5+Q7L1792JgYEBIdm1tLUKhkJDsXbt2IRaLCcmuqamBqqpCsrdv3w7OxCS68XAEmyjNGYaBt99+e+T7vXv3XvUN/dixY6iurgYAfP3rX0d5eTn+9V//FaWlpXj11VfF1+nfA1PuGvleu/DzK7fpfRWmHh76f+AdmLGzwusiIiKyGhtsojR37NgxDA4OjnwfDAavGIFXFAWnT5/GkiVL8OKLL2L37t34wQ9+AAD44he/iH/7t38TXqd25tvD/xtq/g3f7wFtYPQ28aZ7+AOC1v4j4XURERFZjQ02URozTfOq04cuH8V2uVyQZRlZWVl46KGHcODAAbjdbgDAxz/+cdTV1Qmt0/DvgTGwD7B5AQCSexYAQL/ws5FtzNjZoaYbAIZXCtQv/PyKJpyIiCjVscEmmkKqquL06dP45S9/ia997Ws4cODAVbfbs2cPvvSlL+GTn/wkvvjFL445v//o0aOjRq+Boab7aqPYyRQfvbbPWA9AgpRx89Dll0wTiY9W2zJuHtrGOw/QAhzFJiKitMMGm2gKvfHGG/j5z3+OV155BadPn4au61ds8+677+Kpp57CsmXL8NWvfhXLly/Hj3/8Y9TX14/azjRN7N2794rbx08UI+rA2PEyQ41Do9f2HEjZKwAAUtatgD0HZugoPPopAIDeOTSaLeUMbWPL/6Ohy68yV5uIiCiVcR1soim0YcMG3HnnnXC5XHjiiSeuus1LL72EW2+9FY8++igAYOnSpTh37hxefvllrF69emS7o0ePIhgMwjTNK86+aJomBgcHceTIEdx2222ifpyESFlL4Vr2BsxYG8xY29Bl9iw45/8jTC0AfSALzsh+QB+ElFUFyVM2tI1nDiRPOUzVDzPUCClraTJ/DCIiooRxBJtoCnk8HmRnZyMzM/Oq1yuKgjNnzqCysnLU5ZWVlTh79ixkWQYw9uj15fbt25cSS4TZ8tfBXvoZQB9ews2eCfucL8Ix7x+h2mZBzbgL7tUn4ap8BpCcQ9uYGlzVv4Hn7hY210RElFbYYBOlkHA4DNM0kZWVNery7OxsABhZY/jIkSMIBoMAcMXodfyy+FzssdbFTgZTG6pfsmddcZ3kmTvUSEvDf1gz1KHvHXlTWCEREdHkscEmSiFjnfAl3kTrug7TNEete309qTKKDeDiCLbjygZ7RLzBNjXx9RAREQkwag729c7mdvl2iW4/Hsye2ux44yUq2zRNZl8j2zCMUfcT///l93/p7+nw4cMjo9fXcvkodvwkM1bUPeGc4ZPImFLGqJ/10mxzuME2DGXy9yfwdxnPT8fsy593zBaffbW/NF2NzcZxL6LpQDIvGdoaz+nPDcMQtiNg9tRlxxsQUdnA1acw3OjZvb29eO2117Bu3TrMmzdv5PpIJIJf//rXuPPOO3HLLbeMXP7+++9j//79eOihh9DW1jbu0zpnZmZi4cKFk657so/JMtf/gxn2YzgsfxP9xm1XzZ7jeA2LnP+Bdu2PcUr9q0ndn8jfZbxpSsfsdNtP3UjZmzdvFlIHEU2tUSPYib6wDcNATU2NkB2BoijYvXs3Nm3aZHl2NBpFXV0dNm7caHl2MBhEQ0MD1q9fb3m23+9HU1MT1q5da3m2z+dDS0sLVq1aZXl2V1cX2tvbsWLFCsuzOzo60NPTg+XLl1ue3dbWhkAgMKkR37G0trZClmUsWrQIr732Gm6//fZRj72iKHjxxRdRUVEx6vUVi8Wwf/9+PPjgg3jhhRfQ2dk5rvvdvHnzpBrs5uZmeL1ezJ8/f8IZACAf+p8wB4E7V2+ALfcuAEBjYyPy8/NRXl4OANDPd0I9CcwtL8NNN09uH9PQ0ICSkhKUlZVNKudqDhw4gIqKChQXF1ueXV9fj8WLF6OgoMDy7L1796K6uhp5eXmWZ9fW1mLFihVXHENghV27dmHt2rXweDyWZ9fU1GDjxo1wOp2WZ2/fvh0PPPCAkA9LRJS6uEwfUQpxuVyYO3cujh8/PuryEydOoLy8HB6PZ2T5vsvFl/37+te/LrrMidPHPshxBOdgExFRmuNkL6IUs2XLFjQ1NeFnP/sZmpqa8Mtf/hKNjY3YsmVLskubvOE52HBcfZlCAIAtvkzf+KbBEBERpQqOYBOlmFWrVuELX/gCXnrpJbz22msoKirC5z//eaxZsybZpU3atZbpGyGxwSYiovTGBpsoCRYtWoQXX3xxzOvXrVuHdevWTWFFU2TkRDPXnyJimleeRp6IiCgdcIoIEU0RAzAVABJg8465lXTJiWaIiIjSERtsIpoa2uDQ12uNXgOcg01ERGmPDTYRTQkzkekhAOdgExFR2mODTURTI5El+gAu00dERGmPDTYRTY2RJfoSHMHmHGwiIkpTbLCJaEoktEQfMDIH2+QUESIiSlNssIloaiQ4B1viHGwiIkpzbLCJaEqYw1NEJPs1zuIIcA42ERGlPTbYRDQ1xruKiMEGm4iI0hMbbCKaGvEG+3oHOdriI9icIkJEROmJDTYRTQmTy/QREdENgg02EU2N+DJ9152DzVVEiIgovbHBJqIpkegINlcRISKidMcGm4imhpbgQY42nmiGiIjSGxtsIpoSXKaPiIhuFGywiWhqjKwikn3t7ThFhIiI0pzj0m8URUnoRoZhjGv78VBVFaZpMnuKsjVNg2EYzL4sW9d1Idm6rgvLjkvVuk0tCABQDTekS3IMw4CmaRezTXP4qzrpn+WKbAuJzlbVyf/8V2OaZlpn22zWjwvF969m/LlnMUVRIElSQtu6XC4hNRDR1JLMS/Yor7/+esI3VBRFyI7ANE1omgan08nsKcg2DAOGYcDhcFx/4xso2zRN2O12y7N1XQcAIdnvvfceAGD58uWWZ1tR9x3OLyFLOotD6v9CyJw3crmmabDZbKMap/WujwIA3lJenfD9jZVtFdHZdrs94aZsPFRVhcPhYPZl2SL2r8D43ys3bdokpA4imlqjupNEX9iGYaCmpkbIjkBRFOzevVtIdjQaRV1dHTZu3Gh5djAYRENDA9avX295tt/vR1NTE9auXWt5ts/nQ0tLC1atWmV5dldXF9rb27FixQrLszs6OtDT0yOkmWxra0MgEEB1dbXl2a2trZBlGZWVlZZnxxtsEa+d5uZmeL1ezJ8/f8IZ8js2mFHg7nvug+RdMHJ5Y2Mj8vPzUV5ePnJZrNYOmDo23b/x4pzsCWhoaEBJSQnKysomnDGWAwcOoKKiAsXFxZZn19fXY/HixSgoKLA8e+/evaiurkZeXp7l2bW1tVixYgWysq5zIOsE7Nq1C2vXroXH47E8u6amBhs2bBDSZG/fvh3333+/kA8GRJS6OAebiKZEwieaATgPm4iI0hobbCKaGoku0wewwSYiorTGBpuIpoYRGfp6vWX6AC7VR0REaY0NNhGJF1+iL5HmGuDJZoiIKK2xwSYi8fRxTA8BRqaImJwiQkREaYgNNhEJZ2qDAADJnpPQ9hLnYBMRURpjg01EwplKNwBAciW47BznYBMRURpjg01EwsUbbLhKErtBfATbYINNRETphw02EYk3MoI9M7HtbfERbE4RISKi9MMGm4iEM+V4g53gWQ85B5uIiNIYG2wiEs5UugAAkjvRKSJDI9gm52ATEVEaYoNNRMKZSg+AxKeIjKwiwnWwiYgoDbHBJiLhRkawEz3I0cYpIkRElL7YYBORcPERbCR6kCOX6SMiojTmSHYBRDSaaZrYsWMH3njjDfT19aGwsBD3338/HnjggWSXNnHxVUTcZYltz4MciYgojbHBJkoxNTU1eP755/GRj3wEy5Ytw6FDh/Dss88CQHo22Wrf0Ei0Pedi43w9nINNRERpjA02UYqpq6vDwoUL8ZnPfAYAUFVVhVOnTmHfvn1p2WBfPMAxwSX6gJE52FxFhIiI0hHnYBOlGEVRkJmZOeqy7OxsyLKcpIom5+ISfYk32JJkH74xG2wiIko/bLCJUsyGDRtw7Ngx7N+/H7Is48CBA2hsbMR9992X7NImxFTGeZIZgHOwiYgorXGKCFGK2bRpE3w+H5588smRy7Zu3YpNmzYlsaqJizfYmEiDzTnYRESUhkY12NFoNKEbGYYxru3HQ1VVYdmxWAymaQrJlmU5LbMVRYFhGGmXraoqdF1Py2xN066Z/fbbb2PHjh346Ec/isWLF+PEiRP43e9+h5kzZ2L16tXXvQ8RdWuaBlVVJ5Qthc8PZUgzoF3l9rquX5ltSJAAqEoEyiR+Hl3XoSiKkMfEMAyh2bIsC8k2TVN4tt1uF5Id34eLEIvFoGlipiRFo1FIkpTQtl6vV0gNRDS1JPOSvdWbb76Z8A2j0aiQHUF8JyoqW5ZleDwey7Pjb7bplq3rOjRNg9vtTqtsTdNgGAZcLlfaZZumCafz6qtpqKqKX/ziF1iwYAHuueeekcv37t2L1tZWfPrTn4bDcfU/PB04cAAAsHLlSsvrVlUVkiSNed/Xskj6HmZKf0CL8UV04/4rrlcUBTabbVT2fOnfMUvajg/Mv0Gn+ZEJ160oCux2u5CGT5ZlOBwOYdlOpxM2m/Wz+GKxGFwuV1pmu93uhBvV8YhGo/B4PMKyx/N+tnHjRstrIKKpN+rdMtEXtmEYqKmpEbIjUBQFu3fvFpIdjUZRV1cnJDsYDKKhoQHr16+3PNvv96OpqQlr1661PNvn86GlpQWrVq2yPLurqwvt7e1YsWKF5dkdHR3o6enB8uXLLc9ua2tDIBBAdXW15dmtra2QZRmVlZVXvf7cuXNQFAXr16/HH/3RH41c7nQ6ceLECSxZsgRz5sy56m3jDbaI53dzczO8Xi/mz58/7tsqR/4XjH5gybJ7UVVwZW2NjY3Iz89HeXn5yGVqy07o7cCiRfNROWfiP09DQwNKSkpQVpbg+tvjcODAAVRUVKC4eBxTXxJUX1+PxYsXo6CgwPLsvXv3orq6Gnl5eZZn19bWYsWKFcjKyrI8e9euXVi7dq2QgYaamhqsX79+zA++k7F9+3Zs2LBBSPNORKmLBzkSpZCcnBwAQ432pdra2kZdn07GfZp0ABLnYBMRURrjQY5EKSQvLw933nkndu7ciby8PCxatAgtLS2oqanBXXfdhdzc3GSXOG7jPk06wFOlExFRWmODTZRiHn/8cbzyyiv4wx/+gBdffBEzZszAli1b8LGPfSzZpU2AefE06RM40QwbbCIiSkdssIlSjNvtxsMPP4yHH3442aVMnuob+uqYkfhp0oFLRrA5RYSIiNIP52ATkTBmdGjuuOS5+oGZY+IcbCIiSmNssIlIGCNyEgBgy1w0vhtyDjYREaUxNthEJIwZHmqwpYzF47qdNDwH2+QUESIiSkNssIlImPgItpQx3hHs+EGObLCJiCj9sMEmImHiI9i2iTbYnINNRERpiA02EYlh6jDjI9iZVz9z5Zg4B5uIiNIYG2wiEsKMnQFgAO4ywOYe341tnCJCRETpiw02EQkx4ekhwMgUEZMj2ERElIbYYBOREBM+wBGAJNmH/sMGm4iI0hAbbCISwooRbB7kSERE6YgNNhEJcfEAxwk02JyDTUREaYwNNhEJYYSOApjYFBGug01EROnMkewCiGga0oOAPRswNUieueO/PZfpIyKiNMYRbCKynDFQDyhdkLKWTiyAc7CJiCiNscEmIssZgf0AAHve3RO6vWSLL9PHBpuIiNIPG2wispwReAcAYMtbPbEAzsEmIqI0NmoOdjAYTOhGpmmOa/vxUFUVpmkKyZZlWVh2OByGYRhCsiORCHRdF5IdjUaFZmuaJiQ7FosJzVZVVdhzUFEUIdlxIrIVRYHNZksw24AzUA8AiNiXwrzObVRVRSwWG5UtRWU4ABj65B4rTdOuyLaKpmmIRqNCsnVdRyQSgcvlsjzbMAxEIhHY7XYh2eFweOQ9wkqmaSIcDkNVrf/QZZomQqEQHA4xhyUFg0FIkpTQttnZ2UJqIKKpJZmX7AnfeuuthG4U3xmJ2BHEd6JZWVmWZ8ffWERlR6NRZGZmWp6t6zpkWUZGRobl2ZqmQVEUYdmqqsLr9VqeraoqNE0Tlq3rOjwej+XZiqLANE243eM8dXgC6uuHmtrVqyc4anwNsixDkqSEGr5MtKLK+FtEMRuNtmeuu30sFoPdbofT6Ry5zGO24zbzLxHDbBxJIGMs0WgUDodjVLZVotEonE6nkKYsEonA7XYLaYLD4TA8Ho+wbK/XC5vN+j+OhkIhZGRkCMvOzMxMuAkej2AwOK73yvXr11teAxFNvVHvDIm+sA3DQE1NjZAdgaIo2L17t5DsaDSKuro6IdnBYBANDQ1Csv1+P5qamrB27VrLs30+H1paWrBq1SrLs7u6utDe3o4VK1ZYnt3R0YGenh4sX77c8uy2tjYEAgFUV1dbnt3a2gpZllFZWWl5drzBFvEcbG5uhtfrxfz586+7rd7xPtRTQFbpRqy/5fq1NDY2Ij8/H+Xl5SOXmbEzkOsBr8eB9auvnzGWhoYGlJSUoKysbMIZYzlw4AAqKipQXFxseXZ9fT0WL16MgoICy7P37t2L6upq5OXlWZ5dW1uLFStWCBnE2LVrF1avXi3kg29NTQ3WrFkj5IPY9u3bsW7dOiHNOxGlLs7BJiJLXZx/PbEDHAFwmT4iIkprbLCJyFLxFUQmfIAjAEniKiJERJS+2GATkWXMyEmYsbOAYwYk78KJB3EdbCIiSmNssInIMnrXrwAA9sJNkwuycZk+IiJKX2ywicgyevcLAAB78cOTC+IcbCIiSmNssInIEmaoCWa0FXDkwTbjQ5ML44lmiIgojbHBJiJL6N2/BgDYZ24FpEmusTzSYHMEm4iI0g8bbCKyhN71SwCAvfghixKHd0+mblEeERHR1GCDTUSTZg4ehCl3DE0PyVtnTSgPdCQiojTFBpuIJk2LTw8pfnjy00PiOA+biIjSFBtsIpo0o38XAMBe/CfWhY6sJMIGm4iI0gsbbCKaFKP3FZjhE5C8N8GWt8a6YJ5shoiI0hQbbCKaBANq6zcBAI7537A22sbTpRMRUXpig01EE6Z3/SfMyElI3vnWTg8BIHGpPiIiSlOOZBdARFeKxWJ44YUXUFdXh0gkgtLSUjz22GOYN29esku7yNShtv4jAMAx//+B5Z/XOQebiIjSFBtsohSjaRq+9a1vobu7G4888ghKSkpw9uxZ5OXlJbu0UfTOZwD5vJDRawCXzMHmCDYREaUXNthEKeb1119HS0sLvvvd72Lu3LkAgKqqquQWdTn5PNSW/w4AcMz/JwiZbWbjCDYREaUnzsEmSjF1dXVYsmTJSHOdiuSjWwEjClvu3UNrX4sguYa+ssEmIqI0wxFsohTT2dmJJUuW4Omnn8bhw4cRDodx22234S//8i9TYpqI0vSnMINHILnnwLX0N8LuR7K5YQIw9SgkYfdCRERkPY5gE6UYRVFw8OBB5OXl4Stf+Qr++q//Gs3Nzfj+97+f7NKgnf2fMHp+C0guuJa+AjhmiLszm3foqxEVdx9EREQCjBrB9vv9Cd3INE2Yppnw9uOhaZqwbFmWYRiGkOxIJAJd14VkB4NBaJomJDsUCkFV1bTLDofDUBRF2O9SlmUh2dFoNKG677rrLtx///0AgPz8fHzsYx/DL37xC7z33nvXXUlERN2xWAyZ8lvQBv4JAKBU/C9E1TLAgvuSZRmRSOSKul26HXYAoUEfdGli96MoCsLhsJDHRFVVhEIhuFwuy7M1TUMwGITNZv0YiK7rCAaDME1TSPbg4CBU1fppPYZhIBAIIBq1/gOXaZoYGBiAwyHmj7p+vx+SlNjfYfLz84XUQERTa9TepKmpKaEbxRvsRLcfD8MwoGmasGxFUYRk67qOWCwmJFvTNESjUSHZqqpCluW0y1YUBaqqCsmWZRm6rgvJjsViME0T4XB4zG0kSUIkErnq/R88ePCatwUSfx2Phy12CjPtXwUAdNs+gXPnFwHnrbmfSCSCwcFB9Pb2jrp8ga5gBoD2ttPot03svsLhMCKRCLq7uy2odLRQKARZltHZ2Skk+8yZM0IavkgkgtOnTwvJlmUZp06dgt1utzxbVVW8//77wj50nDhxIuEmeDwMw0Bzc3PC269du9byGoho6o3awyb6wjYMAzU1NUJ2BIqiYPfu3UKyo9Eo6urqhGQHg0E0NDQIyfb7/WhqahKS7fP50NLSglWrVlme3dXVhfb2dqxYscLy7I6ODvT09GD58uWWZ7e1tSEQCKC6utry7NbWVsiyjMrKyjG3+fWvfw2n0znq93327Fn84he/wK233oq77777qrfbt28fAAFv0Jofobf/DDZDgS1vDSqW/xwVFs4ua2xsRH5+PsrLy0ddrh4vg94F3LxoLuylE/uZGhoaUFJSgrKyMitKHeXAgQOoqKhAcXGx5dn19fVYvHgxCgoKLM/eu3cvqqurhcznr62txR133IGsrCzLs3ft2oU777wTHo/H8uyamhqsWrUKTqfT8uzt27djzZo1Qpp3IkpdnINNlGKqqqpw7NgxBIPBkcuOHTsGAEk50YzS/Dk4jG7ojllwVb+IKdttcA42ERGlKTbYRClm69atcDqd2LZtGxoaGlBbW4tf//rXuPvuuzFr1qwpq8MMNUF+9zYYfa8BAPzFPxZ7UOPl7PEGOzZ190lERGQBLtNHlGIKCwuxbds2PPfcc/je974Hp9OJNWvW4LOf/eyU1aC3/xDq6f8BmAqkrKU463kCTuf8Kbt/AJBsQ1MBTI5gExFRmmGDTZSCZs+ejW984xtTf8dKD5Tmz8Dw1wIA7LMfg/Om70A73gLrZ6deR3yKiM4RbCIiSi9ssIkIAGAE6qE0fhzQ+gF7DlyV/we2oo8lryCbe7gwNthERJRe2GAT3eDMYAPUD/4ZRt9OAICUtRSu6l9B8kz9AZWXkoZHsDlFhIiI0g0bbKIb1FBj/W0YfTVDFzjy4JjzOBzzkjA15Wp4kCMREaUpNthENxBT7oDhew2677VLGut8OMq/DMecLwB269cvnrDhgxyhcwSbiIjSCxtsomnODB+H3vsq9N5XYQYPX7zCngNHxd+lXmM97OIqInKSKyEiIhofNthE05ARqIfR+3voPS/DjJ0ZdZ0tdzVsRQ/CUfYXgD0nSRUmID6CzTnYRESUZthgE00HpoJ5eS1YkP8+Ym8/DSjdF6+zuWHL3wB70YOwF30EcBYmr87x4BxsIiJKU2ywidKQKbfDDB6FEW4C1H5oHT/FlpsjQ1cqAOzZsBd9GLbCj8BesAmwZya13gnhHGwiIkpTbLCJUpmpw4ychBFshBlqhBFshBFqBNS+KzYNKVk43X8zVm76J9hmfCgJxVrr4jJ9HMEmIqL0wgabKAWY0VaYSjdgqABM6F3/CSN0FGbwvatuL3kXQsq8BbasKkhZS2DzLsD3fjS0Kshd06C5BgDY43Ow2WATEVF6YYNNNAWM/jdhRs8g29+MHLUTypEITLkTptwJaP4xbye55ww10FlVQw115hJI2beNsXWNkNqThgc5EhFRmmKDTTQRRmxoHrR8YbhRPj/0NdYJKBeGvo+du+Jm8TU7rugZXaWQPLMhuUohuUthL3wAtry16Tl32iKcIkJEROmKDTbdePRBQA/D1COAHoGph4e+1wYAbQCZgbNwhnuhnnQBmh+mFgC0AEx1YGSbhKct2HMgucsgeWZBcpViIJIBBTNQWrF86HL3LMA9S+APm8Z4kCMREaUpNtiUevTg6AbYCA81WXpo+LIwvAOdKJR7oX3wu4tNsnHxNkOXhQAjOtJAQxtI6O7jp1zRz197O8lTDsldBrhnQXKXQnLPGmmah76fc7FJHDbY2gpZllFWVDn+x+VGY+MyfURElJ7YYN9o9DBgqoChAKYKm9oDj9kOM5w7cplpqkMH25nKyLamqV12mQrTVC65TB++vQLTUAFThTc0gNnRANTm3JHLLr1vUw8NN87h4QY5AiR41r7M4X/a2Qk8BrYMwJ4JyZ4B2OP/zwIcuZAcuQhG7IhqLpSULQYceZAcucNf8wBn7tBXe/YE7pjGxeYe+mqqya2DiIhonKZfg21Ehpu+eGOojjSEUiyEbKkFRiBzuNkzx5dtXmwSRxrG4QbTHg2h1GyFdq5h+DINwDjzh7NGNbiGCpccxgKtD8rR3FEN6lAdyiV1XO0y5ZojgBkAbgEgvzu+UhPhHv6nd19vy8vYvMNNb+ZwM5wByZF1yeUZCEUMRGJA8az5Q9df0TRnDf0/fnt75tB85vio6DUE29oQCARQNrt6Ij82WcnmGXr+GpGh3yUREVEaGNVgh99dl/ANl7sGEX73X8d3b6YG4OJIqGTqw6NTww3w8Nf1rihiu8cXnailEqA0WJ9rA1ABQDttfbYdwAwAhm/yWabkBiQnTMk59NW0Q9UluNyZMCU7ILkAOACbCyYcgM0JSEP/l2wOmHACNufwdcPbSs6h/0vD/x/+F44qGAzGUFwyG7A5IUlOmJJjKE9yApIXpi1j6Ix9tgyYtgyY0vUbYADw+XzwK364s2+6yg8JYPipNlp4+N+1hUIhxGIx+HwWPOCXVxAOQ1VVIdlxIrJjsRgMwxCSLcsyQqHQVbMzJQ8kxNDX0wHTMWPc2YqiIBgMCqlbURQMDg7Cbrdbnq2qKgKBAMzxDgIkQNM0DAwMQNOueIFMmq7r8Pv9iMWsn9ZjGAb6+/vhcrkszzZNE/39/UJ+lwDQ13fluvVjKSxMkzOtEtE1jWqw7eH9Cd8w345EepUpZ2Co+TPhgDncQMb/b5g2aIYEm90z3EiOj4l4lgOG6QCk4e/hhG7aICsG3J4smHDAgHP8xUv20XVLQz+LpkuIyjoyMrIvXg8nTMkO03SM1DR0v0MZgHPkMh1jN62qqiKiRJDrzR19hXHZ1wmQZRmyLKPfl3OdLWPD//oTzo7FYlBVFS0tLRMv8BrZmqYJyY5GozAMA4qiWJ4dJ6LuUCgEu92OUChkeXYwGEQ4HEYgELjiuiW6HS4AZz94H4pUNO7swcFByLIMv3/spRAnKhwOo7OzU0jzHo1G0dHRAadzAvuR65BlGe3t7XA4rP8DpqIoaGtrE9KoapqGM2fOwGazWZ5tGAZOnz4tJNs0TZw6dQqSJCW0PRtsoulh1B7WteyNhG5kmibeffdd3HXXXeO7N8k+MpIJyQXYLo5+SsOjnooGvLWnDvdtenB82QmIRqOoq6vDxns3Wp4dDAbR0NCA9festzzb7/ejqakJt69Za3m2z+dDS0sLVq1aZXl2V1cX2tvbsWLFCsuzOzo60NPTg+XLl1ue3TY8RaS62vopIq3DBzlWVlp/kGNtbS0ACPldNjc3w+v1Yv78+ZZnNzY2Ij8/H+Xl5VdcJ7+TCzPah+XLKiF5F447u6GhASUlJSgrK7Oi1FEOHDiAiooKFBcXW55dX1+PxYsXo6CgwPLsvXv3oqqqCnl5eZZn19bW4rbbbkNWVtb1Nx6nXbt24fbbb4fH47n+xuNUU1ODlStXCvlAs337dqxatSrhBpuIpodRDbYtP7EpIoZhwG+EE95+XEwFBqz/EyARpaH4gY4JHvxKRESUCqz/exgRkVXiB6VyLWwiIkojbLCJKGVdPJsjG2wiIkofbLCJKHXZh+fb8mQzRESURthgE1HqGjmbI0ewiYgofbDBJqKUJQ0f5GjqPMiRiIjSBxtsIkpdHMEmIqI0xAabiFKXPd5gcw42ERGlDzbYRJS6bEMHOXIVESIiSidssIkoZUk2jmATEVH6YYNNRKkrfiZHnQ02ERGlDzbYRJS67DzIkYiI0g8bbCJKWRfP5MgRbCIiSh9ssIkodQ0f5AidI9hERJQ+2GATpTBd1/Ff/+t/xUMPPYTBwcFklzP1eJAjERGlITbYRClsx44d6OrqSnYZSSPZh8/kyAabiIjSCBtsohTV39+P3/72t1i7dm2yS0kejmATEVEaciS7ACK6uueeew533303SkpKkl1K8sTnYHMVESIiSiMcwSZKQUePHsWRI0fw8MMPJ7uU5IqPYHMdbCIiSiNssIlSjKZpeOaZZ7Blyxbk5uYmu5ykkuzxZfo4gk1EROlj1BSRRA+mMk0TpmkKOfhK0zRh2YqiQNd1IdnRaBSapgnJDofDUFVVSPbg4CAURRGSPTAwAFmWhWQHAgHEYjFhj0k0GhWSHQwGr/u73LlzJ6LRKG6//XZ0dXUhGAwCALq7uxGJRK57HyLqjkQiwp7f0WgUdrv9qtk2eRA5ADQlDP8E7jsWiyEQCMBut1tQ6WiyLMPv98M0TcuzFUVBf38/VFW1PFtVVfT19SEWs/6vApqmwefzIRQKWZ5tGAZ6e3vhdDotzzZNEz09PUKeJ8DQazdRN/SUMKJpZFSD3d7entCN4m8oiW4/HoZhQNd1Idm6rgvL1jQNqqoKyVYUBYqiCMuOxWJCsmOxGKLRqJDsaDQKWZaFZEciEWG/y3A4DMMwxswOBAJ4/fXXsWnTppE35YGBAQBAZ2cnMjIyrnsfIuoeHByE3W6HoiiWZ4dCIciyjGj0ylFqp+FHDgBDC0/o54pEItB1HeFw2IJKR4tGo/D5fCMfgKwkyzJ6enpGfvdWUlUV3d3dQhpVTdNw4cIFOBzWH96jaRrOnz8vpAk2DAMdHR2w2az/o65pmjh37hwkSUpoezbYRNPDqL3gihUrErqRYRioqalJePvxUBQFu3fvFpIdjUZRV1cnJDsYDKKhoUFItt/vR1NTk5Bsn8+HlpYWIdldXV1ob28Xkt3R0YGenh4sX77c8uy2tjYEAgFUV1dbnt3a2gpZllFZWXnV63/xi19A0zRs374d27dvH3XdU089hbVr1+KLX/ziVW+7a9cuAIm/jsejubkZXq8X8+fPtzy7sbER+fn5KC8vv/JKpRuxtwGnXZ/Qz9XQ0ICSkhKUlZVZUOloBw4cQEVFBYqLiy3Prq+vx+LFi1FQUGB59t69e1FZWYm8vDzLs2tra1FVVYWsrCzLs3ft2oXbbrsNHo/H8uyamhosX75cyIeO7du3Y8WKFQk32EQ0PXAVEaIUsmnTJqxatWrUZXv37sVrr72Gb37zm0KauZRm5zJ9RESUfthgE6WQwsJCFBYWjrqsubkZAFBRUYGcnJxklJU8I+tg8yBHIiJKH1xFhIhSlzT8J3tTS24dRERE48ARbKIU9+CDD+LBBx9MdhnJY88G9CCgDwL2G2wEn4iI0hJHsIkotTmGmmpTG0xyIURERIlhg01EKU2Kj1pr1i+HR0REJAIbbCJKbY5sAICpcwSbiIjSAxtsIkppkiM+gs0Gm4iI0gMbbCJKbXY22ERElF7YYBNRSpNGpohwDjYREaUHNthElNqGG2yOYBMRUbpgg01EKS2+igiX6SMionTBBpuIUlt8BJtTRIiIKE2wwSailCbxRDNERJRm2GATUWrjKiJERJRm2GATUUrjKiJERJRu2GATUWrjiWaIiCjNsMEmopTGVUSIiCjdsMEmotTmyBr6yikiRESUJthgE1FK4wg2ERGlG8el33R0dCR0I9M0YZpmwtuPh6ZpMAxDSLaqqtB1XUh2LBaDqqpCssPhMBRFEZIdDAYhy7KQ7EAggGg0KiS7v78fkUhESLbf7xdWdyAQEPY8iRORHQqFhD1PwuEwAMBmG+PzvmmgEICpBcZ9/5FIBP39/TBNc5JVXikWi6Gvrw+qqlqeLcsyent7EY1GLc9WFAU9PT0IhUKWZ6uqiu7ubgwMDFieres6Lly4AKfTaXm2YRjo7OyE3W63PNs0TZw/fz7h7WfPnm15DUQ09UY12D09PQndKN5gJ7r9eBiGAcMwhGRrmgZN04Rkq6oqLFtRFKiqKiRblmXIsiwkOxqNCsuORCKIxWJCsuMfaERkB4NBYc/vOFGPicPhuP6GExCNRqHrOnRdH3ObAskFyVTQ290GU/ImnC3L8siHGqvFYjH4/X7EYjHLsxVFgd/vRyQSsTxb0zT09/cLabB1XYfP5xPSBMezRTXBvb29Y3/Im6Tu7m5IkpTQtmywiaaHUe+Yy5cvT+hGhmGgq6sr4e3HQ1EU+Hw+IdnRaBR1dXVCsoPBIBoaGoRk+/1+NDU1Ccn2+XxoaWkRkt3V1YX29nYh2R0dHejp6RGS3dbWhkAggOrqasuzW1tbIcsyKisrLc9+/fXXAST+Oh6P5uZmeL1ezJ8/3/LsxsZG5Ofno7y8fMxtYvtyAbUXy6oWAK6ShLMbGhpQUlKCsrIyK0od5cCBA6ioqEBxcbHl2fX19Vi0aBEKCgosz967dy9uvvlm5OXlWZ5dW1uLJUuWICsry/LsXbt2oaqqCh6Px/Ls7u5uLF26VMgHg87OTixfvjzhBpuIpgfOwSailMezORIRUTphg01EqW/4ZDNcSYSIiNIBG2wiSnmSffhsjhzBJiKiNMAGm4hSX/xsjhzBJiKiNMAGm4hS3sURbDbYRESU+thgE1Hqi49gc4oIERGlATbYRJTyRlYR0dlgExFR6mODTUSpb3iKCDhFhIiI0gAbbCJKeVwHm4iI0gkbbCJKffERbE4RISKiNMAGm4hSnuTgKiJERJQ+2GATUerjKiJERJRG2GATUcqT7FxFhIiI0gcbbCJKfQ6uIkJEROnDkewCiGg0TdPw+9//Hnv27EFvby9mzpyJBx98EPfee2+yS0sariJCRETphA02UYp56qmn0NDQgIcffhgVFRU4ePAgfvKTn8DhcGDt2rXJLi85hqeIcBURIiJKB2ywiVKIz+dDXV0dPvWpT+HDH/4wAKCqqgrNzc3YuXPnDdxgZwKQAEOGaRqQJM5uIyKi1MV3KaIUs3XrVqxcuXLUZaWlpRgYGEhOQanCkQcAkLT+5NZBRER0HRzBJkohhYWF+OQnPznqMk3TcOrUKSxZsiRJVaUGyVkAU/PDVHshOQuTXQ4REdGYOIJNlOJefvllDA4OYsuWLckuJakk11BTbSq+JFdCRER0baNGsNva2hK6kWma49p+PHRdh2EYQrJVVYWu60KyZVmGqqpCsiORCBRFEZIdCoUQi8WEZA8ODiIajQrJHhgYQCQSEZLd398vrG6/3w9N0xLOfv/99/Hiiy9i8+bNME0zoduJqDsYDAp7noRCIRiGMbJfGUuelgU3gN7O44gFyhPKjkQi8Pl80DTNgkpHi0aj6O3tRSwWszxblmV0d3cjFApZnq0oCrq6uhAIBCzP1jQNnZ2dcLvdlmfruo7z58/D4bD+D6+maaK9vR12u93ybAA4d+5cwttWVFQIqYGIptaoPVWiO1zTNGEYhpAdtK7rME1T2M5f13Uh2YqiCMuWZRmapgnJjsViwrLjHwxEZIfDYciynHZ1x2KxhJ8nPT09+PnPf46qqiosW7Ys4XrS7XmiKAokSbputkfPhBuAHOpEQEusDkVREIlEIEmSBZWOpqrqyIcDUdkiPhjouo5gMAhFUSzP1jRt5MOY1eLvOSIabMMwMDg4CJvN+j/qmqaJgYEBIc9BIkpdo/ZU1dXVCd3IMAx0dHQkvP14KIqC7u5uIdnRaBT9/f1CsoPBIEKhkJBsv9+PpqYmIdk+nw8tLS1Csru6utDe3i4ku6OjAz09PUKy29raEAgEhGS3trZClmVUVlZeczu/34+f/OQnWLhwIb72ta8l1FRs374dQOKv4/Fobm6G1+vF/PnzLc9ubGxEfn4+ysuvPSqttS6C1gbMmulC+dzEfsaGhgaUlJSgrKzMilJHOXDgACoqKlBcXGx5digUwoIFC1BQUGB59sDAAG666Sbk5eVZnt3X14fFixcjKyvL8uzu7m5UVlbC4/FYnn3+/HksWbIETqfT8uxz586hurqaDTbRDYZzsIlSTCwWw3e+8x14vV78wz/8g5ARu7TkjM/B7ktyIURERNfGd26iFGIYBn7wgx/g3Llz+NKXvoSurq5R15eWliIjIyNJ1SWX5Coa+o/am9xCiIiIroMNNlEKCYVCOHToEADgySefvOL6r371q7j99tunuqyUIDm5iggREaUHNthEKSQnJwcvvvhisstISfERbJMj2ERElOI4B5uI0oNz6IA/jmATEVGqY4NNROnBVTr0VWWDTUREqY0NNhGlBcnmAmxewFQBfTDZ5RAREY2JDTYRpY2RedgK52ETEVHqYoNNROkjvpIIp4kQEVEKY4NNRGkjvlQfOIJNREQpjA02EaUNyRUfwebZHImIKHWxwSaitCE5OQebiIhSHxtsIkofwyPYXKqPiIhSGRtsIkobHMEmIqJ0wAabiNKG5Bo+myNHsImIKIWxwSai9BEfwWaDTUREKYwNNhGljfgqIlDYYBMRUepig01EaWNkDrbKOdhERJS62GATUfpw5A191cMwDSWppRAREY2FDTYRpRd32dBXpSu5dRAREY3Bcek3ra2tCd3INE2Yppnw9uOh6zoMwxCSraoqNE0Tki3LMhRFEZIdjUYhy7KQ7HA4jGg0KiQ7GAwiHA4LyQ4EAgiFQkKy/X4/YrGYkOy+vj5hz8E4UY93JBKBaZqWZweDQWiaBlVVE9q+CMVw4Tw6WuugeK59m1AohJ6eHsRiMStKHSUSiaCrqwuhUMjy7Fgshs7OTgwMDFieLcsyzp8/j74+68+Gqaoq2tvb4XK5LM/WNA1tbW1wOBzX33icDMPA2bNnYbOJGXP64IMPEt52wYIFQmogoqk1ak8ly3JCN4q/ySa6/Xjoug7TNIVka5omLFtRFKHZhmEIyVZVNW2zdV0X9jxJx+w4UXWLzFZVNeFsxVYKFwDE2iBLS6+5rWEYUBRF2L5KdLbdbrc8O76fkiTJ8uz4613EBzFg6Pmn67qQ7FgsJuzxjsViQh5vIkpdoxrsysrKhG4U/7Sf6PbjoSgKzp8/LyQ7Go2ip6dHSHYwGMTAwICQbL/fj3A4LCTb5/NBURQh2V1dXWhvbxeS3dHRIex32dbWhkAgICS7tbUVsiwLyX7llVcAJP46Ho/m5mZ4vV7Mnz/f8mxVVZGfn4/y8vKEttc+uA3a2R0ozZcxZ/61f9ZoNIqSkhKUlZVZUeoooVAI5eXlKC4utjx7YGAAc+fORUFBgeXZPp8P8+fPR15enuXZ3d3dWLhwIbKysizPPn/+PBYtWgSPx2N5dltbG26++WY4nU7Lsz/44ANUVlaywSa6wXAONhGlFck7DwBgxs4kuRIiIqKrY4NNRGlF8s4FAJjRs0mtg4iIaCxssIkorcQbbIMNNhERpSg22ESUViT3HAA2QLkA0xRzwBsREdFksMEmorQjeYcPtoy2JLcQIiKiq2CDTURph/OwaTr5yU9+gk984hMAhlbpuu+++/Dkk08muSoimgw22ESUdiTPXACAGeVKIpT+/vzP/xx1dXXo7OzEv/zLv2DmzJn4u7/7u2SXRUSTYP0psYiIBLu4VN/Z5BZCZAGv14u/+qu/wl/91V+hr68Pb731VrJLIqJJYoNNRGkn3mBzJRGaLtasWYNvf/vb2L17t5CT6RDR1OIUESJKO7aROdicIkLpr6enB1/+8pfx+c9/Hr/85S+TXQ4RWYANNhGlHc7BpulCVVU89NBD+OY3v4nvfOc7ePXVV9HV1ZXssohokthgE1H6cRYANjegDwKaP9nVEE3Yl7/8ZSxduhSPPPIIcnJy8Mgjj+BHP/pRsssiokniHGwiSktSxiKYoWMwo2chZecnuxyiCfnxj3886ns210TTA0ewiSgtSZ7hlUSiHyS5EiIiotHG3WCrqop33nkHJ06cwMmTJ0XURER0XfGTzRhcqo9S1PPPP4/m5mbs378fqqomuxwimkIJTxFRVRUHDx7Eu+++i2g0CgD47W9/i69//evCiiMiGovNOw86eDZHSl3nz58HANTW1mL//v1YuXIlVq5cCafTmeTKiEi06zbYqqri0KFD2L9//0hjTUSUbDxdOqWTaDSKPXv24MCBA7jzzjuxYsUKNtpE09iYDfbVRqyJiFLFxTnYXKqP0kc0GsVbb72Fd999l4020TR2RYPNxpqI0sJIg92a5EKIxo+NNtH0NtJgs7EmonQi2T2AqxhQugH5POAuS3ZJROPGRptoepJM0zSBoaOd4wdkEBGlg08ueQal2R14oflRdAYrkl0O0aTNmTMHn/70p5NdBhFN0sgyfXa7PZl1EBGNW0DOAwDkeQaSWgeRVRwOnv+NaDoYGcGe6BQRq5fpUxQFu3fvxqZNmyzNBYb+FFdXV4eNGzdanh0MBtHQ0ID169dbnu33+9HU1IS1a9danu3z+dDS0oJVq1ZZnt3V1YX29nasWLHC8uyOjg709PRg+fLllme3tbUhEAigurra8uzW1lbIsozKykrLs5944gkA1r8mAaC5uRlerxfz58+3PLuxsRH5+fkoLy8f9221D/4J2tn/Cce8f4Rj3jeuuL6hoQElJSUoK7N++siBAwdQUVGB4uJiy7Pr6+uxePFiFBQUWJ69d+9eVFdXIy8vz/Ls2tparFixAllZWZZn79q1C2vXroXH47E8u6amBhs3brR8akb8NZkIr9fLKSJE08jIR2Wn04nVq1djxYoVnItNRGnh4lJ9XEmE0hMba6Lp6Yq/RbHRJqJ0IXnmAmCDTemHjTXR9DbmZK9LG22eaIaIUpHkHVqqj6dLp3Th9Xpx11134Y477mBjTTSNXfdoCqfTiVWrVuGOO+7giDYRpRTJUwHABsjnYZo6JIkHa1Nq4og10Y0l4cOVL586Ul9fj82bN4usjYjouiTvfJjR00CwAchZmexyiEZ87GMfw44dO3D33XezsSa6wdiuv8loTqcTd911F2655RbccsstImoiIkqYLWcZAMAIHkluIUSXqaysxC233IJVq1axuSa6wYw5gq0oCk6cOIGmpiY0NTVhy5YtWLnyytGhPXv24KWXXkJPTw+KioqwdetWIUvVTZRpmtixYwfeeOMN9PX1ISMjA4qi4IEHHkh2adcVi8Xwwgsv4O2330Y4HMarr76Kxx57DPPmzUt2aQnRdR3PPPMM/vVf/xXPPPMMcnJykl3SmDRNw+9//3vs2bMHPT09yMvLw0MPPYR77703KfWk+utqsi59vLu7u1FQUICPf/zjE3q8bTl3Qu9+EcbgAdjL/ouAaq9O13Vs27YNXV1dKf/8Bi7uT2pra6FpGkpLS1N+f3Lp/ru3txe///3vsWnTppTbf0+X90siss6YDfYLL7yA3//+9yPf67p+xTbvvvsunnrqKWzevBnLli3D4cOH8eMf/xgulwurV68WU/E41dTU4Pnnn8dHPvIRVFZWYseOHXj22WcBIOV20pfSNA3f+ta30N3djQcffBDhcBjZ2dlC1q4V5a233sLAwECyy0jIU089hYaGBjz88MPweDx477338JOf/AQOh0PI+uPXkg6vq8m69PHWNA1tbW0Tfryl3KFGxggcEFHqmBoaGuDz+ab0Pifq0v3JnXfeiWXLlsHn86X8/uTS/bdhGNA0LSX339Pl/ZKIrDNmg/2JT3wCH/nIR3D27NkxF8t/6aWXcOutt+LRRx8FACxduhTnzp3Dyy+/nDI7jLq6OixcuBCf+cxnEI1GMTAwgFgshn379qXUDvpyr7/+OlpaWvDd734Xubm5wk40I0p/fz927tyJyspKHDt2LNnlXJPP50NdXR0+9alP4cMf/jDa2towc+ZMdHd3Y+fOnVP+uKfD62oyLn+8GxsbsXz5cpw7d25Cj7eUtRyQHDAjJ2Fqg5Ac4keS+/v7sX//ftxxxx3Yv3+/8PubrEv3J+fOncMtt9yS8s01MHr/HT/RTGtra8rtv6fL+yURWWfMOdgZGRnIz89HZmbmVa/XNA1nzpy54ox0lZWVOHv2LGRZtrbSCVIU5YqfITs7O2XqG0tdXR2WLFmCuXPnJruUCXnuueewfPlyIWeiE2Hr1q1X/Em3tLR0ykfgFUVJi9fVZFn5eEs2J6Ts2wAA5uC7FlR3fc899xxuvvlmlJSUTMn9TVa67k/SZf99vffLG+V1TUQXjfsgxzhFUWCa5hWnxM3OzgYAhEKhyVVmkQ0bNuDYsWPYv38/ZFnGmTNn0NjYiPvuuy/ZpV1TZ2cnMjIy8PTTT+MrX/kK/v3f/x3/9m//lhZTLo4ePYojR46kzSozhYWF+OQnP4nS0tKRyzRNw6lTp3DTTTdNaS3hcDgtXleTIeLxtg2vHmIMip8mEn9+33333cLvyyqX7k+effZZfOELX0iL/cml+29VVXHo0KG02H9f7kZ4XRPRaA4A2LZtGxobG0cufPrpp6878mia5lUvlyQJwNXnoIl2tZ9j06ZN8Pl8ePLJJ0cu37p1KzZt2jTl9Y3lanUrioKDBw/i4x//OP72b/92ZGnE73//+/jnf/7nJFZ70dXqzs3NxTPPPIMtW7aMvHmkmkSe7/X19RgcHMSWLVumtDbDMK56eTJfV1Nh9+7dk3q8bbl3Qu/4ifB52JqmjTy/xxqtTEWX7k82b96MrKws/OpXv0qp/cnVpMP+OxE36uua6EbmAIC/+Iu/QCQSGbkwNzc3aQVNxtV+jj179mDHjh34+Mc/jgULFuCNN97A7373O8yePTtl5jSP9fjfc889eOSRR+D3+xEMBjF37lz89Kc/xenTp7Fw4cJklTvianX/7ne/g6Io2Lx5M/r7+5NY3diu93x///33sXfvXnzqU59CeXn5VJd3wzl9+jTeeOONST3etpwVAABjoM7K0q5w6fP7yJEjQu/LavH9yd69e1FdXQ273Z5S+5OruXT/HY1GYbfbU27/TUR0NQ4Ao/5Um6j4J+/LxUe27fapP6Pa5T+HLMv4v//3/+Lee+/FI488gmg0ikAggKKiIvzHf/wH7rzzTrhcrimv83JXe/wdDge8Xu+oy+Lz99rb21PiDfHyunt7e/Hb3/4Wf/M3f5MSj+tYrvV8P3fuHH7xi1+gqqoKDz744BRWNcRmu/qsrWS+rkSKH+R1++23T+rxlrwLAGcBoPbBjJ6G5LX+9ZEuz++rSYf9yeUu33/HD3KMxWIptf9OxI32uiaiSczBdrlckCTpirlj8e9T4c+n3d3diEQiV7x5LF68GJFIBN3d3Umq7Pry8vKuWAJMVVUASNk3lZ07d0JRFPzwhz/EQw89hMcffxxvvfUWgKFR4x/+8IfJLfA6/H4/nnjiCZSVlSVt/nhmZmbKv66sEn+8S0pK8NBDD006b2QeduDgpLOu5vLn93e/+1288sorAFL/+Z2O+5N03n9f7kZ6XRPRkIRPlX7FDR0OzJ07F8ePHx91+YkTJ1BeXg6PxzPp4iYrfuKHc+fOjbq8ra1t1PWpqKqqCnv27EEwGBy5LL7cXaqeGGLTpk1YtWrVyPd9fX3YvXs3Ghoa8M1vfhPFxcVJrO7aYrEYvvOd78Dr9eLRRx+FoihJqcPlcqX868oKlz7eDz30EByOCe+KRthyV8Loqxk64UzJJy2ocrTLn9/Nzc1ob2/HW2+9lfLP73Tcn6Tz/vtyN8rrmogumtS72pYtW/C9730PP/vZz7B8+XI0NjaisbERX/rSl6yqb1Ly8vJw5513YufOncjLy0NFRQWOHDmChoYG3HXXXSk913zr1q2or6/Htm3b8MADD+D999/H22+/jbvvvhuzZs1KdnlXVVhYiMLCwpHvMzMzRw50rKioSNk3RMMw8IMf/ADnzp3Dl770Jfh8PoRCoZFRpdLSUmRkZExZPan+upqsyx/v/v5+aJo2MqI60cf74gi2mKX6Ln9+9/X1jTSsqfz8BkbvTyorKxEMBvHrX/86pfcnl++/A4EAduzYgZqampTff1/NdH9dE9Fok2qwV61ahS984Qt46aWX8Nprr6GoqAif//znsWbNGqvqm7THH38cr7zyCv7whz+gv78fXq8XW7Zswcc+9rFkl3ZNhYWF2LZtG5577jn89Kc/hSRJWLt2LT772c8mu7RpJxQK4dChQwAwarWCuK9+9au4/fbbp6yedHhdTYaox1sabrDNUCNMQ4Vkc06u0Gnk0v3J66+/DpfLhTVr1qT8/uTS/bfP50NBQUFa7L+vZrq/rolotOs22IsWLcKLL7445vXr1q3DunXrLC3KSm63Gw8//DAefvhhRKNR1NXVYePGjckuKyGzZ8/GN77xDfj9/rQ7k2PcypUr8dhjjyW7jGvKyckZ9Rxva2tDIBBAdXV10mpK9dfVZFz+eDc2NiI/P3/SK7ZIjhxIGTfDjLwPM9gAKfeuyZZ6XRs3bsSf/dmfCb8fK8T3J/FVRNLhTI6X7r/jBzmm8nSKdH+/JCLrTPggRyKiVGPLHR7FnoITzhAREY1l1Ah2c3NzQjcyTROmaSa8/Xjoug5d14Vkx+d5ishWFAWyLAvJjsViiEajQrKj0SjC4bCQ7HA4jGAwKCQ7GAwKe0wGBweF/S4HBgaEPb/jRGT39fXB4XAgGo1anu33+xGJREYdgDdROZHZKALgP/cGugc3IBAIQNM0IWcsDAaDOHfu3BWrc1ghHA7jzJkz6Orqsjw7Go3igw8+gNvttjxblmW0tLQIWZlEVVWcPHnSkgNiL2cYBk6cOCFkubz4e+VYS9tebsmSJZbXQERTb9Se6vJ1UscSX7sz0e3HQ9d1SJIkJFtVVWHZNptNWHY8X0S2YRjCsjVNQzQaFZKtKAoURRGSHYvFYBiGkOxIJAJN04Q9TwAxr0uHwwGn0yks2+12W5NtXwEEAa9+HF6vFw6HAy6XS0jddrvdurqvku3xeNKu7vi+RESDHc8W0WADQEZGxpjrVU+GJElTepA0EaWGUXuq+fPnJ3QjwzDw/vvvJ7z9eCiKgtbWViHZ0WgU7e3tQrKDwSC6u7uFZPv9fvT39wvJjq+YISK7q6sLiqIIye7o6IBpmkKy43OwRWSbpglZloVkx4l67Xi9XmGvHSvmYAOAac6F3OWBXTuPebNz4PdnYubMmSgrK7Og0tF8Ph+Ki4uFLM/X1dWF0tJSFBQUWJ7d0dGBsrIyIXOw29raMHv2bGRlZVme3draKmxJu5MnT6KiogJOp/UHxh4/fhzz5s1LeASbiKYHzsEmomlDkmyw5a0FHPkwg4eSXQ4REd2g2GAT0bRin/kxQPNDv/CzZJdCREQ3KDbYRDSt2Iq2AgB03w5IpprkaoiI6EbEBpuIphXJOWNomogRQ7ZWn+xyiIjoBsQGm4imHfvMLQCAHO2t5BZCREQ3JDbYRDTt2Io+DgDIUvYBppLkaoiI6EbDBpuIph3JXQJbzp2wIwJnuC7Z5RAR0Q2GDTYRTUu24Wki7tDOJFdCREQ3GjbYRDQt2WcOrSbiDO6EaepJroaIiG4kbLCJaFqSPBWI2hfBZgRgDuxJdjlERHQDYYNNRNPWoGM9AEDveTm5hRAR0Q2FDTYRTVuDzj8CAOjdL8I0zSRXQ0RENwo22EQ0bSn2cmiuRYDmh9Hzm2SXQ0RENwg22EQ0rckzHgUA6B0/SW4hRER0w3AkuwAiGk3TNPz+97/Hnj170Nvbi5kzZ+LBBx/Evffem+zS0lIsZysy+74PI1APY/AQbDl3JLskIiKa5jiCTZRinnrqKbz00kvYuHEjvvrVr6Kqqgo/+clPsG/fvmSXlp4kFxyz/wYAoJ37XpKLISKiGwEbbKIU4vP5UFdXh0984hP48Ic/jKqqKnzuc59DeXk5du7kCVMmyj77MUBywuh5CaZ8PtnlEBHRNMcGmyjFbN26FStXrhx1WWlpKQYGBpJT0DQgOfNhn/UoABNa25PJLoeIiKY5NthEKaSwsBCf/OQnUVpaOnKZpmk4deoUbrrppiRWlv7s5X8HANA7n4GpBZNcDRERTWc8yJEoibZt24bGxsaR759++mkUFBSM2ubll1/G4OAgtmzZMtXlTSs27zzYCh+E4fsd9PP/DkfFf092SURENE1J5iVnX7j0jf5aTNNEe3s7ysvLLS9I13V0dnZizpw5lmdrmobu7m6UlZVZnq2qKnw+36iRR6vIsgy/34+SkhLLs2OxGAKBAIqLiy3PjkQiCIfDKCoqsjw7HA4jGo2isLDQ8uxQKARFUTBjxgzLswcHB6HrOvLz8wEAfX19kGV55PqZM2fC4bj4uff06dP41a9+hT/6oz/CqlWrrpm9Y8cOAMDmzZstr9vv98NutyMnJ8fy7L6+PrjdbmRlZVme7fP54PV6kZmZCQDwakdQHvgv0KR8tObvAKSJjzH09vYiKysLXq/XqnJHdHd3Izc3Fx6Px/LsCxcuYMaMGXC73ZZnd3Z2oqioCE6n0/Ls8+fPo7i4eNTrwyrt7e0oKyuDzWb9H3XPnTuHOXPmQJKkhLZfunSp5TUQ0dQbtaeKv+lfj2maOH/+fMLbj4eu6+ju7haSHW+CRWTHYjH4/X4h2ZFIBMFgUEh2KBRCNBoVkm2326GqqpBsADAMQ0i2aZqQJElItqZp0DRtJPta93HhwgW88soruP322/HAAw8kfB8i6o5Go3C5XEKyw+EwMjIyhGQPDg4iKysLeXl5w5fcCyVWBZd8DHP0/4NQ0dcnnD0wMICsrCwhHzr6+/uRk5Mz8sHASj6fD7m5uUI+GPT09CA3N1dI837hwgXk5+cLabDPnz+PvLw82O12y7Pb29uFfFgnotQ2ak+V6Ii0YRhoamoSMoKtKApOnjwpJDsajeLMmTNCsoPBIDo7O4Vk+/1+9Pb2Csn2+XwIBAJCsru6uhCNRoVk22w26LouJNs0TdhsNiHZqqpCluXrZvv9fjzxxBNYsGAB/u7v/m5cTYWo57fX6xX2/M7PzxeS3dvbi4KCglF/tdI9X4Pa9KfICDyL/Mr/Dsk7f0LZXV1dKCoqEvLXn46ODsycOfOK6UJWOHv2LIqLiy/50GGd1tZWlJaWCvlrxMmTJzFr1iwho/rNzc2YPXu2kJH3o0ePjmsEm4imBx7kSJRiYrEYvvOd78Dr9eIf/uEfhIzY3cjsMz8OW949AAD1/b9NcjVERDQdscEmSiGGYeAHP/gBzp07h4cffhhdXV1obW0d+ReJRJJd4rTguOWngOSC4a+F0ftqssshIqJphkNjRCkkFArh0KFDAIAnn7xyveavfvWruP3226e6rGnH5p0Hx/x/hNb6j1BO/Te4CzZBslk/b5iIiG5MbLCJUkhOTg5efPHFZJdxQ7DP+W/QL/wMZqQF+tkn4Jj/z8kuiYiIpglOESGiG5Jkc8B5y38AALSz3wE0f5IrIiKi6YINNhHdsGy5d8E+63MAAPnwHwMG57gTEdHkscEmohuaY+H/CyljEczgYSjHHoFpGskuiYiI0hwbbCK6oUmOHLiWvQ44Z8Lo2wnt5BeSXRIREaU5NthEdMOT3GVwLasBbBnQO5+B1vbdZJdERERpjA02EREAW9atcFb/BoANWus3oHdzNRciIpoYNthERMPsMzbAectPAQDq8UdhDOxLckVERJSO2GATEV3CXvppOOb+D8DUoDRugRE+meySiIgozbDBJiK6jGP+N2Gb+QlAD0I5vAmm0p3skoiIKI2wwSYiugrXrb+EbcZGQOmEcmQzIHcmuyQiIkoTbLCJiMbgqvoVpKwqmKFjiB1cBSPwTrJLIiKiNMAGm4hoLPYsuJa+Ask9G1C6oDSsh3bu+8muioiIUhwbbCKia5Dcs+G68z3YZtwPANBOfxXK0a2wmTytOhERXR0bbCKi65AcuXDd9js4FnwbgA2GbwcWRR6FTW5JdmlERJSC2GATESXIUfHf4Vq2E3AWwmVeQFbrA9C7Xkh2WURElGLYYBMRjYMt/x64VzYgbLsVkilDPf5ZqO//LWAqyS6NiIhShGSaphn/pqGhIaEbmaaJCxcuYNasWZYXZBgGuru7UVpaanm2ruvo7e1FSUmJ5dmqqsLv92PmzJmWZyuKgkAggKKiIsuzZVlGMBhEYWGh5dnRaBSRSAQFBQWWZ0ciEcRiMcyYMcPy7HA4DFVVkZeXZ3l2KBSCruvIzc21PHvnzp0AgPvvv9/y7EAgALvdjqysLMuzBwYG4HQ6kZmZaXl2f38/PB4PMjIyLM/u6+vDYvfPUaz/GgAQsVehx/NfEHbcPulsn8+H7OxsuN3uSWddrqenB3l5eXC5XJZnd3d3o6CgAA6Hw/Lsrq4uFBUVwW63W5594cIFFBcXw2azfsyps7MTpaWlkCQpoe1vv33yzx8iSr5Re8FEG0/TNNHV1SWkUdU0TVgTrCgK/H6/kOxYLIZgMCgkOxwOIxKJCMkOBoNQFEVIdiAQgGmaQrL7+/sxODgoJNvn8wl7vLu7u6FpmpDsOFGvS5fLJewDZGZmppAPYtFoFHl5ecjPz7c8OxwOI1z4NYQcG+G98A1k6McwN/w4lMx1iMz8H9BdCyecPTg4iIKCAmEfaAoLC4V86Ojv70dhYSE8Ho/l2b29vZg5cyacTqfl2V1dXSguLhbSvMcbbCK6sYxqsMvKyhK6kWEYaGxsTHj78VAUBSdOnBCSHY1G0draKiQ7GAyivb1dSLbf70d3d7eQbJ/PB7/fLyTbbrcjHA4LyTZNE6qqCsnWNA2SJAnJjsVikGVZSHaciOyBgQF4vV5hz8G8vDwh2V1dXcjPzxeSff78eRQUFKCw+LPAwoehtf8A2tnvwhXeA9eZfbDP+hycC/4JcI7/L09tbW0oLCwU8qGjtbUVRUVFQv5Cc+rUKRQXFwv5YHD8+HGUlJQIad6PHj2K0tJSIc374cOHMWvWrIRHsIloeuAcbCKiybJ54Kj4CjyrT8I++28ASYLe+R+I1S+GdvYJwIgmu0IiIppCbLCJiKziLIBz0Q/gvusYbIUPAnoY2gf/jFjdTTB6X012dURENEXYYBMRWUzyLoCr+kW4lv8BUlYVoPZCOfYniO0phHrqyzAjJ5NdIhERCcQGm4hIEFveGrhXHoJr6auwzfw4oAehd/w75P3VUBrWQ7/wXLJLJCIiAdhgExEJZivYBNet/x88a9rgmP9PkDwVMALvQD3x10Oj2icfB1RfssskIiKLsMEmIpoqrhI45n4N7tWn4Fr6O9iKtgyNap//KWL7yiDX3wzt9FeQZTQmu1IiIpoENthERElgK7gfrqoX4FnTDvvsxwAAZuwMtHP/C4uULyOj6WaoJ/7L0MGRRiTJ1RIR0XhYf7otIiJKnGsmnIu+B+fCbTD6dkHvfRVy1ytw6IPQLzwP/cLzAAD7rL+ALWsJbDM2QMq4OclFExHRtbDBJiJKBbYM2Io+ClvRR3Fw4C9ROduPLGUv9O7fwpTboXc+A314U8kzF7bCTbDn3wvbjI2A3foTuxAR0cSxwSYiSkF65l1wlG+GY+H/CzPcDKO/FvrAPhj+PTBjZ6F3PA2942kAgC13NeyzPgfJWwHJOw+Se06SqyciurGxwSYiSnFS5hLYM5fAPucLAAAzfByGfw+MQB10/z4YgXoYgfqLN7Bnw5azHLas2yBl3QpbVjWk7NuSUzwR0Q2IDTYRUZqRMithz6yEffbn4QRgRt6HMdgw9C+wH2awYagB9++5eBtPOSRPBebrLjh61sAwV8GWvQxw5CXt5yAimq7YYBMRpTkp42bYM26GveTPRi4zAvthDh6EPlAPM9gAM9YGM3YOhQDQ8QcoHcMbukphy14Ke8F9kDJvhWT3QspcAtgzk/GjEBFNC2ywiYimIVvuXUDuXbDPeXzoAn0QxuBhnG58GWX5/XAoLTCD7wHKBRh9F2D0vT46wFUMW8ZiSBmLIGUsgC3r1qFRcK5gQkR0XWywiVKYruv4+7//e3R0dOCZZ55BTk5OskuidGXPgS1/HbpsEmZWVCMzLw8AYIaaYISOwgyfgBFqghlthRk5CSjdMJRuYGDvlVnOoqEDKj0VsHnnQ3LPhpQxH1k4B0mdA2DhlP5oRESphg02UQrbsWMHurq6kl0GTWNS1q2wZ916xeVm5BTMyCkYkVMwwyeHGu/oGZhyB6D2wlR7YQ4egnHJbaoA4DAQAwBnISRXMSR3CSTXzKEm3FUMKWMBJHcZJO8CLi9IRNMWG2yiFNXf34/f/va3WLt2LWpra5NdDt1ghqaGLLrq6X7N2BmY0XMj87rN2FmYsQ6E+k/D6xiEpAcA1QdT9cEMN499J/bskZFwyVMx1IA78gBnHiRHLuAY+io5cmEfatuJiNICG2yiFPXcc8/h7rvvRklJSbJLIRpF8syD5Jl3xeWNtbVYcfsKZGVlwZTbAbkbphL/1zPcjLcPN+RtgB6EGWqCGWq67n2utgOoB2T3HMA1c3hkvBiSexYkZyEkdzHgnDncmOdCcuYBdk6pIqLkYINNlIKOHj2KI0eO4Ec/+hH27Nlz/RsQpRjJPQdwz4F0rY2UbpixczBibUMNt+KDqQ3A1AJA/KsagKkNAGovAAw37u0wgwkW4si7pOnOB+y5kBw5w6Pk+ZAcOSi1nwP6IjDchcPb5gw16I4Zk3sQiOiGxQabKIm2bduGxsbGke+ffvpp5Obm4plnnsGWLVuQm5ubxOqIBHMVQ3IVw56z4rqb7tq1C2vXroXb7ICp9ALKBZhy99A0FLkTptIDqH6Yat9QQ64FACM63KgPAADMMbJvdgD68R+NnIp+FHvW0LQVRw4k5wzA5gZsHsDmgTTyfzckm2doaUN7xsXpLc4C5NpaYEZODjX3ruKJPU5ElHYk0zRH9jkHDhxI6EamaaKnpwfFxdbvLAzDgM/nw8yZMy3P1nUdfr8fhYWFlmdrmoZAIICCggLLs1VVRTAYxIwZ1o+mKIqCcDiM/Px8y7NlWUY0GkXe8GoFVopGo1AURUgDGo1GoaqqkBU7wuEwDMNAdnY2gKF51oqijFxfVFSEgwcPorGxEZ/73OfgdDpx4MAB7NmzB4899hgyMjLGzH7zzTcBABs3brS87mAwCLvdfs37n6jBwUE4nU54vV7LswOBANxuNzwej+XZAwMD8Hq9cLvdlmf39/cjKysLLpfL8uy+vj7k5OTA6XRanu3z+ZCXlweHw/qxm97eXsyYMQN2u31ct3NiADYzCLsZhs2MwGEGYDPDsCMEmxGEHSGoUR8y3BrsZhh2BOEww0O3QcTynwMADHhgwAVDcsHE0D9DcgKSGzPWNQi5TyKaWqP2ghUVFQndyDRN+Hy+hLcfD03T4Pf7hWQrioLBwUEh2dFoFJFIREh2KBSCLMtCsgcHB9HZ2Skk2+/3C3ue9PX1YWBgQEh2b28vwuGwkOyuri6oqoo5c+YAuPI119fXh/379+NP//RPsXDh0FJnLS0tAIDZs2ePNObXIqLuc+fOweVyCZkPfubMGWRlZaGoqMjy7NOnTyM/P1/IB19ZljFz5kxhHyBLSkoS+n2PVygUQmlpKTIzrT+RzODgIMrKyoR8oPH7/ZgzZ84EPhhc//VwtKEBt916G2C3QwegXHKdzQgA+iBsRhDQg5CMKCRThmnIkEwZkqkARgyI/18bhGQMDt9mEJFgF7I8OqAFYDMGhjIRgw2x0UPqYw2vE1FaGtVgJzoibRjGuLYfD0VRIEmSkOxoNAq73S4kOxgM4uzZs0KyXS4XOjs7hWTb7Xb4fD4h2aZpIhgMCslWVRWxWExIdiwWg2EYQrLjH5bGyt61axdUVcXzzz+P559/ftR1X/va17B27Vp88YtfvOZ9iKjb5/PB6/UKye7q6kJOTo6Q7I6ODuTm5grJbmtrQ15enpDs1tZWYR8MTp48iRkzZgj5YHD8+HEUFBQgK8v65fdsNhsKCwuFNO+SJKGoqGiM5n1yv9+3tm/H5g2bIUmXzEbXBwE9BtOUh5pzfeiraaqTui8iSh2cg02UQjZt2oRVq1aNumzv3r147bXX8M1vflNIM0dEU8yeA9hzrjgA9JoHhBJRWmGDTZRCCgsLrzhGoLl5aB3hiooKnsmRiIgoDVztHAJERERERDRBHMEmSnEPPvggHnzwwWSXQURERAniCDYRERERkYXYYBMRERERWYgNNhERERGRhdhgExERERFZiA02EREREZGF2GATEREREVmIDTYRERERkYXYYBMRERERWYgNNhERERGRhdhgExERERFZiA02EREREZGF2GATEREREVmIDTYRERERkYXYYBMRERERWYgNNhERERGRhdhgExERERFZSDJN04x/U19fn9CNTNNEf38/CgoKLC/IMAwMDAxgxowZQrIDgQDy8/Mtz9Z1HcFgEHl5eZZna5qGcDiM3Nxcy7NVVUU0GkVOTo7l2YqiQJZlZGdnW54tyzIURRGSHYvFoGkasrKyLM+ORqMwDAOZmZmWZ7/11lsAgPXr11ueHQ6HYbPZ4PV6Lc8OhUJwOBzweDyWZweDQbhcLrjdbsuzBwcH4fF44HK5LM8OBALIyMiA0+m0PHtgYABZWVlwOBxCsrOzs2G32y3P9vv9yM3Nhc1m/bhQf38/8vPzIUmS5dl9fX3jeq9cvXq15TUQ0dQbtYddvHhxQjcyTRPvvvtuwtuPh6ZpeO+994RkK4qCY8eOCcmORqM4efKkkOxQKIQzZ84IyQ4EAjh//ryQ7P7+fvT29grJ7u3txcDAAG666SbLs7u7uxEOhzF//nzLszs7O6GqKioqKizPjjfYIh7vs2fPwu12o7S01PLs1tZWZGdnY+bMmZZnnzp1CjNmzEBhYaHl2e+//z6Ki4uFfGBvbm7GnDlzhHzwPXr0KCoqKoR8gDxy5AjmzZsn5INYQ0MDFixYIOQDzYEDB3DTTTcJ+WDwzjvvCHlNElFqG9VgJ/op2zCMcW0/HoqiQJIkIdnRaBQ2m01IdjAYhN1uF5Jts9mEZZumie7ubiHZqqpiYGBA2O8yEokIyQ6FQtA0TUj2wMAAZFkWkh0nIrurqwter1dIdkdHBzIzM4Vku1wuZGVlCcl2Op3Izs4Wku1wOJCTkyMk2263Izc3V8hf22w2G/Ly8oQ075IkIT8/X8hfOgAgPz9fyF8MAGDGjBlCRseJKHVxDjYRERERkYXYYBMRERERWYgNNhERERGRhdhgExERERFZiA02EREREZGF2GATEREREVmIDTYRERERkYXYYBMRERERWYgNNhERERGRhdhgExERERFZiA02EREREZGF2GATEREREVmIDTYRERERkYXYYBMRERERWciR7AKI6EqxWAwvvPAC6urqEIlEUFpaisceewzz5s1LdmlERER0HWywiVKMpmn41re+he7ubjzyyCMoKSnB2bNnkZeXl+zSiIiIKAFssIlSzOuvv46WlhZ897vfxdy5cwEAVVVVyS2KiIiIEsY52EQppq6uDkuWLBlpromIiCi9cASbKMV0dnZiyZIlePrpp3H48GGEw2Hcdttt+Mu//EtOEyEiIkoDHMEmSqJt27bhoYceGvnX19cHRVFw8OBB5OXl4Stf+Qr++q//Gs3Nzfj+97+f7HKJiIgoAZJpmmb8m7179yZ0I9M0MTg4iNzcXMsLEpltGAZCoRBycnIsz9Z1HZFIBNnZ2ZZna5qGaDQqLDsWiyErK8vybFVVoSgKMjMzLc9WFAWapiEjIyOtsmVZhmEY8Hq9AICBgQHIsjxyfWFhIf73//7fWLhwIe67776Ry5uamlBbW4s/+ZM/QXFx8VWz3377bQDAmjVrLK87Go3CZrPB7XZbnh2JROBwOOByuSzPDofDcDqdwrJdLhecTqfl2aFQCB6PBw6H9X9kDAaDyMjIgN1uT6vswcFBZGVlwWazflwoEAggJycHkiRZnj0wMDCuvzzdc889ltdARFNv1N67uro6oRuZpom6urqEtx8PVVVx6NAhIdmyLKOxsVFIdiQSwYkTJ4RkB4NBtLa2CskeGBhAe3u7kIPo+vr60N3djcrKSsuze3p60N/fj5tvvtny7K6uLoRCISxcuNDy7I6ODqiqes3l9pxOJ0pLS0f9vouKilBbW4uMjIwxnwfxBlvE8+SDDz6A2+1GWVmZ5dktLS3Izs5GSUmJ5dnvv/8+CgoKUFRUZHl2c3MzSktLMWPGDMuzjx49ioqKCiEDDYcPH8bChQuFfGA/dOgQbr755pEPkFZ69913UVlZKeTDUn19PZYsWSLkA83bb7+NqqoqIc07EaWuUXuTRD9lG4YBSZKEzAdVFEVYdnwUTkS23W6H3W4Xkm2aprBsTdPgcDiEZMdiMTidTiHZoVAIoVBISHYgEICiKEKy+/r6rvsczMvLQzAYHLXNwMDAyHXXq0tE3W63G16vV0i2y+VCRkaGkGyn0yk0OzMzU0i2w+FAVlaWsH1Vdna20GwRfxGz2WzIycmBx+OxPFuSJOTm5gr5awQw9Jpkg010Y+EcbKIUU1VVhWPHjiEYDI5cduzYMQDgiWaIiIjSABtsohSzdetWOJ1ObNu2DQ0NDaitrcWvf/1r3H333Zg1a1ayyyMiIqLr4DJ9RCmmsLAQ27Ztw3PPPYfvfe97cDqdWLNmDT772c8muzQiIiJKABtsohQ0e/ZsfOMb30h2GURERDQBnCJCRERERGQhNthERERERBZig01EREREZCE22EREREREFmKDTURERERkITbYREREREQWYoNNRERERGQhNthERERERBZig01EREREZCE22EREREREFmKDTURERERkITbYREREREQWciS7ACK6gWkD8KoNcEazAZQnuxoiIiJLcASbiJJCb/8hYnuLUT74eeSf/xRie4tg9L6a7LKIiIgmjQ02EU05/cLPoLb8w/B35tA/bRDKsT+BGWpMZmlERESTxgabiKacdubbQ/8xTQDS8L8h6gffTkpNREREVpFM0zTj39TW1iZ8w1AohKysLMsLMk0TkUgEmZmZlmcbhoFoNCosOxaLISMjw/JsXdchy7KwbEVR4PV6Lc/WNA2apsHj8VieraoqdF0Xlm0YBtxut+XZiqLANE0h2e+88w4AYNWqVZZny7IMm80Gp9NpSd4qc9NVLh1qtsOYh6PSv1tyP7FYDA6HAw6H9YebRKNROJ1OYdkulwt2u93y7EgkArfbLSzb4/HAZrN+7CYcDiMjIwOSJF1/43EKhULIzMwUlj2e98p7773X8hqIaOqNemdYsWJFQjcyDAP79u1LePvxUFUV+/fvF5ItyzLee+89IdnhcBjNzc1CsgcHB9HS0oLbb7/d8my/34+2tjbcdtttlmf7fD5cuHABVVVVlmd3d3ejr68PlZWVlmd3dnYiGAxi8eLFlme3t7dDURQsWLDA8ux4gy3iOXj69Gm43W7MmTPHmsAD8f/ER7AvysguxYpbrPkZmpubUVhYiOLiYkvyLnXs2DHMmjULBQUFlmcfPnwY8+bNQ15enuXZhw4dwuLFi5GdnW159rvvvouqqiohgwH19fVYunSpkA+n+/btw/Lly4V8WHrrrbdwxx13CGneiSh1jdqbJPop2zCMcW0/HoqiQJIkIdl2u11YtmmasNlsQrJVVRWWHYvFYLfbhWSHQiE4HA4h2QMDA8Ky3W43YrGYkGyXywXTNIVkx4nIdjqdcLvdlmUreWthDOwb/s4cdZ1r9p/DbtH9OBwOeDweYfsTkdler1dIts1mE5qdkZEhJFuSJGRmZgr5qxUAZGZmWvYXmstlZWWxwSa6wXAONhFNOeeiJwF7Di7Ovx76Zy/5FOyln0lucURERJPEdbCJaMpJWUvhubsFWvuP0Nt1Gi5vEfLL1sJW9NFkl0ZERDRpbLCJKDkceXDM+0f0DDYiPz8fBUU80QwREU0PnCJCRERERGQhNthERERERBZig01EREREZCE22EREREREFmKDTURERERkITbYREREREQWYoNNRERERGQhNthERERERBZig01EREREZCE22EREREREFmKDTURERERkIUeyCyCi0UzTxI4dO/DGG2+gr68PhYWFuP/++/HAAw8kuzQiIiJKABtsohRTU1OD559/Hh/5yEewbNkyHDp0CM8++ywAsMkmIiJKA2ywiVJMXV0dFi5ciM985jMAgKqqKpw6dQr79u1jg01ERJQGOAebKMUoioLMzMxRl2VnZ0OW5SRVREREROPBBpsoxWzYsAHHjh3D/v37IcsyDhw4gMbGRtx3333JLo2IiIgSwCkiREm0bds2NDY2jnz/9NNPY9OmTfD5fHjyySdHLt+6dSs2bdqUjBKJiIhonCTTNM34N7t27Ur4hrFYDB6Px/KCTNOELMtpl20YBlRVhdvtTrtsTdPgcrksz9Z1Hbqup2W2YRhwOp2WZ2uaBtM0R7IDgQAURRm5fsaMGWhtbcW+fftQXV2N0tJSdHZ24tixY7jnnntw0003jZl98OBBAMCKFSssr1tVVUiSBIfD+s/kqqrCZrPBbrdbnq0oCux2e1pmOxwO2GzW/5FRlmU4nU5h2S6XC5IkWZ4di8XgdrvTMns87zkf+tCHLK+BiKbeqHfLtWvXJnQjwzBQW1ub8Pbjoaoq6urqhGTHYjEcOnQIa9assTw7HA7j6NGjWLVqleXZgUAAJ0+exMqVKy3P7u/vx5kzZ3D77bdbnt3b24vOzk4sXbrU8uwLFy6gr68Pt956q+XZ58+fx+DgIG655RbLs9va2qAoypiNsizL+M///E+sW7cOf/7nfz5y+bPPPov9+/fjU5/61JgfKuINtojXzqlTp+DxeFBeXm559vHjx5Gbm4uysjLLs48dO4aioiKUlJRYnn3kyBHMnj0bhYWFlmcfOnQICxYsQH5+vuXZ7777Lm655Rbk5ORYnl1fX4+lS5decQyBFfbt24eVK1cKGWiora3F6tWrhXyAfPPNN7FmzRohzTsRpa5Re5NEP2UbhjGu7ccjPqoiagRbVHZ8hE9EdjQaFZbtcrlgs9mEZMdHydIt2+FwwG63C8vWdX3M7J6eHkQiESxevHjUNpWVldi9ezcCgQDmzJlzzfsQUbfdbofD4RCW7XQ6he1P0jXb5XIJyZYkSWi22+0Wkg1AeLaIv1oBQ69JNthENxYe5EiUQuKjiufOnRt1eVtb26jriYiIKHXxIEeiFJKXl4c777wTO3fuRF5eHhYtWoSWlhbU1NTgrrvuQm5ubrJLJCIioutgg02UYh5//HG88sor+MMf/oAXX3wRM2bMwJYtW/Cxj30s2aURERFRAthgE6UYt9uNhx9+GA8//HCySyEiIqIJ4BxsIiIiIiILscEmIiIiIrIQG2wiIiIiIguxwSYiIiIishAbbCIiIiIiC7HBJiIiIiKyEBtsIiIiIiILscEmIiIiIrIQG2wiIiIiIguxwSYiIiIishAbbCIiIiIiC7HBJiIiIiKyEBtsIiIiIiILscEmIiIiIrIQG2wiIiIiIguxwSYiIiIispBkmqYZ/6ampibhG6qqCqfTKaQoUdmmaULXdTgcDmZPQbZhGDBNE3a7ndlTkH348GEAwLJlyyzP1nUdkiTBZrP+M3k6Z9tsNkiSZHm2pmmw2+3MnqLsVHo/++M//mMhdRDR1BrVVW3cuDGhGxmGgTfffDPh7cdDURTs27cPGzZssDw7Foth//79WL9+veXZoVAIR44cwZo1ayzPHhgYwIkTJ7Bq1SrLs/v6+vDBBx9gxYoVlmf39PSgo6MDy5cvtzy7s7MTvb29WLp0qeXZ7e3tGBwcxJIlSyzPPnPmDBRFweLFiy3PjjfYIl6X77//PjweD+bOnWt5dlNTE/Ly8jB79mzLs48cOYLi4mKUlpZant3Q0IDy8nIUFRVZnn3gwAEsXLgQM2bMsDy7vr4eS5YsQW5uruXZ+/btw/Lly5GZmWl5dm1tLVavXg2322159ptvvol169YJabJ37tyJDRs2CPlgQESpa1SDnejOxTCMcW0/HvEBdRHZmqZBkiQh2Q6Hg9mXsdvtsNlszJ6i7DgR2TabDXa7ndlTlC1JEhwOB7OnKBsYet2IzGaDTXRj4RxsIiIiIiILscEmIiIiIrIQG2wiIiIiIguxwSYiIiIishAbbCIiIiIiC7HBJiIiIiKyEBtsIiIiIiILscEmIiIiIrIQG2wiIiIiIguxwSYiIiIishAbbCIiIiIiC7HBJiIiIiKyEBtsIiIiIiILscEmIiIiIrKQI9kFEN1IVFXF6dOncfjwYTQ1NWHLli1YuXLlFdvt2bMHL730Enp6elBUVIStW7di/fr1U18wERERjRsbbKIp9MYbb2Dfvn0j3+u6fsU27777Lp566ils3rwZy5Ytw+HDh/HjH/8YLpcLq1evnspyiYiIaALYYBNNoQ0bNuDOO++Ey+XCE088cdVtXnrpJdx666149NFHAQBLly7FuXPn8PLLL7PBJiIiSgOcg000hTweD7Kzs5GZmXnV6xVFwZkzZ1BZWTnq8srKSpw9exayLE9FmURERDQJbLCJUkg4HIZpmsjKyhp1eXZ2NgAgFAoloywiIiIaB04RIRJk27ZtaGxsHPn+6aefvu5tDMO46uWSJAEYmrPd0tKCF198ccyMq009ycnJwRe+8IXr3j8RERFNnmSaphn/Zvv27Qnf0DTNkTd9qzGb2dMhe3BwEIqijHyfn58Pm23oj0a9vb2oqanBunXrMHfu3JFtwuEwfvOb32DlypW45ZZbRi4/efIk9u/fj61bt6KnpwfhcHhctTidzlF54xXfTYh4vFP998hsZk9l9oc//GEhdRDR1Bo1gr158+aEbmQYBl5//XU88MADlhekKApqa2tx//33W54djUZRX1+PDRs2WJ4dDAbx3nvvYd26dZZn+/1+NDc3Y82aNZZn+3w+nD59GnfddZfl2V1dXejo6MAdd9xheXZHRwd6e3uxbNkyy7PPnTuHQCCAqqoqy7M/+OADyLKMRYsWoaamBsuXL8eqVatGrvf7/fjNb36DJUuW4I//+I9HLnc4HNi/fz8+9KEPob29HTU1NeO63w996ENYunTphOs+fvw4vF4v5s2bN+GMsRw9ehR5eXkoLy+3PPu9995DcXExysrKLM8+ePAgysvLUVxcbHn2O++8g0WLFqGgoMDy7H379qGqqgp5eXmWZ7/11lu44447rpjiZIU333wTa9asgcfjsTz79ddfx4YNG+B0Oi3P3rFjBx544AFhDTwRpaZRDXaiO4D4diJ2GMxmdrKzL78PkdmSJI26n6ysLEiShHA4POry+Ih1VlYWbrvtNrz99tsIBoMJ3Vd2djaWLl1qyc8j6jG5/HFgNrOZTUTpjAc5EqUQl8uFuXPn4vjx46MuP3HiBMrLy+HxeCBJEtauXXvdrPi0jrVr1/LNnYiIaAqxwSZKMVu2bEFTUxN+9rOfoampCb/85S/R2NiILVu2jGyzdOnSkZVFLjmMYhRJkkZGr4mIiGjqsMEmSjGrVq3CF77wBTQ0NGDbtm3Yv38/Pv/5z4+agy9JEu65554xMzh6TURElDxcpo8oCRYtWnTNpfbWrVt33QNmq6ursXfv3qvOxZYkCTk5ObjtttsmWyoRERGNE0ewidLUpaPYl04Tif9fxKozREREdH1ssInSWHV1NXJyckZNA+HcayIiouRig02UxiRJuupINedeExERJQ8bbKI0Fx/FjuPoNRERUXKxwSZKczabbdQoNkeviYiIkksyx1pEl4jSyrPPPgu73Y7PfOYzyS6FiIjohsYGm4iIiIjIQpwiQkRERERkITbYREREREQWYoNNRERERGQhNthERERERBZig01EREREZCE22EREREREFmKDTURERERkITbYREREREQWYoNNRERERGSh/x/fh7fkpIIt9AAAAABJRU5ErkJggg=="
[ "yes", "no" ]
null
1
math
grade-2
estimate-to-the-nearest-ten
false
true
How many marbles are there? Estimate.
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UGsmR/leRgUNuQzvESYRs1xaStVdMw42feBlT/6XYHyP0H8KogJH6/0wxR4bTQ/+P7Jj89OvuK/vwdFwI1ncQVelAqnNAKqAUigpicnSSICZBJQmQ29bg3KC08jodSBLF50BNThga45Re5Rmm3ke2/e7ZKYKzclwynWPFTc/uwtj4iEkEHRI6hXGynzvOmwREDNrvf5qYvEUYB457FWMPxVJthG3pNL51P4rgRz+kTi+xQdaDgEJr3y2hkaxpo/v5Z6JSb78qFuFNkvAqStAkCLn9udiQiUZw49lzQXb8c/T87X9VxwJa9/yPaQuy8p7dRNvNiUXorI8bHV5hHxIdjk20TjA6RTvnWMWNC0ZAK0wutlCzUYfmoC3A9L/YXYBSk384zmSaAHPI1XgQ6zl23xUHX7ALpaF9xqCS0fVflfRfXIu3b+02bvaaR2aksAcnof6P6ZhIvZd8z7aiqjjkyFTxPa91oxecBbVO0BU7FCapgKQonSOkNhLJ3e53rcMx7BkXwIbPRZBsGBkesDnKbXfNOiYnUGayERhL8l1byLbdjdl5P9T7ppe7ScpOiU/k2DHTbuy0N0p+nLSyaU6lbaSN0phA0GV/h7h6LWuc3FwTcE6LN3JgwudWn3wx3OkszX/9ul0XXQRZPq0hfQdRaSemoxOlU0SsHbNOiEWEtY4QYXd4YLzlMm6+lVgAgeJwEFforEyGqfdaW3bJNVN+v+IOx/gQLPZhHLH7SF6FQ9LvU3GDvkwzL2qjxN2d5PZwzFtlZ5ny/dsXOe6W4UKffwb1/jZ9bpEP92PqA6QXvHPGcLGVgg9d6HvJKfHnofbPXbfZAa//YNyckkL/i+cb7AOMeM0PnXz6P6Zj0p6jLHJmRakJAqbvIHruYqTaiarOQXVdAH0HkYFX0Ik1sCpxw4lCpGHhUAUYEy0WBYJiXn0pRCT5kz+euicwKyNkolwhM8EIeBnB3bR8dfkbfITijMNUcDepzoWYem8RMdk/7P68N1amcEpEHOwrARmBHIWOCmWLiIpQqwX6kg8DQuvBb4TPLetD8ff0youO635OdpF6L1n3toD4emdP+4J+wLy2h2ThWVDttMGVD7K0AUlcJJuA5DZNnVukxHuhJYQKCsRADNJqIsP94LqkpsUxYSRiN9Y+1A4BsT6zWCfLH47RPi0Qu6hWEO8MS/jLxXsJTro5xsNxpD6vabvRsj5Lo5/85/94QrnY2vXfUhA5JGQ0/VcS2QGHjJgcQhrIP/82/RchadN/72waU+zDpOvk0/8xHZNs2x2l9yoU1GgH/6ni83qfLXxKa7DyQmgNoF7rtvByYiclqqRqC8soPDkPN4mIBU6wUYgZeBXpO0gcaeY7t5CsPX15F6ZDYq6Q6sIVsMIZARFnz9q5QvrIZwghY8zdVH3dxS53G8HJvhBNSzCyiKA756Nr80iXdlnuptv+jOZxcjfprouQqNjPHgrKGY0iInXJ+iJS9YdBcEryqHARtw5tyEkAHKU4HEWgUkMt6kIdeIbiF5ye0tp6R3hMPq3gbH7hrIBFTuYsxtTmoKqdaBdkMfCqc0oSlE5dIaxGaEVBljvclSCirD1zzqM59OK0B1m6cwFS7wNoq23y+xAKZKQNsXP3Y4NG5xy7xAB4hK44HPXGD6NFaG35xpiRfNI1MV06Vn1WnfNJa/NIl66cNH2eqIyq/2qk/peckiPov4yq/8YF8bTpv3t1+i8nqf6P6ZiYoV5fVG3FanHwAAvP2+lm3kL37sf8+Muo6hw7BTGtICZFL1wDqy+BX/zvoMQ+F44pcnCIIe9/BQZ6is2GNSbZzgdnHZMpktajt9L8l7+nsuQsqr92cdTSav/d+4z+EPU2SnU4I7CkC9McIj8BRkDqvTRu/zStbXfR8YYrIalgnVmiAj/3XrvCMa+o2kW6CfYQcdxNSatO4+ZrqFz9GdJjSCGGQxAg1Ia4iMhHpsaAVrYTQiuXNkiiwyEPkb1CRc/dG3t7KGQeKfGHhX9t1pGDz7lD4eSLmCZTsva5Et4pgVKQhVLIcC86H4Z0BWrlhUhzAA53WzuWphZJqdRsgSJEcLtHTPBAAijI+19xQRYhkp2OIEt3rSff9aA/u8GNjY9rmXy6JtQw+NomDSJq5D5UkbMR70N/uyIWKXEHp6rUIByO4xOp9zJ8+6fJjlefZfL0eaKi4i/EgPhGD0r6r5PoeUM5jSN58V4VSIsxRboNgdaD3yjeR6+c5Po/do1Jz57CujplRsQ9tKLUJMBVHi4UY+cwqATJNCqpYvY9hTrwbGifK0A/+xukZXu2pdFvx+66CFOChy5lJ2lWJkXKRuAKSKsu3RaVEimFqChSCfuhWB8wqI4FpCvmkTSHaNx8DenVn5nyuiA/Vjzf+xS1dW9DkjSCq4tCPQVhArE1vgUCSGLhdhIPy2tUYrmbWvffRL7vaWq/+/kJXVe6YTNZHDEZsRTzbZEpgWLeR9z+cHBIoVIj9UCwURMSuEt85GpfXYRcnYsZ7gNmUzlmyNY3lLskYq87TkNoO8+jdz/5T/4aVamhdIqq2CBLnbEGVm+Ef7vd6YW3T752ToXDwfS9AgOHgpfvnaBs19QHWf62fA1SGaEzKJxTQrmmoTgMdWhI8M6xiZBTH7mLc47Fp1PiWofmMHLwWXs4jmMPei42s/dJauve3sbFNro+M5Y+q5H6nN1/E41j0OeJStD/kBgYWUMW15IF58RQ6L93RnD9IPiYxD/fIjgxUc2Ztw2qNg9T77WI1kmo/2POMckPvWS/sNa8BM+F3CVlmND/u92j7iFlTciGMY0BaPTbIqjhPhg6jBrsQfoOwNBhaAyUYcAoV6vAcovMyqTJSK6Qiv18DK4QlPPo0bZ11XOFqNG5Qsz9N9GcQq4Qqfcy+KV/58aKr0B1zLOIhOdu8l51dCjYiHHquZsqGza3Od8jI5rK5X9A5fI/wIRJyY5zxBhEJ6g1l6EWnY1x3CPGjQH3XCSe2M/ETon7/en5V6Hmn4kS0GdfgF56znE/75NZpGdPhGCJ29/evkRICm32zORIsw6tIWSoD4YHkX1PIQ990439HoJhN2+mMWgDrMHD0HcQ8/Lzdt6TR4albCenWtINm/3t2VeJhl0G+xwjIP5wcwWWJi/2lUhp/+H3Yyh4td8npX0oqNrccL/6KFH7sXKxMQF9TpetnhaagCPrv33eXv+DExvpPzpFrfb6b4rn7egAgj1wz0dJvH5Cev5vwrwzQECvnBr9l3ov+a6HyHc9NCVs2mMiJmU4Skpwkrgcny2cinNlJrTSlWAo4+JYrxQm3vwUhVRtzo9HSkQEme0smDQJRuBwN8nCiCtExM3LcB47FBGKzzU7mNdBJzbiAuu4iHE7w5AuW0PujEDtmq9O+j0MfmUz5tBuO2PHcTdBBontnhASFCZCStwPap8W8feni/cK/JwQ3NydZOnryA7uoPXY98eNAOml55AsOQfTs9sWhg8eDvqiSAr4Hwrjr3SY40PSgV59CaY5CId2e7WwRkwnoVbLxBFTdLi0nrrHPgMx1C65dhKf+pHF7H0y1DXMpO4tc+ilAPwqj/x6hLdkzyLkV7l0RJxey5so49fNrQeqOMzzlj28Q/fESDsG0xNkVTZsZvi2T5Wz8bGdRlO54g8ARbblG1bvTR7SCKRV1OqNqEMvIYe7iXy3kK4p1Tq4/eb3YbruKvKDO2HoNfTZbzzq4Ri42HRS0mc12fq85HVkB5+ZkD5PVEbTfzwiqtWY+h+68NIayRH1PwPkCPr/k0nX/yN3OfquqMnrchx7jknnAhjuizZznK6xyqyhrdpYitYnY0Ldni3kKTsdJlA5G5JLfx9EyLZ8owxTUSjzTDFyp4IMfmUzec8etEM4MLkbImWLj0Vpq/i+WMIpdRgy5QvRouFAIoLlCjE2ShEhWXoOmeMKmczcrh8rrnVSXGTWdPNyBFTiEutJwEFFPKeJ7woLFx4i2uKGKdI+zjlp/ujz6CWrxl3cW9n4IRp33UBl3VXk+58m2/s02s+7UJrGT29y3FMKpe1QL1u+r6B+mOZdfuJycR16+VqS8zfR+umNhX6UunQiONcZKR85T4Vk2++2BG2v7IL+V1BppXiuvntrqJ/0Qmus0ot+B3Uiu7diZ8TZsxgpsT5LOadfbuH0vqPbL6ocZFm43fUQi60FiLuj3BfTEmTppeegl55Dfig6HEM6IU7DOgfDOV/G2NoGlVrnOG8O2usNSIXY/WrsvJIR+690ONr9WN145MMx6HOShGsia0KaYnJBH1WfQ96ZkNfxeh2wCwLynyw9h+aPvjAhfZ6oVC61+p+uuwqz72nyfU9b5MY9Z6v/7n61s6uuTILBw7Sc/ou/L6z+6/M3kR1R/yOki+PX/4l2OU5WV5SSMbDFwb99d5EnV9Z4KqWtMVXavtfaHlbhc2UPC6VcpK1CGsDehPuP+Pyka3lyjknrwf+FhwfFGCRN0YvPId+/g+q7/ozauz814RuclbLUv3M9rUdvDWuWnLGaZNlqm4ZBuS4qrNIo8NwfgcAxGAEi5Y/eh9ciLdfc+RC1f3/zpBiB7LkHGPzqZrvvtLbO1YLlpGe9IexLlLY5da3C9wVuFBza42xWaMWLDhuMoNZtstHIM/fZ1/5XaR3aw9y//Pm4rlPqvfR99gJwCIIX5fTDX09wTqJ0mf3G2CkJv9W9SJHTHzVytYapcskHmfORG4/ziY+UuHsrXbjCXS/ueux1lru3hsgHD5P1vQLL1k5791bfJ7sKJCe2X7E9S9z7aL+Ef4vWqyz+UBd70BuD3vjhIsgyNmqNnRcxhuq7/nRabNnwnTfQuPMGqm9+P7k7HIt7ivbfiHt0h76FSku/c4Rz7PdfKR1UpCdFhPmf3zYmYhL02euoTtALlpGedX6RHg767CaQt+szhMmoI/QZQCxNgByHPk9UpN5L/2cvCPsOcHqvys9/hB1Q4XvjZ18UHlM40/Hzb3vuIKRvPXb9j7ui9JyFFDQGHin39tJnOly60oMTSmxX1OF95MfQEDFmjYm0v5ZyZPFDKTw2hZRyj+LTNZ4qO3xuSpFdtuWbzilpi/xaDfL9z2BzZSdfAc9ME88VQqQU0hqyXC2ORXRiXCElfBdwkee6d6DOf0cw5JPJFRK4m/z1g0X2Wo2CZXO83E2q2G/4fTwGd5Oau2RC3E2qcyGdH/jySD2KcsMxsuE/N674O7zP2yjlQ41J/PNFjQoLz7avHfPo/MCXJ+WZe2k9eiuD//0y1IuPUv21i0kWn40ojegil49OIEkRnSBJiqjUdm8tWUXHr/06tVST3/Zn1P/hvVOSmx5Nkq71kR0bWROnwO11Kds1hyQU62JK6yXG75/C3hW+Y9k5l7SCXn4eY8SBUyK1TR+DzgU0f34b2b6n7XWYkXa7ZJejGhIx5X2HGPL9z9D816+VahyKfx8ZsVcu+eAR0zijcrEN94/BxdZyeuz12umzkpFcbCOQhOPT54mK6lxIR7v+x/reXrCaR8896H+0HnlZ/0s1PtH3sfBse7+1Y9N/qfdS/+7HGb7901SXn+umFPvgyBNUalvToxNEJVbvlbZ0Dji9JwldUdVKSuPmaybEsj2mY1JxEJAvGLOOkYuC2h+qiQt4ikKeUqGUkVEeZqHUI5RFKajMwTspJ2PL00yTRlt6AAhcIcEImJZlC42U3xoDcU4K1imhMHIWPi2cU7+J/b+reWcgfQdo/uz4jEDzEcvdFF9/wd20PzgnmCYqs9TgljLcGzGbm5U8H2nEjL9+a6DNjn/BPPUTYuPmuZvGO8WyuvFDpG7fJsvXhs/D/m836iVj5PTFd0f4wthSoWz5sEzf9F5b6GkMtU0fn7TR5yVjteJc1JxFLpev3WHiCgy1dsZKg7bzi9DOSdEpkiTQsYB0xXnHZKyOR0bUWhDZm5A2jl698xGvzxiHh4nsV/ZQHGRFiFazQe5mSkxXkOWd45H33+4Uj7UPo8JLie139Gpi++2CloVn2dejHI6eiw1G0+cDI/W51bL6nI2hzxLps7u+WJ/z49TnicrR9b892Di6/pfXpbAHMgn6P7IhIuqK8hiodyK1tl9rbZ0T7Z2TtHh1QYrqsF1R+f030RhnQ8SRHRNF4fFFcJ2HjipX/CHp5f8hfF7a7CpBr7kMWXhWtLnNKJvbOSdBWezfSc7fhFpwJrbV7MLTvrPgeKX58PfInnsg1E6ECMVxhUhrGDEtaDVRJo+MQMu2cJssFPapyHghJrxXGCTPMTv+2RqBcPjmlivkx8dnBJr3Oe6mMFfBw84a03cQ6n020sqaSD4cEBRlmtZJyTNU1rQt7XnmqNzdq8nsfebO2GZu1HZukRbJM1SeIY67abwy56O3ojoXIkCyZqO7fikbGdojchshJSsvIn3L7xURkjEW0RETDkkxBtIa6cYPkR94Fp/T77j6L475OccylrGKu7ckwM+etdd3byVF95Zu797yxurGcRurY5WQZ1eRHfNIhinsmn0diWiVnZBRDuf2Q30Up4eqm54s0ztXorrxQ+Hv6RVro8h9NCdk9H0IOuw/G7kXTpsxZectedN7kcN7EDn64djOxabifdR30CGhw5bPKB+2QVPWtI5K7oKOMfU5RxlT0mfa9dk4LrZt49fniYrV/wUAJOduDBVspW6n9gyDe65JV6H/BXJiRuw7SWtULv0Q+YHnMMeo/+Uux7Pauhx9WraoxbPqo47YFSWjdTmOsytqTMdELz0HvXiVLTOYu9g9zCiNE1wWNbqSVjpg9SWo+We2eeS2c0NMrBwx8mIXKXvqHvKDz9tIcBpGOJ/q0vxXawRGICZKWSNQH7BzB0zTUmwH5MSmeZSxtOfKRSpKjHVgHLKiPOxrDDjlwa93nqNMyx7qx2gEpN5L3u24m3wumegVkNe6UcP99vqzZqAEt85V06WpcheF2cjLGzNLiNWy15xHRszk1klpDpa4m8Yreuk5zP3EncjBnQBU334das6SgDiVI6WynmQv/YLmQ98eVb/EPVe9bA3Vd/4J+YFnyHc/QdJ1ER2TlMLx3Vv53ifL3VvG+O/wkGpRf+FgXltgqZxx8rVmGvGRlYN/02XnTnkLp0d//eV6JIOA0AqVK/+Q9LL/ULJHxiNaSqPXXBbSZFKC1Uem49rh+iLIMlPWvnkkCYejQOqdYyhd/1j7MOlaT/qW32uL1EfabUk7SDd+CHPgWcTYw7F2hMNxvFxsargfgj4PB30mt/qsgr5G+pyNrc9icuvoOH1WSpFtH78+T1Ss/t+FObgTBGpvv86mkSByTornLT6zYAzZi7+g+dC3kLzQ9/D8HcKrl51L7Z3/mfzAs+S7f0l6jPofuhyVCl1RvvvHBqTYZ+gbWuKuKOwH9rWYN2P/nxTICppkyetg35O0joKUjumYAFQv/TACVNZdhT77jXhPTzlPr/mzm2n+7Oa2Teoe3mAP2d1fJn/h8aLGxAjqjNWkV/6hhbFogwejdFBca1KZws6C00E8V0hwRtojFCxXiBruh+YwKmvZQz1ruhxvyxoDk4F3VoLSOyPgDnsxLWsQ8pY71JtIYwgZHjwuI9DO3WTvouieCPfRdxCGep1zZVBnXQCdi5BWw95Pq2GjrdwjQo1wXypvIVkjym37CC0ruJuY+FjxpGs9cz56C2bfDlo77qXjPZ+lctlHSFZtKA6GKJc8Atb1xeDeeCU19OvfSu2df0L1bf+R1hM/Inv+EZKui5j7ibsmLYUTWjiVRnXMc4bTIWXG2APe2LoKq69R66ZHtJRdL/GGCmweGtysCUWy9Bzo3j5laR299JyiG8gHWeIiVB9kuQiwSCe75y4G5YIs5p9ZOiTEBVmlw7o9TSKG/Kl7yA/uAhEq09i+Hd+/PxwF6xzjD8eQTmxLE7r7C85xPgqS4vajXrYmHI7ZOJ3j0bjY/KkX9FkifW4OWRTkrAtQsT5njSj4cPosY+uzTVfn5K++hC/knGqagKPp/4igfjQnMbYLSQ31+rdQ+83/7PT/DrJdDx+z/vuuKF+AC2KfUwjOjH2moebK6X5wVuKuKF94TPG7vLh1TpatpvWjL5Dv2jLmNY3ZlQOMq7K4aHmM0gNxd0HwhP01FpXF4osMfR42NhZOuauXfJDOKegsmKicjAy7XpqPfI/6t6+n3F3lqtxDB4L7fM5icFwhyTlvKnOFaMcV4tZfROyBI+5Q8tXYYg8kcZF1/sqvMK/tw3dbzf/qyxO+h6GbrqG19c7iHqLrLnWJaVvBryo1WLCc5PI/gBcfgf3P2gmeSQqJ424yuUPX4z2Juy+wUKXlbjKHXsR3VYjJmfOf/mnC0zvz7m0M3XgNpv9VKhdvprJuE9Kskx94Djm8h/zAcwCYnr2Q1QFQi1ehHEGmXrwSveK8kK/Odj1Ma+sdyGCPhW8/8OVJc0qK7q0EpdWUdm/55z6Z3VvtMlqHiu9MK9uxcrdE0V0I5UoN16GyblNgLo4RmHDglwpEDfM/v/2EpaVbW++g/u3rUAuWU3vH9eS7nyDfs5V8z1b3HaN044zoRMKuW6UTvWo96ZqN6MVdNLd8i3zP1nEfjiP02a/FVOmzv5dJ1OeJitX/azH9r4xb//XiVZZYcor0P+5y9M9fLTqbdPm5Rdr1aF2OMOGuKBnqpfnyr8bsijqiYwK2NqH+nevdd3sbYxVWqwRRoJWFa70zYsdtY+Hc6GLLM/9janYJh5gYg168kvzQS6iOBcz/b09OmrGdiMQ022q4H1XtIHhXeU4+3Gdptt/4TpK1l5Nc+K4Zw7DbLkM3XUNz651o342TWOdCOyNg5wdEn1c7YL4zAi9YI0CSoNOK3ZRpDckzC9U7j7lgV8WdNTbBkg+8ghx6ycKQ2EjrWIzAwN++m3zng+G6RdlWYd8yXDJwjs3a/nsSuJt0WoEkRZ9huZvkF/8bPyTL+FDNzUkw7qDx3E0mz0qIYOW3Pknt3X8+4bWQei/DP/xzGo/cgqp0kp57Kck5G9DLzysXKMKo701PN9mvHiZ76QkY7IHOBXRe/Wmqmz424WsZS7LnHmDwK5tRiQ7PUS08i3TF2nBo2OeduiAkKYwVOCdFwquKhl6FORSujkzEYJ7513EZq+MRG2RdGFhfwacBFTq0EFsYWrv5EoF+wzlbI+2YH5YFYvz48AIpUR6mZ+YEWXn3NoZuuhbTZw/HdN0miA7H7MBzYZ+prIEg7nDsQNXmoheVD8fWrofJjuFwHPjbd5PvehDrDEZ6i7L2yO078fappM+d1ilx+qzOWINavRH55e0BufP6XLZLXp8PubSIYFxh/7Hq80TF63/zkVug2kmy5lLSVRtIVpwXrvNIdiDv6SZ//mHy3U8gQz1QW0DH5k/bDqxjkIG/vRrz/JaSXutqJ0nXenceREFsCEZS57wnDovQ0TlPAUJ4vVCgzt8EKPId/xzSqc0nf0Jl8+eovv2jI67rqI4JQP8XL8d0b0ct7rJTAKGEnMSIiZ/H4B+n7Tu35FfhmtsiprgPu/Lm99F87IcghtrVfzFpRXzjlXhGQ7JoRehK8g/b0mMUOXZpDpEP9JD3vYosW0v1t/+U5NzLpvWajyZhJk1bdIJOnFGOEIjERyyW5yhwhbQbgX+7zaEKgSLEzXNQoWDK9L0Cg4dCVOJhycpvf5La70zMCPR/7kJLne56/v1hqHV0vd7jjz39KOrC3RM6QSUpMRG8/z+UuZuIoqpQAW9yO4tigvcQS969jfoPP2WdLbAR6JIu9BKLkMQizTqmZw+mp9vm27GoXXXTx6lt+tikO+6DX7mabOeW6Nlpi6Ct2lA8X79PkgTwz93ZA61QFMhJsDBuv1juIFBvcMbq6X8OAVZj+4+pjmGsjlcCchhL1HpeQkk88otPQSn/P2fH1Oh2LNTiuRqWRStt7r5j/gkLstqldDh65zg6HI8mpqebzB+Ogz2ozgXUrp7Y4dj/uYswh14qnn1ASNoQk2heURnhGqc+C0jWKOlzuaZjcvR5opJ3b2P4h58qZoWdAP0P+jDK89WLV6LmL0MlqdPtBBK/Ps5BVMoWuINFTHA+gEeq3Ip49Q/dtk5vms8/AlmLOX/58xH3MPbk10jmfvRW+v+7PWz1mo2Y5x+JlNKNMTZuroRnowS7gbouIlm1ntZD3wFliaC8c+IjDAVIUqPylveT737CHl6T2FkwHmk9eiute/8n6eIV1F5/Mb7CR/xx5Y2qcpGgZ1aqzSOtWoZdadZp3fan086wezQxjitEe8jLDT5107ld6YT7XPxETPBcISpJkJZGVarIvqfgwDOuE8NNhNVuTDXaGoCWJ2Q0YfKlLzw0R/eDR5X80O7CSbTNge76o+uNa06cM1lMKjYoUbZLRytMy+mIVxZju41M1sKjYiHFSKFc+P17nGPFk671zPvEXeTd22g9cgutZx/A7N1OfnBnHHCMeE3XX20j3bVXTklKwHdv+aFbLiSytUKv7YP5Z0JaQZncOqvGWOfEGDvHQAmaBMuWrAOi5opK7DoAkguy45+LiNadIqpjAa17/obKJR+c9EO8uvFDNO79GmbvdtTytcjBncEO2XHf9hpL7K5ICfk1OkWZHIMp2TEZ4Zz4IOsH9m9PgQN5rKI6F9L5kRupbvo49R/+OdmO+2jtuA9V6UQt6SJZ4tIHREhds4707CHv6bbcQIDuXEjt6r84psMxdzQB9hep4hAL+mywRJyFnvshY/bV6bOjCWjXZ8kze915y+pxpM8lO+R/3zRzsSVd65l7gvU/bogQAR2VY5i+gyRpB1Kbg0orjlC0YmuKkgQxiT0XTG6RlBy7jqa44KAXyjXIBMTUjef3XVHb7x5BDzAux0QvPYd5//UuBr54BXpJF7Xf+gTNLd9CBnsAuxni3JIdF2wvKt/9S/KXfukuyqVrnJn3m0MtO5fqm99P6+l/Id/9BLrrokkfDjWWeIbdfPtd1NZeYQ9fwRpmCB6JLd5zE+8wjsXSOinWpgp0pFTOOg9pDNK8+VqSqz895Qy745HAFUIxsS9WcnwaIz7MR3CFuEM9FKoRFTz6OQ++UKpsBCaDK0TFX7WlBUscIGNxN3kWVXUU7qZwXxI8+9HuY7LGiidd60nev54OwBzajTn0kn2Nfn+69gr7vavWT/nhNlb3lnLdWyrtRDo6LQoqGSqpWCdEp5AbG3mJsZGV2H2DKRw7T2cReXr22Tv7oEyGGeoj23YXlSnoxpt73a0MfPEyFDbIyp9/pEA8jLtPI2V7llt7prs2oLvW03r4u+7Ky3Ys/J60g8ol73NBlkx7kDVeSbouCs5x8+Hvke18ENO9ncx1kI0mk3U4qviLdn2m4GI7sj57bp8j6LM4J4YoyGjXZzN5+jxRGVX/e3ZbdNjJVOh/qStKcF10oENjAchr3eiFZyE1mzrDOH2XFKVzhNQiKYhFTDKXRYmGbTrCIvtHjYSUmmQNpF50OR6TYwJFZfHQt67D9HTT8Z7Pkh98jmzXw5g9W6OCF4uUGBdhBM8peFJO2dOaza254qnGlm9h9mxFr7TKMh3RhafZln1PUX3D2yCpWKVQGjDWV5fCOHsnxFKGO26ZUJtgQjpDdSyguvo3LM323qeo/V9fmPJ7OaIUPkek9BGygFVOu8di54TCOAQjAD53a388NgLF3IYR8yLigrRjMQIdCywrNZFxaUd68Ncv7n6EwN0UIlzcfZSNlInmT5wo7ibPb3KixLdkt3dv6fAe5LU96IVn2Yg6qQRjhTZ2uJpHUMQR32UBm3NqEtzawqG3pwPSaiLD/dZYbb97ShwT26FyNwNfvJxk/lKqb7+O1uM/cEGWsc6JO+x8JOlrZLLdT4APskIQVkZOWLaG2ps/YIOsPU+gV05fkHWsknStp/MD64Gycyw9uwOimkz24TgGFxveuXBIiUXiPMGiFEGS45wyee5qGqNIHGzHINZ+JRu9Pn9zpD6bqdPnicp06n/riTsKKEZ7Z8Q956hX1/QdRM9ZjHTMsYha1wXQdxAZeAWdmJDOFaMjhFRb/cfqe2lCuFun/NWXwt8frStq3I4J2HkA8/7rXQzeeA312z9D5Y2bqF3+7+0N9OzBHHwuVBbTGkYOd9ubXdzlOgs60YtXoVesJVl+HiBkux5m+MFvIoM9VDZeS+ckdhYcSaTey8ANVyKeYbdzvj20xRNVtTkjJWMtjtjOLYyInXApBpW4Q15pkmWryV96bMoYdscrqmOB5WwJkYl1NsIhPlpk4hEG7SYPKu2U3Tpt0OZ8SPlQl3Cot32fOjYjkK5aH/KxI67f2Ag9GC0jKB0ZMe8Ve4TLGS2fhC5zTYRQnmJCqDOWaYVk8Rry/TuOdSlmtPgWzni/h/kSEWYlfQdRcxZjanPQ1cJYMfCqY3d23VvGdrQI7rmLse9DrtkFVA5J9TUHyNS2cCZdFzHno7dQ//Z1SP8hG2RFHSohHRAhv/aLeN+4VxGk0kmyan0IsibaoTKTZLoOx7TL6nNw6sZEPlVJr9FEdsnZodxFXQbAEycKnk7AywhalbSKPqPLTeQ9vSTbdgdFnkjc4BBfqB4jpSDDvei8gSyowsoLoTWAeq3bpXVSIEUnlcB6PhKZcmFI1BVF38FwLSKQ79xSaoiYkGMC1rue/5mHqP/wz2k9cgvNp++jcu6l6OXnUdmwmXTD6Lmx+FV6umk8/gPM7icwgz3ozoV0vP9Lx1xZfCwy+JWrHZ23sk5JnqMSccbI1cxo6/mhdFCSEEK4dI81rnFaRwoqbjTJklXkB5+dUprto0nStZ5WmxGIkREtYPF21RaRKIwxaE+FrjVITtkB9jCpMwIjnBGXFkmrJIvPIdt3bId6fBYU9yEjkR0xwfnSyk6s1B7uVf76fU5bMcK5Mpa7qTQsy9/HKc7dlG27wwZQoRapyP1DjByqwlilVdTKC5HmABzuBpOiUgf7Vmou1z9295ZHTPKBV5C+A/7XY4yMMFaTKZUNm9GfuJvBGz9I/fbPkF68mdo7rsM065gDz2EO78EceM5e4uG90Kzb+1+8El2bY4sVF6+yLcMrzkMQ8l0PU3/wmzDNQdbJKCP1eRRWZ1+T5NLJNiayjRaeBRkofm4c+uw5dYwxYIYxB55FnaL6fCQxcTo9IIMeMYnSL+LSPHkL3bsf8+Mvl7ocxaSohWtg9Ub4xe0OKRnZFWV/V9EVFZBS++fJdj54fI4J2OKpOR+5kXzTx2xl8Y77YMd9NLG9/WreUvS8paWfGauyuOMYi6eOR4a+fb0lEPOV+H6CaSaoxBd0uoI+pQHHWeBgXXxOzaU1iGs0KN77xdZLVk05zfaRpNgC/oMYKdFth3q5JiNsLqWt86ZUqPv1RsBEiEP20Dcphks5pEHkuLlCKhs2kzvnipJTIoRCuTakxxgH95rY6Pnrt0aP6D6sEh2BuynthLyPU5W7yQz1Fuk+pd1z1gHtjZ1apbSdvNm7j/wnf110b1WcsTrDGat/u90WjBMhD66Nyz/fvM8bK9z3Wb3Jdj04pbMlkq6LSkFW9sQdoUOlumEzbDj67zA93TQf/0G5Q2Wag6yTUUboc0gvj63P/r11Str12QImsV0q9DlCROG00ecjSSmd7vU6ICa+TIG2tL7Y8f+tIXteZLYrSvY9BQefDSFM7HRCuctRmRxfDkCcHi8dUMfomHiJK4sb930N072dvHs7vLyTLP5bUY0DQGXD1aTrN5OeNzWdBUeS7LkHyB69xfbH+7kLrWEka6B0iojrn8egVGqr9fzwGIcYoHXhtEgEM/rFQ6He8HarLDvutc9qxXk0bv0T5nxuami2jyTVDZsZioxAXIMRNl2AR10axHcp2DLBgDT42qG4uyoc3lAgDKGA1OXgq3NguB/k2LhCKhs2M3ybo4oP1xulbTBUr/gjALKHvuVqYpyzpTWiU5LVGzGHXoTX9vri8AJu9NcvEUIiRetncv5VmJd3Yuq9pyx3k/TsAQgF0rbEKu6KGPk5gnXsm3XbldNSds6N795CRQV2UfdWaxhaw5jhftflQgTH+3019dIeZLV23GcDrUonemkXavEqdNS+KQA+yDrcbbvWAFyQNZO6b2ayVDZsZvj2T4VzIaRNjXHt5paLDbw+e+fE1brpakmffUxY2KXIHkVpWmMs4Z/V512Yei/6JNDnyR7waUcvUNLnMqLu/m5c+xOcEwhdjkfoigIcDUi5K8r/XvcXrJPZ1hBxXI6Jl6RrPXPc4CBfPJV3by8Rtk1nZ8GRpHHXlyyIH3Jo2k62deROytWKQGIXK0kg1xY4cbUj5B5BKYYrEdvRuKYBQAQ9bwmtFx6n9bObqLxt8mc0HEnSDZtR/lDHbz4p1WJU3/bHAA7xcPCdf9UpevVGJDYCYsuDg3MSKX8JaRAhWXcVuTvUj9UI+LHi0rMHNWcxMni4lLYJPdA+J+1a1GxaTizPy+pLUM1BjDuAg5K4fHbhwReThz2Ckj11T7ifU5W7yRx6CfBGSoVISsQXhEfI4Gg1AW4+iTdWPl1TpHE8x4czVqYwVoWT634IprWFMw6yLOvtgzbIOrCT/Ag/Vz2BQdbJLJ6LzfTsQc11+mxcbV/bmPOSHiuLoOiODlTQ590EeytgtKs/czo9mn2K9XkqiqyPV4oBn/dDvc86x/6R5C3y4X474POCd5KsuYzkot+Z+IDPSN1KXZoueLXrUNQeFmUNDlk/YleUcTU+MHpXlIRuttG6HCfFMYnFF0+l51052b/6uKX5yPdoPfdAMdnRb37Twry2l2TBckS7vmxxLZDi5jPk2qZ5MLYrh9ylA3w1s63RsGYd5Kl7gvEGrHPSuYDGj/+G9K2TP6PhSBIf6sxdDIOHQw2JP9xLh7rG1djYV28EaA6FIWf+cDIqQUk+JmJixGCeugfPhXQ8RqB26Yep33kD1XVXke17GrN/R4ikwNC8/2ZABWWJIywz2IPc7bsj7DopFGrZGpI3/ibN+77mahtMEbnh3rfVmkwGd9NMpTgokpHtcyWcERmle0uHGp9i34R0WUCkRmnJFiJjVR4lwCjGajpk1A4V177pA8nJCLJm6vpPp1SPoM+ei63Q5zJikg/2YJw+F8EJ6GXnknp9xs/JkmjS+NTo82RJ4+4vkz/+A9KFy6gsXAHLV5e/wR3qQf8a/eQ//0ca9/4dLD+P6m9/cnzlAq7LsajxifRcE/Q2dEV5hD1uLDhCV5R4OzpmV1Q8T0ZG7P9Jd0xmsjTv+3qElPghcM456XsFqXSianMRk6F0xTop2jkpSWqRE6VBucPQtxSCs+h+YIOUja5PguYtGJ66GQ1HkuqlH7ZcIeuuClwhcQ63ef/NthBY6bDp/JySfPBwMAL4ewX0srWk52+y9OWCjU4QV0Mwem73eIxAddPHaNz3DzR/flvxofKHWpRei6v4vWfvhv+FsMMDWgeeIz/wLEhcK+PrYxz8GyFA1UuuOabIeNQIyF1HEQH1k17wW8ceAR2nqM727q1xzIlprwUI+yYKyETsvojSfmN1b8XIyYk+rCezQ+XI6585iosTu/7TLUfT51L3jXa1ScE+qaDP4n4Ogbxdn+NC2FEQ3WPV58mW1qO30rz376ksPpvq6y4OBfpxEGWdBo88OESzcz5pbR7p0pVIY4jstj8b14BP3+VYFB5Hel3qckxKzgjaxyg+OLW1h0UaNnruR+2KqqAXrR61K+q0cUz8jAZQgapZR04KIshre2HBMnR1LugMkgroLEy4tJMt3RjuLMdStxctUfYPRTm0or4HadWRxiAA+RTNaDiS1DZ9jKY3Ah4gEaHovsltbY2LTIzkjgMJd+gQ4FV/WOX7nyXf90yo+bD3HUUozgh4NurjNQKqcyEd7/8y9e9e7wOG6Hn7mhhxBXJurHiYTJyXnNF4iFaBlPhDsVwzE3M3TZRSvHH3X5E//o9THwFNgiSuhTMueCulbQRG7d4SVdo3gSsrimRLNQSxsTLR4YEgSQV95hqyU6Qle6IRsGn0Y37+fRr3/h1q+XlUpnH9p1uCPpe42PzecN0dvvsmnizexs0yYigeFPs2ILjF/lOLVyKOJmCi+jzZ4gd8ZtvuouMNV9ozh2J+DkBopNBuEnGIDJ3+JNiDpmM+6fK1JK06jZuvoXL1Z0jH6AQt+RaAT98Ueu/TODGyroNzQnuXo8RdURTIqByhKypv2K4oRnZFaU4TaW11NNshYI6QkwLPgv5XkKHXIGtY5GTlhdC5EPKGpdg2GSproiS3n+UZkltKbcmalhPIv281wbQgb4a6BlC0tt89zXdfGAHAHhq4+41z/Sai1nbOhK0JiD/3FO9mxOfFv/tCM4NatNK+TpIRqF76IZKVF9nN7IjESs6ERzii+/DXGa7beYz+vfGFWYFDw4Sfq7z5veSHdoPIhAobW4/eyuAXL0O9+BjV111Msngl4opwRSd2cqpKrLOrEySpICq1EdCSLjpWv4laqslv+zPq//Be20U2xSLtX4SIsyhkth+XC4SNyRGifZAX+0Si5+r3hTdWrQe/QbxuIhJask/2Fk67/pejXnx8QuuvO+eTLllFx+o3UZ3m9T8RUr30Q2Gd9bK1ZbskZb008f4ykf46fZZ2u5TnkT7b76/8xnttLZWYE16o7Ad8th69leqv/TokHidwaRFw1B/Kzs1S/tVy1aC0/Rml7X7SieUz65hPbfVbMPffROOfPjfq365s2Fw+B9qRpVIDQGHP4/clu2/K50L532OkyjmLCqjOCe/bGyJOH8fEDY8qSdRy5kUEaPTb1j9j4OwLoGO+rb7Phu08g7wFeWZfm8OoVhNpDaPyJtIchlbTjm/Pm0g2jOndb3lGImcokLdNo8RGQEWHuj88yq/tmysyAsYfMsWmLB/qxh3q73MFlUJ108cnzQjM+eitdnIkdqy4vw97yLUpQ7g+ez9q5YWkb/29UZ2s0vukSuXSD5PvfxZk/NxNUu+l/t2PM3z7p6kuP9fds3N+sYSXdt6NspNSlSPFcsR4QoIkqf3cRUDVSkrj5mvIHvv+pDy/saSyYXMp/VJCMkIkFHUrxUYqL/bPaM9VRjNamAhRcdCiN1YnaQtnef3XHPv6M/3rf6Jk7nW32poHyvos8T4pHYomBE1q5YVU3vp7zgkehz67NM+JpgmQei+DX/p3mL1Pkiw6C9UxzzlkxlUDFOmaYv8ohxwpu39U4pAPi+SDtq8qQdCky1ajXnyUxq1/MuLv+5R60PcoOPA1OJUr/pD08v9AYVcj+6o0es1lyMKzEDEj9V7cJG1/Hkhkj7FdUWrBMkTMqA0Rp41jQtQhBASEpID/ijQFIqi8hfTuxdzzN8jzj6Baw0ijDq06Mu9M1EW/Y+ex5Ja0TrWsU6KyYft5NoxpDiGH9iC+YNR3G4iQ7doynXcfZO51t6I6F6CAZM3GKEIpOxVx5GFc5KFXXkjlLb9nv8+UlT/enJLU3KH+jDUCl1wzqUZALz2HeZ+4C+MIr6pvvw49d0kRaUX3IVJ2ovLdv6T54Les0RslokIEdeYaar/1X8j3P0O++wmScXI3HTEC4vgjoPz+m2j8019O2nNsl8qGzaHwv9RtFTkhlSudsfLPLaS9CmPFwrOPgJzERq4cgSXnb0ItONMZqwtmRO5/IiL1Xoa++h5aj37/+Nc/mf71P1HiudiOR5/j/TZZ+jyVMviVzbagWilUbR5ixLXYOlvsavZC2t0rpvY1Nf5VF++1c1b8vkKTLHkdHNxBq82p1UvPsUzGgJq7GPDBgUU2fIcNriuqXW9VxXVFzT+zQKii4FViJ2aU2p7sqXvID+4K50O7nDaOSR6RIhW1BEWNQeE0EJAU+4OZTes0+lGNfjuL48AOzJZvQGPQ1o206kizH1pDmMYQMtxnEZJXX0CGDrflTv08iOm791g8V0juiLqqb78ONW+J89KLyMQYMyKtk+3+Jc0t32ozEuV0CWeupvbOPwlGYKq4Qjx3U77vabJn7qX2ns9SvewjJKs2AO3Xb6L3JhgxiV5NUiV5/Vup/uZ/pvq2/0jziR+RP/8IeuX4xopLvZfBG64sRUC+gNZhDkw0ApJRI6BHRo2AJkN89xYK270lvsA1Tufgrr/dibXGitWXQGSsvFNbTp/FMHGON8Z5yVhdOyX3OFXiI+B875Mki1aECFjEFYQfw/q3R8CVZatRL0zd+p9ICfq892myHffS8Z7PUr38I+hVG0Y4J36/xfo7Qq+TGsnrLwn63HriR+S/Gr8+T6XUv3M9efd2103oAtasCRhMnkFuQDK7V8J9+9oZE8oRiiIRFfSydLA45yVZ+jpaP/oCeVswXL30wwhQWXcVydlvdL++aK9u3n+z7YyK9NUjIvlgD627v0z+wuOF/TcGdcZqKlf+33YdTJwGakeyj9wVpWS6JhmdYOn9mIUKfeeJchGKTqziK62Lz8PXxffZ966g0rmvcXW0iF0I8pbzONs8dxMpk8mp/Ls/puN9Xzxhz6O19Q6Gvn0desFyau+4vsQV4p+TfdGl9yXxSpF2jMoVorumnpAx797G0I3XYPpfpXLxZirrNiHNOvmB55DDewJ3kzm8F1p1W1t0FO6m1tY7JszdNOCcEqUTkmVrSFacZ6ORJHHPLrEvWgHaIvooX0lcfr4iRc2TNzbOWABkPbvRl/3BlFAcDN95g+3eevP7Q/eW0jrSAR10KLyiHLeUckazvFf08rUk6zZZ5uJwHxaJCQ5OhNqJGOZ/fvtJhZgU669Jlp0b1p8kcani8vor/5z8WdK2/vasEQI7a7z+h15CX/6HM4K5fLIl797G4I3XIOPUZwC1uAtdnQPVOejFK9ErzjtufZ4qyZ57gMGvbg7nDTpBL1hOetYbHFKaWD1T/hxS4TzCo21QDP30QXSYPA6IoNdtQkQwz9xnHYP+V2kd2sPcvywGfEq9l/7PXmDneHlRqjgjIx0v9NvZLn8utOm6+834tFD8dUFbUqR9q5d8kE43Ay2W08Yxee1jCwqYOjgl9tAI73XxXvnuG/y/K8u5QrwolGGqCO4yppyTKwosM0SE5ILfZs5//O6JeBRB8u7tDN74QaT/VdKLN1Ndt2lsrpBwqB+ZK6S59Y5p5wqRem8YKy6VTsvdtGoD6Yrzooa7sV+lp5vW8w+XuJtqjiphPFL/zvU0H7nV7icUybLVJGe8HpWmtkdIJXaapUrsH/WHudKgxL33NxMZmeCcFK++26v53EPU/v3Nk96xYY3VhZh6b3RmWqOkdYIo3BwgN18CHBcRLgIsjGXp1Rj8nAN7H65by7+GtJDt3hrNWM1UGXP9k9QZ9mNcf/tB8TlTv/4zQU60Pk+lDPzt1Zjnt1hH358r1U6SrossS7fSdkSFVu78ic4h5eZvJeWupPgB2O4kUOdvAhT50//s5gsJzad+QuXqz1F9ezHgs/nw96h/5/rycwz6btONtjtThXMvdN3pMsdO0Z1TZAhKwzaxiIxavNKmsTrmM/+/PTnqGXHaOCZ9n+wqPEPvhGhdRkpU/F6H9zZaVMUrRMYjqmZ2CIne+GEQobXlGxYp8ZFgBGdV3/Wn1N79qTGvd7okNgJUOgNXSLLivHH9vOnpJnv+4TJXyNWfPiFGIO/eZrmbfGFxpRO9pMvmUqOx4sCY3E3VTR+fEHdTewSkdII6QRHQZIk3ViVRqqwD0asN/HUJLRlJlEhZXxxi4uFctejoxmomSlj/CGGN179AXL1zomf8+s8UORH6PJXi9aqExLu9oBevRM1fhkpSVJKgcPYiccXR2iFvfjiodum/OD3oWomDS+uCAb+Pms8/AlmLOX/589LzGPji5eTd29HL12Jcit/vzQIhde8dohLrOdqSdnoZVd9d8F75jffRfPyHIIba1X8xZu3haTPHRHetD50wdq1MMJrhfejXdnMakmgSqrhJqN54hDV3nmHUtw2EyupSC1alhlrUhRx4dlLv7XimSI5GyJg9cx+SdpJERsB71ADSqpMf2oN4I6CA2onnCinGim+n+fB3w1hx8/LOAEDYm6b0/ni4m4bv/JKrGfIFZ6CG+2xBdFJBmRx0aof1qQQRjQ7zARKHjvpx2wXnkmcm8xFQURNlXMHaEnjhcZo/vakUAU2GVC/9kOW+2uuM1cs7I2NTEKoVbNMaIS9FUEalKFfbE4a04Sdx+vtxBbVvfh/Nx35g//YMOUTGK2H9nZNWrH8DlVQInE06R6nUrV+CKDu8ConWP+LcCghJ+/q756nmLoEXp2b9Z4qMRhOQdW+PDk9G1euZShPQ/OnX3VflOVoohfQdRFU6kOoclFQsQoHbP2mCMgkqSez7JHW8svYc8lBH0CvlClaVwpOCiTEok2HqfWTb7qZySZEGnPPRW+n/4mWgbFeUef6R8GDDcErl58g4O4XVc9W1gWTVepoPfWdUxCQ4J0mNylveT777CeDoXY6nDWIy+LfvLjzv4AlqtI4jGBfxqOLffYFSYXyc5wiFbxockCKtY/Pn7fMxfHdCTucffYfKhquP6V6KKZI/Qw33o6odhWec526KpONROPdykgvfNe4pkiO4Qo4ilQ1Xk27YTLp2ZhkBL+1jxb1MxljxOAIKdUrHGAHhc7goN/gOFwEx4QhoMsQc2s3AFy9DLViOmreU/PlH3L/4HHT0SqQXCpJVG9Cr1tN6yKYqw320G6u0g8qb32frm3Y/QWXjtYFz62SQ5iPfo/7t60H7NHDb+i9YhtKpsykJJD5Sduuvbe1JcE6BI0XAGHElJ/aT1vOPIFO0/jNVplKfp1Kk3kvfJ1dR1GxYe0GMtOoEvfAsqHWidcXZixR06r43DcirRdhUcD6krSYpBMZgz56sQbbrYcQYkgt+i84/+nbp+vLubQx88QqSNRtJVl1M6/EfIIM97l/jGjKPlPjaw/gmKfJBARm1NAGVN7+f1tP/Qv78IyRdRy9APm0ck8Z9X2P4tk8Vkb93SqJcX1xLQqgt8YvgORukeA25cxfZ4DkZismnxhT93Ko6h3yoFxDm/T9PTPggb9z9V2SPfZ/KouW28t9tACvOrPl5ECIW2RjoIe97FVm2lupv/ynJuZeN++9NJVfIqSADN1xBvmdbyAUXNUvWkOilr7MFeWnFfu5zyM5RUUlikx2+rVTHSJz9aEQEFN4bsl89ghnspXbtV6ekEDLv3k7/Fy8nXbORZM2ltLZ8CzPY40HcACfrEEF5or+COyNEXlEkpQCWraH65g8EY6VXXsS8/3piuyUmKqOvf1FAnyx5HdRGrr9280p8TQozdP1nZfIkpEfjGkZ/3sT7Rmn03MVQ7URX56DPeRP0HUQGXkFH9gMXSFuCTB2QetM2Adfvn+zl55HX9odygnlfeXnENcYNEdV3XI/Z/QTZnq2YPVuj2hMcQurexwhK9PckrZGuuphkzSXoxV00tnwLs2fruPX8tHFMzKHd9H8uSnEEz7VARqr/7o8BRbblG0Url9YWH0mr6NUb4dBLyOHuNs/QvpaKYNs6DdJ1V5Ef3En+8i702W9k3l+Mf8Ca5VH4n1QWryBxbZzWc7XbIYwojq4DZQfl2M8N0qyTHd5HPg4ehVk5uowWARU1Sx49KSIg76yopDItEdBkSWvrHdS/fR36jNdTvfzfWy6S5x9u695SFF0maozfJJB2jtq9NZ4IaqbJWOtfQk7GWH9b3Ni2/jHyFCFm7etvX9z673wYkald/9NBpoNQceima2htvTPaG+21jYXNUEqjKjVYsJzk8j+AFx+B/c+CTtFJamfbuDShUEYi7XsQ5VwFA2bgVcyhF0NLrxjDnP/0f0jWjiycnmiXIxB1RXWiF3dNSlfU6VNj4gi5zKHdqHmLMQOHCdwJuugWsOIQD+UI4ZSCtIZefQmmOWhZT00UEerEDcchdBu0s+y2nvwJ3mmobhzfjAbPo5Bvv4va2stRlZrzSHWIWu1LwXKM8oiJ25zu+qilpGedRzI8SPPma0mu/vRslHUcEk8S9oWeGlfAqIvDWfoOWlr3aieqOgfVdUEUAZkQAYnRLodrP8Nx9/gIKC6ERCnyV18KfyN/8sdTdp+VDZvRn7ibwRs/SP32z1C5eDO1d1yHadaRnj2Yg88FY8VgD2agx17vUbq3hh/8JjI0M1o4j0VaT9xRBCe6KAQUEXTUZGP6DqLnLEY65qAqneX1Tw2h68JFwMavv4y+/j4iNa++FP7eVK7/qSj5ri20tt2N7Lwf6r12n3pznrXIG55Q87dJ1lw6KYSKZqjXmesoiNTxfokQRQ2St9C9+zE//rIdbaBTVFpBTIpauAZWb4Rf3u7shMLgkbQIZxBD3v8KDByyyIZPDyrIdj44qmOSdK1n3mcesg0Rj95C84k7qLiGiHTDZtIN5exN+FMUn5vD3TQe/wEmNEQspOP9X5pQQ8Rpg5jA0Wc04GpLQsV8aJHyuXRGRIR6+VqS8zfR+unXo0LYthbiMIzKvp/3+W1HTeP4KaKy7ymq578NPWcxpe6HAKvhdoUqlAtBicLSPSqKCqkizZO98gJy7hXUfvcLk/NwTzMZEQHFc2/aUJNjjYCKVxczq4lHQJMlo3VvpWsuRS/pGtfPz6TurcmQYv1VeZ1HRMCulq3SMWL9VZJa9CRJUEn1CBGwqy3Bomlm4FDb+ufM+U//NKXrfypI4+6/In/sH0kXLSNduKI4Sa2CAZ4gz+ldY4h88DBZ78vHTajZ/7mLLD1HW43JiP3iurbaa5aCXUmqtj4pSZ0rUyTzjXsjWQNpDiONfjB5aVKu3y/Vd/0ptd/58yNe84nsijqtHBOp99L32Qug3lfy8Ioak6KWpHj1uXNsJIPP4XnApDhEFJQm2lmAJLevrtYkfesHj1rgJ/VeBm64Eg53oxaeRXX1m911+Ov0TlJ0fSFyM4VnLL6AjqL7yBTdR3nPHsyydXRc+9XJeLynlQz87bttl1ecM3Y1A9rPryjNy/Et6olVap3a2oMkRZ2xBrV6I/KL212ueGQE5FM4PgKyEy6LOTmV3/oktXcf2dBMhnhj1fKU6UCyfC1qySp01L0lAM06eY/t3pJW3epb5wI6Nn38pOu+aZd4/bWOawTK6x/2xRHWX59hI+DR1j+k9YQZsf4no7QevZXmv/w9lSVnoecsirPgAK5Wz33h23wMBNZnBGkOHVcqvJijpcLQRb9vwvwst29G7Ke4BtLXdvnzxxXEG5OhBEzeApFi4nJprpYb248hvXL8Az7jLsesezvx4xvtdTK6ok6bVA6A6lxI5we+TP3b15eLiY1rgTQFtXNBpW2ptn3aJnRgoTClLgMX2Ui0mf2ku4Vnw+E9UJs3rvHsg1+5Gjm8x1b3d8xDckf1TW5bDUWcM+IOL//eeif2UFC+8sTPRdAIxqadREAlJEvOQfY/Seux78+mdSYo0rM7euOMWVthNBCcQu0LQMXYYXUqQTIbAcm+p+DgsyMioLB+reEQASmTu6YNj4R5eH967ru9hTPbeodt3zy4k/wIPzdTWziPVeL1j2kt4pZKC2FGQcEY62/2PYU6Sdb/ZBKfCs+23UXHG66E1BaPhhI9sHZSFceqcnpsOWl8et9AxwLSFfNImkM0br6GytWfIZ2AzVTxF75g1O8L/LwfO0LAfu7m+7j0rkK71nONGLdPHNJT5rKBgkaiLWgOLcBStl9HkZhbaLq6omasYzJVBUnVjR+ied/XyLq3k/iBMkqKRQ+Hi0VMjOR28p3bJEZA6QrGtELLsGKU7hyXI07f9F5aP/8hxhg6x8GwO/Tt6+19u7kItgU5t85Jktq/ZzSixCIoIrZGwc1fKXdD6EIJokK64MygSc54Pa07voBesuqUnCI5VZK7LqWQK46QKa0pnFMETfvhBIKxiFbeRBmFaZUjoFCz5CIg8ZOD29I8AcEb6p3W+0+61tP5gfXwgS8HY5XvfLAUOZ3K3Vvm0O5wyKChHZl00UFwSr3zOmL9s4a1M23rj8ltV1/Wsr8sz51daVt/f+hM8/rPdPGEivneJ6mtezuSpG59TLmrBAokHD/B2D/blJAOB4tadMyjtvottO6/CbPvaaq/+/nxXVDnAhjui5yOOFgp7ATGQOL3TVQDiXVOjAtSQ1DqukCJJionG38fRMi2fJMwL8g7sQ6BPdbz1NdqTrXMGMekmM1xP9T70D6HpYA8c7M5+kkv+C2SNZcdV0HSnI/eysAXbdtssmZjmNEQIyYExMQhI0ohkpOuuhjddRGth7+LJ2YTCuIjBPv9lQ5SN6NBjKG68VpqR2HYzZ57gNajt1j41ymN5C3Im+A9aZ1YyFEnoHJb0e+G4FgdigolfcRm3HW6oXLq/Ldb2O+Ze0EpkrMvYPiWPzmlp0hOthwxAoreB+PjIiA9WgQko0VAxhF4jRUBld9PJAKabPHGKj3vyhN2DSdEYjWLkBHrrEhxeLj1J2rtLCOzOQHZjCPgcJiUD5URY785ses/0yQQah7uJll4FqpjvrPNgosaCkQ5boG1gLPVR+ddqoBAg3JklApDumwNuSPUrF1z9FR42rWezKc/S3ZCojR7MWRPaTcZWVMg+s5JkjyPADPvrDrnJKrMKNiC3T5Jq+gzusgPPDNpz3qq5IQ7Jo27v0z++A9IFy6jsnAFLF9d/gZnhH3EYRr9mJ9/n8a9f3fMBUmWYfcuBr54BXreUqpvv47m4z+wXQXu8EZcLs/4V1Bakb30C9j9ywiZKOBUH/Ho5WupvPl9tHbcR7b7CdJx0mw37voS4D15NzdloAfOOAckR6UpSA66Yv9uklgmyiSBAANSID9EkwGNq/b296fcoYegOucjfQdo/ewmKm87NadITrYEZCAyMiEyds9V44xKYo2NTmy3lz5qBESIhMaOgOLIWWbbv6dZRuTWS06JO2QSKSJgI5AIylinxU9wNU5fS3YEMCYv1v9Sv/7fGBkBc3wR8Kkog1/ZjOnZY2t8Oua5GTAuvWZAlCNRDOnXcno8IMxt8zmEBDCW8VmEZOk5ZN3byR77/lHTOnF6rkBujjx5HI1ln9a+O6vgojLevpfKBuzvybZ8Mzi3RHO1MMOYA8+iAL3yoil59pMl+ujfMjXSevRWBr94GerFx6m+7mKSxSsRrRGdIjqx8/dVAkmC6ARJKohK0Z3zSZesomP1m6ilmvy2P6P+D+/F7H1yQn/f02zLPkuz3fmez1K97COkjma76KKJOG4CxfbIV9Ia6tfeQvWdf+Jotu8g3/Uw6ThnNDQf+R7Zcw9QUKA7T95k5If3gWkiWRPyDMkbKMkha4HJLewvBjEZYEKhrY+0LcxnwBdCPXUP5ul78ZNpEYPuXEDjx3+D1Gch4fFIxaUpvJEBRh4aPsL1nDBxC7lEr35fuYK1eCjfkSOgCnrZ2iitMyvTJaOtf0jfRYRl9rX4XPAzjorCxMKuxPZmtPWPgjTs+ifLzptd/0jq37kes3e7Tc94RzHPnJ30h3Vh98AHAUUa3Nf22Ofs7bHvhnTzrZQNXpPla2j+6Avku7Yc8boqGzb730pIv3mkYwQRbNxAIaWumvBqooLWYE/a3scEekpBZU6436RrZjsm046YjChISipYGJOo+0UVkT++hYsQiVjH1UDHfNLla0la9WMqSLIzGu5i6KZrGbr9M1TdjIYRA2WUwhzaA9kwCDaFVOlAVeeiF68kWXEeevlaALJdDzO85ZuYgR5qG6+lY5wzGhr3fR3vxheFk8ru5L6XMWkNXZuL6ASVVDAmt9X/kqMkAZMUkVfpOfpIXJwHjtW5PE7zYFNGw320Hv3+Kcu9MZkSHwXtEZAeMwJy80m0shGx66YqOCaiiY0R99KYEVDeOGkioFNNPLzvgNzwRTkCTkr7QCubvrMcQ76GLG9b/8jJdYdUWH+KidJiDJgG+YFnbGZ3dv3JnnuA5sO3oBJHLKk0kjUswZy4wv/coHTqEKsEtKvV8+tivP0sCpmjjgcEQxIIFf8VRKisPHoqvLJhM8O3fyrsF4+oWbtg+ygrV/yhvY+HvlWkb8Sle3WVZPVGzKEX4bW9AXoxwcmJnGEpOzUKITn/KszLuzD1XvTKC2d8Afq0OiZFQdJT1Na9LRQk2adcdJMocAWFzmgbDyAIJC59khTjr1UyPxQk5fuepjbegiTcQJlPbwkzGlpP3BEYdtMNm6lsOPrvMD3dNB//YWlGQ+cEBsqYQ7sx3dtcwavPeUZD0xDo3YvMX2GHAZnMThB1BGEkKegcETvm3EYCUWuzH7qTFTnpEHgpkGYdGoP2Wx7/x1nHZBxS2bA5kELGToWvJYG4lqQgvlNo55T471chKPZZt3AohYgnfk8otKYyB4b7EWNIz7viBDyF01f8+hdOiRTrPaKWyK6/H9pYtOz7Gjar52KbhAvkRQSLgLZFwN4gpp2Q9yEyu/7gUuFtwR3115Csae2kyS0CL8Y1DAiWUNE3EuRh/bwz6RakaGzQHrDSIe1K5wKk7wDNn91EdYxUuF56DnrxKptimrsYGTwcakqiAw6wNUd2n0jYL7qjA7X6ElRzENOzm+AVCxidWGfVI/2x/XCv2VP3hH1UueSaqV2ISZBpm2NiDu1m8Ev/DhnuI1l0FpXX/4aNKLDIiPJwmfdUcbUWvpQDwmYp5nQIcVeMUkJ2aA+yYt24CpLaJe/eTv2Hf150F1Q6UUu6SJasgmpnKafsJ1/mPd2oVt26Vp0LqW762IQHyjTu+xr12z6F9kPe4rkH7X3ucxaF8b/J696E9O5HDfaATtBJavOnviUYXdQySNQ1pGzO0iMq5uVdmNcOAAaT58z70q5TrotissVTHPj9ABRzTNx6Vd/2HwEbAfmaIXA1BUk5AgolS6NFQKX0j42ctYuA8oM70WdfwLy/eGBa7386ZTpGhk9URl3/oK+WjbVWWn/370xg/QVKcHyA+U1p/ZOzL2DuKbz+45GCi6aNs0gpksUrUfPPRKUVFBqVWpTecxypJAl204LUOjQ2AM5ORqzYEdJsRWjuehTyIxMqNu68gfqdN1B78/vJ9j2N2b8Day/sftFhTknbHC3PWh7VmPhjWy87l+SNv0nzvq+5UsKIqw1Xq+TTQVj7Mf/z22cREy9DN38IqffagqTaPLewWYjwhQSFiZAS94M6SkcARPCaWxq7iVzBZ7L0dWT7jm02R9J1EfPiGQ07H8R0byfzNNujiOL4GXbz7m3O6fEFWAVioiOnDBFHqT6MqqyAsy9ENQbgtb22lTi3Y4uVAtwApqKDWHA2znUZ2d8rg4eQ/lecsrnCqu4nZ6dIHkX00nNQS1ZBKQIyzil0iJXbyCPm4hiD6uiAEAHtAQjGRlTiUJKiBbCUezblCCg9xdZqQuzZay4nuWj87NmTJXrpOeglbRFwhJgp5VijSxFwzpEiYL/+Ro0dAfsp0vH66xm+/tPhWDb/9et4pMTazQh57juISjuRDjvYDrGIs5CjlG0J1joJ6R4wDsmIABMpkGZ3V3ZNbJSHMhlmuI9s211jIhLVTR+jcd8/0Pz5bcWHyjsTRTcohjBXCxXtH3HdW0TqcOBZ8v3PgsfbxHXpxOmcyLmtXnLNjHdKYJoQk/p3rqf5yK2BTTNZtprkjNfbLhOUy/W516jAyI6Gl6JmAvwpWyR3/eXHXQoKms89RO3f33zcsznCQJlDu5Ge3cGPTiZxRsPADVeQ7dk2NmLSFgGEzytVSKqotOoQkwqcuQa1ZiPyb7cByiIjWgUP2jt1Js+QgUOYgUPEhVUmH9+44lk5cgSEiic1HiUC8gggCrVsDckbr6L5r193EY/rznGFlCdrBDQemW727OO+3smKgN36Q1sErIr1P5ki4HzXQ7S23YnsfKDERYMC8hZmuJ884qJJL/od6+Qfo0i9l95PrkIpN+59BNu3nbibOEJFrSv2vAmEmgmoJNhdX9uIuNe4Fo/4vLFIirSaZLu22MD4KISKHtnxjyMEnfG+UfY17A/tgtUw8TVOA5cLacNrVICtFq/EHHoJ1bGA+f/tyZMCDZ9yxyR77gEGv7qZmEtELTqbdPm51uHwY5uDc6Id10jEuAkBOggwVjyvQwQdCpLus0ZrqJfmy786KWZz9H5sgf1CxZTY0bMpcXG45zOCm8NOkVRJar14ZwTFK5cbTy95E2nUkeaA7eYxcXeR41H47T+dHW89DpF6L/2fvQCp9xUfujoh5fiXCg4mt5dVUZjnfqB4iQ9il6YkRD9F9BwjKNVLPkjnUSgOZrpMiD1biStEHMme3Tq8DzON7Nljrb9Sdp3j9Y8/D1/bHyhe2qPx0LXRjp64fTDD1n8EFw0UwaPb23Yt3SE/SVw0zUe+R/3b149uPyOuGaU0as5iqM1BVTtJznkT9B2EgVetU6ITlE7d3rNpcPFDLlEFgmHNaRhqlr/yK8xr+0JX1byvvHzE6x344uXk3dvRfsAnhLNO6Xh/+D1TnINKKYv6mCz8vnjYXnBOnJ2o/Mb7aD7+QxBD7eq/oOMos7Rmikx5u/DwnV8KDxlXO8LQYaQ1DHkLfAusaYJkiMlQkiMmcwNjcpSS0I3g4Wza2Hsl8mBBoGM+9B2g+dObpvoWj19UbJOchy5tShwhQr6q276PnkvexDTr0Kwj9X6kPoDUX7PPe/BV6H8ZGTgEzUFbOOt/r4o2N8wOaxqnWNbML49YP981IWIwYrkpjPGHSdEiWmoBzONWP9cy7Aj6itZ0+3v1opUW3u2YT8c45uPMVJF6L/XvfpzG//401WWvtyy8IvYwwB4OoBCl7WfKsfAmCajUjhZQdpQAtflUzjqPaprQvPlaWo99f8qvP6x/+ADnOMYwulvX4Ey2rfuI9S+IGYn2UanGZNFKlw6cGetfjH54lOqvXUyy+Gy7ZjpaN1ekb0c/pIhKUR1u9MPrj2/0Q7bVMn0XLb8FQOODWfsNChnuRQ31WPu38kLomAutYaTVQOVNyIZtSUE+jMpb0KxD3nTnVdN2+WTD0GxA1iJ/bR/Sd9D/ekSEfOeRW4fnfPRWOwlWgV6z0X4YkI5C7/HImClayNXKC0nf+nshmDRt+yi8T6pULv2wTfOIobLx2pPGKYEpdkyaD3+PfKcrygo5Pw1ZC+k9gLQa1jkxTVSWQauFMhmSOafEZIURxwSnQ0V93cp9bnb8C/lTPymUF4HOBbR+chLM5hCvRKOkpdx7Fb0Pkz9LBXGj9bu7/n1TGEf7d6KWxKjgLvzdmf68ZpBUL/0QycqL7DHqWsZLcKpfn9J8CmdU/GHkCnxMlE4r/1xxqFXe/F7yQ7tB5KQmwvPs2a1Hv0/ldb8Oaa1UcChKOeQvCmq0so5IcFLcvCN0mHukOhdQXf1m5P6baPzT56b8PqqXfgjtZkLoZWsLPRLBzwkysbPpnBAx0Xq79Y+dFSm9L36+8hvvtSy1Yk74+nvHcvj2T1Ndfi56ziK7TqJd+t2ukzj0wiLkKWDXTXRincskcVw051GtpDRuvoZsAo6lceP4/VA0a08LJKpE34Cle1C9+8l/8tfIC49BcxCVDSHNIZi/HN74Lmg2kFYd8obtWswb0BqGVsM6KdkQpucl6NlDkdYBlCrYeMcQvfQc5n3iLsyBnSig+vbrUHOXFPumzY6byG7kL/2S5oPfKoIcM/L71Jmrqf3WfyHf/wz5nifQ4xzwOZNkah2Tn37dfqGUg68jz7XvoGX5bQ1D1kTyYTAt29plmpA1USazr2JQeW6HiuUZSG49XuMiDWOQrGUPXD9sLM+sk1PvI9t+91Te5nGL6lxYZNIjJYrfl4ZrRTCvBFi33ai1DfFysKO+5MMkl34EP/QJYxypZvH3ZmciTExCBEQRARXOSft65GNGQKXD6xSLgGLx7Nmy90mShStQHfOdEx2nL7zzjD3Q/NwPlwYTjXNQlJ1P4dKXgn2fLFuNevFRhm/5kym/n7ljrH/QS9r10YR9oFZeSOWtv4cZJQIuOSd+/Q88CyInfP396IfWo7dS/bVftygIzk55BDHYe21TH0ojOCdFK1CpTTmrtEjrOy6a/P4bafzTX47vWnr2hKRfgZgU6b/wObhaLqefJrdOR2sIGeqD4UFk31PIQ99EGgPQGILhIdt12Ri0ZIqDh6HvIObl5y0SHZyhKLhTY1xoJH7AZ+4GfNbcgE+9agM+yIyH8JkRzmoepeEFk1RJXn8J1d/8z1Tf9lGaT/yI/PlH0CttQ8fJFsBMmWMi9V7yPdtGeLAqWjR5rRs13G8906xpWTfzJpK1UKaJ5C2UyS2qIhlkWeGcmAwxdvKp/XfjUkI5kjWR5iBSH7Ae7La7puo2J0V010Wlvew5M/DISFTwV3JOwnyDciQ+esTlJwCGv0LMvUGlhlp2bil9NCvjkxABHSwiID1GBGQPn+J9vjuKgPKxIqA1RQS0++SMgGLx7NkoZekQAkFhmSOmhByGmhPnfDinRJR/n4RDz79PlpyDPvjslKd1jn39jV3/Ld8KSEqMkPhDp339kxO8/t6xzPc+SbIo4qJxwQ9EzkHsnKBc16VCsAWeuDSdOERFnJOSLjsX5bhojibm0Euhq9HXtJQQ5ijIiwtF8S3AvlDUpXKkOQiNAYscD/dZZ2TwsA2mhw5bp8U5nqM5Q+MlVKxs2My8T9wFrWGGb/8M0qrT8Y7r6Pzg/0vt7ddRWf9u9LJzUWeutoiiT+cuPBt15hob1Fz0O1R/8z8z5//zP6he9mGk/1WGf/TfMHu2Utl4LfP+68nnlMAUtgu3nrgjfO25B5SDu3TcZNN30LbbVTtR1Tmorgug7yAy8Ao6sVP4VJIgRuMpoD3rbqi1UMpFWH6TKPJXXwpOUf7kj6fqNidFijI/wn3EtSQqccqjlU1jea4V33rqJwS6wqwwQVRhCwWjWpzswW9AcHai12YdOfgcIjLjxxXPRPER0NC3r0MGD1F7z2cxu58g37OVvHur47rwBdyOpTo47cX29ftX0hrpqg0kazaiF3fR2PItzJ6tJ20E5CVmz/YttCX2bBGUWETEc5dwFPbsuFA2PD+xrdl6SRetH009e3ZY/29dhwwcouM9nyXf8wTZ7q2YPVuJh+l5wrgw/NCnuYnsWdpBsmoDyZpL0Iu7aG75Fnm3Xf/xUFxMpQx+ZTPiuWhqMReNnZwauGi0a5XXSbjf9vXydm9MLpoDO8bFReOlnbsqDLkjZvmW8H1Giom8dgieR/atk+G7oMR4dmcTBY24VtzCCUJkQjV6Sdd65n3mITvg89FbaD5xB5VowGe6oQzAFMnO4r30dNN8/Afke57ADPSgOxfSMYEBnzNRpqwrZ+ima2htvbPUZeO7S3zra6nbpFKDBctJLv8DePER2P8s6NSOXU9S23ducrcnok2AC0yCYQIz8Crm0IsB7jJimPPx/zNjZ3M07vsaw7d9qvjAPytfXR69av8+VP5HVdtKtW3aAnmRtoLhkF7wzknaiRnuAzHM+3+2zqj2w5NJ8u5tDN14Dab/VSoXb6aybtNIigPAHN5rEUIULO5CVTtR1U704lXoFWtJlp8HCNmuh2ltvQMZ7KGy8Vo6x0lxMBOl3KHnWt4XLiddcV6oQSh3mylnOxxCggqHuP3afekPO4cAqvPfDoDZcS8Aef+r5D17mPO5qe/Qy7u3MXjjNcg41x9ALe5yQxPnoBevRK84b8aufxj9oBPQmuSM15Oc+Xpro/GtuoRhZWH0g49GS5A5badsXGMnwb43dx559EPvJ7vAdUYV9rLoyBnxXuvyv/nW3Pja3AWKQ4K8/dQbPwziCBXb0i2+cLn6rj+l9u5PjbzQo0jevY3hH36qqFGpdKKXdKGXrEJVO8tX1qxjevZgerqLfdS5gOqmj094wOdMlClDTOKCpGK5HZeItv8CzoPVIHkL3bsf8+Mv20XQKTqtICZFLVwDqzfCL253SImyw2R8xOFFDHn/KzBwyHm0Koz5znY+OGMdk8qGzdRv+xRxHFEe1qSoXP4HKKVpbvmGpdoQxzopCl2pol6/EXpesgOfQmQWwZRSzEGwOl84Kem6q8gP7kTV+1BnXzDrlByHlCKgR4oISK/aQCWKgEKkOMqr9HTTePwHmN1PYAZPjQgI2tmzsXMZhnrBtCDPUakdC46u4MeGW/ZsNxSrxJ5tAgKLAsn9uHAHr+MmpyLoeUtovfDYtLBnJ13rmX+Krn/BRZMgyg4xk9aQXbPc2ILW3CEk5li5aMRx0ZjARZOuWHtELpq0az0tRw/gkRIXrdr198iJOKRZPJLjJrpqjRHP8u2QrIBcR12PPsVOkQ4K6aKkgj5zDdm+Hcf8fJOu9cz9xF3k3dtpPvxd8p0PknVvxxzcecT9Ut1wNen6zaTnHduAz5koU+aYiJtmad/4giC/GaPUYwl2EztAqVm3mzuzszlk31Nw8Nng4nhXxMVHtiipOYw0+lEmt4FT2FwUaY0ZKnrpOSRLzsH07Ea7KZLBOSHqnweKWhGv5ApJOkhWX4JpDsKh3YVSGXHEVS3AwY4+hx/VqLSeugdc1071kmtP5KM4JUR1LmTOR24k3/QxGwHtuA923EfzGCKgjqv/4pSIgAJ7tqsBCc6JY8/WC5ZB5oZdibHknplxNSPinBH3GtEpKLfPFTjERGGevgd/qLh8JrpzIY0f/w3pWz845c/yVF3/4bu+5ObxFM4lw/0RF41xabd8FC4a7YJFTzSqQtDk85kFF42rJXJD5dS8M5AXfk7zpzeNyuM1EniJgzrPfZOUX3FpRBXtpzzmLiqCt3iSavbQNyOExH8u0GqQ738GOP7mgbiGKAz47NmNOVSkiNJJHPA5E2XKHJPcFSTZejVfY0KBmEQeZ3BKSq/Os82bKKMwrQgBULblCyzSgi8cDAVJbuw69u8opcZdkHSipHLph2jceQOVdVeR73+abO/TaOegK6Vp/PSmaIKkVf7AUjp0mOZdXyqMvXPK9PK16PM3kf30xsJJGzH/peykeHruWTl+GS0Cyru3Y17eSclXLurnAEdxcIpFQI37vh5qzeJx4QD0vYykHajaXNta6gkqx2DPLrOQxzUnQC6utqE47ABbID/cf8SR4ZMtR4qA7fUz6j6YiRGwHf3wIKDQroXbsvc2kdf2geOiEZPbCdTGIV7uVZSgSbBj4H2toLth8ZxeFvmSHf9cFOa7/6qOBbTu+R9ULhnpWAZCzXB+FDUkMYuvrVXMnXNswDtJWodzwtd+jcraC3iuqnKNHlB1hJqTXKOnl54zY/bAdMqUOSaxsgXnoOR8qDanxC6ybvNobaTkkBIPz7muBTuAzacpIlhNxBUqFcZppg8Nq236GM2IR8EWwjm40ZQLXU0790ZAiJxSOV3J9z9jvXhfYyKRhy9tUyRFqFzywdNSCaZaTvcISOq9gT3bs2UH5FQ7QLp3L8xfAbXOMdmzkdSyios7VCizZwf9zz2M7/5+07Z7AmTb7552dtVTYf2b//p1C2zogovGmp2Ci8Z0dKJ0ihyBi8YjKypRPtsGmBIXTdHqK2UumnrvqI5lZcNmW6PnkQ4jKB0hJkaovu0PAci2fLNoGMClA1VKsnojcugleK076qOQgFKXkOa212TdVZiXd2LqvSQrZ1PhkyFTR+LXucDOKWmrki7l/nCHb+KdFNu/rcOm0Zjc5/58TUnR4uVbaZONvw8idtNFSEyBnMiMYCQ9kqjOhXR84MsMffv6cg4x8vADhbojdAq5UVVEkpZavewEAuF5tCMmLDwbDu+BjnkndQvqySKnYwTU2nqHPcx8uKJGEq1hDDJwEPKFttNDKfSq9dC3HwZ63ORQA+K79BzcPx727J7d4dA60TONTsb1l3ovWfe2MjGe4JATK+a1PZaLptrpnErnXGoDkgTEwtYQJRbZEutcxshW7JS4f0BaTWS4H1CjOpaeUFN69sDcxba1N64pcd1vPr0fkBTHSaMrllCT5pB1TuKaF5W4SeRjI875U/eE1v7KbCp8UmTK5pikXesBynBYcBr8Ikvx6tMJbpJr+/huifr8i0l4riDJSWkIGSBpBb1sbXg/06W68UOkDgZM3BRRoJhrIO2TXeNXiXKm/jnF46xHDl9L3/ReTM8exBhqmz4+IyO1WTn5pfXEHc7Z9mkX8Aw4wXn2nw8PIIM9FhU5+0KozbfdS9kwNO2YcGVyOy48G0blTUw2jDINaDUga2KaDTcPqYH07kd6D7jCSnuoHm1k+KyUpbX1jhAshXWKnic4O993EIZ6Mc0h64icdQGqcxG0Gqi8AVkDlWeorInKcjtN1Q/RNBlkLbeuxTwq8gxz6MVQlDjW6IfqpR+2r+uuIjn7jaXzQYyhef/NNH9284jPRQxm8DDZ3V8mf+Ex4jlQ6sw1VK78QzfcrDwsr9SNE6V1ZlPhkyNTN2At+jouJCqG3LTN0QhcIsWEzNJE09LwoejfxZBt+SatB/+XdVI8kmIMNBuYA8+i4KSZZjrno7eGSbCJ51FQUhrKhMgIp8PkOXrlRaRv+T3CBEkTOSV5xMGR1kg3fsi2LoqhehJPEZ1ukXov+a6HyHc9NGFOj9NWHMVB+zAqD6BSQlLEHlKH9yL3/DXmV49a7qfGECqrw7wz4YJ3OWelgTTqqFYD0xh2I8PrqLyBaQwhh8rpEu8EZbuOPDJ8VspyJC6aEes3bi6aRsFFk3kumoZ1RrKG5aLJx89F4wuEGz+/jXzf0+564+F2rpA1DuIwRdA7SrBnDjxL895/KE1qNqUgMT63hOol15x0aNhMlSlL5YSCJDxS4tML3hnxLX/xkDAHy5o8SkeoAIoU1dIOeQmwWpQDhFAgS6XTFiQZc9IMDdNLz2HuJ+5k4ItXwLylVN9+Ha3HfwCDPUXhr38uRkXPR5G99AvY/Uu8Wxjqfz2KJIJevpbKm99P6+l7yXf/kqTrohlBBDZTJd+1hWzb3ZidP4N6P9p3Uyis4Rzux9QHSC94J8may0gu+h30cVC4n4piXH2X4Lszoojb/Yt9kVAgqxSWVkLEFsDrBMmqqP1PYw7scDUCgLhuHcrs2Tj27MJeRODqyQGgzhgpjX5QRUstELotcd+h0EieoR0XjarUUDpFVdzohzPc6Id/ux1RUW1QmENTELGavmL0AxQ1dNmukaMfbCr8S5Zl2F+Nc6KMG5VgD5C2Gj3fvUhRM2P8SApfrOfOG18WYPzQSjGoxSsxh3bPGELFU0Wm1DEZvu1ThfERA1H/OBgqV/wRANlD34qcE1fwqqskqzdaGO+1vRR7d7Rq6bi7xFZNJ+dfhXl5lytIuvCk8mT9FMn6t6/HuCmS2e4nMHu2ku3Z6mprFEorNxZABWMRit2JnLhKJ3rVeiprNqLcFMlsz1bSrhM/RXKmSuPuL5M//gPShcuoLFwBy9eUv8EVWPsI0jT6MT//Rxr3/t1xUbifSJF6r53Kim1Vnay6LHNod2QHJHSfWLg2qoHytWil73MF8cagaGLyVunwKNKbJiKslFCLFhfAB5klqZyQeC6asC66QLyCk+KdP6IJq46LRiUJ0lKotGZHPxx4xv60TwtpXwuokeYwZMOY4f5isJkvgCXqthxFqhs/ROPer2H2bkctX4sc3FlG6H1XV5iUbSfC2nkmzilRKcoYjO8SCrWKJnJy7f6qvPn9NB/7R/u3J9DSPVV6dirJlDkmeuk56CWr7MAvN5ujvZ/ciiq6S3xBkjHojg7U6ktQzUEXcakQ+RiVWEUI1dEFYuIn9GVP3VPUUkxzFf5kSGXDZvQnzmHoxmup3/4ZKhdvpvaO66i2TZFUgOnZC1ndKtfiVVDtQFfnRlMkbb1KtuthWg9+ExnsobbxWjqOc4rkqahgrUdvpXnv31NZfDbV110cInh8N0k4VX0tk32vO+eja/NIl65EGkNkt/0ZzfkrqP3u52fsc4nRIDXcj6p2FC2ceU4+3FegQedeTnLhu44ZDYqdEkIaR8Kh1t6t5wvbLYLqu9EMZQQ1yvGL//5y2hiKw8W/z2d4h95Mk8BF45yI8np5J2VklyXe3vug041+sEiXXydF4EjKW47IsTz6wSMfYT2PMPph7nW3MvDFy2z6fs1G8ucfCYiHDdrc3Juo1Vxy+7nu2oDuWk/r4e/av+N7hqJ9BIKkHVQueR/57idAjk6oOJ16dqrIlI2kB2jceQPDd95A9S3vJ9v7NGb/DmwfvKuG1gngxxUXY4s9TOvnFYRNBOjl55Ks+02a933N/hGHnBjHZRByiblP8+TM//z2kwoxiUXqvQz/8M9pPHILqtJJeu6lJOdsQC8/r2jJJobFy+9NTzfZrx4me+kJGOyBzgV0Xv1pqscwRTLf9RDZtrswO++Hei+6NqeA5bMWeaMfU+8nveC3SdZcelKlNaTey/Dtnybbdhcdb7gSkkppLoz9ggKZQlBedWxI5duo7GfGIK06zb07qFz9mXFzfUyHNO7+K7LHvk9l0XKSRStQ/qSgeFVSwNjSqpMP9JD3vYosW0v1t/+U5NzLxv33+j65yhKiKQCNTuy4+TCWXsfvnV3wNAz4zwt7QByht3VJ6Ld+CBBaW77hDrsMWxvgawQyau/6s2MaGT4eORWd9d6PLbBfKFVan7BOSbxuo61rYd89MhEQsVAz57ho8qgGJGp0MFGtYXrRu+j84++Oeb159zYGvngFybkbSboupvX4D2xBtddffz2h5bltX0WvImXkhGVrqL75A7Se/hfyXz2CPvuiMYnyplvPTiWZUsdE6r30f/YCxPEY2L/opj6qiAvGwXol/hf3veXjNvzmAimJv26fzWEM1Us+SOdHbpyqW5w2ybu3Uf/hp0LdznTyKDTu/ivyx/6RdNEy0oUriiURwYc/MSuxNIbIBw+T9b58UqQ1pN7L4Fffg9n7JLV1b0fPWYQ1XLgQEbs/3at9Dxj/1iMn0STLUOAjZK+8gJx7JbXf/fx03dKoYtGg/0ll8QqSuYsLI+yuX4VaD/cfd3gUxtMgzTrZ4X3kE0CDBv723cW+DZxZEW9JxJHjuXGUGnmo2Z9vq7xsQ0yTS+3ogNaD/6tU+ChpBbWoC3PgGaqT6JgU0fD9ltKhVIOUuWi4n/SC3zppa5D6PtkVbHiJiybm8krc+zZutPFx0QiCmVQumtbWO6h/+zrUguXU3nE9uSfU3LPVfoM7W+wlqVGuzV+iTYUnq9YHQs3mlm+R79lKMkYq/ETp2akkU+qYgJ0YWP/O9REY7iPQCDlR0SsUnAVR7q8M80awnsQRk/XA44Kk+f/tyVOqhiLv3kbrkVtoPfsAZu/28nMd5TVdfzWVizeTrp34FMnWo7fS/Je/p7LkLPScRbFuAbgIwH3hYXpDUXuBIM2hGa1gUu9l8IYrMYe7SRadReX1v2HhZ+w+VCiPX7uctI/4ojMyRFYFkhLgbWNQSsh69iDL11G75qsn5B6Hb/80+fa7qK293BJmgj00ou8L9yMKlDeS7j9hfQWUIMODtA7tIfnN/0LlKGjQ4N++O3CZAI7ozSEnKPe+PeIeBUn1NQGhkB5XO9I2wZi27gspv5/zx98hXX/1cT3TuAYpXbjCP6hCRtQgDWEGXyPrPXhSOOuxlNbPISMSISIj1y363CMlRHZdjeSiMQ45STb+PiCuy9IUXTBJil58Dtm+HdR+Z3yOZd69ncEbP4j0v0p68Waq6zZhmnXMgecwh/dgYkLFZt3q9eKVFgmuOELN5WtJVpyHIOS7Hqa59Q4Yg1BxyvRs37MkV3/6qHp2KsmUOyYA/V+8HNO9Hb18bTSO2aMk3vh4D9Z7rxGMrlPb7+4kZhcOXreLmCq/8T6aj/8QxFC7+i9O6TbYMEXy0O7Q+QDHP0VyRFojrZS6KQDKXoovhAsJJH+FIMpFAEMzMq0xcMOVmL1PonRCsmwNyQqbIvPwNCT2RStAlyMsiR8IhVFB7H17Q+P2a9bzEvqyP5xWA+PRINn3FNXz34aes9hePtpea0hX4b2syOkSazw9FaYfiUkBP2evvIBZuZ6OIzhc42XPLkXbMXoa2YT2dGVATVxtWXiNRwtgIJ2DDPcicnzs2XENkp6z0AVZsR74fSGFPviaC3/YNGa2s94ug3/77oLx1tns9nVrd0pGrmGUlve/eBT7HTuTATFxU77FDTrr/KPvUNkwPsdS6r2BUBGfCl+1gWTFeeP6edPTTfb8w+S7n0AGe1CdC6hd/ekRhIpBz/Y+RXXd1OiZnHsFtd/9wriu+2SXaXFMzKHd9P/3y9ALl6PmLSX/1SNFrhFKOT//6iPRZNUG9Kr1NB/6zqiISdjcSY3KW97vILsnqFxyLXNOgRTOdIvUexn66nvIXVpDzVkU1VoUxsV9gTfGdj39mpSVKk5ttF55AXXulVRPcFoDIgp3F7EnZ64mOfP1qDRFUGiVgPZpBQgU7krbgyc40M6YRLlzSvuTUMDXfO7IFO6TKVLvZeCGK+HwXtTCFVRXvxkgSpP4dSwQCQTnhMUIUJnryiIVvhDVkPfswSxbR8e1ozsn5tBu+j93IeHMjg83h5hUr/wjCvbsqCYBhUqr6NUTZc8uDjfPnm1efh519jrm/cXE55hMWg2SMeF1ptYgtUtwLN366SidAwqdaECjkrgmyCPgMeIVjbEPdjzuriR0Vca1JwCkHchwP2Jy5v1/J+5Y5t3bGP7hpwrkp9KJXtqFWryqGAGAc3Z9Kvxwt+0qAuhcQMemj4/afTO6nhXpq1H1zH7BZOrZqSTT4phAVJC0ZiPJqqggCQj1JSHXF+f+ol8S5ym8pw3oZee62Rz/Qv78I2Pm/mblyFJKayw8i8rqNxcwpI6i1ygnW4x7JooEXFeF+71KjDVQYhBsV8SJSmt4yZ57gMGvbo4i9QS9YBnpWedbA+Jz6Cop7t1/b1z7pFXpvsMrgAh63SZEBPPMfdbQ9r9K69CeMSncJ1MGbrgCs+9p6+AvO5dk+VoX6TpnS3sjGeudc7pCvo4iS9GOiIX7NGSvvIC+8o/HRIP6P3shpmd36NCL0RGUovb2jwKK1oP/awRaojoXkb79o5hn7sO89AvChhMpsWeP4DLxiEnkpNTe+99HRLtHk8JZf4raurdZZz3YqCIitiariIx94KuOUoPUeuUFmAE1SGNJcCyDqFAn5GsFq2/7Y8By0YTCZeW4kdJq4KKR17ojeyFl1GsULhoxJnDR5Ad3oc9+4zE5ll7y7m2BkDDv3n7U7x8PoeboeuYLtidXz/JD3ajL/8Mpn9aZOq6cNvGzOYa+dR0ycIjaez6L2f0E2Z6tmD1b7XySAG8VxHT41i7c2nkOjLRGuupikjWXoBd30djyLcyereiVs07JscrgVzbbiFQnqI55NnpRbl0MiNLFmSwUVPSe0txFisTrJYKQAAZx35csPYfswA6yx75/wiLF4Ts9G3MBMzPcj7SGA4EcOkV0jm1x17S3uqvEt7gXbLaBY8PEXEW+1gTU3CXwwuNjUrhPlgx9+3rbHeIOeWvscyS3rL12wqpGFMX6Jf7+2pwsVXBVldJUIfLVJGe8ntaPvoBesmpUNMizZ6frrsLse5p839MRl4lnz3YjBLTnVHEIznGzZxOclImODJd6L4Nf+neYnj0ki85CdcwLNUTWaRfsYA9xz9ldXzRPyD9/W7vkapCURxoNlWWryV54hMatf3JCnfWxZCwuGo+MjuSiiUZAqPFx0RgTtXpLef0mk4sm6VpP5wfWAyMJFb1vMJFU+FH1zOmHKLF24zj1TC/ponXH2Hp2qsi0ISZe8u5tDN14Dab/VSoXb6aybhPSNpsDXEFSqw4o1OKV6OocqHaiF3e52RznAWJnc2y9AxmjIGlWxif171xP89FbA8SenLGaZNlqixygLAU9hEggpDXibgkvo9VehNcC6WrunL60Riy+INtGfUVrqlIavXglav4yVJLaTgMcYpIkoBKHpCh7eEIxgdRH8FDAse7vhUnE/r6ffwSyFnP+8udTslcDGhTl/vXilaTL1tjrLnXB+PuJawFUtH4RaunX1Q0rU+e/HQCz4177OtRL9sqvmPO5kWjQqB16fv+oGPaO02UeSaWE0BUWa5R9JaN06IV5Rh+ccHq3qEHSNhp2NUgk7rlNZg3SoZfQl09vDdJ4ZfjOG2jceQPVN7+f3DmWI2qFRlnPgJr45xKJXr6WZN2mwFxMaGTwDqVnPi+6q2bS6Ieynln0SC9cQbrivGPQM9zzwjltbXomYJ5xetb/KlnPnlH17FSRaUNMvCRd65n3mYdCQVLriTtI116K7tpAZcNmKhvs90Ug14j35nA3jcd/gAkFSQvpeP+XJgzRzoqV7LkHaD58Syj4VEojrSFbcCzGweUGpVMX+SegXQRgXGRrR9ACntI+Ui4FgiFxaQ155l/tQbFiLcO3/Mm0pDViaf706+6rMsstSlsK90oHUp0DUnGGtYJIbh0Vkzh2WxsRkdtJxqFeLZSYuEjH5NFzcMiJycjrfWTb7qZyyeQfQo27vuTuxx3mWiMDPXDGOZbDJEltVKdT26KYJJC71zAE0SNifsKqu79cHEDgCj0Dd72gOxdgevfT+tlNVN5WRoPa2bPth7bQMbBn+zHhKkHIsazBuMjSOill9mzf3eGvBxd5FxH38bBn179zPXn39lCDBGJ5XZIUlYtzVAVIin0u3ply+hClLQrntHBb45qL5IzX0fzR52dkNFzb9DGa932Nxs9vC+vnn7MjN8cOwctt146f4G0IyFd7d6U58Cz5vh0FwoidsOrTOCpGTmYgF43Xs1AbqbUd/mZax6BnDlnxyGu7nimH/CGoeUswLzw+qp6dKjLtiEksviApO8bZHHQuoHaMszlmpZDBr1xNtnNLab6EqnaSrNpQePxJNEyJqArf51ApWmndORU8STGC0qDesAlQ5E//czDNje0/pvqez1GdJgWTei99n1wVHDClExvtaJuqUQ4d0QvOglonSlfcZyno1H1viq89sTUmKjgfoqzx8BGxz6HbV4NkDbJdD9vc+QW/RecffXtS76/5yPeof/v68rwJf2+LzyZZsMzdh71+nVQAhwD5ugHcfREVolMMOQyYUOBuKroIWs8/islazB0DDRr44uX2sI879KA082IkEhchJzpFTBaBOBYtcW8CagKWPftYO/TiaBhtW2PVguWkZ70hPFdCDZKivWbGwYp2jnt0KBdICmBObA3SRMXvrZJ4VERF9x4QE9yh6lOmhUtW2k8lJFVCCzhiYNHMHP1Q1rMksp0zQ89Odpl2xCSWpGs9cz9xF3n3dpoPf5d854Nk3dsxB3eW6ynbXqvjKEialfFJ8+HvkT33QOlQQGkkayKv7YP5Z9p2YZOj0orlrEiS8Gpz5QmibIRbKA9ANDkxF2THPwfOEv9f1bGA1o//hspbPzgtCtZ64o7iTWQMXMkA/uJM30H03MVItRNVnYPq2gB9B5GBV9CJCU6aGO0QIhche04PU4xbt7/THkr5qy/hd/JYFO7HI437vu7uy3ZF2Nt069H3MiatoWtzEZ2gkoqNcF1kpyQB4xw1UeGBjH6o2tuQvKipAWwh6nAf2ba7qIxCBTHno7cy8MXLESx7dvb8I652zEbeRux1mzy33QwBKYH0dRejV15E65HvOs6seJ6Jcddh7ITk33gf+Z6tiBhLvzDBsQGhBskjiIAa7rMsuUnqkB5fg5QWNSRi7GEkuBokHKIWoDT3nI5Qg/Ti1NcgHYscnYsGu15H4qLRKcrkI7hoZIRzYqi8+X00H/uB/dszLPj0ehY7zZOqZ8YiJseqZye7nFDHxEvSdVGAWdsLkrwc72yOyZRTaex0819tWqNduZRSNq2RdiIdnXaWjGSopGJhdu3TGImFKbUtcPWFcKFuSzyC4P+ihEPapjVamClMa7RLtu2O0nvlcv6+4Lq4f6Deh8oaSFqDlRdCawD1WncB05Kgk2rUFVI4Id7Yis+tGzADr0LfQbyb7Snc25lSj1Wk3ovp3uYOU39/7lDQbkF698L8s1C1TjBZKPRVOoEkBZ0jktrWT8cCbp+PPVw9AmSfmhAvrTTr0Bi0z3n73aMazHb27Jpjz5aIPdsXwo9gz37xF/DSL4r7DY9b7NfGjGDPTo+BPbv5yPfIdz5gI91YL7Im0rsfXA0SYlDGwfLa8Xf5V5XYAkjt4Hl8zYBvCbXXLDv+pYiIPdFgxwJaP/kbKpdMj7M+ETk2Lhq7H4/GRRN+zwS5aKZbYj1rr32aVD3L2vTMbaPx6NnJLjPCMYlFLz1nxqEg+a6HaG27E9n5QIkjxuYCW5jhfvKhftIL7djp9KLfQZ0EY6el3kveva0MIxLVXADy2h70wrOg2umUyymZds6I8TnTqItCPH5NiBTLsK1FUqTVRIYHUUqRbb9rWhwTM9RbADrYy0Q7AjLtP6Aoks9b6N79mB9/2aYXdYpKHYX7Qkfh/svbHVKiML6KPmazFUPeX1C4++esFGQ7R1K4H6u0tlqnyyNAhLEkBYKFCDLwMpIvQNfm2a6JVeuR3v2owR7bNp0YRGy6QkK3iSkQMR/Bab++rmagZ7dbdkW2/e4xr3M09ux89xPk3VvJdo/Cnh0b/6jbxWZDBDUKe/aRRoYfTWJnXQR0gNs1pu8gSdqB1ObYfeBrkEyOThLE1SBBbg+gqAYpBpyOVoNk6n320JlhhbDWsbybgS9eTjJ/KdXIsQQTak18rY29TVtDke1+Al76ZfQgRueiqXkumj1PoFdeNOHaoKmWsp7JGHrGOPVMWeRNrMIKR9MzE4ZpWrs5tp5NhsRBOIBeecG0OMszzjGZSdK4+6/IH/9H0oXLqC5cAcvXFHCsDR0pc8T0k//8+wzf93ewbOaPnfZpDXtIOuNP4aR4kb6DqDmLMLW5qGonuusCl9Z41cKTaJRKwbg0kGTO+LhCxVzCYePhdgBz6EV/Vk65goV76dkT5QUdXCpCQTCGew7WWAa2VDF2bLVOkEyjkqqlcD/4rOvBiZAD/9pqIM1hpNEPJnc+Wblgs+QkHacU6+lbuCN4Wfkrc5HZ8ACSNdGVs+DsC1GNAXhtr01T5Nb5sjWceXAqCyTDRXCZTUcYQAYPIb0HwnoqpY6IBhXs2dcU7NlvH4s9uxuyYft729izK2OwZ1ePkT1b6r3ke7YF70fpwlkP2+a1bvTCs5Bap0UOvbMuKUrnCK62IPewvIP7QxozghTtg7WfuxokqQ+AUhamn2GOCViE2zqW1yH9kWPpuGgk1ESoIl2llA1eoKwoIsgEuWhOtIxPz+zrePQMpVB5HiFI3nyW9UwAGTiEvHYAG9xh08OTiLqO5H7qsDelKHE/Jas3uiD8XVOSMZh1TEaRYuz0WVRfd3Fw8In3nivH8J4tBlTHfNLaPNIlXZYj5rY/ozmDx05n2+5wR1Xs+Qu+1CJu1ZThPnTegHQFauWFSHMAdbgbMSlaUtAZKq0hWRM/nyFGDpwfF3Lq+cArSN9B/+sRmFQFG0tyR+EeIyXeeOq4BsA9h/jflVtvJSpQuJuWNyLufnNLnSB5y/4ux5bq0zsxbK0UR6Rwn7DUe0ddT3+/tmajSCdokyGH9yL3/DUkVVRaRXRiC/UWnQ1rNiL/dhs+DWERDON+nzXKJm8hA4cwA4fCZShla2yyXUdGg3yHnmfPbj1xB8m5l5Ku2kDiOvSCMzDGa97TTfPxH9po3LNnv/9Lx8SeDSNrkIBQy+LrcWG0GqQLihqk1EDuW8xtUa/xNUgyeg2SP7zNqy8FRGEqapAmS6xjeTeDN36Q+u2fIb14M7V3XDeCi0YAmQAXTf3Bb47JRTNjZDx6BrTrmbnnr1Gj6JlasxHj9cw5/0fUM0VhP8ahZ+ORmPupsnAFLF9d/gYZhfvpqbtpPPTNKeF+mnVMImkfO2292XIkjVLFcKTgMYs95HzrpDLQsYB0xTyS5hCNm6+ZkWOnZajXGfnY8w9ndjiMvXJInqF695H/5K9RlRpKp6iKS2uc4dIa/3abq6uInDmfWxfLZWL6XFqD4vuUUpOiYEcTFX8RtS7a+y6GXmmVuM9d62KczjB5gKvt9bvIxlGzY1xrn5vLEB8+BYxvjYpEHEfHK6Zn9xjrGY251rpYT3wgm9nWzLxl7yupovY/jRx4xnUNAOIKGd3YbMmbSKOONAfsz/v7wtsuVQSORxDVuZDOj9xIddPHLHv2jvvId9x3bOzZV//FcXfotdcg+dPmWGuQlKtBip/PkWqQpFSDZKbFWT9WSbouYn40+iF74o7ARVPdsBk2HP13mJ5umo//oMxFM8NHP4ypZyJuRlpsNwukjTyzCFGbnhmvZwI2nTP5ejaWxNxPNgj3M7vtHRbpKl+YbN/rzvno2jzSpSuRxhCtf/wvNBetmrQgfNYxcdLOESPaDRRzkU6c7sBXm6NDLYI9gFLrlBQ9gqiO+dRWv4XW/TeS73t6Ro2dNj17gFFypXjlGgVJEUByyyGRJEhLoyourXHgGUQp/CRM22Vhf6NpDkPLpjWUMbYWw/0+H2FPi3QugOG+yOmI0zURUmIMKnGRsvLzGopJpcYVNoZcuZufQcTdkmz8fRAh2/JNiq4DP6HU3u9kImm+WDw4IWH5orSBX083n8RHQGESpTFAE5O3KLEmhyFXAiYrOWEWMPTPIUpX1MePBiVd65n3ibsse/bD36P13IOYfdvJD+4sOZOl7Jc6PvbsUZ9hhGB5AM0fLraGoNi3jKhBmmMHabkaJO1rkH5xu0NKihokTLE+RQ1ST2H8cc76JNYgTYWozoXM+ciN5Js+ZrlodtxH5h3LiXLRXP0XM677ZjQZU890tEGDXrWl+71dMQZ1LHrW5tyaCeqZl9G4n3x6KObyseebP+/c3/Y1Lwn22jrmUzn7jUirPmlB+KxjAoGESQ53u7HT8wGxcym0GzutIoQEApLip1H7PJyyq2W7wKK+83TZueQvzqyx0+bQS0CBFAR4UMpIUEnJlDt8dVIc1lkzGG/A1ZAoAkdJnqFMHnGXRGkNn0uFyU1rjCFp13oyR+RVTtN4ZMQjJa67QLu5CtoZFa1DjUxo+TT2KRrnfODu04tHTkKkk1bRZ3SRH3hmSu6xlJ4KEVy0ji4tY1sSJUKCTDQsr5iwavw6SrF+/u/4+7LrWRQyAiXG6/FK0rWe5APr6YApY88+ksQIVjHBV0Z11kt6IQZadYusuBoks+8p1Kg1SNZwSGs41CApV8ujwr8TkLWTQYrRD21cNAd2kh/h507m0Q9H1TP/PtYzpct2ZIJ6VrwvXvNDE9Ozdu4nSdJoh7pJ1spVGWpfqF8UcINA4gyf8kG4RiU2CM/uv4nGcQbhs44JliNGPEdMLeaIsUY6cMRo5+lqf3gVETMefo0Oec8RwwziiGmXArQr4OVQa+E8Y5XQpmyETVmkNQBUYVwDcVpeKFlwQtqcE+zvn8y0xpHut3TfvkA3GBkTcbgod1hjCxi1rw0o5g7E8zSC8XDGJdvyzXD/OETFGANmGHPgWRSgV140afemOhdi6r3FOnpnKmm7v3C/bh1E7P3iu0TKkzrBO5vFJM7kkg8DQuvBb4TPlRTrKSLHfW8nokMvd5wpSKHP3inxnaBxbVLZOXHPUZyzrkfWIGFylAgma9lflrv3/rn5C/F6NA3O+mTKZHPRzESZNj2TkXrmg8eAMIuQdI1fzyaD+ymktcfgfkqXrSY7ziD8tHdM6t+5nnzvdktx7w1NnllEABPGCtvWWLdYzuMtnBIocGYVPE5Ki2zfJktfR/NHX0DNgLHTqnMB1PvcZi8Xgo5EEMqRtff4fQTgkSGwPy+htsL+XHKpTWvIlm+UPP44wp6OAuHKhs3knvo8ciqUEvw8gRH36d6PHIduf2eYRu/vNxqjHSIgosMp7YS8305/nYBROZokXRchfooyRNfp01Xt6+m6pfx94ofk5aVIjuBs2Wck0X4O9+nvv1JDLepCHXjGf8NJJSr+apx6EZz0eN8oO4cF3HMRCifdWAwhIG9j6IMwPc76VMlMHP0wGaLH0DPGtJuTqWfu1emZTFDPBr+y2TqJWrsgXIAsjMkXEhQmQkr8TUdzacDtd/dega9Bw43XT5a8jmzfdlqPff+YOsv00b/l1JXsuQdoPnJLVAgYccTkTSxLZMsumGk5iD53tQQ+EvZdFxFbJJRaA/W6Tajz3+HqLyBdcR7Dt/zJCbrrQpIuG9n4iA8I1++NKVL24H1awrj3xuVAJbw64i1j8LTloZrb/16K3yNpBb38vOLvT7FUNmwmrheLnQmPdlSu+EPSy/9D+b79/akEveYyZOFZ4f4QU34O4efsMwjPCSE5fxNqwTJEDHrlhVNjuD2iJQUyJb4gN+aSidazfJ+C5LlFC919mdL9GFoPfoNsyzeKn/evzTrm4HPWOE2i0zVt0rHAfVGGy0vIiH/vDglxad/wPMXYQ8ftBzF+fxT7wDvryaW/797HekFI58zEbr7TXeIap1jPgMJJL+mZObqe5aPpmYypZzTryAT1zHM/ecJFEDs0UIwNxnMDkrlzLap18eeAKhnO6H1UewXBeUmWraH1oy+Q79oy4Wd8WjsmwzGVuu8+GO5HsqZdqKwJpoV4J8VkdsE8uR05CltLUhh/H0FJsTk9LOz+Xc1bivQdoPnTm07QnVuR9i/anAbiSN9/LoWyxcZWYqWKnBT774bsoW/SevB/RREB9vc1G67W4vih//GIXnoOevEqu25zF1NEIhT3DeDh1ug+7LjzDtTqS1Dzz7SHjr9fY4dsi7QZIyk/t+ype8gP7rIO0CRPbEw3bLZfhLO0DcEZ1TgWzpWEdcyL9TXxuo7lzDinB0FV54Z/P571lHov+a6HyHc9hNn75PE9mAlIump9cQ1u/1N6jkT3HTm17vn6/SCm0Asp6UXh1Bd/R8rOe1qx7OnT5KzPysTkqHpmRtOPo+iZjKZn5f0S7Ahi0Q73fjx6VgTh/ryztCNIDrklHRRjnZNwzokLKn23qbHnGhFCVHJOBPS6q1DnbwqfV1ZecExB+GmbyvEFWqDCZMd2jhjLDTOSIwbHEaPbOWLCFBxXowBH5oi553+c0LHT1Q2bGSoVgkrbKwX86AtBxdVcoAIcGVriQs1Fu7KO4tz4KvRqJwz3wzRG2NVLP0z9zhuorruKbN/TmP07EGPQjh21+bOb7f35NE5IuWrywR7M3XYSZcxuq5edS/rG36R539fKhaAetpc2tlQxFr2ZRKls2Ez9tk+F+EXjYeUiXVW5/A9AaVpbvmG7i4yx9a6i0JUq6vUboeclTE+3ax4pcsfhPnD7ou1+0nVX2S6aeh/q7AsmhAblu7aQbb8b89zPUMP9xWAnV4dhBzsNkL7xnSRrLye58F3oKZiuLNHrSL1w9+85cXw3lm5rIbcjg0Pr5ag1SKZcg1Q6xEyDfP8z1tBPg7M+KxOTdj1TY+iZUprmqHpWQ73+kvHpmbMbJuiZkK77TfKDz8FQL3rl+PQs5n4KXaZDh4+B+0nK3E9+srcp0p0+CFcK6JgPLgifCPfT6euY/OvX7cN2SMloHDGmw012jDliVAoYtI44MjCuyyGKt10EWYIlRGw6x7ix00O9J5SEKd2wGXXbp+z1UkRuRTeKofq2PwZwRpRivLZWiE5JVm9EDr0Ir+21AEtQMgojPApygAjJuqvIX96JqY9fwSZDqps+RuO+f6D589uKD5WPkNtqaIISuvcoROWAz7Viz84Dz5EfeNZGONEh5PPF7UjDVFC466XnkCxZhenZY4d/DR4mGAlXuB2Sxn4dfI2QUkjaQbL6EkxzEA7tDgG7dUaTwAnkqelNG3LSeuqegBTVLrl2XNfcuPuvyB/7Pumi5aSLVqBWnOu8QPtclYCvXQJBmv3kj99C896/Q5atpfrbf0py7mWT9gxH1CCVnHWDbq8lOUINkrXZCuOvP3ZO8DB5tC98cJN2Qt6HyOTWIM3K5IjVs3MwPbuPqGe2NKTQs7A/0tpR9CwD5Ah69pMJ6dnUcj/5c8N+m+z4l+L+fYFu58S5n07LVI7Ue8m6txXJQt+v7RcNhXltD2qoH7JhVNayrYBZ09ae5C0ka7lalBZKcshadspnnqFMZo14niGmhZhWgMvImkhjCDPcD2rquQ6OJHrpOZbTRwFzF0dIRpzOsU+k6K83gM2JqkoHrL4E5i9Dcgdbu0mnxrrRo0eE7ve3nrqH/ODzgFAZ50E2GaI6F9Lx/oh/w3n6EjlPZXg1SntEtQNIkRv2tQQxjFvA+O6+F620xqtj/oSJ5cYrlUs/DArSdVeRnP1G2tNxjZ/eRPP+/18pDRVeBw/TuutLmBcej+4nRy1bQ3LFH0bPYfT1jD9Pj4IGtR69laEvXo568VFqr/91kkVnW+OnNKIScP8XrZEkRVRiZwvV5pEuOYfar11MLdVkP/xT6v/w3klL95RQLN9N49I2PnIt1yC1PY+oBimG6Uv7xUR6JMXvB1wN0pmICMlU1SDNynFL5dIPja1nMrqeMW49O5LdjNKvHF3PYCT3k2eR99xP1PuQ1jDkTSQfdudbE2WakDVRJkPlTdsSn2f2vMszkNxmFEy0rzNbk2n/3bhREVkgah2vnJaOSWvrHVEBk02/hAmZAX4F6T8Ig72Y5pA9UM66ANW5CFoNyBuQNVB5yy5entvPTOYWNXOfZ5DZQTm+dsUceik4QSd67HT10g+DQDUoWPmQad5/M837bx7xuYiQD/aQ3f1l8hceKx1y6szVVK74Q5djl7JyMnqtwmSnNY5+3x9Cu2hUL1tbFDSOyO1Gh0seFzKaNucrOuTzyHi4n6/8xnvt3BgxUzpEqrbpYzZN+PPbyPc9DXinJHaS8rKxiz73tULeWCKGfP8ztP71a9HPjay98RGciJBe8sExD1Sp91L/7sdp/O9PU1m2Gj1nkX3syhXkuRHu4pwStBvrnqTWWdGpdVR0xQ52Ous8qpWE5s3X0nrs+8f9/IKzDqg5i+01S9n5Cs76iFqdHJyzbmuQ2mquQg3SGIdOqEF63jp3pyBr7Kkio+qZtDubU6Fnxe9L3zq2nnkZwf0Upd1DuvK1btRwP9Kq27rKVh2VNyFroUzTNYD4WhR7ninJUVnmhsC5oDsvnBJ/3klzEBkewBO1jldOS8ck23qHWxRfwEN4HyMnKIUM96KGeqxnuPJC6JgLrWFoNdziDdv2qnzYOimtuvU8vQeaWQeGZgOyFvlr+5C+A/7X2wN+58SrlidL/AjvhlMwwaEHoXC1bER9QWSpqrztcDb7n6V539ciJYyRiLYCL5NPSVpjPDL3o7eGLgy9ZiP4e/dGgVEOX3f/auWFVN76e1Hhb9k5Ce+TKpVLPxzSPFNN4a46F9LxgS+XaiVKRrE9rRa6AQonMl5Pk49xX22HLgvPtq8d88Zkg5V6L4Nf3Uz22PepnPPrkFRsutO11tu9R5FuUto6LCqxoYJzWoKzoi2qojoWUF39G8j9N9H4P5877mdYu/TDCFBZdxX67Dfaa4+eX/P+m20dkrQ7ewbjnfVfPVYcOkZQZ6wmvfL/xndttXdxlZ7rFNUgzcrkyah6JtOkZwhSG1vPYjkS91NoBcZyPzHU67pSbRBO5yJbg5I1w3mn8pbNCGQNENu9qvKWfe+C9PBqcvJXX8LnZScShJ+WjomJOGKCJxnVDBStq64gKc9QvfvJf/LXyAuPQXMQlQ0hzSGYvxze+C5oNpzH2UCadYueOAfGfj5E3vMSeHZbCE5QtuvB0S90GsSmNb5UZLX8hQXYsA3xKDkrTony+HODMSPhS8SUcqZqsU9rLJiytMbRRC89h3n/9S6MG3tefft16LlLCMjJiCr6wqnKd/+S5pZv4ZGUkUZEUGeuofZb/4V8/zPku58g6ZoeCvfqxg+ROjTIM+8CxMhGCeEprZNbRzc8D2nvFnCRnhSt4emb3ov0v4oYQ23Tx0dFg/x0ZbP3KfSCFajO+aEGK+SiwRXmOScEhS3hVTb3rhSiE/u5ThG0LURHg0pJlq1GvfQYw7dOvAug9Pw2fQzduYDmz2/D7Hs60ocYMYzSMe6wKetF5KyYnPzAczTv+4e2Q8gQIyhxLcGJctZnZfxydD3LJ1/PevYcUc/aZWzuJz8/xdecYLmfBl+z17PyQuici8rsOaZyW8agxIRMgbSGHcJinRZpDSN5w3axZi3M4X1Q4n5i3EH4aemYSM+eAGMFxET8fIIISYEirSPGtlQ169AaQob6YHgQ2fcU8tA3kcYANIZgeAjVqiONQbtQQ4eh7yDm5edtFTQUhX1Ef/cESvXSD4Xqf718bbnmog1+LMGMEQxpUG2tpVHNRYQ0iMmp/Mb7piWtMR5JutYz56O3kO99mmzHvXS857NUL/8IetWGkUhJMBJttQI+zfP/Z+/fo+yq6nxv+DPnWnvvqlwqFyQJpIKaEASBhLZVwsVGQ9teiGP046VfQdvndL9tA/qM9rG1h1ccz7FPg/bxeVvPOa3AGG+rKGALnqffIRf1NGgLgQC2nYsQIEEkqdyAVFLXXbX3WvP3/jEva65dlVBJ6prUb4ir9q5K1V6XOed3fn/f3/cnBpNUSV57MdU//CuqV/wlzc0/Jv/tJvTyyW3hPufaO8PfSs5e18KclP0SWhfRpPNC0jf9SWkyNaMwYyKGyiUfIt//DNIYoHoUNmjg61chh7oAZUGJybEl+GWmAHG5eonQO56G1iDK6lCgADFaW1G50iSLV6APPHNCaZ2gQYpsG0aAVUfbm7wMLloZxNGuWyso8eNMLVyOmHxCNUizMb5hx5llXUeOszITNrZx1jrf5Ehac+PsWYyYo46z1hit95MX7qvW3k8K22DQ9X6S3z6BDA/Y9a45iJq3BM5/p91wNwZRzSGkWbdgpDlkMwPNYWgMkh96ATm0y27QIvCT7RjbJlzJZDlbTaPo+ViH+0qhEo1SiTWdUdra0mttJ0GtbfWN0uH7xWs7EYa0jzjwgu0RI0YQ0ywWdVNe1GP/i/QPPkrb+26cqssBWPvovhsvRXcsRc07jfy5TfYbQShlS828cCrQgkqRrFiL7lxD89Hvu99WqLXdF4AgSY3Km95Pvmsz+a7NVNZdw5yP3DyZp3nEyLu2MnDz1Ujfy1Qu2kDlvPVIo06+/1nk0G7y/c8CYA7tKTraLupEV+dAdQ560XL0snOs/wRCtvNRmlvuQaawhXvetZX+Gy8nWbWOZMVFNJ/4ITLQbb/Zcl/tPSVMIkUtZATSJeods+RsKpf+Kc0t95DvfJSk88jAa/C268kevzOMr+RVryFZejagUYllRpRO3GfR9m8rbT+L78URuq/Gk2lLwkqKarDmjkeo/u+3npC7cv+Nl5F3bUMvXY05sKN83bQuXTvlPzfFuECnNgfvP3XreAiaJkPlje+j8fhdIIbaVZ+b0HTfbIxvjM84I8IIUUPRJWdTeeP7aG5/8BXH2WjRd8MFtumg8s9sMmJdU0qjksStefbYug6qpGq/l6TEvZ/8fwDSHA69n/yaV96k5lTf+Wlq7/rMK37uUxaYBMSoVLhJ4WYlSen9MihRwTnP2gtHOTuItBQ2dywtaY5yOsTutNML30n7R79/1M88GZF3baPvxstIowFmBrr9VOu66yqK0mrXdTLuGVRioIq6fLVkFdU3foDmU/9K/pxlEOb99eQxCGMJqfeEFu5Saady9iXoFWtJl51TmjuOdJTuLprPPYrZtRkz0I1uX0Dtqs9NaQv35pZ7qN92PXQsoe1t15Pt2ozZvYVs95Yifad9l2wvtvJ3vCAsELEdY1esobJqHWpRJ40nfkj23CbSo0yW2bMPMfiNDQGUoBTJgmUky1bbhdu/rxVapfZva+uRg3aEbmj/4LtWFz4KtgeJQp37VgDM9gcAyPteJu/uYs4NTxz3tYvBOvNOwzy3KdppUswDUe8k+32NXrGGZMUaGo98ryghpgBPwefGg/UXNpPvnjywLvUezJ4n7edu75h1mD3BOJ5xVhKgxvNn6zjb+F2y3VuOOs6OFIc/1lH8/SQd43oXv1bOEsPN//5jupJgk2cATiArRXXmKOscGNK3jG0TfkoCk95PdSL1XoAyU+JBiC5YlIAYI3RpmQMdJvAQIjZvbgTBgDHodR8GEWsrHHKGEXNijEWR7/7sFFyJkWEH2HWojqXU3na9ZTd2byHfvcX+QLwDCK9HC4G0nWTFGpJV69BugOW7t6A7L2TeJKY1jjXyrq0M3fXZgnastKMXd6IXr0BFLdwBa8HevRvT3VUwKe0dVNd/PAiLpzryrq0M3nwNpu+lo7NB3Xsgs+eg554G805Dldggm0eP2aDqumtoOwobNPD1q8h2bCx2ZjqBShvpWWvde6kFHkmCwk2S+M1AmZGIUuIF9ex2l+rcK+1E+PQDYRwOb/sptffcQOWKsRs7jXbtjrYbLjOIyg0HNSrj1Mok2t3w+wuwPoHjIt+5kWzr/Zgdv4R6L9o/xwrIM2dg10d6/h+RrLqU5MJ3TYiB3ckcxzXOFq2AavsJj7MjRSk7oDVHygzE619pzXOCc7uJt78Hrw3zKU2fppIivd3qeOzXvfSCsW3CT0lgMvAP76bpTZQcMpQYSSa2CqCEGP33Y6Yk3ilFufHQRVaEZN2fAuLs2KPcvk7Ri88i27ud2rv+ZtoAE7DMycDNHyylNUyjjvED7MCzNuXu0hpKKVi4HF2bYxfxRSvQS1eTLHNpjecepbH5HpjCtMbxRNzCPevaFpWYB2Ko9Ho6t3CXeg9Dd32GxqY7oNpOsuoS0hVr3T0qmJ/w8y2v8+4u8uceJd+1GRnshloHbRs+f1Q2qLHpdgZvuz6MI+1BR5KgFp5B0rE00MN2B2ePhJ9zmwASRIFCl7qYgnK1PLjW8hRCWhGav30MkzWZ+6VfndDz1txyD4O3XYdesJTqW6/HeLDetYW4iq/oueV3xC2MkzPXSlesDWB9eON3Mbu3TBiDOHz/V8mf+CHpgiWkC5YRqWZsSGSHr8AMD2IGDpH1vIhaeg6Vd3xqypuNzqSYinF2tOj5604Y8pvwYj3z6Rtw49Jvyt24U9HmwKcplW/cR7HOeWdvY3KSsAn/zsgMgWNMqu8Y2yb8lAUmYTfsLnyZOVGl1zFDorTPfRfMQUkg15I7LgsoTRllupvX9hffo7L2qqm5GEeIOK1BpZ307EtIogH2SmG6u8j8ABvoRrV3ULvq+AfYVEdrC3cfM62F+2SyQf03Xk6+Z1vBlPgdmdYonVrPkNpct2OrOLYytd93YCUwk9oKX4nHG+LICLeD84yES/NkOx/B1HupffDrJ+yubHfDV2PGqEFSKFjUiaq2o6oOrC9bPWkapOZjd9J44L9TWXQmes6CSOhoj4VVghToSVy3ZGPfl+FBskN7yecvo/bHX55N9xxDTBfWdcRaF2cGSutdLFuINV+q0HrFbKVf55DAmPgO8s2H/6nMmCQV1MJO8v1PU3vn2DbhpyQwGX7wm+WeIi0gJDAjkTCvBE5G5JRbNCYQkKT3KSiptAHSNmTIioTm/ect026H7cMPMM8wSaWdZHEnavEKdLW9rNtq1Mm7dyPdXUizbp/jtg7arvz4lFffzEY58q6tNDfdQfOZhzB7tr2ihiZdcxWVizaQrh4bGyT1Hno/tQI7jso57MCcpCmqYwm6OtcxJxUrzEsrQGKZE7+zE7BusH7H5v5OtIMjssGWZp3suUctfXz+O2j7i9tO+JrNBA2S1HsY+tHnybbeR9vr3gJJJWJ0yoLLYCbpL6YVv7ijCUdp1mns2U7lqi+QHkcL+/GKmaiLmehx9krR/w/vJt/xcKSp1KOvd5GWRLsqN6210xTG690Rej+FTXhUtYlnSpzWEqHt/33bmDbhpyQwMQd30XdD/FDHDIndpcU9YgqaywqASKqhR4wc3hM9XW7P1nqzWvwPkvOuxLy4g/zATvSZr2fe56bOx2SsEac18q5tr/jzlbVXka4dvwE2k2KmTaATwQY1Nt1uxYAtu7RiZ5YU7En7QlTbPKi0kbz6DdC7H/oPhjSPrxYQJ4Atqt8cGBHjct4SZvn85d9hDnWFaoD533hp3K7XdNkNt4bUexj8xnvI9/yG2nlvRc1ZiAq6F1/tpEIK2x/E+JeeOTH+N8YIkOZLz8PZb6H2x18et898tCh0MVFjR58fixs7nv92krMnrrHjeMVUsK7DD36TobsLhiJe50ogRcXvx5vwcmZAxelTD06Cs60QSum9hhKOaxN+Sjbx87bT0r0bNXcRMniIojukCTliotdicptjMwrd5nrENAaR7l2A3akpBaISlOS2YROUqnT86/zJnwUzpsnsEXMikXSuof0Da4CRA8yn0NNzZlZaY7wi3/kIza33IjsegnqP1dp4sJo3MUN95IN9pBdYYWF64buC7fl0CH3aWeMOHpub7yknz8GNJ3HdvIvGX2q4D8kb6I5lcOb5MNwPh7psOidPUWnFVd+YMM6MuEZ5Uddu29NbkP5u5PDeMIkqpch3PEziFoATjaRzDXM/eR951zYaj34/gHXz4o5RtUf+dWUCNUhS72HgK3+A6d5NsvAMVNs82/3ZiV3sslJUN3ltjAclXjMXuso6JiXW9FSWrCR7fhPDd36C2tXfGNfPH8fw/X9v3YEXLiVdsAy19GwKbYw9Kg+eRJDmxDZ2HK+YiHH2SlFZu6EAJq6axle1aW21kLUr/gKA7JHv2nVO+67COjRqNa5RqwnaqVEyBNEm3K53QnLulZgXd7pGrWPv/XRKMiYAQ/fexPC9N1F94/vJ9z5l+x20qpIDk+LpLMeYeNV9y8yrl64mOW996FyMFEgyuG1KgSrFGOZ/edspxyicLDF8/9+TP/HPkbCQwJz5PKyKKv1leJB84BBZ74uw5ByqJ7GwMOS2vYYrKfwRWhmTULro/BJUWkWlNfuzSYo6fRVq1Trk3++2V1MA8Ts3ZwToNg/S9zLSfzBUARyrf8LxxlRrkKyr7m9QWpMsOZtk2Tl2dkoSpxFILCuiFaBHrx7yIW6ThVhdj2dO3FKRHXyB5LI/H/e0jtXF/A8qi5aRuKaiRNqYoC4SbErPFBoZS/gYpFGneWgvZlYXE6L3i+cXm/CBQy0aEk3timtBKZoP/39HVJ2qOQtJrrgWefpBzAu/dr/RzWcqsb1zwppWZAoKI8JCY1l779+NOW15ygITqffQ98ULMPWeaGxa0FH2K8EiSKwWxW444mocKY6+WkBhd3Y4vwKR4hg1dKpe/EHap4nB2GyMPQph4RnoOQvjuRMIMgg36ftcPUX1A4I0Tm5hYe8NFyDB2Mnnsp2PQlKAk9gfqPy+G4c6RVVqYUdvwO74vY+CETBN61DZGMRkGdaRtVwVUPmjT1F798QBk6mM+veup7HpTqfdUSRLVpK86rXBt8KaarmjAvwmS2n7sCpdSkcX5UQQmIqSlgcazz5C7QQN7Hx4XUy+7T5qqy+zXcuxn6u09QvjS4HyjIn7P09NeeHu0ADNvc+QXPV5KlOoi5kOMXzvTdTvvYnaG99PtvcpzL7tlLUkRbVpcaRcfep9hJzGRC1ZRfL6P6Tx4DeLdQ6ctsRW6ZTXu/yYNuGnLDCBKA8eh1cih9rt4mi/XVTk+NdlQRDF4jOKQEgtXG7TH23zmf9ffnNKpTxmerQKC1VaCZN62HCqourBtzMoakaNWwCM3YmKQRqD00JYON4R/BNC1Zt3nGz1DUrKPkGlkkY3/tzOviR4de7K5M1Q6VbyCTLl15Vp4K48EZE9+xAD39hQun6qYynpGa+zz6a/zgGcFB4V8TxGbPrVCk5E0OetR0QwTz9oqfq+l2ke3M3cL/3qhD6/bez4HsyeJ6mddwV6ziJH5BSaGAjDKuSdPKOjPKMDjqF248x97uyl55GzL6f2x397Qp9zJofdhJ8fvLuAQj8SVb4p72geVeF44Wux3kWYFb+uSfnrUmbg+Dbhp2SvHB/Vda5HjALlmzCJy62a4qKObFXe0iNGWp1dR+8OWfn999oeMQjVt81Wqcyk8MLC5mN3Un3N7yE6dZs1x5BBgU6UdpWtGsF1wdUKvJmYSotFo20+tZVvIv/lzQz/y5em7gQnIvwOnDgnHe28IeSkw88ZJ2Qd0aPJjyPfat312qH8+wjaLnFgxvksROmVkymG7v1KsVnyJnRDvUiz3O1VTMOBOduiXkxmn12TY0uEDUoVQsYiDe27HTsVj3ut5i6Gvv00fnHLcX9239hR9vyGZMEyVNt8d39d6jt8Do/tfcl4NL40rgO1Co0e0UXjx2TJStTvHmPojk+c4JWeuXFMvZ9a17uj9H4KvdBoaWwptv0IC32j1mPv/XRKAxOAudfdiWqztr3JqnUABdob0XjLd9O1N1Mvv4DKm/8kaugWg5Lopic1Kpd8mHzfM5ZWvvhq2jbM9sKYKeEn0HzPb5ywcD74+n37E27QSxmcoMDZ+Au+0ZxNV4hLY/jX6ZKzUb+zwsKTIVR7R5QFGAlK4tcj1P3i7axHayAZTX7uqNd9mPSSj0RCvAL0eMYq6Ty5UmVgGd98x0NRGtodswbSs68AJ3kTlWWQNVAmhzyz5cBOHyC5FSoGUGKMBQfGoLALjtn+r5gnf0Z8n1RbB82ffg2p9xzX5x/4+gbbUFW5xo6ufUfoal56PvzzolyuNOpCrXxjRw/OXBWX09Yki8864caOMz2ql3yIZPmFKFyjVvz1jMdZvOmWaL1z485VbJmW9bC1u7oxOZU178L0vghyfI1aT3lgok87i7mfvJ/cNemqvvU61NzFoew3NkdrZUSyXZtpPPzdQmg3yk3j9JXU3v4J8n1Pk+/ajF5+Ie2znUNnVPgJVCmNqs1zuwU7eC0gdUI83E6fmA7H7WZxEygBvAhWuyQu55+cdhbs3052EkygutNWcAX2XYqdd6HmL3bG8c6LsGOLwEg8+VH4JAQwAtFi5t5Pa6glq0d8tpMlGj//FuDTLx6c2MXZ9B6Aeq/t+po3kHzIMidZA2UaFqTkGcq3ss8zlOTF0WQokxebrqxpAUOeufvhmKt6L9m2+4/5sw/edj1mz2+slkjpggHLmwUzlufhebCMDkiUpgnHsBloKUoIZnwavbiT7J6/Jd+58fgv+AyPOdfeCa4Tso434bQyk63d4wW1/ALSN//JKBmBlnUvqVK94i/J9z8DjUEqx9AJOY5THpgAtmPjtXdg9j5Ftv0B2t7zRWqXfoRkxVpimsqUJs3yTq7sdFcjee2bqf7hX1G74lqam39M/twmks7p17jueELqPeQ7HyHf+YidXE7iqH/v+uBeGlITeWbp8Nwp0iOQAridpipPmkEkoaKdHkGI6GrNSU57NY0fz/wJNDrriMEotFbFkVFAiWmZ9IqdWGuvKcT2ocoe/nZJ06UAGnXMgWcRMTZlexKF1HvId2+NNBdxK3t33Q93oYb6kGbdpnSadVTeQLImyjQcCMgtqyIZZAU4sekym/bBgYXw3GcNpDGA1PtBKbKt9x3TZ8+efYjmY3fYz+nTT80h+xlNjmTu77rFEQdCcSWoRG0HrFYrZlbcZkAU6nVvQ5+7PjCZydJzThpG8nhCn3YW8z55H+bADhR2E67nLmZEWqdl3InJyXf9h9uES5QhKDMs6vRV1P7o/yR74dfkuzaTdB7/JvyU9DEZLSprN6A/eR8DN19N/X9+gXTtBmpvu87aTh941pokxbbTDdcjZtHoPWIEId/5KEMPfwcZnFk9Ylpjpvt0HG9kzz5EY9MdRVWW0khz0FHgOegUycV+3xgnMBR7NLnLiZtCze57TVgjjpD+Sc5bbyeCp38OIqTLzmHojk+csLBwKiNdu4Fs58MWmzmwoEUI/hgIWuwOWLkqG9u9NLfVAOJ6UhnjqnFc9VtwJC1oaOUYklIVAIKqzcMM2jRD0nlyAZPgE2MfTIAgwNfRdtP0HkDPWYS0zUFV2lGd50PvAaT/JXRqIHfOusaKko1/Xl0azBhxvk5xVY7CvPxCEMrmv/nJMX324fu+Yj9tKCjQyGAPmCbkOSpN3Piq2PGTJJAbSFKQzPqsCO45MXEhsRuP4KskveBcENS80zDPP07z3245ocaOMzmSzjXMufYOBm+7Dhk4SO09Xyz1firut70vxjNxxo8/ig2a8r2fLiJd+25UpZ3GEz8k/63tHn+snZDjOKWrckaL2R4xRZzqPh39X78Ks3Mjsb+NqraTrFgbqkpKtukUvSesuFXZ6gKwg9iPNEcniLGTqHrdegDyp/41rDXD235CdcMNVN86MyfQEe7KQfVfOExW/+CjgCLb+O3gFxSqcNIqeuU6OPgCcqirWISDEJPAungmxov4xBjS864kP7CD/MXxcVeebm6+g7dcTXPLvcV1fSWfmEobdCwluezP4HebYN8ztpxYp/bfJlW8U2exJIjbTItNQaLAgOl/GXPwd5EAMmfO//EvJKtfeaz7SshS7yT3+fXCM1EdS1A6DZ+fpGKfh1KjOd9I1VdIFqAsfG6nh8BbODiQ0nxufBo7zvQ4nt5PvkBEzVtM4no/6UUrgPHv/TRjgclETxQn3COmvYO29TOzR8ysTwc0Hr2d+vc/Boz010gWLUfNP931dNG2bBhVgJMkQZw/R+iKW9Q4Yq9US/WIiYeh0Nj5GJiMOTc8MeOeHx99N1xAfnAXeu4izMAhWypM4WtSe+u1gCJ7+J+i3hx2p6baF5K+9Vrypx9EXvh1sUMTx1DlTaAlDRQfXW8OYwzt7/s7qm87to1BvnMj2bb7Mc9Gduh+xDs7dKn3k7z+7SSrJ98O3fdAKXxiYj+YNLwfusgGE7sEVZ0DOrHPb5KiXrUKtXId8usfhUXcuOdVImddxJD3vQT9B5E8j6o3zJh9YvpuvByzZ1vL5/XjJrXza62ld5Jv6KgTUEkJxALhuQi1rH48+c8fja/mc48g9T5qH/yHE27sONNjOvd+mjHApOib8Euo96J9TwqXTsiH+jD1PtLzbTohufBd4zJRHFePmAmynZ7omPXpKKL/xsvJu7YV/VxK3XET9OLXQFu7293pMIkqlZZ+Hp3YX+h8IsJgc/RyqFxxoE6UAmPIntuEGeyhdvWJd8adqhjNXTkwJt47IbxWYfdvaf5I0BiFXrqa5Nz1NH9xc6RViap6gnbF+5gI87+8dcxjcfj+vyd//AekC5eSLnQsoVvsEA/KnQDTAfC8v5u89+VJtUPvu+ECWwId+cSM9pyWu8hG3Z1V4bTrexK50Rw4UPtoKqQ5hDSGkOE+V2pc+MMci7NuaOzo7rtSLZ/PdZXW85ehau0BnNjvWRdgP8ZwDVatTLIArV4Ebc/Djq8gPWkUjR2T899B+zg0djwZ4lh6P5n+g0j/QYwrFgEmpPfTtAcmI9MJLR9XpNipK59OOEzWcwCWjm86oWQ7/fKusAGeLNvpiYwRDcDaF6K0b/gVmcvZLwjgJIAWJ0QrqeYLyr350m/h7D+YtAZgJxJS76HnUytQEU0OriuuczAVrUk6zoC2drSu2LRNUrHUuN/ZRfSzHWaWObHYI5o8IcyeIgZpNmju3AgiJOf/0YydQKXeQ+8XzochZ+zkF/eSs/IojpOx9sBrS8KGuNA6WMIu9tnwTAmhaid98weZMwZjp+Zjd9J84H+QLlpGMnchoZzILW6BNcSBFN+FV0wAK9Ko0+zei+mYeJaw52MdxfWMGZEYhLR0dR69mywEh0/c9VQqCBpN1qS4rr50NPJtctVS6RgM7BqbbmfwtuvRPmXX8rm9c61KEmhfgK7Ng2p71Nix24GpNPx7y4Rox0BqjOSBKQnjzIEW8/LzmO49eCH1eDZ2PBmitfdT0O/7H2h5nXReSGXdh6w+c5w34dNW/FqkE86k+uqL8A6rfjSGqgddmP8ggmqfT1qbR3racmR4kOzuv6ExTumEqWjCNBkRjI4OdbX4dAiitQV+3uE20KfWnt/3BQPl/pcANietotxuuuRs8t9NfAOw8YjmlnuiweiEYNqCCO0XS0D6DqDyRZjaHFS1He2EhfS/bHPikqB0Cka5dE7TXTcn2DMmLLoW03kzsOMXFk6nUO0LaP+Trxbuyh6DGVMStobrYPyFziN63mULlcJE2iZw2gevLyEy5VpwJhzaDbV5r1gVULZDvxxVqTqM6OzQfWm3UqAiTiHxs7QudultKZUzzkEaAzRuvWbi7dALSUUAbSoIE8VduMS971/7Rn3xdc/BMaAihCqzUoM2inSI94cJIBFxzUyPHtnme4p0QMnB1RGKAso70A7329LmyjI484JRGzsqhS0pdudtwavgHwPjnx9ABg4iPfuLxVUp8h0bx6SLOVUirqI5Uu8nfdpZ6MVnkZ7zlgn9LNMOmLSmE0hs/t4+TGUhoUX6XoCJXSSNQIKd5Nvmky5dTdKsM3zr1TMunTBZEXw6dBJ8OlAOhBiDKNf0S7vFVPvJzvdQKLKP3p4fEcTeCLfYCMlpZ5E5n47pfB+yLffYyTKAX8JrEVx3XOxzONSDzocgXYZafgHSsBMoJkWlqfWDqNSQvEHRS6k1d09YZPL+l5De/f7XY4zM6Am0uu5DNB78JlnXNpKlq8kP7LBPSehi2lKFI0U1k1K+N1UFY5phMfRdwMGOd4WEXh3pG95L81d3WW3J+o8flcG0dugbkL1PUX3dFZBUIvDtBZQxUxgxC+5zhNU1qhZSbR1UV/4+2S9vYXjPk9T+twmwQ2/rsA6v0efRHpSEqhTs50ocg5CIE1w78zRfbKNd9Zh7Pi1GzkO1U3LJn4II2cbvRIyV94+xr8ey6ZN6zxHGlXsZ3M9ddZHJ4NBe5Gf/FVxzR9EJOqnAwjNh1Tr497tRuJ5JWoWu7rj7Y/LMph76D4bP4cdVtvPhGTuuJjqmehM+rXxMWm2/STxu8oue27mgrO2wtx9WVtSF0vbf+KPvTupsv80vbzn5bL9PMGZ9OkaGGfSNHYstXShJjNIJnrmTPEP17CP/6X9Fnn8cGgOobBBpDML8pfD6d0Jj2PlJDCONOuTD1ruh6d8fJO9+Abp3xxkwlFJkO0+somSqY861d6KdsVPqjJ2AyI/E+wSVG+8Zk5Msv5D0TR+IfBPs+8EO2/stpG2k6z5Evv8ZxBhq666hdhRjJ88Smj1PojuWWedRr0mIhciRo6jXNHi7c1HKOviibOl4cBy1bQeSJStRLzzO0AR4Z6QrrIGdHbLett0xR2Y0psO/7/Qhwa9CnJC11em6cAQN10xMJHAHSSskS88p/czRwnTvGmVcRcRPVG1V/Bx2HsqGbaPG4X573PcUZuO3rZ9Kox+adWR4ANUYQhp1ZKgXc3g/cvB3yOChSAsXfdyxfezZmIKYNsBE6j0MlGy/59knSIzbUBbpGs+ggLI0ufKLYeIWj8S5aWq3QNrJwvZNOHlsv080gk+HKqohgk9H7nprBCfGpgUm4k2OPFjJw32K/Q6INBT6vPWoc9/mQCXBp2O6hnTvDjvRoF3yO1AHUmKBXVgcTG5BR3MQGeyFoQFk75PII99BhvtheBCGBlFuEpXmEDJ4CHoPYF58DjV4KICfMGn7vzuDw7or34d5cQdC4a6Msl1JS+aEedlZsvnCr2k8clvZYbLF3EkvWUXt7X9Fvv8ZMmfs9Eq9OQa+fpUtQya2Q8+jxbm1V0uEFgOTYnu3CC6do+LNkgUzyaIVE2KHHkByeMOns0K+zL090mG3aHg4isOuKYCL7xmWbfwOzYf/qQRWxBhoDpPvexqEMRnYme5d5c8bxlVBGUoEHmy6M04fub+bNzCNOjTqSL0Pqfcj9cMweAgZeBn6XkT6D0JjwJmyUaQFYxA11HOcV382JjqmDTAZ+PoGTMn2WyxS9pODgC9NtYuo+4fa72RVMTn410ohqmjsBJpk8avhwNOndN8EH0P3fSXQ1MqnJ4b6kKxhWZOsYVvKe5Bi4h4bBrCDXvmcs99hiQHle20UGiD/fTXvNKT3xBqATWSYgy8E8iiAhFh4GU2ipVx7uA5ukcgbkA0hDbfTq/dY+n3gEPQfsimbwUMWtEjkWBpy4/a1NwmbyZF0rmHOX96BRO7K1Us+QrpibbEBcYtlAT5aenLEi2haQ7/mTVTf/gmqV/wlzc33kO98lLTzlY2drB26sxrQ2oHrHMnKjAHhefb291HaUhPmGTsIIubQvS+O2dWLV9AcZ5awsnZDAK8lUCIRCJEIRLSCCol6oZjc9cYpO1gbcQxLpDnx6R2Ugsqc8HfGZGBX+rzFcQRTEmmGAhjxnxt/HvHz4Bhe/1p8OicClaXNhf17J2tjx5MhpoXGpP6968m7tjlVNoDYRTF1zprOUROSwjFTfEmhd9b0/zSsIsXRh8tdJqedRePHf4tevGJGG4CdSPgSaFBOM2F3eJI1kMN7Yf7ptlzY5O5onEOkdWIUJWgSROVW2OknK5tvI/h05IJs/19lTQWuAdjP/m8qF39wWlYyefDrhYOlHD6OCWLk962wEMQolPaPq4pATGSnjgdzZXAD8euxCQtnQnh35cFbrmHwR1+getEGqm+7zvoAOWOnbP+zVhtwcDcqG7IahMUroNKGqs5FL1pOsuyc0IisufNRGg9/BzPQTW3dNbS9grFT9uxDZI/dQShZBmeHPmzTMWKrV6wjbWpFpF6QqZ0wV2unKXFaGB35ZYhN76nXvdWCyu0PAJAss3boc24YHzffytoNDN392UJj4p1zcQ67xlC94i/sOT/y3ZGaHp2SrFyHOfg7OLzHOXzGYDtOB8Ugx4KG5NwrMS/uxNR7SJZfMCY9gmpfgKn3tDCBEcgP48eNF3EOvr7rsVauG7IT3seOtCUfG9AXfxgQmg9/2/4NY6unTDSuZkqbgulm7jcZMeXAJE4ngBO0NupuByNOOyIoSRDthGnaC2ELv4wwebSa7TjaXZ93pZ3kn34Q5OSw/T6RaPz8W26ydYyJKo7SewCVtmOcTweSoZIKQm4na4wt8RPjSg7tpOhtTMDO57FPh1t9g0+HMhlmsIds633TzqdDtXdAvdfu4PwkWQIpBkUSaOjiaEsW42oTKC6BuInW26ljCmGhbPz2SObFvT6ZJqKkcw3zPr+Robs+Q2PTHTQ33xPcldO1G6isfeXfYbq7aDxxV8lduf39XxmTsdPwfV+xyqDwvGtMvRedZ5b506nbaVvwrXRibds1zpZb2268yoNxx5C1POdF2hk7/8xbTPP5J8bNDt1WR6ywLPPcRcjAoWhRNwRKx1XdKNcozz+Xuq0NtfJiVGMA070LKJxTxVXyEPvEBMbCMirZkz8LTEY6xvGrOy9EdhR6qWAbL2IZVnFtHcJrCYyJF0bbTVBebILc9S19Tm/6KPZ+lHo1VWqohZ2o/U8T3bRpFYVnV2Tu59czZ+5n6v2k57+d5OzJN/ebjJhyYDJ0r08nqEL1PmS7YqrE7tjRKaJzbI8EjVZJ8RArB2aCl78EdbyfNAoavlCdq7mL4fknaPzilhlr+328IfUesq6txL4kIkW1iUJhDu8OPh1KV2x1SVIBbUBcb5jEgxNtQSS+J8yRfTpwPh1mqA+UItt2/7QDJknnmsLxt8SEuGoB3GvPDMVHdz2M5AXYjqtIosnWTqiE94k0ApJU0KevItu7ffIvwASHal9A+0duprr+49Tv+gzZ9gfJtj8I1XbUok6SyNgpMAKNOubQbvKDXahmPfwe7zQ5Ftatsel2ms8+ZEE1ESg3TczhvSQdS+w8k6QguSv1dgxhrlGJ98tILEj3vjRuXrE13/aJlyd/VlQJggUn7R0M/+RrpG8eH5awesmHqd97E9XzrrQGdvu2O2bBlvg3fnkr4O3bC58PrTX5QDfm/q8WzDL2OVWnryJ5/ZU0fv4tO436dKwvZW9Jq4gYm1YaQ3isUKRZVBgPuGpKz4wodyz3UnLgxFdlejDl53uKz5U5pmSExqZRRw48a5nzadY/afj+vyd7/AdUnLmfWno2EfoCcBYM2HvQ7CN/4g4aD/y3STX3m4yYUmBi0wkPFRbDOCYka9qa8/lL7CSBQZkkpBNECiYFnVjhmlaI7SmPMm5yCLQkyPZ/JZgH+Z1MewfNn35t2qYTJipmfTpeOWLBaVGi6kBumCSNA8tu0je50yxIeM6s/0b4RYA4Pw47WWaPfCfKoUc7PycsVMwcyvlYI+m8kHmfvI+8ayvNR28nc8ZOWeQq2RoKSNdcReWiDaSrj81dufHgt8rMoKhCW9X7IlJpQ9XmIiZD6YoFKdqBlCS1zInSoIxL67jnO/wFTxlawCm5TzO4xTNvwlDvuLGE1fUfY/jBf6Txq7uLN1WRhsFgx7exIMwu4u45VY55cIyFr3hm/zO2Zb2ItaWX4nktGJQibVK9+Oox34N07YbCXdRdF1u6HJUwh3EVzyMUm06sdtBWyUVpTzvhO0YySusETY2d31R1LmaoF6bRuLKeXf+DyqJltL32DQEsirLnG54wwb4n4uo6EuvZtbjTutre/elx8+ya6phaYPKLb9kvnICstIPvPYBK25DaHJRU3MNYQSRHJwliEuf85ycNnM8GhWARQlrHenOoYtHw6YR6r921T2NfjfGOWZ+Oo0e6dkOJMfEakiIHbh0nrS9EXmgSXBrH+7Z4UBJADcWiUZRyemFlvLMDqnOsEHka7uzGO5LONSQfsOWvwdjp4C7EVXEoIDlBd2Wp95B3bbW/zQnmi8fcjgM5vAc6lqCrc0Fn1tdEZ7anjDGQ2uo+lSSQ5aBcmpkiaxM0D2Heca9dJRZAPk4soWpfQNv7v0r9e9cXzFL0nNnNhuuxa5zdv9eYmNyBFXv+vqtsWdAtxTG2Cli03G4u2jpesfopjsraDdTv/mzEnEg0vizIq1z2ZyilaWz8trVXEa/VUuhKFfXaddD9Aqa7K0qvquLzRT4sFlcV48o3dlT1XtSZ50+5WWbZ3O8yO4868Oi5a3tQeIiC8owJtvLUb9JrKekZ55AMTZK53wTHlAETqfeQ795a7NjDTib6mcNd6AVnIDWndXDpBJEUpXOE1KZzEDvLZC53HKcRJCQbrfIcbDohG0bq/TadsPW+GX0TjzVinw4VeuEon5IOi7Cd1jSSZ2jn06EqNZROUZUKYmwDMFaug3//kUP4xaSM3+G4ySHvtQ3A4uyO9+mYTsDECwvBCwtbdnTGUL3iowDWdCre6WkVhIXihIUeLJd6efidZ3x0O7zkvCsxL+7A1HvQy6d+Ap3MmChjp+aWe+wX0XMNHjS6tI4I9L2EtDdRbfMQpUhWeDv0g5YhTFKU5JapNVlgCINGw6ftxI8DQMB078Z/gOa2+2kbp/OqXvIhGj//pi0eWLra9jBxf9e459JgCgF2zDzk7vyVZYUkTJNx+rWs3aj8/vtoPHEXiBxzg1J92lkki8/CdNvGjjJwKNJmJQWj7f52APn+/aSNZOXFmMYAHNxVpOeNccx5033+0cdV88mf4at2ahdfM0534PjCmvu9B9n7JNVzr4C05sCHfS4lWg/FTcz2kIT0oaXCIo0lxvatWflGa+6390lqfzwB5n6TEFNWLtzcfE/4Orabj1KeAEjvARjssWZVxqDOOB/VvhBpDqOyBmTDqLwBWRNlrBGP9+FQedO+Lh0bYHLyl18If2i6phMmKmZ9Oo4e+rSzUE5MpuYuCsK8mNnwJ1LQ2oUPhKq0wcqLYf6SoiTTm1g5nY2Jbb/Flci6358/+TPyAztBhMoUT6AnSzQ33xPl52JtVQzC3WM/3GdFtcbAmedDbZ5t/Z4NQWPIzismt8fGECprWE1c3kAaQ9BsWDv1vIFkw5iefcjhvW4xsfNdvmP8SofnXHsntHdYMsgb2AWmI/Z9cYu0KUqA1fILSN/8J+XS4agUN7xOqlQu+TD5vmdADJV119B2FAO7I0Xlkg/Z43lXkix/fRlEIAz/4hYav7yVuHot+K4MHqJx31fIn3+iKGE2OWrJKpLL/zy8jsFIubFj8Todoy5mIiK0ANnzJKpjGaptvit5jucXzwDhGFjl/HGs3EE0EKwwoiP2aD27HmPojr+asvM8kZgyYJJttcDEZ9CUW638DiaePKj3ogYP24du+QXQPheVDYfJgLyJFhPAhzSHLABpDkPeQJrDtgw2swDGHNprtRJ+MoJxnSime8z6dLxyVC/5MOAm0DNeP2KyG/7lrTT+7dZRJkODGThEdv9XyJ9/HDHFJK9OX0XlLX9egJLYzCv+PREIGquwcDZeIeo9gamLUHFpvikxhnkT6dmD+enXkN8+Bo0hGK5bh9F5p6MueCc06/b5bw6hmhaUqGwovG8ag8jB3YjrAhyPq/F089WnncW8T96H2b8DRWRg55mOyPdDYlBscvIX/oPGw98lmK2ZVlAiqNNXUvuj/5N839Pkuzejo54qxxpWqNxB41d3k+95ys0nrf4qEVgvjZMW0JRbB+B839M0f/7NCMTE48oQuk2LryL64JSykMHcT4Fum+fM/aQAY5HA1R78bt0m3L0TsTfxK8xFI3CiEpLFZ6EPPDsjPbumLJXjFyO/ONlwVQ/afgfcJKFB8ia6Zx/mJ1+1in2dolOXTljg0gm//pFdAFBWuBXleO0vM+R9Pp0g7ufsHJXtmF7phImOctpm1qejNWrrP0bjwW8y/Ku7yzlx40ujbfWD15j4ageT44SRkbbEHc2+Z8j3bregzDhQJs5h0x+DcE+OSVg4G0ePvGSmVb4v5fnGaqx89RUmg8yCcKUT0Cns347Zvx3vmBzmGafVwDStnqQxiGSZ+71BhIJvYDeekXSuYc61dzB423VI/0Fq7/kiZtdmst1bMLu3BA2JfS591ZgXvvoql2IRlLRGuuIiklUXoxd1Mrzxu5jdW9DLrWD5eIsFVPsC2j7wVQZvuz4aV4yq1fIC3VKVmxPGmiCsl/Kmys9DJV8TCY0dpe2VGztOZARzPw8qxGAdtq1WUhCUKZgRRFzBR+SsHY4tvcq8bCFohTR6cSfNe2aeZ9fUaUxCzpWwg8ZpHuJ0jn/otF9ExUCjbh/iTKOSKrL3STjwTIA4xRQAoGxKoTGEDPehTO6kD+USzmmXT5jAmPXpeOWwE+hXQmfcmOkxzk8B3w3XohFMnpdz+DhhoQfLoVrCXh8j0VFcI7pFyzEHd6Ha5h+TsHA2jh4l8CtunkHQcTqnNA7iceHHg7FApWFBd1EJLHZxMY5p8Tt0Y0pp0sDMiLHs4jhHZe0G5n3yPgZvvpqhH32BykUbaHvbdUhkYJfvf9Z+5kN7bI8mFCw8E1W1lXfJohXoZattDxyEbOejDD38HWSgm8q6a2h/BQO7sYRv7Ji7xo7GVWEVJnHRZicCfcV9cRYSxoI+ex+kxDB4XQwipL//XqeLMdReobHjREb27EM0H7OeXWVzv4ZlOsT55iixuQwlzszPgTJfZRVT3faES++rc99qNz3bHwClSJaOr7nfZMSUAZPcpRO8PL7QMrgdjM+RxqCkdHS+EXkDZRSm6XVATiiVu51K3rQLY6DL/E61uKlKKWQaphMmKmZ9OsYW1XUfYviBb2L2bkMtWY04YWHQ3PiurM4R1IJqKVc7qBQlJnS/LZ6/GJzZ61V54/toPP5D+7ffdmzCwtkYQ7TMIwUjOHJeCQyKMcVOXqLuxy5GCJgjphewujjcfOPnJybODj3pXMO8LzxC/a7P0HzsDhqb76ESGdila8t7sKA1i15LdxeNJ35Ivnszpr8b3b6AtjEa2I015lx7J/03XoYAyap15M9tAiUYI0U1jtIYN55wTt/GQHrWRejOC2lu+j7epC0u5Qd3PyttpL//PvLdW0AM1ePUxYxXDN/3FfuFF7Zqbdcd4zRLzj9HtJ0zSBLI3TFYE1AI7Z0mEwXkEnWVtkJYK4UT1LzFmHE095uMmDJgUtKhjbpzVy2gxA5+HflGiClapoPfuRByjIQ0QtyzpVg8i8lieqYTJjJKk1Hr9Z/16Qgx97o76b/xUhRWWJg/tykCE27nHZVaWlCsUAp051r0ijU0H/k+2H8BlG2xQZC0jcrF7yPftRlErLBww9RNoCdjqPYOpN7bAsZ9eqM879jZP/bVyFEkUfogj3aoUdWKe871ug+jRWhu/DZANO8UYDTpnDiWULUvYM5HbiZf/zGG7vpsYWBXaUcv7kRHBnY+pFHHdO/GdHdZjYy7Zm3HYGB3LGEbO95L/42Xw7zTqL71OppP/BAGuovNZWBMVEkLlL3wa9j1HwTwGG1+/L3QS1dTeeP7aT71APmu/xhTY8eJjMam28medZ5dUIATk5EfcuZ+4py0xVgzy8xVGyHuOcRZYsSl3ZFcwTG15smfRRkBC1J0eweNcTT3m+iYOh8Tl04o7WA83+mQnsYtkokHKbaBk46dDHO3WPpFwRQN5Xz6IVln0wnZxu+Udu4FcyLTMp0wUTHr0zH2sBPo/fTdeBlpNIGage5CG+LM/UKu3u30ZNdmeOE/opww0XVyicYlq6i98QM0n/pX8l2b0cuPX1g4G0cO3bmGfMfDnqCNdpzxc6+Ko593YnCifZrZm35FoMNrqvzzb18UoEUMpNYOXfY/MynnnHSuYe4n7yPv2kbj0e+T73iYrGsb5sCOQtsxyrG69irSNRtIzzk2A7vj+Xxzrr2D+m3XY/oP0vaeL5Lt2ozZvYVs9xY3f1sTPONM4mi9/v5zi1jgtWINlVXrUIs6aWz8LtnuLWNq7DjRMfzgt5wAWqEjphmA3hcxaQ1dm4voBJVUMCZHewdiScAkbp1TgbEb0X7FESUorLmf23SDzRzIOJr7TXRMGTBJO9eQhcXR78xjsx23OHqE6Hwk0B4hu4ZarndFuCktO/YApyFaHN3NSivohSvJ9z896ec/lTHr03FskXReyNxr76DuhIVt7/ki+a7N5Lu3kO/eEuXAPTjJ3Wu7WJVFT4Kk7SQr1pCsWod2E2i+e4v9O8cwgZ6Kzb2ON1R0DPOKTztGGhLvp+HHQbBDL2kd1Ih0cPycZxu/bVnYlk2QNOqYA89a5ncSWcIkqqIJBnbdu0rppPQEDeyON2xjx7MYvPka6k4XU3vbdVRbdDEKMN17IKvbNXjRCqi2oV1jR73sHBLX2DHb+ShNp4sZS2PHiQ6p92C6rGdXoZ2M/HMQ6NkD889A1dqL9h9uU0iSgs4RSVGJSx+H9h/2uQzzLo6Z9ZIbZZ87nLnfdGwBMlpMnfg1+roAJ3H6ZuQOxnf1tJOKy/VKITgMCJLyDsYurkUrc4VrnZ0PY/Y/Y2n6aZxOGO/wPh3iG4ANHhpxvX3ZTnH9fQMwhW5zPh2NQZcC89cfRCUoyV2PDcJkbUweXudP/iyUAs4Unw7fGXfg5qup/88vkK61E6g06uQHnrU0uBMWmkN7rEBbKVi0HF2bY3dzi1agl64mWXYOgpB7YeHg2ISF+c6NNLfeh+x4COo99vf6DVPWJB/uw9T7SM9/B8mqS0gufNdJ19zreCNdu4Fs58NuY+m0az4HL+I0JL6rsO/NoiKmRBVgRTvtg5+X8EyYFL1lXJWV8dUhCKo2L1QjThVLOFEGdicSVhdjGzsOx40dz1pL0tLYcTRNjAUtXTR+dRfZC5thoBtcY8fqOOpijje8uZ/1h6Jw2lYRXBZB+l9E8g50zZr76RVrkJ59qIFu0Ak6MYTu1xbVEGQNYgqmxPdocvO3cTIFpWxvspkQSkTklX9s/GP4wW+GXbv9JBql3X9KF6+jry3i9EcFFF1CoYXWi0rFrLahqGMXk1tglLYhQ32IyZn3n7dMuwE7kTF0700M33sT1Te+3zYA2/tU+ZprjUKVrzu+t4hys0O5lEkvXU1y3vrQuRgprn/hJVDcCzGG+V/eNqOuu9R7rLBw0x1QaQ+dcZNl54zp35vuLrLnHi11xq1d9fmjCguH7/978sf/mXThEtIFy4rLLl5cLK4GyIHy4UHygUNkPS/C0nOovuNTM6pUcCLCHNxF3w0Ro+Seaft822P1Dz4KKLKN3y76dyk7Dkir6JXr4OALwYMiMGARcyLhGS8/594OPX9xJ/rM1zPvc+PnY3IyRd61lfpdnyX3PXWOQxdTXf/xCdHFHG8M3Hw12dZ77TOnE/fcudSMm2/9a6US+6wtPAN96X+C5zfB/qetMFalqLSCSivOs8UyJXH1kn30JKS5TP9BzEvPE3xqxND+8f9n2ltjTBkw8RNFjIBtqZSy3T+VonrFXwKQPfJd8IskVpVMUiVZuQ7j0wkh1Taa1iE277GaB33ulZgXd5If2EFy5vnM/dxDk3sBpjik3kPfFy/A1HvCHOvBnr/+xfVOLML3OXZdznGWhFgeubf4dJjWHaQxVC/+IO0fuXlqLsAJRt61laG7PltodSrtJIs7UYtXoKvtpZw9jTp5926kuwtp1u3z3t5B2/qPH9XW2zb3+u9UFp2BnrMQFW6U/b7yI9c39nLpTBV4XEEag2SH9pKfJM29TiT6briA/KC1QzcDh9Dag237vNfeei2gyB7+J7tj1a7budKo9gWkb70O8/SDmBd+TdC0iS3x9Hborf4Z4ZjbeccYQ/v7/o7q26Z+Jz+dI+/aSnPTHTSfeQizZ9tRNTGK42/sOBkx8A/vprnjYastUcr2WlLazbManSSAcuBDFe9XqpBUUWnVMSYVOH0VatU6zL/fjWeq0SpiqC2TYvIm0n8Q03/QAuQ8B6wpXe2dn6b6rs9M7UV5hZiyVI4+7Sz04hUYn04Y8OmEJBxtxGkEXwVh0G1tqJUXoxoDjqoq0jhGJWHH0ipAsz4bhuzJnwWwks6AnNt46wlmfTpOLAph4VbXJdt2xuXADvKj/LuxCAt9c69s6320ve4tkFYcbQsF+6tC91Gba8beP9cq3oaBtg7SZfNIGoMM33o16VVfOKX6QsVRWfchzL03UTnvysASFqWXmuFf3FIwKPjGdo4mHzxM876vRDcAEMcSnrue5i++FaWRWzZDUrxWIqRrZt18XymSzjUk719DG+XGjqZ76nUxxxqme5cbpfZ5CulXCiG8L+Dwpn1KgeSZTTPmTfucJlXUvqeQ/U8XHSjFdYMXa7kheQMZriONfvvv8WAFJxhWJRnFdI0pY0wAhu+9iaF7b6L6pveT7XkKs287dseu3Y7FIcmwsykYE7+TgUidDOilZ5Oc94c0Hvym/SNusbQah2IHY3I/WeTTMp2Q79xItvV+zI5/Qw31oapthD1CnpMP9WLq/aSvfzvJ6stILnjncekJ+v7usrJPB/7hHeW6++sd+XTYmvs8YqrG5tNRe9dnT7qS2JKw8OVdgU49lglU6j0MfuM95Ht+Q+28t6LmLAzpyvh5d19g0zj+fviUQlCCB+YEJ4hrvvQ86uy3UP3jL4/ruc+EkHoPvV84H4Z67RtuOKkSQ3iU596ZshXVVxRgxD//HpQExtZ1uXVMbfrmDzJnhrKEs3F80fOxDsDNl61MSZzeCcxJke4J33fPo+AF9tFmUIzdLJos6nXk2mPksY2/1fpV/+Cj1N5349RelFeIKQUmNp1wPlLvjT6R040on3uzk0T5/XhiVqP95oIpib8uaRymZzoh1hMkC5eVmAzE0/d+R2yp+ry/m7z3ZWTJaqrv+DTJ2ZeO+e+Zg7usT0fHUtS806zRkY9RND3+misFyYqyT0fQOMTVCjifjjdan45812Yq666ZnZxHCan3MHDTWzCHukgWnEFl5Rvd7h2Xiy6uPwGsxDWT+NXSgnD3e5XY5oH2CHn3LmTpedSu/sYUnOXURmPT7YElLKJFSxXmGq+tIrruEEpWKTQ+QImdDeBEBBaciRzaDbV5zP8vT07r3f1sjH94YAIeBHtQUmj6/PvF60J/Et6Pxj1QaCajqsfWXkFxry7//eT8dzDnL78/2kedNjFlTfzApRPeb+l8P4l6k5yA+PxFjYWrESIctcFTSzdNf7PC71243NKq0yid0HzsTgZvvAz1u8eovfYikoVnYrtHakQl4P4TrZEkRVSC6BRq80gXn0XtNRdRSzXZ3Z+m/o/vxez5zZj+rvfpyB1b4huA+fKz4jqXr7cxOdmuza4BWGuDsOI1p6+k9vZP2AZgsz4dR42Br2+wqU2lUW3z7DWMzALtrsgtfKbw4fDUjFJh1UQCmATBpkXFCZiT086C/dvJZmBzrxON6roPkXReaDVTS1d7KB12lK2NFU08b4hBcuvjY0oN70bOS77qLH3De5FDuzFmau3QZ2PqQrUvKK1vSsXMmt/Mxa9b/G9Kz1eZASk1PkRILv4w6SUfwTdaxf+9aLM4nX2jfEwpMAGoXvIhdOeFtmR36eqCIUBCS2zTClKiVvJI0Uo+XjRHdpm0N7fy+++19ftijio8nKyQeg/173+c4f/5eSpLVqLnLLTyGOWZIouYxYESdGrfS1ILVnRqgYquQNt8KmecQ7WS0Lj1mjF3lfQ+HWbvU2TbH6DtPV+kdulHSFasxadhLOiIBMQtg6UEFpMayWvfTPUP/4raFdfS3Pxj8uc2kXReyLy/nlqjo+ka9e9dj9mzzd1v7BjIMzB5aKeAL3mPhN0Kb67kc8fuNTYdF36fKphHRJGc9moaP/5b8p2nTldtH3OuvRPdbnex6ap14f14sm8F2X5eSTovJH3Tn4wEJSYGJQbSNtJ1HyLf/wxiDLV111CbQjv02Zi6SNz65mNE+s+P51ZQEjRK5fl29PWt6M3k/koAJ2IEKjXUkrMhqt6bzjGlqRwf5uAu+v7uUvQCl0747aagYQCKnG9UIuyFlz6d0Hjke1F1yCjphKRG5U3vd8ZYm6lcPPXpBKn3MPCN9yB7n6T6uivQcxaC9jltwePGcuqKcH5+P4xS1n7fijvcDxiyl36HrLqc2v/2t2P6PHnXVgZuvhrpf5l07Qaq560/YZ+O5pZ7rE/HxePTAOxkjOzZhxj4+gZrnuRy0KpjCekZ5zoa1+eaU4ctEtCqEIgH52NvuqQLJsU9D4IhOXc9IoJ5+ucW8Pe9RPNgF3O/NHOae41X5F1b6b/pcvTKdaQrLqL5xA+Rwe5o3lGFIDFo2nzaLAKDsbbK7YStHfr7aG5/kGzno9PCeXQ2pi4G/uHdZDsebtE0RdU4vho1SZARVZFlrVOognTCWWMKk0C/ibd+OjEDWH4956PfI11z1RRekVeOaQFMwE0UN15OsmodiZ8oBrrtN4+gcQg5Xx9xrj2iyfSSs13fhH8NO/epniik3kP/TW9BWvUEYVL059sCTookN05mjfI7ZDHubTdZYsi7u5Cl545ZTzAVPh2negx8/SqyHRtLPj6q2k6yYm0QxuFz0kkCRGBFJRbMUiyeQfbghftGLHHyuvWAIn/qf4Vh0tj2E6rvuWHGNPcaz2huuYf6bdehOpZSe9v1JTdfoKQrUaFGexRNmwhUxsfNdzZOvjiiZ1eLj07Qk3hQoiJdmV8XaF3mypomcWle8fIHYytRVWUOpt6DGDMjPLumDTABO1EMfvc69IKlVN92PWbXZrLdWzC7txQ7FjyjQCH08wwKhJ2ipDXSFReRrLoYvaiT4Y3fxezegl4+PdIJ/Tddjtn7FChFunQ1yZKz7Y6ZSICno3QOLTs2oPyUhiymOxQ5xry7C3XpfzqmMtHJ8OmYDWg8ejv1718PxIK4BKUUetFy1PzT0WkF0Ki0Ak61DxakeJW/KA9OIkQS1Pt+XEBo+AWA0Nj5GORN5nzpV6fkfcq7tjJ4yzXkvS9RvWgD6Xnr7fPs7NCz/c+ilMIc3I3KhiyPuXgFVNpQtbnohctJlp2DdnbozZ2Pkm25BzNN7NBnY+rDHNxF7w0XhPlSOw2YjgSv1bf8BShNc+O3nX+OKo6VKuq166D7BUx3V9CMBN8oCOPcGO8X5XqUGUN63h9a1vvFnagZYu43rYAJuIni5qsxfS9TuWgDFZ9OiPomgEsnNOuAQi1ajq7OgWo7elGn65twDiC2b8KWe5CBsdl+T0YM3nY92eN3hkUoedVrSJaejV1sCtMnX4UUawRCmsc1tIrgwQhwEtPMjR2PUPvfbz1mB9ARPh2vEJVJagB2svSJ6b/xcvKurYXzY6zO1wl68WugrR2lU/teUrFqfZ2W1Pxol9Zx4FX8xl6Iqkf81w68G0P23CbMYA+1q78+I3poTERIvYehuz5D4yRgCU+WcXGyRd8Xzy95dhXMSNncr/nwP5WrT5VCzVlIesW1hbmfDxHbfdib+x2hN1lw3TaGthli7jftgAmMkk5YfQm6cy1pNFFE+8IRr82hLpo7H8WEiWIBNde+e6oje/YhBr+xIapnVyQLlqGXrXYaArcD1gqtrBOgNdPxpdOUNQVSNDokQtLqdW8FwGx/AIC872Xy7t3MueH49QTj4dNxvDFZvi6TGVLvofdTK4qJSCegdZRjTiw4WXCGBd1JxWpLkgroxD0viXOSVPa5ALzpUmBIWlT5Pu0nzWGynY+CGPT5f0T7X9w2ZddiOkTetY36XZ8p7NCr7ahFnSSRHXpgCht1zKHd5Ae7UMEOfQHVt32M2pWTxxKejOPiZIyhe29i+L6bqPz++zHB3M/7lkQOxHAUH51I4I6gl65Gn7ue7Bc3F8zJCOfhqHoHYd5/3jrt0zgwTYGJD59OyI6zbwLtHdSmW9+EWE/gaftKG8lZa90u2VfdJChiTUHcswZwDoFEO2N8pkcEde6VVvT09AP2wUQY3vZTajNMTzDZvi6TGY1Hb6f+vesLEBL30IhYE6U0as4iqM2x2pOz3gC9B5D+l236J0lQHsQ6gZx4DZIvKca2kCeUKkL+0m8xh/eGipL533hxSq/HdIm8ayvNR28nGyNLOBV26CfzuDgZY1TPLq8lVF5fMjKNfyTPrtYSYHsY6XQeqnVmmLnftAYmPvKubTQe/T75jofJuraNEAC1Hsdi+z0V0dh0O4O3XR92xCHHmCSohWeQdCy1O+HEMycFSAlpHqVQeE2BKo5+EfKc/Sg75eZvH8NkTebOAD1B87E7aT7wP0gXLSOZuzDS1kjQ/gaVZ0s1kp+UpVGn2b0X0zE9+8QM3nI1jS33Hr2HRlSVoys16FhGetmfIc9vgn3PQJKi09Smd9IakmeAc4RUKmhK/KUSx5jk/S8hB18oSmHznDn/x79M++Zekx2xHbp07wrzTDJFduinwrg4WcPP//F6BURC9vLms+xwXlTbFT3Kivndd7cuSoQtGPHmflKbR8cMMvebEcAkjlI64eDM6pvQf+Pl5Hu2taixk8CU6NPOQtXmOg1BpWBQtA5gxT+8Np1jc5BFFYY48CyFtoCCzs92PoKp91L74PTVE/g+Mfm2+6itvhxVqdpveAfUMKrtF1anbkFZEPxC9LUgwwM09zxDctXnp1WfmP5/eLdNG7QwJjadEz0f0ftWZ1JFVWpWZ1KpgE5Rr1qFWrkO+fcfIaroOupLhsWnbxBM70vQf9D5deTBB6Hyjk9Rm+bNvU7VOJXGxckc/TdeRt61Db10NcaZWpaZk6L6NHZ6DgUeOgWTAR7cFHN+0dXafl35/ffSfOIuRAy1qz5H2wzy0ZmyJn7HG/q0s6YVCzLWkHoPeddWQLlGa1adDbhqG0EO74GOJejqXNAZJBXQma3GMAZcFYZKEshyrBusF7j6P1QgaDybD0izjgwPAJBvu39aApNWXxeSCqHxFQbBN8Dy9KbbUZCEnUTYNka+Lqqtg+rK3yf75S0M73lyzL4uEx3SvRuwjJcVslkwqfH61JHvI1jTtUbdVuVkGpVWkb1Pwv6nbQoHrz3CNVLUmMYQNIeQ4T6UMZiwo/aXa0btT06pONXGxckcc669k/4bLSuZnL2ObOemwHTY8aps1Q5+HBuU0hiB9KyL0MsvpLnp+36CsFU4KqrOMQYq7a4FyBaMWHO/mQRKYBo4v54q0dxyj/0iVPoWoERCHkqg7yVk8DBkw4jJUMsvgPYFkA9DNowyGSproCS37+UZkjcgbyJZA0z0utkA04S8gXGLICia2+6f5LN/5fC+LmbPb9Ady1Dt80M1iYQLhJt0fQm1HbyCsup0pRAnKEOndsJOEntUKcmSlagXHmfozk9M3YlGYQ6+ABTMFq3mgB48xGATCWgzqO6zBmRDSGMAhvuR+mEY6rXq/4FDSO8B1GA3DPeH3VSsSQh08GDPJJ359A+p95DvfIR85yNjbu8wUZ/jVBsXJ3PYFiD3WrZEoOZagACUnIOds7AYCe0Pst/9msYj30Vy1ybBOUKbPLesqDHoJWdTe/tfke9/hnzXf5B2Xjht2q4cS8w4xmSmRnPzPSPfdLlC7VtY49aK4T4kb6A7lsGZ50NjAOnuslqC3DIoImKbshlxbL3dGZlIU6AQDIL0dyOH90IEhvIdD4c8+XSIga9fhRzqApSdfPMclVjBplK227R14jRB4FkwCl71a3eOEpw5XXWK9gJQTbJ4BRx4hubjP5gW9HWhjSpAiW4BI8q/VvFrdx1MbnPRTgldlIiXnR+lBdyUX9vfL1FL+VMt8p0bybbdj3l2elW3nKrj4mSOpHMNc669g/pt12P6D9L2ni+S7dqM2b2FbPeWkJ7x49p3c/dlkH74h01LpR21Yg3VVetQztwv271lRjsOzwKTyYp6y27UPVT24fO0LGERUnkT6dmD+dnXrKYgrSG5FcbKwjNRq9Yh/3434OYa8TbFErQFxuRI38tI/0GCUyx2Mcp2bpw2wGTwtuvtrtRrb0wOkiOZoBJ3fXTiaGgN5G4SdsKw0iQc0dYFFeVAoAVlevEKGj/+W/TiFcfs6zKeodo7oN5r73eLoE0pq6oPdDz+tbY9crQ7Kh2qbHyIq8IigBBDcsmfWvCx8dstgrkCnJyKIkhb3fID0oVLSRcuQy07O4DA0atb+sifuIPGA/9twqtbTtVxcSpEZe0G9CfPYvDma6j/6AtULtpA7W3XUW3x7FKA6d4DWR0E9KIV1jqgOge9aLnz7LLmftnOR2k+/B3kJDD3mwUmkxR5JNT1i4EKjAl4cVqBkB3dnmd2QckbtlpDp7B/O2b/drsoQdg5o7RlTEzT6kkag7ZKQxE5fvod1WSe/ZEje/YhssfusL4uvhQ6G0KyYZROEXG+LhhXEltMtnanmFshsJ+cxRzR10VR+Loky85h+M5PnJCvy4lG0rkm9NAYlRnxi6JY7kv5owOdWicYya1DZLzmAKFbqeud0ZoOCt9PK+hFq8j2bp+SazBVEVe31F77e2Hx9mk1L9cQZRmGUN1Sm0danUe6uNNWt9z1aRoTUN1yKo+LUyWSzjXM+8LGYO7X3HIPyapLSFesJV27gcraglH10fo67+6i8cRd1txvsBtqHbS9/yvTwrPrRGIWmExSxDS5Z0h8GscvKpR2zKq8SLmqCmUypJEDXtjofk5sPlLlTeL6deV+rsgOuOqMVgZnimL4vq/YGoKo3YAM9jpAZtwkbIDEMkJJArm2G0TjmKbc7xRNAcJi4OV5zyhtoectpvn8EzT/7ZYp83WR+IsAShwzojw9n4TXMWPiGTGltLOfVsVGP07XiO3SbR75TuQE6TQKxkA+TL7/aUDQy6d/O/QTjdGqW8SlO2x1i30ORakgLAeBJE6DYL9uS6mccQ7SGKBx6zXjWt1yKo+L6RQT7aSr2hfQ/pGbqa7/mPXs2v4g+fYHj9mzS7V3UHv356aVZ9eJxCwwmaQISDcCG9bA1dP2HpTYnXFgUIzb6WBQojGSFyZrRFoCb64TmJcyXW/C5GNp6bjUeqqisel2ms8+ZJkgoqoC08Qc3kPSsRTRuS2VltyWyomrTsqtr4vg0h3kFrxB4esiXr0B8uTPnMg9moTbOxj+yddI3/zBKRnM1bUbGPS9iErPQfQ8hLSNoLS7zxp3lhqRvCglVCoCoQ6cmBZHyMi2WimFVNphqA9ESDpPbmBiq1s2IHufGqW6xal8JHoOQ3VLtFmYhOqWU31cTGV4rVH+7L+hj6A1kno/yThrjZLONcz95H3W3G/THTSfeQizZxv5gR1FJfgox+Mx95sJbQtmgckkhW7vCK5/XuAYMyMjmRIpFiUxKJSdC5WyYCTw9pHTn9sR63UfRovQ3PjtYoeMp/dxi9DUP4yNB78V7QhVaYdI70tIpR1Vm2urk3TFTsbaTcZJaneISoMyjr4u6v3tyDWEFwKSe7DnqIW8CUO9ZFvvm5Ly6XTtBpTrOhoWv1A6aO9n9YqPApBt/I7TN+oCrOqUZOU65ODv4PCesAEugRMpg5H4OUnOu5L8xR2Yeg96+fkzsgx/rNHazdtXtyhxaVPdAkb8c4hL72jPPGjbzdsxFirBCdA1yZKV5K66pW2M3bxHi1N9XExFxFqjysJlVI5Za/SpcdHlJJ1rSN6/hjbGz7Nr1LYFfv2Ihd3nv53k7OnRtuCUBSaTjRp155rQgyMwI8SCx6IeXSnbYE0l7qhBROH1bPb7BDADWI0JBfjwdHNpcarUUAs7kf3PTOi5jiWCr4szERJcSyA4ZXxd9GlnoRavQA7thjmLbGkvxvoYuOcgaB98l2DjBNO5Qre1wcqLoTGIObjL/ryxO3qjNMqbpxExJhFz0nzyZ+F15eJrJv38JzNGVLeY3DFQrrrFHKW6xVdDOGHpRFa3zI6LyY3mY3fSeOB/UIm0RhJM6giCjlfUGt39NzTnL6M6jlqjE/XsGr7/78ke/wEVL+xeejaeiQ9HMVTBPlfNyRN2v1KcMsCkQI2/hHov2uftFJBnDjX2kZ7/RySrLiW58F3jihpLAiZTNN7TurXaIilXXYTqCy9cU3YyJU7PeABid8LZxm8jJhI4+h10o4458CwiZsr1BMHXxYWnm7WvEvAuY30vIe1NaJsHSqFXvAF690P/QZAElVSsp4tOEJMVOXUH+vyibvWfxQ6o1delbXJPP0T1kg8zfO9NVM+7ktw197Kf3973xi9vBWdTbel5X4WjyAcOYe4vPAr846CXrCY9dz2NX3zLzj9iiufDMTIBrDqwUlm7YfJPfpJi1OoW5xFxtOoWnPaEAD7wYrCIsRy9uqV5nNUts+NicsJrjbJt99EWtEYWDHqtkbijBXUKMEfXGg2Pv9boeCIGW22vfUMA16JCQs/+oOA0bQJaUHoeaa0AW9ndn6Yxf2raFpz0wGT4/q+SP/FD0gVLqCxYBktXln/A0eeetjPDfZhf/YDhB/4bLD1n3Ci6dO0Gsh0Pu9yguHSOAw2Cy3V75iSi653A0TImBVjxviViCmGbQqwToNsRK8Ga9XhwUpuHcSZaU60nGM3XpahSimCcAMN9kDdQ3tdleAAOdTna+ui+LnIUX5eQe59CX5fa+o/RePCbDP/q7pA7xoEIpYvqGxF/33O00q5Hkg6LYVzlle97hnzv0+658CXiBuWEsEoi5sTkVC+++qRN4/jqltDOAaA5BNmwS8dYu//W6hYluLYPY6huEYU6962l6ha97ByG7/w/mXPDE8f0eWfHxcTHkbVGXntzJK3R9HbSLQu7L0NVag50OmG33x57TRrKpvXAMUVuHdQJ1FLSM84hGZoasHXSOr82H7uTgRsvRf3uCaqvvohk0XJEa0Sn1gXRtYwnSRCdIEkFUSm6fT7p4hW0rXwDtVST3/031P/xvSfs/uh3pMXU4rUfxc61cvmfUbnsz0qLhrhFRHQCKy9BLVzuHP9MdIy6SEZHE+2I0/OuhHmvAgR95uunfiE6kq+L8rS4it6n8HX56deQ326CxhAM11HNOjLvdNSF77IK9XwIaQ6hmg2kMQTZkH0/G8I0BpGDu5GDu4hLQ72vy1SEal9A2we+Ep6LIJBGiE3SREwwS7NOkO59YxvwhffdzxU/XxyNY9SMMahFyy3IbeuYkc6QYw1f3eKrbZTSmHqvLaPPG6g8s5oKkyN50wIRN55w1408t0AlToe5FKld2n11i/ujrrrF9Oyj+W+3HNsHnh0XExqFk+6TI51047YMx+qkq0dx0r3jE5N6XgPfeI9N3bz69yCtubtol3hRyqaotArnZSvPbNrPpvu0XRfRYX1U7R1UV74R+eUtDP/LDZN2PicdMJF6D/Xvf5yhH32e6tKznTjI0bC4h0zFD1lS3JQkQUiQJEVIoG0+6dLVVCspw7deTfb4D477c8X5QjVv0QjBatkkyy4eEr5vIK2hV14M819lF53cLz6+i6x7LaOAFITmb36Keek5EKG6bur1BHlLVZCfdIOfR5gcCTtTwDawyoaR4T4Y7kOG+qyvy8Zvw/AAMjxgJ+VGHzQHMcODyFCvdb59+Xlk8FD59/mdkjBlUV33oZBa00tXh88nLc+HOJDiQau3rUYMBrt7M+G+W9Ai0Wv/85U3vs/a4YuhepKUF44WvrolCEkd46BcdQtZA8mHbduGrIEyGWRNkMwCF7GGZkosSFSeyRKx3/PW4WIwT/4M8/T/CuMQY0J1y7GU5s+Oi4mNoDVShZOuTetFmzzcfYag2Suuh8uniUJiHymlrEBa2fUlWbwC/aLVGk10BGH3nidRHctQbfNt+i5K53sRkYT0pP+8TjulcSClAF8WbNljsmQl6nePMXTHX034+cBJBkyk3sPgN95D87EfUH3N7yGJz1R5whInbCoeIqW1BSfag5O0OOoEkhTVNp/ayjeR//IWhv/lS8f9+SrrPmSP515JeubrIw2IXXyGf3ELjV/eWiwm4hYdY5DBwzTv+wr580+UdsRqySrSy/882hmLW5xaQU/xOl0z9XqCkv25OJ+WkM6K348my1iwJ27SMBnSGLQC0KE+GOq3PV/qPUh/N6rvRZt3bwzifV1KvWLcpD/Vvi5zr7vTOsECycp1JeYkBhtEoNQzJHr5BVTe9Cf2/poyUxLAqwiS1qhc8mHyfU+DCJUZ2NzrWKJc3aKDhgCw1S31XgtOmkOQNZFs2LImWQMlmU2H5DmYptVrmAxlinFWgJNWBtOBk6i6ZawxOy4mLurfuz4w30q59JzkDoS6+4i49x1jSRkcBiVyoUh2vz1Ok1hwok+zWqN8glmnAmyBbpsXeuiUrCTsiZTOx66LuoVB8a8LUOJfJ4vPQh949thZwOOIkwaYSL2Hga/8Afme35AsXIZqm+d2OsbvMXBbAgoGRVk1fniYEoeAHb2FDjSXoKksWYl6fhPDx9nsqrb+Y9DeQeNXd5Ptfcp+qjAICvBQWkxKi0z82i5W+b6nafz8mwUY8ZOjtDycDpykF39w6tM4RBuxaLAUk21LiXOgzVuul0tfFMyAICZz/zn7buLB2Pp3iq6cU+3rYpt73U/uWqFXXXMvL1otNfhqSetku/6DxsbvBrAag5awgz99JbW3f4J839Pkuzajl19I+0mcwgnVLVYsERZ3oFTdIvXDqOawS2vYZojKNKHpGmH69E7WdKLZpv1+3rRmZ+4oPh2UZfY41F+qbhnz5w5fzI6L8Yzs2YdobroDUJHWyN1zkyFZ07GMzRK4V8E5OXdaErfIG0PJqdmKNFCvexv63PUBJCZOazRRYYXdtro0CJzFpyUNIpk7H/e8uM/dClbseURgS8VpQy+X1ejFnWQP/DeybWMH28cTJw0wGfj6hlAyqWrzECMWCTsay45rE1LBAejqQn0daDn/WvscnGNY0CSnvRr2bz8uik61LwiLQSRjKzMbUfomNGBr0QyY6NiqJSiBGgdKWHCGvQ61edNmMdKOHYDWSZEj7AjLpa7FIj3y+rT6deh1Hya95CPF+9Hk7neI08HXJem8kLnX3oHZ+xTZ9gdoe88XqV36EZIVawnn33Le/jxlxP03SFIjee2bqf7hX1G74lqam39M/twmdOeFzPvrmdnca6zxyt283SalpZu3HtHNuzmym3d2pG7ew2AaJ9TNe3ZcTEwcWWvUHKk18gyZ2+SNVWsk46k1GkNkzz5E87E7wvkATtjdcCC5ac8hj5g9BExuwVZkqodElFzIE1KArdett+BLKZKl59D4ly9NKJt2UgCT+veuJ+/a5m6Oo6iyhnuYMidmywJixKnU7YV3SDF6mMLr2IEVAnhJXvVqmj/+8nFRdNV1HyLpvNCSaK75kjVTKwsV/UNvInASJh2S0Ao7LE55eVHy/y59w3uRQ7sxxlBb//FpsxjpzjXh6wLBt5rBlZmkeHEug7cWzY2/XuHfu/vnJ1+/s6zUUEtWT+6Jv0JU1m5g7ifvR5pD1H/0BaRZp/a262j74P+H6luvo7Lm3eilq+D0lUhaC+fPgjPQp69CL7+A9IJ3Ub3yE7T/v75G9dI/Rfpfpv7j/0K+ewuVddcwb4Z2HD2WaG6+p4z+wY5fKaoq/IaX4T5koBtljK1uqc2DZh2VDUFjCOVYEZU37WuX/lG5E5I2G0jWsK+zYUzPvlDdgtMmeA+jV4rZcTH+0dh0O1msNfJH08QcGkVrlHutUSSILmmN7DVu1RoprzXafuJao7HE8H1fwZ2QPWht03WxZipvIMaBLslDSwNMZs/DgxR/Xu55Ijd2XfJgS/k0oaDmLcb07Kf5b7eO6/nEMePLhbNnH6Kx6Q6bQ1bYhmaNunuorD+BKEFJgmhnP609wjQOfFCo3L36PTZXMoI+70o7cJ9+0C74y17H0B2fYO6Xjr3Z1Zxr76T/Rmtck6xaR/7cJgBK3WJdSZ+3GbeTak664iJ054U0H/2+o2NdsZ9H7uL8TSptpG98n23uZAzVdddQm0Z6ghJjJEUJY8nXRXx33aiEOhzj66P8LyqOEa09E3xd4kg6L2T+Fx6hftdnrD315ntIz76ExDf3GsPvMN1dNJ74ob3/A922l8ZJ0NxrzFHvwWdvEbFbMJFSN++COBF0VN2iUtvN22vMjrebd+EbYsbczXt2XIx/DD/4rYgpKXxhAOh9CVNtRx/VSdevG87PxDvpKlxBlrGLNsXiDRGzNQFOugFsacctBLCVkR/aS9KxxD4fsMYKQAAA1dBJREFUOrEgKqlAZpxmxI8DbMbAFFVfiqKU3DIqCvPkz0rPM1iw1fi3W6lc8ZcTssmZ8cBk6N6vWAQcTKhADfUizWFUkmIdHlP7sKm0GNTK3zSsyZIhMjEjDGbJo66vOCdWBWruYvjdEzR+cQvVtx5bsyurJ7iP/hsvR887jepbr6PxxA9hoNv6TPiHXzsNjHZOr1qRvfBr2PUfEbPj1dZFbxW9dDWVN76P5vYHyXZtJu2cfnqCkq+LCELs62JfW5BuewTZQaawvT8KX5fgyxAmcZeuG8XXxWb13CSM83Vxu5ip9nVpDdW+gDkfuZncNfdqbn+QbPuDSKWdZHEnavEKdLW9WHsBGnXy7t1IdxfSrNtFrr2Dtqs+d1JX34wWeSwibfF5ae3mrf374KpbBMkbdn44Yjdv48CIlLt5ZyfWzXt2XIxvSL0H07UVqwyNzOrw4ERsO4fYSTet2LSed9JNrcZQkTiwexQnXYp1AlThpCuQjaOTrgdbggrdp326kt4XMWnNgi1tzfaMydG+t5IkYJLQrgD/70dsyikq4XMpPdcywW0LZjQwaWy6nXyHRY0lmi5rID37YP4Si3gxKOOQo07cbJTgUAmS52EnBSogxWJHBLL9X52ZToQo2zpo/vRrVC4+9mZXSeca5lx7B/XbriPrP0j7e75Ivmsz+e4t5Lu3YOlZ5RAs9vPktKSd/FGg0o5asYbKqnXoRZ00Nn6XfPcW0s4LmTsNqfvK2g0M3f3ZaIfoJt+okV3l8j8DFNnGbzuTK2d2JQbSKmrlOtTBF4Ii3V4nKY4ils6Oj472Ts+70gpNBw9PD1+XI0Tc3Kvx6O3kOx4m79oGB3aQH+XfVddeRbr22Jp7nUwhB1uqW5x9vA6LtX8fN86L9y0TkeCrWxjOi2kBtxM+QjfvYvH3a5XdaY6Vxp8dF+MbJa2RY8yg0BopXWiNTHvTVrUoRfLqVifddFQnXUXMaHvmBPwXQWukFNkxaI2OFgFsKVUSdAs+TSXQswfmn4Gqtdu0TVKxaRvHAqJzRFJU4p4bSymGzblP8dkz8UyQvY7SqFszP8YXbMUxs4HJz79lv3APmXVGtMyJ6T1AkrYhtTkoqdjSYCqIydFJgpjE9pIgtzcqNwUzEQHGYN9s8pDWwe1AVJ5h6r325hyHK15l7Qb0J+9j8JZrGPzRF6hetIHa265DGnXy/c8ih3aT73/W7swO7ramSIK1yq+0oapz0YuWkyw7J+hVsp2PMrTxO5j+bmrrrqHtA1+ddqAECl8Xc3AXat4iTP8hCwKNvw8m+mkZQVd7XxfTGLAlliZC+jpxwme3yHjBX5STb/7mp/jRNh18XV4pks41tH/A6g9am3t5xuRYm3ud9BFXTThGpAAfEQgZ0c07agshkT09hDTIkbp540pvjf+75tiqW2bHxfhG7KQbwEgrY4I9qOE+JG+gO5bBmRdAYwDp7kKnKeTpKE66yjLcIQ3iW+l4J91DmMN78Qm68XLS9WBLeYGqezxDespVn0r/i0jega5ZsKVXrEF69qEGukEn6MQQnI8tSiulCwNT4rtPO/BlHBupGD+w1RozFphIvYd899bAIKgWmk4BcrgLveAMpNZuc4YeOUqK0jlCahFk7gavKx32WyNfAhYeXlNMQpINIUP9Fglvve+47XqTzjXM+/zGI+sJ1r7y77B6grtKeoL2GaAnqKz7EMP33kTl3KJPjIoGx/AvbnFsmLbgzBKXGFEo5+tSlFdhQdvS1STnrqf5i2+FxSJUKcSLip+MZXr4uhxLnGhzr1Mh1FG6ebe+dqKREhhRJDbd4bRdYXFHHGNarm4J3byJ6G4p/EGOpbpldlyMYwSmqlgXoKhuCtUsfh3Jm8jhPZif/VdUUkWlVSRP0UmKLDoTtXKk1shEzDpgtUb9VmsUGrNil4+xao2OFh5s2RJ4i0oK+3z7ncCADPUjWQNdOQPOvAA13A+H91iZgwNbKFDOjgJa2hYISOaZRZD+g8jhfcX1VIp8x0aS1SfetiWOGQtMSj0lfBqHOIdsw/QeQM9dZMFJZQ6q83zoPYD0v4RODPgunEoHxBh6YgDGRJMXBYNiXn4hTFb5b35yQudS6Ak+Tv2uz5Btf5Dm9gdRlXbU4k7bsbTaHnbGCjCNOtK9m7y7yzo6Arp9AbWrPkdthugJaus/xvAD/0jjV3cXYNLvDImEwBrwvYLE9g4yfjD6HZDDlvm+p8n3PR12MOVSSuwiE+XUp4uvy2yMb/hu3naz4kFCDEqO1s3bPWc66kUUmFTPrBylm7d/3tLj6+Y9Oy7GL4LWKIhBgNI6UczrQQitcdUrVmukdYLoFLVvO2ZfrDVywlGtMLmAaSDDg4XWKPzdyEcn/hjHG/UeBz08E+ZAijudkJ5yf1ebDDm0B/nZfwUPtnSCTirghN3m3+/G5yttj66iZFwpjcmbSP9BjBN2ez8UY4Rs58OzwMRHtrWl2ZW7K741eaE5Aeq9qGwY6ajB8gug2Y863GVzbkkKJKikagU9RLSsFMjaCtwVGDD9LyO9B/AwQcSMC2pMOi9kntMTNB+9nczpCTJnujVaKCBdcxWVi2aenkC1L6D9T75K/bbry9UIfnEYtdrA0+sK6+Tp2XpV6rZsD0UZZDEJCyw4Ew7tnla+LrMxvhGR2mHxsIvyKNUtR3ne/HMW0jNgn6GIaSiqW/xzdmLVLTN9XEi9J5h+qfaOSe9MW/osPoUWp/VaNEVMlNZotOs+DiXDptunb2PGpAAn4rU0nvnAfT/PbPoub9rnKKmi9j2F7H+6cLIVq8XyVWeSN5DhOtLot//en3fQLjE+YKslZiww8V1yIXrmguq+nDtEg+RNdM8+zE++iqrOAZ3YnKFJ0QtWwcqL4df/0zEllp7zmpKCxTXkfS9BfzeFra/9u9mO8UONSecaklY9wcFdSPeusINKThI9QXXdh2g8+E2yrm0kS1djDuzA+7rY3GfuqgwU2nXXVZ7R8iA0qWDyZkTPFs6VfjHyO4D0De+l+au7MMbQPo18XWZjfCNdu4Fs58NuLbILsRZf1eKqXYQSA2HBi2dKVAkEmCAMNARentZu3lJ080ZOqJv3TBoX+c6NNLfeh+x4COo96NqcYrHMmuTDfZh6H+n57yBZdQnJhe+yOrlJiDBLt2iNRjIlBu1BiWOOVJI4ZsoJRMNCEF3H3PnClLRGEja1Jrx2j804OOn631HcV0+cxOueY1LcfS7O32mRjAEamLwRpQm9gNf5fAWnYFPWTvnf72MCjNZmLDCJe0oEuhOxLeF97tg/DdFDqcRAc9Ai4Uyjkipm75Oo/c+4PjoFALRHhTSHkMYQMtwXcnHKSZygQJATEaeCnuDIvi55WBxwpZlxCaQ5kq9LVGmAYEFmWvZ1qU0zX5fZGN8YS3VLGlW3lISu5pWqW2LmxNjJukWjMR7VLdN9XAzf//fkj/8z6cIlVBcsg2Wroutir5Xdr7tFe7iX/Fc/YPiB/wZLz6H6jk+RnD2+KYDW0JHWqAxGlGMUpGBGjKC8X8yojBQ4eOF+T1mTU9YaeQatACvHqjV6pWhNP5U1UwVTiBGIfXA82PJVpq4nkIl765TSkvFxJBNkuk8cbLXGjHV+DV04/cWKaSz7Bj6XWPo5N2jCxXf9Mcxwv3WArPfAUC8MHkINdCO9+2HwEAz3RzeLgJA9MpbB8UeNp0p4XxdzYAeC7RPD3MWAF+hFjpZ52ZY/e+HXNB65Dd9LaGSPkBx9+ipqb/8r8v3PkO3aTNJ5IW2zKZyTOjygF0DNXVRMruG5iKpbJG586Rw70zb0youRlm7exlgN2gj7//g1RTdvkeOvbpmu46L52J0M3Hgp6nePUX3NRSSLzrSddlXRW8ya0yWIdt3alW2Gmi5eQdtr30At1eR3/w31f3xvaKw3EeGddMX/X2QmB0THSHMTnpPRe5YVx6iqKdIa2WonCcBVBSfd8cl5qPYFxebZgxPTel7x6yJ1V7QlGNnOJJxPdF7JxX9q2xaYiAlS5es2ESZ8M5YxUfFXEu8Y/M2KkHDptR4FETumxIOWkg18cdNjcFPKtYmUu4LOxjHHWH1dwJZuK7cXC3JxoMCKMuN8XWZj/KOy7kOYe2+icl5U3aJHVregtE3fhp2xgcFDr1DdcvPInWVc5RK9PpHqluk0LqTew9CPPk+29T7aXvcWSCuuYCC6TEohoQFcZE6pC4YZDLR1kC6bR9IYZPjWq0mv+sJxVzYeLUpaI7ceEBbryEF3TFqjUTQ70WKfPfxtu2FtZRgadeTAM5YxGYdFPOm8EIlaHIysNmtd95y2yp9fMOPLw3mVzyc6r5AdiqvRxLYtWNiJ2v80jBPgikNJoBRmVvT8dadlNsCW/CqF0gnKV9mg0K7axprqaFSiUbjXynWZVLjJqAw6jOshYIwhWfdh++Bt/Pao3V0RQ/Udn6b27s9O2fU4WSLv2srgLdeQ975E9aINVM5bf3RfF17Z16W59Z5p7+syG+MfUu+h9wvnh3nCT7LFfGF7a5WPhBJSb8oWV7e0zhPlnao4zYHb3CCkb/4gcz5y8wmfy1SPC6n3MPiN95Dv+Q21896KmrMwKjAoTMvcF4AXkoJSfiEv0iB+8callZovPY86+y1U//jLJ3yt4hh+8JsM3e3mZVfAENaJ+DlQ2rYzQaF14tYF221ea+uwGvuV+E2w1+j456DEZHkwUJ1DXu8BEeb9X5tPODU/8A/vJtvxcMvzrO16hyqtf8X5jP6cB1CDX/cKgbhnEu06GG/WPeNij3M++j3SNVed0Dm1xowFJuHmQBmU+B2QTlDu/QBOVHGTUNZVFQdOgILvc6jR35zkkj8FEZoP/1N46MQYJE3Ri84i37ed6jv/ZhaYjFNIvSf4ulBpD74uybJzxvTvTXcX2XOPlvvEXPX5ae/rMhvjH41Nt1O/7fqWd1XL5sT5Fynl2BPc4qqKyd9N3kVOgNLukmgyZ8GZiKtumf9fnhw3IDxV40LqPQzc9BbMoS6SBWdQWfnG4jp51+1wvYqCgEj8F4SjqkiCW6MylDva0l5Zeh61q79xXNdn1HM+uIu+GyJdh7vnYZ1QmuoVfwFo66SrtFs3XEPYtIpeuQ4irVG4/WGtMPg0kUi5i7PXGuUv7kSf+XrmfW5szRyPFiWwBWF9K69/3ucmOh8V3St3v8Lt8afV8jzblFR0XsZYEFPxYMsw7//aMu46yBmbyolZygLBSkCycamXV6NrpW3PAKe6t34leYQYvSYlorOMIdv4ndFzis1h8n1PW4r3JGh2NV3iVPV1mY3xj9bqlvzADkdrl6tbJPIDCT5GPk2hKxhzhOoW33tGJr7qa6rGxcDXN2C6d9vNXts8OxcqJ7Q0IEoHXIJIcBK1VULFjhxfuuquo5AAxupSREhOO4ts/3ayx39AOk5pHa81yg/uQs9dhBk4ZNeJyBcmLMsi+CotY2yVk3Jao9w76Yo9A/HnaZyTbouDbtAaPfnTAF7Gy0m3snYDdSfsFkD7tFSQMwiVy/4MpTSNjd9252Os3lUUulJDvfZi6H4B091lmR/x618h7A3pr9K6J6Tn/SH5gWdRgz2oM8+fkOKMGQtMKms3kO94OJSCxWp7Sj4FvhRQOydHf4xV7C53SOHUWOTUPGpsyR0rBWk75L2ImBnf7Go6xqnm6zIbExNxdUvaWt0ySjfvI1e32DCeGQFLd4uM6OY9kVVfkzku6t+7HrNnmxW0er1InrkutQqVKHA9ZFxeIcy3Pv8l/hPEr1WxrDrxBggkp72axo//FrV4xbhV7Iy71ohj0BoFQSnj5qSrTzuLZPEKTPduax46cAirMYraFvjr7P9+/JynNRLXtoCDu6JH2bi2BdbPyz/npkUzZcGWZVBqF09M24IZm8opUXStuTatEaWoXfGXAGSPfNf+mHY5OK0hqZCsXIc5+DvbXTLKIXukaEF0+aZY5GjQ516JeXEH+YGdJGeez9zPPTT5F+EUjJPd12U2Jibyrq3033Q5euU60hUX0Xzih8hgtxv3jtbWys0jrkt50JZEi2qLxmBEN++dj06JwHoixkX27EMMfH2DbfSmNFonqI4lpGecG9LlNo2eBk0GWtkjOP8PC1bAL/ZuonVd3AVDcu56RATz9M/tQtj3Es2DXcz90q/G5dpIvYfeL1qtkcdAEGmNfDpvNA0GhXam1K15RCFEi4NuVP3COGqNfAzdexPD991E5fffjwlgy2tM7HlobTUyR9ZQRaARQS9djT53PZkHW4zGBJWrd+Z9eessYxKHPu0s1OIVSPdu1ByLGuO0Tehs5EyRrLra75AE1TYfVl6MagyEDpDhYXM17US0VgxKxBiyJ39WqO4noLvibIwep4Kvy2yMfySda5jzl0V1S9tYqlucWLKoWnAHV92iV6whmSZVXxMxLoYDU6AKYetQH5I17CJoclsSLM6MTMRWtyhx1S+++iOal71GJ/hsePLJMS2AmvcqeP5XNP/tFipXXHvC56HaF9D+gVGcdL2pGBTM+hGcdAss5ezalf/c4tIgcdWKq+JceCZycDeqbfwdpmvrP0bjwX+k+au7i/NpqSoyESNYvK9K51VcpKJtAQF0RUxQKwPExLYtmLGMCcDwvTdRv/cmam98P9nepzD7tmORokfAEUMSI8awI3KvKTQmaskqktdfSePn33IqZRNKrcBV60jk8Ghy5n952+xiORuzMQOitbolPW89RNUt2f5nbRrn4G5UNmSTDUepbmnufJRsyz2YgZOr6qvx6O3Uv389oKPqRltQoBctR80/HZ1WAG0bwYVqEFsVKY5hse74GgkcDm5RjNLmDqQUITR2PgZ5kzlf+tW4Xc/+Gy9r0Rq5j6MTdyzWidL64JmSpIKYwpZ9NK2Rf13SGl31uQlJ6zU23c6gA1vF1R1N2D3aulcwWK1WG/jzYyRj4oXdUpvH/M8/MvOByUT0T5B6D31fPD9y9iMojpVTXBc0nVeNFyXC7h8Uh1bFvRNEFajROifGyLF68QdpH0eKbjZmYzYmNqTew9Bdn6ExW/V1xOi/8XLyrq0WjGifttHha734NdBmu7YrrW3Xdq3ta1X8PG7Rx1XphE26EFU5Ucy1juHOntuEGeyhdvXXqYwTI20O7qL/xktRHUtR804LWiP7+YqKlbjKyDNFidcabfp+6TMrKT67OK1RxWmN8l2bqa67ZkLXh/4bLyPv2ob2bQvsydj1zp8To5+XTfOktg8QHtxIYIJCxZk7t8rvv5fmE3dZbclVn6NtAp2zJwyY5Ds3km29H7Pj31BDfahqG2H1z3PyoV5MvZ/09W8nWX0ZyQXvPK7+CR7Zl3KHytWdhxJhW58eI0ebSy5yyK3IMdSnx4ImXE550XLygy+g2jqY/19+c1LskGZjNk61yLu2Ub/rM+TedqDajlpkq1tUtR0odqLSqGMO7SY/aKtbwKYIqus/dtJVfUm9h95PrXALmQMZWkd+GIkFJwvOgGq77VKrlQMnidOcJK5ruyK0e3cN4gJDEu3Qi2oXgzSHyXY+CmLQ5/8R7X9x27idW961lf4bLydZtY7krItoPP5DGOgG4nUjWrzdOkG0ToQ8jk9HjaI1ync+SjIJaT0Lti5DdSxBzT+NbOemiAlyvixKIYE5kaCdSc+6CL3cg60CFJaZIAOVdge2tpDt+g9qEwy2YJyBidR7aPziFszm/x/JnA6ShctC1UwQqAoEkx0EaQyS93eT976MLFlN9R2fJjn70mP6u6OixiBo0y1I0fuWRPX2DjXGpWz4z005x1Z54/toPH4XTAJqnI3ZmI2Jj9bqlleKk73qq/Ho7dS/d30BQnwaJ/bI8O/PWQS1OahqO8lZb4DeA0j/yzb9kyQolToW26YNxK7iULJmUG6Rt+tC/tJvMYf3Br+o+d94cVzPr7nlHuq3XYfqWErtbde3aI0gMCXROtFalQPY9cFpjSqr1qEirdFkgBIfJbDlhd0ObJWYn8ibR7VmCgrRTJHGQdBLzp50sAXjCEyaj91J496bqJyxmmTuwuJkHV0XqsMcYvaqbMQEsCKNOs1DezHzl1H74y+POd1jDu6i78ZL0R1LYd5pmOc2ldXUPnfYokZWSlsB24o1NB/5HiNU9xD8CSSpUXnT+wNFV1l3zbiqrGdjNmZj6mO26gsGb7maxpZ70T4Nnvhqx8hhNKrK0ZUadCwjvezPkOc3wb5nIEnRaWrTO2kNyTNA2dJTJzCFYkkQx5jk/S8hB1/A93Axec6c/+Nfxq1zu48xaY2waTuVDdtF2muNanPRC5ejl51DMk20RhZsXQ8dS2h72/VkuzZjdm8h272lzKBEDJAHW74KPHwxCtjKJlnYfcLAROo9DN76YWTvb6itvhxVqbrfrAvAGYEUi9ScqY1DzPYX+a8FGR6guecZkqs+P+b+Ca+EGuNcmwUp7sONghj9Z/KXxqLG99N86l/Jn9uEdj4CUz1BTYRuZzZmYzZO7ej/h3fb9FYLY2LTObGzdvG+1ZlUbcM6naIqFdAp6lWrUCvXIf/+I0RZCWxcMiw+fYNgel+C/oOWKZEc30iv8o5PUXvXZ8b9PE82rVHetZXBm6/B9L1E5UhtCwDTvQcym47Ui5wpX3UOelEZbGU7H6W55R5koJvqJIOtEwIm5uAuBm/9ELLvKaqvvxJdmwe6UP365sXlHgqUGIlApxgzgknJXvodsupyav/b347p8zS33MPgbdehFyyl+tbrMZ6i69oS+RUwsj6dFsToTGjSFWtDOeDwxu9idm9BL7+QeX89NaAk37mR5tb7kB0PQb0HXZsTLp9kTfLhPky9j/T8d5CsuoTkwncdl25nNmZjNk7d6LvhQszBF4rCgRbGJLT7GOV9VNSjLK1arYlObAoH52OicY3wNKYxBM0hZLgPjMGYzKbN8xywjEn1nZ+eEGDiI+/aSv2uz5LvfNhO/5V29OJO9GkrbNPD6Ge9k67p7oKsjgjo9g6q6z8+LbRGJbBVbSdZdYldxxzYimqjRn2dd3eRe7A12A21Dto2TD7YOm5gIvUe+m96C9LaPyE2K/JVMETgJIhNXK5RKVQkfFJeUAQIhry7C1l67pj7J1jUeDWm7+Wjo8ZDe6BZtwzOok5UtR1VbUcvWoFetppk6TmAlFBjZd01tE9BOeDw/X9P/vg/ky5cQrpgWfEkiVe1i6vGd0zP8CD5wCGynhdh6TlU3/GpcXNRnI3ZmI2JjalmQns+1mG/8NWNpaocX6XjKh6jHmXFa0VhXlYse1ZDYn00RMSmd0zuGBLX+E7i1/bryh98lLb33Tjh5513baXhtEZmDFqjytqrSNdOT61R3rWVobs+W/ST82ArEnb7kEYd48FWEHZPLdg6bmDSf9PlmL1PgVKkS1eTLDk7OM61OumVwEmU2yoVYI90McIlH8leeh79lo+OOa0TN7uSSjuVsy9Br1hLuuyc4s8d5SjdXTSfexSzazNmoLvUW2Iyo/nYnTQe+O9UFp2BnrOw0On4y+cvmfKldoDBghQvLGsMkh3aS36Mup3ZmN4x1YvXbIxf5Dsfobn13hFMKArIm5ihPvLBPtILLBOaXvgu1AQyoT0f6ygYZaUKbYkHJ67aZgRTcoQuthBr93zX2nK3Wt+lfcTrPCe98J20f/T7E3a+o8XJojXKu7bS3HQHzWcewuzZ9orr33QRdh8XMBm87Xqyx+8MD2XyqteSLF2FNdfxD2USys1QOHBSlCzhBTiFgcioGg+f9mnseITa/37rMe38ZypqlHoPQz/6PNnW+2h73Vsgrdjr5kXEQBmlSFH9FDQ84Dps2QHeGKSxZzvpVV8YM8CbjekTRfn9L6Hei/bPr1u88iGfxvsjklWXzqbxZkCMYEKh2KQdjQntfRGWTBwT2vupzuANpUZoSrTrKJxELEnhGdVq7lWKyBvKMyTJug/bzefGb7cwJwVjUn3np2c7t49DBLDVvQtzcFd4P52GYOuYgUn27EMMfGNDZKJjnQDTJausmY53/NMK7UvFtM0vBgQd91AQcY2HXF24OAfW170VALP9AXsc7CF76bfMueHY+yfkXdtoPPp9cl8OWJShu6tQfl1ZexXpmg2k50w+apR6D4PfeA/5nt9QO++tqDkLS9oYe4w1O74rJChPoUgETiJRMQLNl55Hnf0Wqn/85ck8rXGPU4UxGL7/78mf+GfSBX7xahmuzg47+CoMD5IPHCbrOTCbxpumMXYmFJfuZlKZ0IF/eLfdzLkCgZLQVRWbzvi1Z0wEoqP2kr2w54x7jykEffGH7TV5+J9sFY5nUpIUvegssr3bqb3rb2aBySkWxwxMBr5+FdmOjVGeMYFKjcpZFwXnP5S2NezOnjiAksgeFydALfQS9muxHwp17pWW0nv6gYC0h7f9lNp7bjih/gnTGTVKvYeBm96CadXtgNuVxLXoHqwoIuIkzAKu0bj9GTEWvohBgLx7F7L0vDHrdqZDxIyBqvcWjJcC8swZ9p08jEGxeJ2JnrPAgdGYIfNo2i9W7r4rcQJyQYanbxrvVAGWcbQyoSqtuM3ZSCa0aJNBmQkVQI1kQitXfYF0nJjQUJXjPk/BhBRaEhWnbVpctgvGBPwE75lvWnyhCAxJwaKERnFOb9L+F9+jsvaqcTm32ZgZcUzApLHpdtsISbfkGJMEtfAMko6lVvyUpI45KUBKSPMohW30BL5RlsI7zUXL6SjOgM3fPobJmswdx/4J0yn6b3oLZs9vbHpsySqSZavtdQwpsRicYNXuzskP71zbkt6xk0ALg6KE7OVdJJf9+bhNZhMVw/d/lfyJH46ZMTDDg5gZzBiMSOMllYgxK2uz/P1WfozEVW2hys0gzfq4L17HGvnOjWTb7sc8O7FO0NM1RjCh7QtdgcBYmFCwjOfRmNDfwtl/QG0cmNDGg99k8O7Phr2OjkBJ0JqgSmCleD2aX1TZH8ozJkDovuvBiTG5/bm0DRnqQ0zOvP+8ZdqJS2djYuOYgEn/jZeT79nWgqC9Sju1HX9rcx1zUgnvo3UAKwFVa20Hmnt4HVUSfPrt/1xu1U222c5HMPVeah8cv/4J0yXq37ue5mN3YsvrFMmrVpIsWWmBHspeP3CgkEKz49NjcT63mM2K1+HoditwXLqdyYqTnTEYLVoXLz1nIQTPHa/Vcp6NMUgx0eKFq3bDvY7uffbS88jZbxmXxWusYXUUPyBduHTSnKCnW5QqGBeeQeW1R2JCKd5vZUJdTAYTag7uou+GaKwEBqRgTKpXfBSAbON3WsCJgqRKsnIdcvB3yOE9xWMZg5PAmJR7j4kY0vOuJH9xB/mBnegzX8+8zz18QuczGzMv9Cv/iA2p95Dv2RoWvaDaxjIeIMjhPUj9MKo5bAWkWQOyIZRpQrMBeRPJmyA5ZE3bNts07fdNE/IMcnuUvGlt4jNXUjbUjwwPAJBvu38irsWURfbsQzQevcPRoHYHJc1B21zJXS/JG472bNrdsOSWKXA7Dhz9iWsxHhak4LBo0Oe9DXXu25ynAKTLVjN0xyem6KxHD6n3UP/+xxn60eepLj3bMWO+9XxR5SUo0AmiElBJYOaEBElShATa5pMuXU21kjJ869Vkj/9gak/uKOHTePme35AsPAPVNi/cT7fHxIOv4nooML4hlwKVuPSo7e5qwYx272uSJStRv9vE8J0Tf8+bj93J4I2XoX73GLXX/h7JwjPD5yruWYJobe+XShCdQm0e6eKzqL3mImqpJrvr09T/8b2YPb+Z8M88UTHw9Q1I9267oavNc6LOvFiMjYRxSiipJQInKoBSiUpwBdsgT9wmJTntLNi//YSfc33aWbbqRwFzFwXwUHTP9eJcFaVjrO+I5AZVaYOVF8P8JZg8tyma3FXbOOAcn384ut/ffPJn5AeeA4TKxdec0LnMxsyMMQOT5pZ7yhqGiF62Q8pNmn0vIYOHIRu2LaKXXwDtCyAfhmwYZTJU1kBJbt/LM7vo5k0ka1gw4l83Gw6wNDDdu90nUTRPMmAyfN9X8NqRQOcO9dnrkTctwPPXRXLEZJaid2ZEFqRgQQmEHYgVznmhGWFx95OBmvcq6N1P899umaIzL4dnDJqP/YDqa34PcSyR33IJOFBlGTdxOW67qHlwkhZHnUCSotrmU1v5JvJf3sLwv3xp6k7wKDHw9Q2Y0uLlfB5w91HACyH9MARAu/Hnx2HQbtlFTJQzt9IWqCSLXw0HnqY5QSDNA8vh//l5KktWoucstI+iiqwDlL9nOgjm7X1LQKcWqOgKtM2ncsY5VCsJjVuvmbDPPJFR/9715F3bCs2FiB3TDpwoMcWmImoU6qFHJD4pQGm4jgTm1M7LiuS0V9P48d+S79x4Qp+7esmHQaB63pUkZ75+BLPR+OWtNH5566iMRz5wiOz+r5I//3gAISIGdfpKKpf/OcY4HxP3fgA1kdbEp3cqazec0HnMxsyMsQOTzfcULzySJ2ZO3M5cgOE+a9FrDJx5PrTNRxp1VDYEjTrKsSIqb0JjCNVsIM0hVN5AGkPQbCBZw77OhjA9+5DDe4ECDAVx1gwPa+jzEOCvo5t0sgZyeC/SHLLgrNlAmRyaTZTJIGuijAUpylihmPK+AK7czvsEKOyOxWz/X+RP/tROFmJZF9o6aPzka0i9Z0qvg9R7GPjKHzjGYBmqbZ49H8cYcATGQEzcbmAkYyARY1BZshL1/OQwBscSYfEKvg9iwSjGgpPcgGTF4iVulx3AyihpvIBe4jyAHa/JaWfRHIfFqzWk3sPANzaQPf4DKmf9HiQVy/Qom28S/O0r0hbF/SlASwAr2rIqqq2D6srfR355C8P/zw3j+pknMjwTasFzzITmDpxk9v4eiQmVsTChgj5vfQsTes4JM6HeImH4V3eT733K3buyFoTW185KvmBEysd83zM0HvxmmJckAjUmPNfFvFW9+OpZbckpGmMGJoy6cMWCJg8asLvxvIn07MH87GvIc5tQzSFkuA7NOjLvdNSF77LpnnzIgpKmBSUqG3JpoCFMYxA5uBs5uKs0yYoI2ThPqlMVjZ9/Cy9khOKIUkjvAaj3Y5pDSN5AmnUwTcec2DSPdukeZQyYDCXGAhjJ7WuvcjfGLXB+h2bBijIZUu8l23rfFF4Fxxgc3GXLEEdhDOR4GAPtwIpjDARNctqrYf/2abP7zp59iMamO4r7rzXSqFtmLGs62t+CE8+U4Wj1UKVhPL0uxeIVbR4Q0OddiTp3fXh/PBavOKTeQ9+X1mD2PInuWIZqn29BieAatkVgxIMQFBCn5ZRlvlCWOcGCE0GDSm0q6oXHGZpmwPJIMXzfV0aO6xFMaHMEE4rJ3MaihQk1ozGhrsqlxISehvTup3ECTKhqX0DbB74SiiaDNghx4KOF8QjgRIL/iMmj9yPmpBW0mAicqEXL7Xm1ddD2ga8e9+c/mULqPeQ7HyHf+ciMTmkeS6Sv/CM28u5dI4RYducqliWOGBOlCxU2ue990LBqbp3C/u2Y/dtRYRHR9iFVGmPEDtbhAWgM2sVJ+cnN/p1QIjvDQ+o95F1bi0nLLTc6tnE+vBu94AzbaCmpWLCRVEDndvI2xpZkS+4ExYA4Ezt/3ZQHj0SMg0Gaw8hQP0opsm33T5mg2DMGOnGLkmMMJElRuTiKX4AkqtbyTInBl1wGqjzsLCMwC6E6IHnVq2n8+MvoxSumXPg7dO9XSkyZAGqo14L1pGJBpE4RnaNUgohGq8RS4ypx/0zbNg6q8AMK18mIuxzFfVeAmrsYnn+Cxi9uofrW4y+/B8eUfP0qGOoDlAUleY5KxN0nbZktrd2ianumtIIopazvhW9IYa+H07S5xTdZvAIOPEPz8R9Ma6NAb20Oyo1ndx0cE8r801FpBTE5OqmAMag0gcxYrZQSNAlC7q6LKZ5r0Ti1BpILsv1/UerWi6DaOmj+9P+m8uYPHncFY3Xdhxh+4JuYPdvQS1djXtwRzSPGPndi3LyTu+cwL1XjGJWiTO7btrbMQ54xARFD5Y3vp/H4P4MI1WnQd2aqwvZEux/Z8ctTtifamIGJeM+PMPmDXw3sJIPbsdEy6bjXflI0GdLIAd/IyQ+23E6ieZO4vl25nys0Em5RneLUw3iET48V6TCckNh+5UN6D6DmLMLU5th+Pp3nQ+8BpP9lt5gnKJWCcYubZO4pNu66O18TW5sdSvXMwRfC5c+2/WQSz7yIgjGwi7KOGANycTtpQUmCaFcaHRpFej8HsdyfFOCDeNEzQnLelZY6fvpBECFd9jqG7vgEc7907IZ94xWNR28n3/FQKLMEd15ZE+nZD/OXuGosgzKJXbySxJ6fTkC565PnljkStwCaoourHzey/V/tfQ+LPNDeQfOnX6Ny8fEvXmCdoM2e3xCqMxxjJ5mgEgdCdOJKmDWQu+fU30dxn5+IGW0Bl8qXzir04hU0fvy30wJYHikCE6qLzUYAx70HUGk7pq0dpVNE7GZDstyOY4zdxImx102MrXYxHngYW4wWRKjFYi9K2efEZJh6D9nW+05owzH3ujvpv9FWRSUr15E/tynM68aYAIaVUkjecp8616I719B81NrJhyrLVnCStlF54/vId20GESrrrqHtqs8d92eeqRE7AVcXLINlq+w3pLjPZSfgXvJf/YDhB/7bjLRGOFqMvSonfNHycLU8bIXw0r2OBU2O1rNKdJ9LzNx/bjIb8fukBWn7RbUwR5upkW29x03BEYiLqKBSWmeoBzXYDSa3guK2uTY91hxGZQ3Ih1AYWwWVN1yazGp3yIYtfZwNWw1P1iQ/vNemivBropDvmPz0WGAMXEmiAAz1Is3hQhCdZ4iJ6O5wtGkppYydjFWh7scL6HKv9ncg2n1fzV0Mfftp/GLqhL+NX3zLfhGqsVrTeL3u/jWQ3GqNJGugTAOyhtMaNWz6Ls+doNxeH0xu03i5y/1nTXtNvKYhz4o03gmIyZtb7iHfei+eEbBv2mfOfl4v9HQaCkff49IQSO4YHu/PYcImpxgPCvW6t6HPXR/mgWTZOdNOK+RD6j1kXVuL7FW0WPswh3ej6n12vGZN21A0a0AoBGi6qjxfKNCE3N1f46oW8wwxTZfqc1WOWQMZHkQce3Ui9xZshc7cT95PfmAHANW3Xoeau9jeh8g+vtCIFOmbbNd/0Nj43ZC+keDsWrzm9JXU3v4J8n1Pk+/ajF5+Ie2nWAqn+didDPzdpajfPUb1NReRLDrTVa8VGiwr5Lcif1vFZkX96eIVtL32DdRSTX7338z4CjYfYwYmur0jfD0a8h2VpotKwIqHtzU3aYhV3Yig132Y9JKPFO/HoMf9/qRzentSjCXMYI8vtC7o7CAobr2+yqa1evaS//S/Is8/Do0BVDaINAZh3lJ4/TuhMWy1KNmwZR7yYbtQNO37ktXJu1+A7t3xRsumc3ZOrqC4sckyBiXGSCk7ufbsC+CEvIHKsmgxdrn4kCa0gsEASoxxuW5jhb9iMNv/FfPkT4mfS9osYzAV7JvUe8h3by3dd3v+0c8c7kIN9bn7acGmFYQ3UaaB5FYAbUvK7XUJ4MRkDgz47xu3kOU2ndAYQOr9oNQJ6YuG7v6s04wUjI+p9zrRrrtfvgrFWwXkJlSjKDGQ59bPxM8XQUvhdofOfDFgdhH0vMWYnulTURZHc8s9Bd8Z0lStzKhlQhnosVo6Y1BnnI9qXwjNYZSvYszdc5+5KkaTlUFp3oSsuK/kGebg78L9yH9z4kxo0nkhc6+9A7P3KbLtD9D2ni9Su/QjJCvWUtyv8vzu5/MYlIQeOEmN5LVvpvqHf0Xtimtpbv4x+XOb0J0XMu+v7ztlUjgla4RlZ6PmLHRMohOB44ThWltA4qrWwFWveZCSJNDWQbrsnBlhjTCWGHMqR3euId/5sGXNBXBZQzGCSnA5b1UcjUEl7qixuWZdLIJFytQzKza948GHZa5a7IsrNdTCTmT/M+N7FaYoxJVAB8ZEW5CiKa5T6/tW7JjbKqckQTKNSqvI3idh/9NOme97EPl0mcY0hqA5hAz3oYyxNRJeoqGw2p5JjsbPLWPgd5RaF7l403uAJG1DanNsLl4pFD4nnyAmce0OcltqmhvXcynK4kBI61gNk3LaC/dcmgzjGIPJ1ivEVW7BwRV/HYqfk94DqLmLkGo7qjoHFdJ4L6ETmxpRSYIYHWkRrJbDCib9qugXd/s6f/mFsFoe7+LV2HS7FSxr66cRnExNE3N4L0nHEquNSVKsBiG1nyNJkNw6Qduz1sX5Q0j7WqdTl5Z68mf2sfbPqQi6vYPhn3yN9AR0FBMR2RZ7b8vjlzCutS4zoTofgnQZavkFSKMfDnUhJkWnqdWUVWpI3rDXxRib9oo0JYW7M+T9L5WYUGMsE5qsPjGKv7J2A/qT9zNw8wep/+gLVC7aQO1t12Eadcz+Z5FDu8kPPGvx5KE9FkQrBQuXo6tzoNqOXrQCvXQ1ybJzACF77lHqD38HBrqprLuG9g98dVrdx4mMVjNFSVI3X5nAHBcMqk13Klz6U/sxYNN+ETWHaptHbeWbaP7yFszep2ZsT7QxAxMvKSkuXuImOW++kzgQ4o+6fAzCPJsL99oRIAIgFnHbTpNRPbtnZBp1zIFnETHo5ReO/9WY5DAHXwAIk3JZo2O/E6+y9n13nZS/zsrS+74qBRwjoAjq+TxzpcUFA1Us2sVkL4OTxxyMYAxac/FYxkAvOAOp2Vx8EP5KitI5QmoXRZfb9mZjcSmlX9yA4n0xSDZcYgwmG5hkW93iFS3GIEEAWrInr/eismEkrcHyC6DZjzrc5UBaCqTopGIZCVqZS0c+BN0GmP6XofeA/XvYqe14Fq/Gg9+KmBI3rv2i2/siUmlD1eYiJkPpigUp2oGUJIXcO0EbJ4xVpee4EFXYHLvkfhPjJqK8CUO9J6yjGO8wbhxZbY3vhePvZ3l8KzSSZ+iefeQ//a+oSg2lU1SlgpgU9apVsHId/PuPENfdTzL/vPt7audJ0/sS9B/Ea3O8Ji/b8fAJAxOwzMn8LzxC/a7P0Nx0B83N95CefQnJirWkazdQGcu16e6i8cQPyXdttpYS7R3U3v8Vaus/dsKfb6ZEa0801Ta/YAh1EMvZRz9iIt0eExHPULrnB2wq2DsBY0iXrCJ3ZoozqSeajzEDk3TtBrIdDxeLhhiUn/QFqxIP1QK6WDSNV5WrElgx4qsITFgcFa5kzKV/lFiBVQAntXlh0CedMx+YAMX1pAALulD6FpNYCZxAqG4wTg3vns4CdBQlfeV0mEuztWqFRJDuydPtjPDFwe+UpcQYmN4D6CMxBqmxi1vifC+UtqWHEWNgTCTEpmBQTGAMZFzo7mONsHi5+25jtCo3y3xJ3kT37MP85Ku2gaFO0albvBa4xevXP8ILno2f3GImTAx5X7F42Z+zz9+xLl6+ogxUKNkuiAB7XeXwHuhYgq7OBZ1BUgGd2eZ1xkBqS4FVkkCW21y6ioXutNw3vMTMpiUjJ+jpBEyke7djSMqMZ7HXiJ7HwJCK3Tx4JrSpLFPimVCfLhNKTKg0hpBsyGpKTF6khb2pot9NjlOo9gXM+cjN5Os/xtBdn6W5/UGy7Q8ilXaSxZ2oxSvQ1fZoXgMadfLu3Uh3F9Ks24/T3kHbVZ87JatvgpmiTlBt8xyb6+YpA6I0vlAPJxy3835LT7R4EyeCdQI2VpciQnLaWWTOCXi690RrjTEDk8raDQy5xk4+/A7eMiaayuV/Biiyjd8OpWP4EsG0ilq5DnXwBeRQVzTJSHH0gip3NJFWJT3vSivAGjyMPvP1J4XxjmrvgHpv8bCVGJOIiRJfVWOvc5mJ0qHKxod9SIscvYghueRP7WKx8dslUBJrgyazl4xnDEL4HWQLY6AUR2QMMG7nTYJKqlZzEZ0P0flZptsOfNP/sqO7/c7SjAvdfSwhwcmYADrL52+/5Z8H7Z8LMdakULs0XuLSeAeeCRAnrOn2NyDNIbuADffZ0k3LExdpUzn2xavp0hXhcxM1bnMMGCLWCbq9aSdgpdAr3gC9+x04sg0/leS2ushkLsfuGT8pPqdEn1MY4QTddmwff0LDHHwh2myMZEKLtF10Xx0TqlTEPMdMqBBdl4IJ9aZsBRPqrlecJp8AJjTpXMPcT95H3rXVVZc9TN61DQ7sID/Kv6uuvYp07QbS1W85KebwY436967H7NnmQDh2jOSZ8+tRqETZ+6kTPAr1872fGPy4Lr0O1Wy6mE+E4ASspnEF22gxdo3JaWehTzuL/OAuu4MdOEQw+dEKIV4cHfOhtKuWUJDW0CsvxjQG7M485L7FlTxm9l+KcQ6mkRAOofkbK1xEhOq6k6N/QtK5xnodlJiQiBkR8CWxgmWoLDOlMCZH6wQjuS2xjS4n+EmsMGEq7TyJ0mRpBb1oFdne7ZN67iaaLMNpq9jHxZ8IdqyVGIM5trmhYwz0URgDgo8HEWPQTdkUcPzo7rFG7hYvTzWUGDMvRnBgXceLWji65yFvoIzCNL2UxJUE+/GUN90iFi9e5TSqUuqYF68S4xXluGPGJ9zX4T7rY9SxzDpBD1sdhU3npPY+CihvGaAIjKqJtBT26Rekvxs5vLdIgyk16cByrHFEJjQwJV6bF93XiAm1t7MYD4Ww1Aq+jQNthPsagU37xYQyoUnnGto/sAawlZLm4AuY7l1We+Q+dbr6cvuzK9accuxIHMEJOLHtBEo90cS4ddDYEnLj5BJa7NFv8kPJvd/ERGk9BYIhOc9Wr5mnfw4ioSfaVFojHGuMGZgAVNZ9CHPvTVTOu5J871Pke58KJjsKzfAvbgndJwmCPo0RhRo8TDP0hHEhWDHUuetp/uJbYTAFdbdERw9SREjXnBz9EyT+IsziEianoCXxk1XEmODAiVLaluC5nHLBGBTCYSMG88h3ShoTxC1i+TD5/qcBmVTdTjxZhsk7prUj4WAZrBknrNOBMTB7n0SNyhg4uruFMQhMUZQuGU+6eyyh4i9GZcxG7qhFTGGuRpzGU8V5iF+8jNtNu8WuJX1nFzWfHjmOxStUMpXvk9IF4+WIGXse3gn6p19DpVVUWgu9jGThmahV65B/v9t9PhwIl+Jzu+dd+l5G+g+OYHyynZMLLI8ar8SEekYkMBwFIwp+M1cwoRJNFCLitCX293gmNCsxoSaaByaPCfWb19kYPY7WE836/ORWGC6FX5HC+Tgpa6JpBbBFoUmg07wcQvvnxTEtgJr3KuT5X9H4t1uoXnFiZoqTFccETGrrP8bwg/9I41d3F2tpxJiEwaQBrykRrzGhyP17uldh69f3PV0sFqUSYxxtWbyfXvzBk+bhr67dwOCOh8MkYhef+Oivr3P21O66aLCKDH99I6fFUnpGismtdF2leLgr7daxU2RSdTu521G5B6MESnRgJcvmfQU4kYJByhooPZIxsKWogsma9pfl7nXYsbrw12sShb9AWLziRSvsqCUCab66TQStLBOptXf+1Jg8L9O8XlsQabWSdX7x+k4JtBbMiRzz4pV7ICNi7f5jMNXiBK39++DKXcUyPUd1gvbgW8pO0Nn0d4JOO9fQjMZ1K+OlY8aLlqN4DZ6/rxSLkEvThNJ496xAy2YEpowJnY3Ro/Ho7WTPPgRKU3J6jpyASSsokwcNlkoiU0XlQUoBTortjX8uOLoT8E++dkJOwJMZY++VgxU+efObstak7EMS6tUj2jH2LTHRsbV3QlHvLvhcKgvOAARq804q85107Ybo0fI7XrEPlbuOlbf8Oell/8ldn5g5siInvepSe33EtxaPTYxG+grEx+Tc9aiO0+1OfPn5kwr4VPxVCUzFk6wpvfbVB+XnzYx83lzuPaQzTPx7PGNA2IoKkyv8Bbt4gb/v5fMMr/3kEj0POF8Wie9rqbW8v//R4uUirnIDt3gtWR1eH0u0OkErBy794uv+4Ehmyn8Ox+SIyZDhQWgMYob6YajfgsT6YaS/G9X3otWjOK+PAE7BzboW9EwnJ+giSehelxgRrxWL73s8Tk3pvhbzZPH9mFHOHvkOzYf/qTxviEBjapjQ2Rg9YmuE1qPviSav0BNNnVBPtOa06Ik21jgmYAK2f4LfWetlqx2T1DqoikXRROAkDCqSohtl6+QazHrs++kb3osc2o0xhtr6j88ItDfW0KedhVq8ws5icxeFySaexIrJN1p8MTYXWWmDlRfD/CWY0uLkOmmUwGG0mLvf33zyZ+QHngOEysWTrNtp63BflBetEjPiX2MnXcHR2CLF9Yi6mYopnhub3iqEv8klf0qxKEeLP5NLd/uIoUCxSBVMRryIeTAqpftYXqz8Ijbi+2LINhaLl3dcFWOgMYzZ/wwKjnnxihknexjNZLFYdMPrKL1U3rT459ubw43uBB2qTcJzYu/jdHKCrqx1qeYA0iIwaFqev1A1V9zfMgg5crfeMK+2gB4AqnPcdZ5cJnQ2RsaReqLFTsDinYCbLU7AmXfALpyAkQyCeWJmjRN9t2rTREyzMDXMGsjwADI0gO+JNhPimIEJwJxr77QVJQLpqnXh/Xjxi+2HPeI3JidZfiHpmz5QgBITT04ReEnbSNd9iHz/M4gxVNddQ+0k7J9QveTDIFA970qSM18fLbr2OjZ+eSuNX9464n0RQz5wiOz+r5I//3ixOItBnb6SyuV/XtpphetLzEgVi16YTCcp0hVrwtexo6//PBA/T8X7gp/EPRiRiHkrMyd+Z1n8HSkLgdMKydJzSj8zWRFf76ANiUFTy/2O3z/SYlV6n3izEN9vd12VsouXe32si1fJCfqIoCR+HZ9H+f4ckxN09Hs984BMLyfocG/Fp7sjMO1AduXyPye99D+VNw0ebAcm9MwW0OnH8xGYUBnJhCaTzITOxsiIe6LF1gi4r3xI7wEYtE7AGO8EvMi2HYmcgFXWROW5BSmmWTgsZ83gBOxBiXUCfsEJY6euJ9qxxnEBE9s/4T7MgR0Itn8CcxcDVhVeWiRyUxpc2Qu/pvHIbaUdX7l3To5esora2/+KfP8zZLs2k3SevP0Taq6Of/hXd5PvfQqB0uTTSssHpkmOvJPK9z1D48Fvjtg5F4tB+XpXL7560icvaT227ixjmpvWydiUd5bGtLxfXtxixqDEHDWHyfc9DXLsjMGJhl+8CuahvBgjxi5el/2n0c9fJehVlyILznCbgJhpjMFJkf6Jd9h28VriFq8Ljvn+a5eKKgSuLWmiURif0e/jkRifMgMQmFnPvohBpTXUktXHewsmLAITCpYJbQWbgQn116mg4UViJvT0UppOxBpolRmTljS6GPInf0Z+YCfIFDChszEiRvZEU4EJhIg5Ub4n2iHEtPZEcz3QRvREGxpbTzTxmGhqeqIdaxwXMAFbJjbn2jsQ1z+h/T1fpHrpR0hXrA0TR3kHGw0uM/JIWkO95k1U3/4Jqlf8Jc3N95DvfJS080LmfvLk7Z+g2hfQ9oGvlPFzWKRH0+h4cFKAOpNH77de13hHHYETtWg5YgyqrYO2KQB9fmH251tUjbSks0ZlDMrPlb8eI5iTMOm3METiGIPKnPB6sulufdpZ6MUrrGp+7iLsZTClow3Vch/t9VCVNtTKi1HzTx95n73uYhTGRBw4yKLFKz0Oc7KSNqpVCyNxuoZRQElx/1pB1cjn1lacZA9/eyR4ncZO0NVLPmyPMRManX+JCW1lmiMmNJ4n1emrqLylhQklAuNRWsg/15PNhM7GyBjZEy1qvzBCk6VsWqa1J1qzfkw90WjtiRYw0eT3RDueUHI8yrco8q6tDPzDu5GsSeWiDVTOW4806uSuf4Jxbn/S9zIyeAgAvXgFVNpQ1bnoRctJlp2DXmp3PtnOR2luvQfT301t3TW0nSL9E/r+7jLMnm3opasxL+4IDxEoV4Vhq5yAslofd9Sp7RYLo9Dq5cWi8sb303j8n0GE2lWfm5IW4+bgLvpucPS7q8JR2jq4aq0Rpahd8ZcAZI981/6YTsBfh6RCsnKdbVh2eI/fiFCu7hqNcbGv9bnrMS/uID+wk+TM85n7uYcm+QrA8L03MXTvTVTf9H6yPU9h9m0n3G+l0PH5ttx/e99jUzOnlVl6Nsl5f2gZM7BMDNjS8oi5ML7rssmZ/+Vtx8yYDD/4TYbu/mzxRrhv9ojS7n7a87Gf3/fUKc7HVqu4XjneCRp/HwsnaGOsv1GsHVKVOeSDPYAw7//aPK1SFlLvoe+LF2DqPQWIUwpx99deH3sfdXRdRCjucyg1jo6l62MZaltt5q9P8bxXL/4g7R+5edLPfTbK0XfDhdZ0z9loeKdq7caH0ilqxPvOERmFThJAoypVUIktNVcKcD4mR+iJhjEYUzQ6BbuJrb7z09Te9ZkpvSavFMdULjxaJJ1rmP9fnmTors/QiPonpKsuQZ+1dky/w/ZPuKvUP6H9FOufMPe6O+m/8VIAkpXryJ/b5CAuzqzO2osrpWzPkFByrdCda9Gda2g++n2AkYJBD07SNipvfB/5rs2W5l13zZSAEijobunejZpjDftK9fm+85kvgVVRewMjtr/EyotRjYHgAhp20ipxlH8ETmLmxTEGwRdniuzMq778/om7izdDWqTs8FuYKDmTJXC9U+LeMpDve5Z83zNF2sNrajxjEq6LX7yOL43nnaD//+39eZRd5XXnD3+e55x7b5XmAUsClYiNJAwGJNrBQQwORnTiQfJaSYx7Gew4nawkNva7Om/ayc9D7Ly/zgB2kt+y3d2xwb26bYOBxODfr983DLET4wGExJBEg0FYEsaoSkICVFKNt+rec579/vEM5zm3SlJJqklw92Jx6twqVZ3hGfb+7u/+7sKE1pL3MUrQkhfXfyIl6JijIk4BusTRmP1K0B4Jrd95S/jME3aN58YYgj5LEFXDtxEoImqrnaWc00GYz77U20SEWrV4pRU365g/I0ho28baiXuiFb1x/Hrv5w/GOEXkM+uJFusVAdMvjXAadsaOCbgy4g/fTmXDBxl58Day3Y/Q3P2IhamXryVZsgqqnT4wtg+rUUd6u8l7eyxMBejOhdQ2fTrwLl5PZnk7DzNw6zWk85ZSfcdHaT71bcxQr0tr2AZpRpTThbARsxGD7P83ePHfxg5uis1aLVtN7Yr303z2n8n3b0evnHneTu2qD1F/8DaqF99AdtAiBmEzxsLdRWQd6eJojRnqRR7+grtf331ToZatJnmLRQyUd+oiQq1x+iZxemim4G7VuZCOG79A/a5bxkG6jNvDBa2iLrziFCAFu1h55CyOrKPfU+Z42MVMLV6JnOHm1aoEbYaORuJhRWTvLqLQX3HOiUo7xlWCFnG9QXxDwjgNFB29ErTI7FWCrm74IKPf/wrmwC7U8rXI4b3R+zHj6z0hpfdqVGrbCFBUIwWkBP+eHYH9ivfRePLb9m+/DtfQ2WxhfnMcJWAjqIQW5wTrrZ9hT7RCr8j+/umWRjgdO+NUzniW9+ykufVuMt8/4SSWrttE5fLXb/+E2Jo7HqB+50dRC5ZTu/4W8v3bybt3kHfvsD/QqhwYK+mWTCDtJFm1jmT1BvTiLhpbvknevQPddRnzZgFvx8LdlyD1/uJD5e5NFQrCSmnXtdZ+jirSGJ7tEMvxe5QgRgx89B0TgWcL3D1w6zWYHpfGO7zXfqhUuHfrnEXv3Qs04dJ9rvOyt7FpvAJxqPzi+2g8dR+IOeM03siDtzH64G1Ur7ixpARdenfhvOV+jjN+xypBC3FVVkBOIgL0/D/bOWvXDXNkP4O3Xo1asBw1b6lFQr2Vnosf3/49Q7KqjIQyASQ037+dyoabmdNO4cwa6/9EV1jjVJTmVC6dh9YolVjV9Gj+hO/7edO61otYdNyjocaQbPgQOF5WwT2KOF3G2FTOez41zpXOHpsSxyS20D/hyH6kd3/wHJN2/4TjWt6zi6HbP4AMvBp4O6ZRxzjeTn54j0Xnjx5w8uwKFq1EV+dAtRO9eJVd4FdcCAjZ81tpbH8AhnqpbLiZzlnE22lsvZv6t27xgQJQzsWL4yh4xAQijs3xEAMFcS4esBEFBWJgjryI6ljA/L/4yYw/C3NkPwN/eTV6odu8frYt4hhFnIzIKfXcomTVevSqdTQev2tcxCRsXkmNyttudI7udipXnvnmJfU++j97iZVfhxauUCs3Jnp/qjgGbknEEYII8SsRn32E6N+nkP7SB2b9Jpz37GTw1mtJ1mwg6bqc5lPfRoZ6o+dVvN+YO1QgoOMjoQrgDaupvs0hoT/bhj7vMub955kPOtpW2NAX3xN6onmulYo4WPZclc5xHDPPQbLHk/dE01da0rWtQozEFpMUvfh8soO7qb37j9uOSdtOz6TeR/2+T9Lcdg9UOknXXEWyar1zNk5upreH7PmtJd5ObdNnZiVvZ/DWa8jHQwzcZhajBMohJuMhBscn/kaIwRXvo/Hk5CAGk2lh81q9gWRVtHnBcSNqex79kgIvJuZq6GVrqFxxo928nt9GMomVbh41KZsaE+mVERMK1Mdvzr6EUvyNECFdMYFbYOF5yNFuqM1j/l88c1ZswhNHQqF4z+OYCFTGR0In872+Xk3qfZgDzwCgOhdMivDi4BffQ77XVcIEBLggQJedlDJiUkJO43WPcrqmFUmMUZQizWMRk87fvYvK+k1nfF9TaW3HZJZb3rOTkfs+VfTeqHSSLOlCLVmFrnaW96JGnby3G3GVUAqgcwEdGz8+q3PO5sh+Bm69Gr1gOcxbinl+W0AEII4oo2oFbGSpV60jOQ5iUMrFe8TgRYcYzEK4u7njAYa/+VH0wuVUr78Fs387WfcOTPeO8vNoiajD88AtVkohaY101eUkq69EL+5idMs3Md070CsnP6IevPUasp5dJMvXkh/eWyBf41XhRNcf3ldSQUxWvLdAgHa5dyS8x/Stv0Hz6fswxtC56dNnlehijISml2+mGiGh5mg35tAeAMzRA9BwSOjilejaHKiUkVBByPdtpbFjdiKhZ4vl+7aQ7XqYfM+P0CMDqGoHYUXNc/KRfqQ+SPKWXyFZew3Jpe+yVaWnYKOPfIX6/Z8K63RclRWqcFAlZ2WMc0+87rUiozGHLNIvEl/FBqQdyMgAYnLm/Zcdszb16a3tmJwllvfspLH1bvIJ8nYq6zeRrj97eDtnhBj48oUwlMu5+FbEYLZwbMazvGcnw7ffhInSeHH5fR5vXs06oFCL4zReF3rFhVbRFrHl9zseQKZw8/KSAePxKOKoL36P3slKVl2O7rrM8SgiN1uI8ucClTKPorrh5hnnBp2OvZ6Q0Nlsow//FfmTf0e6aDnpohX2Q59PFlACtmwKQJDGMPlgL3n/q8iytVTf+Ucka66e0N8qSSNAhIAUiEn1ut8DINvyjRbnREFSLUkj+GlSQoZj7lzEoRNxFWxOGkGf9xbmffp1oGPStum3wNvp3W9LA7FjNT3LeTvNHQ8wfKdDDN5hEYO8ewd5z44y50LpAkGIc66e5R4Qg/UB7p5KxGA8OxNIeMzmtfYqdNd60mjz8rc73rk52kNz31ZM2LyKarepsrxnJ4O3XYu+YAOpdyyHe6P3pkIX5AI5KThC4b3FiJfjCunla6lc8T6aux8he42ILrYioVQ60Uu7UIstEurNI6GmtxtztAdpnD1I6Gy05hP30vj+f6eyeAXJ3EXR+BRUSyrUQa7uMxOcFWnUaR49iMxfQfXX/mxCc7v/s5fY9OOcxTB0tOCQuGP1l38flKL52P8sE8cF9NzF6Os+gjz3A/KfP12eL0pb/aq4jUdUvVZSDsdQ+/W/PCuc2LZj0rZZZaeKGCgULO5CVTtRnvi7Yu20IgbgIOGdD2P2/hhV70f5zUUBeUY+0o+pD5Be8qskq68muezdJ4WE/eaV+fx0pRO9pMsqxkabF2BVUHutoKFFUoDOBdQ2fnzayu8nyqOw/52gqmwW8Cimgmswnp0WErpuM+mFZwcSOltM6n2MfOcz5Lseorb2WitW5hDYQN3wyKvXG7FCM4HjZH+R/1qQ0SGaB35KsukzVH7pAyf8+yerYBvLydLl+RKqEAvzFWyNH37VXVKrTpHXLiraQJyOmOJMWNsxadussxgxkEonlTVXoVdZxCAOao53lN4ems9bxMAM9Zb0cSbbRh/+AvlT3yZduIx04QrCAhZuJmocqMCMDmOGjpH1HYblF1J95ydI1lxzwr+R9+yisfVb5HsfI+vZddL7r87g5pX37GT4jpvJ+1+hevlm0os3Wu6TcyyzQ3tQSmGOdKOyEZtz90rQtbnoRWUl6Oa+rWQ7HsAMTa0StOcamD0/Qh2Ha2Dqg6RnwDU4mb1WkdCZNqn3MfTlzcjBZ6m++Tr0nEWg480+ItLbL8KnofrJQ7PGjEFSsld+jqy+ltqv//kJryFWAi44Yx45ocQ1EXD6RbRUIcZ6RU7xWRFVIR5PCdj2RDtb0p9tx6Rts9bOFDFQnQuoThFiYCHh/0Zl8XnoOQsDHOw3s6Jhl68q8URVcYuaIKPDZEcPks9fQW2CkHDr5uVtNm1eUu8LStCznUcRcw2SRSvsJjRFXIO2Tb9JvY/B296OHO0hWXgulQuuIOjHRPpARARTa6FczCIQSqHcPPZdrUPaEUPe24NZdhEdN3/5uNfS2Ho39btuKX9Y0m0qH+23x1YhFiJt4S4LLlZcpWPKSsCzQRphotZ2TNo26y1GDPKeXQFdDUmAlvOphLs9JJztfIiON78dkkrEffERF8QlsMpPsTjSCpGXQZp1Ggd2U9n0J6QngYQn26YyZZH37KJ+3yeLUslqJ2pxF0nkWAZXrlHHHO0mP2KVoO31LKR6/ceo3TA1jmXz+/+d1HENYhjf70cT4hr0HsQsmLhj2bbptcHbrsUcfBaUIl2+lmTZmpZqF4VKiqo/q6vT0oPKcdnK3kBLakfEqphf/R9PmNaZ+p5o7mhmR0+007W2Y9K2s8pmEjGQeh/DX34v+YFnqF18HWrOIlSoEHKRTchZe2fFpXwVhKJeKSLwSCmJ5isvwJq3U/u1P5uS64cyF4Z6vyVaeo8ub5KPDNiUxSW/MmEuzEn/5ixSgh6fa4CNVGEcrgGEXWk8roEI0pg416Bt02f1u26h+cS9eKXV5Jw3kSxfjXVGEotqOnEzryiNKpwUyzxVxXgoOQHgx0KBnAiNPY9T+62vHTc9e3wl4KhqbUwVonVKSkrAkZP0WlQCbjsmbWvbBEzqfQx9/pcxvd0ki86l8qZfRKkk5IBVgIN9t1zKVUP4CMzY3LBDUnxjL9uoUMiOdCMrLqZ20/Eh4dOxU+XCyOgw+SlyYSZiM6kEfWKugWCb10wt16Bt02PZnkcZ/vLm4JSgFMnCFTad6Lv36gS0QqsUUTato7AS8YDrSSV2XotzUtz7FhGUKNRF7wDA7P4+APnAq+S9Pcz53FPHvba8Z5ftiRZJI9ieaODTS4LriQYRktPiJKnIKXLbuFq2mqrvifb8tmmrQpxsazsmbWvbBGzwtrdjDvwEpTXJsjUkKy60C0niIi4Su49pBehIZ8UvIlH1Scg7CYhPHxToSXbkRfQ1vzMp0fdMcWFmm00r12D5RXRMsmPZtlOzoS9tItu7paysWukgPX+9+yy1jkcSycNTyMEXekk2yAioop8iLuWnL7oBRDDPfd+iZwiju75L7b2fo3LdR457fdPRE+1sVgKeVMck3/d48YunsMSubW2bTqvfdQuNbfeiE7t4JcsuIDnnTZCkKKVQykZeSiVj4WDlIy4K+PU4YnAh8lHQ2LOF2m/9j9NGKSaNC+PTTjPMhTlTC1wDFOkKxzVI4vdU9PQpOSchrdPy2ii/v1PlGrRt6qyx7W7qd95S6jmD0jZ9s/BckoXLbQonSbHKq/ZIkgDajgulUNhqGYUqji4vGwioEYIC2JTsz57AZE3m/unTJ3QKTrsn2jhKwDC7e6Kdqp2RY5Ltephs50PIK/tQfS/ZEjs/e+MSu0t+hWTN1JTYta1tU2nZnkcZ+vJmu3lpKx+tFiwnPffNEUysI+fEdwuNdAhQrsW9T+dEzolzAvTFGxERzHOP2Ahs4FWaR7qZ+6dPn/I125TFezEHfkLt4nfYlIXnwkRy9jEXxl6HPz0xFyZ75QVkzbXUfu3sSFkM33kL2ZMx1+CNJMvXEDYhikZqJ+UaBBIKJ3QuG3tPzDU4G2y6tFwm2wZuvRZzYFekD+K6+TqkRJ1zPro2185TXXFdfS2C4p0VP4/tPLUIirg5ghL36sX9596/c1KyfY9j6v3UPvAlKlfedMJrbSsBj2+n5ZiMPvxXZE/+HRVfYudfEsVR+UVNBGnW2yV2bTsrbfCLmzDPbynlqnW1k6RrXbGI6dQ6JUkKjlgXYGEBlbiuoFoFIqw3MVbhVF20EVDkz/6TyxoIjWe+S2XT56i+4/iQcKtJvY+h234Zc3SKuTC93cjyyefCTLYdn2uw1jZ/bOEaoFSRjjsO18C+xzjHr1BvfgfQyjXoZs7nTt2xnCnL9z1Oc+eDyN5Hod5nI3OP9OVNzMgAeX2A9JJ3kqy+alKI0ZNtUu+j/xOrCPMwQkx04pGTFLVgGbo61yInacV+P60ACaQeOUnc/Se4TS7yz925e0BWR0QhzTrZ81uRPCe59J10/u6dE7ru10NPtFOxU3JMynK+i6PcuX1sKkQS2BfpctQBIpZCztecxflqb2drRNG2iZmHhD1SEve20ItXouYvs4ucTixikvjNL4nY/onLDmjvsgcuh93sJbj0GINE+YLG89sgazLnJJBwbAUXJiFZtjpwYfwiPalcmN4X4Rd+idqv/8WZPegptJNyDSIYX/nNyDslrjpCTsI1UALqNLkGs8Gslsvfky5yxOhwj4IvmbZru9uMR4fJh46S9b08qcToybAwZ5UK79u+54Lwas81dC5Cd8yDSgfJL7wV+g/B4JGQ5rGoSeIQTh2cdRPaJ5gCTFT2WeWv/ty2DnBdfed/+ZVTuv7Xek+0iVo6kR8ql9hdg6rUwssqeOvYRRVcVGYgwa1p7u3pBGoplXMvREaGaHzt5rOqxC7ft4XmzofGRBRKgWRN8tEBJzs+eyOKtk3cGj/4KuARBNC6IMSZ/sMkaQdSm4NKK5bVTwUxOTpJEJO4TS6HJIXcBMQkzuKEbsAmt98w/tygTIap95PtenhCc6R+1y3kPbscFwZAIGtAmmJyQasEtABJVF3giJ9iIqckOi8FH/7bNh2VLP0FGv/6/5Bf9u5ZszHF1th2N809jzpFTRzBFZRpYo4dJFmwDNG5Rbokt06KGEgSJLdpHouH6AIxIuIaOGdNAHnme6AdnA8ggu5cwOg//g3pL31gVkaxzSfupfHP/43KknOpvvHygkMTZfesVyuB+4QB1TGftDaPdEkXpjFMfv8f05glgWZz+wPh66Lrtj3qeBwLqNEBJG+gF6yA8y6FxhDS24NOU8hTO69FUGIcsqmsompQXvXTSDAIMngUc+wg/gEqpcj3PhYqziZiSdc6Ot+/Dnh9KwGfFDHx+Wo5+AzVi65Dz1lsA6xItwGitasEC9uSqmIweBy7SPOcDfnq11JE0baJWYCEo8hrDHKiE/TCc6HWidKp/SyphHw1Og2RWuCbuNXfjhYpbW6FLoFBslGyvVsRMSSX/OpJIeHAhYmQgZgLg/I59sRxYNQ4XBgCl2IMF8Zd33hcmEbPT05K9JsJG7z1WvIS16CIlpVO0UvPR02Ea+CeVeAahL8weVyD6bQyMfpaSKv2PmPAbEz1FpHX4rlHzjkTgzSGaRzYTbrpT2Y00Bz64nvI9j5W4nqNj5gklDgolSoqqaLSKugUnaSwbDXqgg3Iv9xv56sAojAe6XTLv5gcGXwVGTxi567JwRiMMVTf9Qlq7/7kjD2Ps9VOiJj4EjuOHkAvXIHqmI+YzOaslaHocuhy6L76QFsfUqEdWqLtxq0sLKaUth6o1iTLLiD/+ROM3PMHJ5TznQkrSi1PP6KQxjDZLIoo2jYxiyOv4HxjN2tPPQAw/YfRcxcj1U5UdQ6q6xLoP4wMvoJODeQuPeDanBsxjqtgS02NkWIeUSAo5tUXg1OQ/+QfT3q9Iw9+nkKUyXFHRvqR5qjbZHOQ1CIEKkFEo1Vi4WnlEIVEh8hQgkKtQ1YcF0Z8GsoYy42ZuwQ1OkDzh3dQfff/MSnPfjJM6n3kPTsB5dYjl72C8Lzl2AEIXIMMkgrozHIOjIE0QXx6J8vxXAOLdPk/FL83Al9YmnVkdAiAfNfDs8YxKUQCLTFakoq7H1PmHAGBi4TnSHkHNcU6J4HRjeqYR+2Ct9H88R00Dj5LdQpFAk9kea8VXSxKuFvnbfG+/HjWGsgzOybyhu1do1PUS7sxL+2O0njK7VsKkwuYpn3HjWEky3C/mJCmbQEa2zZxG9uyMLKhL22yrZoVqI55SO5aKIs/FsiHPcQUHQuD+mhRVHEuuNwdNgefLDkf9dJPaD75d1N7txM0qfdR/9bHGfnOZ6guX4Oas8g5X9pNVht9idaIThCVWCId9ig6QZIUSRLoWEC64kKqlZTRr900a+6xbSe2bOcD5Q8c18KndQq4Fqj3o4aP2Uhp5aXQOReVjUJjBJU3IG9YMng2isqb0ByxKZbmKCpvIM0RJB9F8gZkTczRg0j/YfyyKiLke7cc91ob2+4m3/uou54CRiZrIH0vIc1RyJtgGqgsg2bTylpnmd2ATQYIkucoXDdSBGV8V1ITPje7/5n8me/an3cNwpi7hOaP/wdS75vEN3Bm1tzh3p9/bxG8LgHZFRh4BRk+BtmoDbpWXgqdCyEfte/HNFFZAyW5/SzPkKwBedMeTWbfW95Emg0w9n2b3m78BTR3PTz9D2Acs8Tot5Mf+AnJwnNRHfPtMzBR9ZUjQEvknEhw7jSiEvs9pe2a7pAIURZhSpethp9vY/TeP5iZe/Rq0M57jPDIUknveJ/7/cyiHhkyOgyNYczIIIwMIsP9UD+GDPSiBl62fJTGsJ0Hqvh9wTkRmVVz4myy4zomw3fe4oidKkR4SI7kTQvdiV3UxOTF4FYglJ2VEqFOqVL6p4BFNck5byL7hz8n33f8BXg6zEcUzSfupfrGf4ckFlQSMWHSEkcUCudRu/IyrcBN0nDUSYgozI/voPG//3TG7q9tEzMzXCwoRYRc9KyIc9UokLyJ6nsJ849fQH72lI2kmsNIcxg1bxlc8i7rkDSGUc0RG1Hno9AcQblNkMYw+dEXkaPdkZNv/15oZDiOeS5M+fqw86v/MIz0I84ZknzERnpuE1VZA2UyyJzzlOduE85sAGIylMltUGIMktn5byNMg+SZdXIcF2a2WHP7A0XKleh5uEjZpydEgNEBW2ppDJx3CdTmWd2IbMQ5l037XPKmPc+sM6nyBtIYgWYDyRr2PBvF9L2EHDtYcoZO5FhOlw19aTN5b7dNYXTMA5O79du4tVwsQibuSLlXTBj3SllOlRtngkXcxJVYJ0vPh0O7yWYgCAsARRQsq+g7sRNi0zEuDee78xpjHQrjHHH3fMRkbv/L7bH0+6RwdlrO47YZbZu4jeuYZHsepfnEPUCxyEnehLxhB3NmJyp5bgewybERVm6XxogAZnOQZU8SA4hCvfl69EUb7UtWimTlJTPmacOpRxR2rzq7Ioq2Tcykt1hQgpgS8eIDEYPVnYpd5Jt1VGMYGRmAkSHMwWeQrd90sG8daQzb4+gQ0hzBDB1Djh3CvPw8auhoWNRKi6liXJN6H3n3zlK6yX5R/AM52oMaGUCadcgsYqOMRWcwDetUmdyiKpJBlqEkt+iKyRDTtHM8L5wSMTmSNZDGEFIfBKXIdj40ac//jK3eV+xS0XuKEa8COBFU3kT6DmC++zfIz56AxgiM1qFZR+a9AXXZu2zX6nzEOiVN65SobMR+no1gGsPIkW4btStV2ryyfcd3LKfD6nfd4rQ9VHgWkmd2Pc99cOmODjGzSJlP1/sgsshnF4g4eN0X6/wpS4yegUBTdy6IzsZDSgqkX0x87hBAzxEJXBEJwbe4fU4ckqg3fIj0qg8HZ0TidcCdJ13t1P3p2LiOyehDnwe8U2IVEWWw1y5MPsJyTopdrPKQo8NkNvLyTork7ty9/NxYTgaeCOs8VhFU5wJM3yGaP7pj2h5AbENf2oyJIgo5YURhQu7ybIoo2jYxy32kUyrtjSIwt6uVG2h558QtdiIW7s9GLBw8OmCh3ZF+GD6KGjqK9B2C4aMwOmj1Qvzv8RfiI7EIwYmtlQtTbB4RcoLlwjDchzSG7Nw89xJU5yLLQckaLs3UQGVNh6CMWiclb9hNOxsN8z8cTU7uuTBMjAszXZZHjmXxnsqICXifpaiywN27jA7A6ACMDMCh3ZgtX4fRIYeE1ZHGIDSHMaPDyEg/cuwgvPoCMnTU7d3BKyIoyM6QZXsepbH1npBWV0ojzWF7r279Dki4adq1WnyQaTfj2GmJOVE+CBUEffH1qIuuD05xumItI/dMbwCmu9a563H/805HyWmgcEbGOCU+fRk5J2Ii5yT+d/7viN0b/POp1FDL1jKjL/0stzHk18a2u8n2PIpyHJCQszYZ+VFXYifGfl8MKqlAZhxnxBJaRdzRlz6KF2fyk98uEubZ72EXi6JaZ6ZK7HxE4XUnELHOln8OibIOmHY10ErbiCKIL7VEFAFRKTg3ReRGiCjUklXtip1ZaCr+KkTaBWFOKcETR/05jthqYWI3PpRCjHNQA2wcR2AUMHIL/ByLOMUITmytXJiQpgiE9BYuTDaKpDXLhWkOoo71uBJny5FSSdVuUtHfL2BqLJndoZ5m8FUocWEM+d4tJGtnfjxLDKF7wj1iG6N558S/T8dBKd6vQWHXN0wGo7m95fA4bMAlxiEtEm1qirDOBWRGzIxyDUYf+jwl7hHAyIBNP+nEOh1JgkiOStx4JkGUWGK05I4A68dzC4JsxGvPgR/3gJp3DvLC0zR+dAfVadJyUdFR4nnrnAn/XhVJWL/tPI2Pudu3rNNq3Lx1EXQIOrLHvm5RsVbEpFFHDu+xiMnKy6blvl9rNgYxGX3kqwUsXNIlAfpftrn35ojLWTft0TRDZEWWOVjYHlXuc9QOWXG5OlyuWkKuuonk9sjIwLTCwkVEoQrOyJiIonGGEYUJEYXMYETRtglah4eEx8LBPiJW/hwbMYlPY4bFy2CJ4sahbz5nLfboFsvkqt8kueo3KRa3OCKzf/d41VxmuK+c5omQnDFcijFcmCehMYRyXBhOwIWx832khQuzv/jFnJwLM+0WIRetzl6BcBk3b9258aJZReQsIZJ2XAOTOeeylWuAQ1LduSK8x5niGjS22kDTDguLgKO05RsdO2iJ16YJzYZdt5seMbPpPXu/tuBBRUgCYsK5wiB5jtn9T5YYLY5ALTmqYwHNf/ybaXPM0vWbixMl5fcbv1eHlBiPkEg0Lz0y4s9NgZyYVuTEcVEKJEVQtXnhveuutmNyOlZyTKTeh+nZaU8i5yQgAQj0HUBc5GUJYkV1gWf+27SOc0KMzUkrT5gzua0G8PChyQrnZHQQRocAmVYi3ehDn8drObRGFAVs7dj34ierJ0S5dBXgS0CLyeDSVmGxAh9RIIKadw70z1zqqm3Ht3TVuvB1ufrML0pQwL7F5+KcCgnOiF3cypubXwRN4cDiN89ok0wrJMsvLP1Mq0lvt/edip8bj0sRfr+P+A006jBacGFkHC6MatRddUIdGT5W4sKIc4KKTV6Oy4WZblOdC3xAfwKnJD6PYfry+ymckzzadMfjGrQiXyY4rzPFNYhFAuNjIEbXB5HGCGIaloNkmm6ds0GZMhkqb1pisEvTK++UmQzlN21jILfjG/+c8hxlmpYYvXN61vNK7JiU5kXhpFSu/R0q1/x2S9rGHXUCF1yFWnie494U6R0TOSsS3n9RxSbGkF58A8w7ByWCPu8tryk11um0UiqnueMBl3Rwi02QJYmQEyMw+ArGLEJX5yBKoVetQ/peQg33gkkgMSC2/t8u2hqva2J8dYvTRTBRusf07neLiZo2x6Sx9W6yvY/aux4nomD+G5yuQR70DVSShKMoQZMgqoA7Y0AxtEbPBdn9T0hAUNz/OxbQmMXqkK9Xk+hYwMJShvuDDoiKYOHcpTPdOJKc0L3Xc5I8MuIWt2zLN8o5bH80o+QvPQcC+jiQcH7kxQK50WUujFbYjcIpl+pwH5TvQ5SD9RWm6XwNY+y8NJntLpE37XUFyQCvfOl2f5++OA4XZrpNd60j3/uYW7+8k9CSrlGq/P6S6D2Kf48uODMFURY4PtcgROcGldZgURdy6Kcz8gyk3kfWszOs395JLc7BHOsmWXguVDttWt5k9qhteh5jbNddyZ3IHCBevwTG664b0lfNBjIyZJG0XQ9RuXLqhdf00vPRS88nP7IfPXcxZuionbfGKS8HcTh7rYJN3xiTW25h2oG+4EryxpBNn8Z0BJ3YYJTo/cdHEZrPfNc6L2Lo3HDzlN/va9VKiElz+wOh+iAQOgNMG32OoOr9tsRODJx3qa1gaZRL7Gwqp2kh4LyByUZQxpVGZg1MYzSU2EnfS5YI6Hhi01Vi1/jBV4mJguNFFKY5guTjRxTa+MhibETBhCIKV2o5myoa2hYiL7/ph9LCkKuOCK7xJhUiqxb4dzzkRAwQEe5iQp5SUJkTzpPjQMJhi3HIRSs3xV5+HMm3/J0Inm9FdGzVhjsK4b5jxKFIZ3FCLsx0W4lr4IOBUpqN4tiyucTPwZaMmvAeS8iJe07Zlq9bvsE4XANzeA8i5riO5VRac4dfzykQcFTLOXadG+6zVUXGBGK0RcJHHTE6s8ToPHeFD1lRCNFshjQ+rlqLPMMc+XlYz7Nd00eMrmz4IAqoXHwD6XlvGTM/R394B40ff80GyS3pGRk+SvOhz2NeeKqElOllq0mv/Z2x8yUeNyUkDdJ1m09ypW07npU5JvU+FyHGBE6/CBFxJ1xkZjLk6AHM9/7aldhZ2FdlIzDvDS5fXbdpn9E6qjmKGR2xOexmHfJRy2o/sr+Ug/WRyVSX2Hl1SNUSUcTVDHKsG1UfsCWWWbNIX7kqBcmajovinJVQWuly0T5dZZo2l5s3w+SV0SFkZNBFFLNHA6JtLZCwRxBc2kY556Ny7e+QXvMfsYtTC+KhEvTqq5GF50aLX7SpeV0Q45wTKX4/QHLRRtSCN2AJdJceHxLuXBBFrAWSEYi23nmIc+CtiylS2nQl5Nrd9WI38WTDb5Jc9WF3fmpcmOm2dP3msCmW7lvGcU5KTkkZvvfvKWxeuecKleF9CZwL9/twXAOX9jueYzmVljkEvHU9d9SjYj1XChnpQ9WP2rVr5aXQMTdwCW2afgSFCUGmXb+tngv5qKs+G7W6LlmT/JgTCfSxLCcWCZxMq238GHQuoPEv95MdfBZgzHg/XhXO+M6nIX/pORo/+EoxDkpO/dggpXLlB9ppnDOwkmNien2jIBkTgQUYM3we9YzIfYndEGp0EBkZRF561pbYNYZcad2I/X5jxLKWR/qRY4fgyAvI8NFy5BXj6FNovtSyNaLAfeVt/IhisS21zEchP0lEkR0vonhxRiKKtp3c9NLzUa4Bo5qzGIg2scAhAlDjbGo5VDrggitR89/QgkS4Thul3HYL8mIM2TPfIz/8PIiQnkDOPO1aR8ylAO+MRE5DSD/49FHEqYj/fh45TQ4pkMjp8lY8h4lzYabbKus3h+dircU5Qahc+9sF18BxS8RzhTzXYNHKsjNZ2rRMeE6tm156keUawMxxDWS4b/z1nIga5D9XygZZfQcx3/1r5AVPjHa6O/OWw1veZfVdXLApjRGnkGtJ0dKsI1mdvPdFOOqUb4Pvo6ZNy0V1LqTz/V9oef9u3JackRaEcMx7dVyjfLzPx/47Fp1rx1Ztnv37bTttK3FMzJH9jmOCG032oHVrqaR9yboACu25Uhhj0DjRJmW7MfqcY3i5QR+kIIb6XHXozglWJGkKLds5HqdGCtckTuuM9KHzEUhXoFZeijQGUUd7EJOiJXU9Nmo2V+/vVylKnBLxm4QiH3zFyY4XabLZUmrZNmu1qz5E/cHbqF58A9nBZzEv7SZwEDA0fvw1QAVOScxNMEO9yMNfcPPI9xxRqGWrSd7y72k88hXHsTIFggE2192SHiqhNy02lgsTdT+NOSREpZ4aMAqlfa8eG5/Y+XocLoyUuTC46zYT5MJMt52UaxBKXgnIh3bvj4hrYI7HNfAl1eNxDRCaP3Gy/SJUZ4hrYHq7x1nfXIebkJV3n4vnJGHX50bdcuiatsGdHHwGDj3nKgq9JIRbt9GWQNscQUYHUMa4zwnOQTifJqtu+CCNR75C1rOLZPla8sN7g06Q0oqCQ2TnrRHLMfFOmjGCSioYk9nr9z2kxM9T6+QaxyFM3/obNJ++D8RQ2/jxNl/wDG1MuXBrjjomfMUICkQRWAuMZcZ4ollJ/jjuSVCKvFpy1vkU56vNmIiiyMGOvW9lc+19B8njiCIbbokoRp3C5ijSqB8/ooiqKaY7opgOk3of+b7Hyfc9jjnwk5m+nNOy6saPoTsX0Hj6fszBZ924LI/3olSwNQ0i4TyGifNDe2g88rf2PIrEYgTFRJF39cqbThhtj+XC+HFrCZjjzc/jcWGKrqjjcU5auTBuU54gF2YmbDK4BvlxuQY+zTUO16DlfKa4BsYRo4Xx1+/gNUTrrx83lpvj7sOJBEpjCEYHkfox2+Zg6CgMHXWI8lFoDLrxEa3jqvj7002MnvORe4MSbLp6Q/i8mJdF9VzrPEi61pG+7T+Mi6CUkLK0g3TDB8kP/dTO1w03U9v06Wm9z9eilRAT1bkQU+8rWP3YwamS8djsUZWCCEHJ1bGbY5gQWiMLSK78ECA0t3zdfj/kfAsEZqrFacQ12lKliEKiiGLs52Miikyj0rERBS0RhWmMuHSWiyhCKEFRnXQWW75vC9nOhzF7f4QaGUBVOwgl5nlOPtKPqQ+SvuVXSNZeQ3Lpu9AuVTJbTXUupOPGL1D/1i1+jY0WcWOLblD2/eXKie3lUXWOCuOoiLikqHohdvILsTW1eKXdVDoW0HESSLiyfjMj3/lUuL5ydYl9/pVrfweA7PFvFoiPv05dJblggyUqHjuAh15Mi5MzluBndViSi27AvLwXU+87MRdmBqy28WOMfv9vaTx9v/3APXdfnRFEtTRlxCvqll6sd3ae5i89R/7Sc2HzLTs7WMRFis9nlGvg0yi4IDOqSirWZUElFE5EaZ1PKKrMCAiw/edxGqM1bVgONt0X006M1kvPZ+4fPsTgrdeSzFtK9fqP0njy2zDUa512rHy+1a9Sbp6C0orsxX9F7f83YvoCyiMn9v3q5WupXPE+mrsfId+/naTrspPO17ZNzEqOSdJ1GeIEkgpuiQowX1wiGRQUkbGLneRut6XwyKWFeOZhwyidI2KgUkMt6kIdeo4AKUyRmSMvAsWkpSVdBeVBWVb4TIpFLmtEei9+UVLF5PUic2Fxjxb9KH01W0otT8VGH/4r8if/nnTRMtJFK1Ar1sSrIUqAUKInSGOA/Kl7aHz/vyLL1lJ95x+RrLl65m7gJFa96oM0fvAV8p5d6OVrMYf3hvdm/LgPpbVOYdTkgMJOA2X7JEmO8b5o3EuqJV1SueJ9NJ68D0SobvzYSSFhvfR89OJVtpXC3MXI0FF8a3a/qVpTdpNROrpOg+7oQF1wJaoxZMv1/W4GGJWgJMfrnsTX6T/LnvlegQycgAszE6Y6F9L5H75A/c5b7Af+sUfvrVD8jN6feOVPPz+LNFfIyWLnbygPjrlHC8+zHIsZ5hqojgVQ73frmh8PiZufEq3nkZKxV27VXgFVOxFJjZ/H46X5kqt+03695estTomE5zgTxOikax1zPnIP9Ts/igweofO9nyXfv528ewd59w53fcrNU/DzlqADRLENGYFKJ2rVOqqrN6AWd9HY8k3y7h0kXZcx9w8faqdwJsnGSNKXctWiCgTBON0OY9BJ4nKyrZGHLhY/cboBwcMsT97ssa8X5zFRL5bznQZYONwvrfoPUXrJn8dOixhQsW4F4CMSxosoxpms4ZwZiSjOxJpP3Evz+/+ddPEKam+6HJ//8rCt3w9FiVvc3K5cm0danUe6pAtp1Gne/0c05q+g9mt/NmsqOlptzkfuZeBW6zzp1Rswz2+LkA+v76DCpuadVKU0qusyklXraDx+V8ThIIwTn6OWpEblbTeSv7gdxFDZcDMdE4SEqyfgwhiT0/hRzIUpBxH5UC/mYbt52jSmnYd62RrScbgwJgoiToULM1M2LtfAEXptW40Tcw2khWsg0SYPDnEYh2tgjKFzhrkGSdc6mnsfKxUwxOuY9kGDFAib5yKVODceCSx8VlpL5hmzvtlxQVolWXw+2cHdM/IMwKKK+g8fYviOmxn+zp9QvXwz1es/Co06+aE9yNFuskN77Hzs7bHEXjEW0a10oGpz0YtWoldcSLJ8LQDNfVvJHvsGZqiX2oab6Xj/F9pOySSakiLhyOgjX2Hk/k9F39Uore0Cq3XpHG0FyZRynzs4DBwsFv0RG2Q47xqxZZL+6DknxqWD0k7MSD+IYd7/uWNKYdD+T3Qh9X53q/7+kuJ+tUappOWe4+fh71+Vf7G/Tx9dGkOy4UPWIdvy9TI3QQq58uq7/ojaez41zpXOHpN6HyPf+Qz5roeorb0WVanabyhLhS7R/j0S5aEzn8OG6GtBRodoHvgpyabPUPmlqRdhOh3Le3ZaSHj1BpJVl9N86tvIUK/9pvKKwcUcUP5hxM+jJQTzU08vW0PlihtpPvvP5M9vQ3ddxrxTiL6k3sfAZy8JY7l0TaoYszFkXTR0KxCVcAgrQoR0xl9HiInP1Vev/ACdH779lJ/rdJg5sp/BW69GLViOmreU/Plt4Xvxc4nfo38uyarL0V2X0dz6LeIwxv4XPZNKB5Ur3mej8f3bqW64ecafx+AX30PuWwS4tap1HVc6sd/zn0djJYwTKJxtxkdMWjlIfo2za7xd3zp/9y4q6zfN1OOwa9d9n6Sx7R6odJKuuYpk1XqSFRdO6N+b3h6y57eS799uNbw6F1Db9Blbnty2SbWSY2KO7Kf/c5eWqlJEKbROwmCuvv13QWmyLV931QkKrV3L67SKvmAD9L7ouvQWudkip+6qcIzLxUpBKEovvoH88F7MK8+jzr2YeZ+eWjLo0BffY3t7uE2kcEr8ZE2s8xWd456HQHTUxX1GEQU+zYWgr/wQAM3H/hclIlWSol1EUXv3H89qx0TqfQx9+b3IwWeovvk69JxFoN3iHvj+FJtdKMEuEAJ8esy4dJ5HUsSQvfJzZPW11H79z6f5ziZmzR0PMHznR9ELl1N9xy0YDwn37MBzScBxE/AcpWhchIhVIWmNdNV6ktUb0Iu7GN3yTUz3DvTKy5j3n08dEm5svZv6XS5l4bOPbrPVKkEUaKXtfPbXp6NNR/yxSN8CUSTsx7MUyMnilVZ/SIT5f75rVvFLWi3v2cngbdeiL9hA6h3L4d7ovXmOkLh1rfxcwnuLEa9xuAbZvq2kswTWbzzyFYbv/1SxnmsNaFRinRCtE8J9e6clnLugi8gpabl/v74BgXMkuR8njjOVdiAjA4jJmfdfpjbQnKjlPTup3/cp8n2P2dda6UQv6UIvXWVTNdHPmkYd6e3G9PZAVkcEdOcCqhs/Tm0Cqda2nZ6VHBOAgc9eUspXezTEb8q1d3wEUDQf+19jIi/VuYj0HR/BPPcI5sV/JUQYIrZLb+haOk61gEjJSan9xl9OuSd6phFFgZiAjzhPKaIIaZ7ZEVGcyKTex+Btb0eO9pAsPJfKBVcUSBnKES3LEZY1TzYJyXqU26VtjtvD4SAY8t4ezPKL6LjpyzNynyezvGcnw7ffhBl4lcrlm6lcvBGJIOH80B4AzNEDVu8BBYu7UNVOVLUTvXgVesVaq/uBkO3baltBDPVS2XAznWcACQ/ceg0m4sIALZFv8Z5KCI9yaRydWt0dZ2XnpIUL84vvo/HUt0GEjhs/f1ZEjc0dD1C/86OoBcupXX9LC9eACPGFgPm2oqFgn0elk2TVuuBYzkaugTmyn4HPRenRGOF261v1ut8DIHv8G4B248MdExtoiidGQ0CKwjoXr+Ol9dyQXHwD+ct7yQ/vQ593CfM+/ej0PoCTWN6z07UkeQzTs+ukP19Zt4n08s2ka98+Kxys17KNcUxGHryN0Qdvo3LFjZiDz5IffLa8OTtkAYiOfjOKIkUKD1svX4u+aCPZD2+PcrPj1P9HnIx5f7Zzyl9+HFF45IPIOZmSiML4Uk3b+G82RhTj2eBt19qSWaVIl68lWbbGRl4U6Sz/fErOSUjrUKQJIg7PmNSOCHlvD+rq/zhr0zpS76N+3ydpbrsHqXRSWXMVetV60hUXxmD/cY/S20Pz+a2Y/dsxQ73ozoXUNn36jDd3c2Q/A7dejV6wHOYttVwYovmoo/dFedzqVetLXJjyOMY6lVBwYVzKIll7LfP+8Oxpp5D37GT4jpvJ+1+hevlm0os3juUaKIU50o3KRuy60MI1SFZciI65BjsemLVcg/7PXmKrD+cuhqGjY5Df6i//PihF87H/WV7fUOg5i9DXfQR57geYnz9dQH8KRCVW+duMv57HJfMg1H596gPNMzFzZD/myItWy6t3f5ivydprAUhWrZtV7/VUTep9mAPPAKA6F8xaPp+3MY7JuPnq1s04dlJac9XxMc5VwziRV2u+2nJN0is/wJxpyM+eUkSx5RstzomNKBIXUUhUalla1I8TUYi41FWIKN4y5amr07XhO28he/JePAcnOeeNJMvXEGDhkAbzCBpFhO7TPNqPh4jEMA7nwj+3xt7Hqf3W10jWzF7BubxnJyP3fcqmAwE8JLxkFaraWfpZadQxHhJu1gG7QEw2JHxGXJhwsUSvqSBqt3JhZhM6cCr2euIa+ECzesWN5C7QPBFXruDMqfK6Hplevpbkoo00fvhV52l7zqBgdV185VYRbM7/s9md6nutWSHf8GOo96P9eqSAPHPyDQOkl/wqyeqrSS5796ySbxjjmAA0tt1tS+wKB5nYkx6DGDjEJHAKlC7lqkssdr/5tOiasPBc5Gg3UpvHgr94ZtoWu/7PXoIc7YY5RUShdRK4NaWIInbKRKHnFhFF/vOny7lopScYUVhxrtkaUWR7HmX4y5sRjyApRbJwBXrFWpROA7IkWqFVasdAgIPduHC5e3y1g3aKuMGJU6g3vwMAs/v7AOQDr5L3djPnc0/PzI2fguU9u2hs/Rb53sfIe3a1zBvGnFfWbyJdt5n0wqmBhJs7HmD4m5YLU7v+FvLu7WT7d2BcyiKuGgrnniRFlI5UCtIOu2mvvrJIWfTsQJ93elyY2WR5zy7q932ySOdWO1GLu0gixzL4aI065mg3+ZEeVHAsF1K9/mPUbpi9XINSoNnKPYq4cn5dFzwXyY2PCPFUyiNoEXJS4g467pG4KiWHDFevvGnGicCvFxt9+AvkT32bdOEy0oUriNABa2I5Yv79mdFhzNBRsr6XYfmFVN/5iVkRDI7rmAAM3npNSbvB/nTEWg+wvQoDnYjNjk4RV2IHRWrDnQQ0AYT0rb9B4ykn57vp0xMuk5wMGy+iKPFJJiuicKgQjkB4tkQUQ1/aRLZ3S5lzU+kgPX+9/cw5JyQJCo1KEoJTEjmvuDRfMSDirwV10Q02xfXc9+0zQRjd9V1q7/0cles+Mt23fdoWIOHecmPKdJoh4bxnJ0O334RMkAsDoBZ3oatzoDoHvdiXR04+F2a2Wd6zk6bjGuQT4Bqk6zZROYu4BiVitLeIe9R6tN9u4c6pogFgsWNEyHeMhEfEaNUxj/nTGGi+Xq35xL00vv/fqCw+Dz1noduXCuizaOTo9117rpRDupQgo8NkRw+SzwL5huM6JrbE7hpYsAw9bynZ89tK7G5BWZG14KT4yAvS812J3bZvhYi4pHjpCY+VDtJffB959w6y/f9GbQZK7GxEcWmheAvB+bLIyUkiinDfcTXDcSKKUiRRsNdna0TR2HY3w3feEpCSUJ2VJKhF55IsWA46QSUeOSmclIL9r1DY56hQxdErL3pnNUJQABCh+bMnMFmTuX/6dHthOw2brVyY2WyvVa7BwF9egzmwC7V8LXJ4b2mdK3NLonUtUi72xOiCItbCpYs4dZUrbqTx5N8DUHvPp6Y10Hy9mZdvyHY+RMeb3w5JpcTxtF8A/j0irvjAfV6oPoajNOs0DuymsulPSGeI53dcxwROnq8OCEkJOYi5Jn6T8QfnrTlCbOWKG2nu/j75vq0zmq8OqavYpi2imM/8v/jJrFzsBm+9lvzArgg5cjovDinRS89H1ebanLWuFAiK1sFZCQiTS3/h0gh2hRP3rISgCwEhzZPtexxT76f2gS9RmWWqomeTzUYuTNum106k5VKsba0cJLuuJavWo7vWOS0XiDlh7gtAkLSs5VLZcPO0cAVfryb1Poa//F7yAz+hdvE7UHMW2bS4AqvjgAsMKafjjD/1QXShzE0cGL7yAqx5O7Vf+7PpvTFO4phAUWKnz3kT1Wt+i2z/dowvsfOeWNDxiDbpCKoPnnWlE71qHZVZKOfrIwq9fC3m5b3R/VidlhIypHXkgR4/ogCKSRt6aUQRhci0p64malLvo/8TqwBl0zMRYqI9IpKmqAXL0NW5DjlxzklaARKLnDiExT6YBKdRH43/aJGL5og062TPb0VMTnrJO+n43Tun+xG85izmwmQ9u47LgfHn1SnmwrRtei3v2cXArdeQ+kDz6W9jBntLHMICSbHBlyAUejyRTH9Awu2EVctWU73i/YVI4Gnq8ZytNt1VL1LvY+jzv4zp7SZZdC6VN/0iSlnOkNIKhXZBtGuzANF7LDIDQaEd3/POvVdjUErIjnQjKy6mNs3yDSd1TMBrN9yMGXiF6tveT7rmqvHz1Yf3Fp7Z4lWoageqOjfKV9sSuzhfXZ0lJXbHjSjGRYZe+xFFQYCOhee8rkvxtdIa1bkIOuahKh0kv/BW6D8Eg0cKZ0Upq2PjCLAhjeOJwnEDR0cgzl/9OeZoT9B7mf/lV2b6kbymbLZwYV4LdjaVYgaRwBNquRTpHH9eshIxeqyWy6kqF5+NNm7Vi39UeZN8ZMA2Lb3kV6ak6mXwtrdjDvwEpTXJsjUkKy60fz5x1ZEk9tX5QgSP7hd8heKXeZoFYlHtKLMBkB15keSa35nWtM6EHBMglNiNbrsHVekkWXMVldVXoZZ0nTRXrYC8t4f8+a1k+7fb7o6dC+jc9BmqsyhfPSaieOrbmKE4olARt2ZsROE31SKiKJyTsy2iGLr9JrKdD5Ydk8RybXSShs8DgpLW0AtWoK/5LXjhSeSl3eg0BZWi0wqiU0sCdmka4zg5vqGdHSeCQZDBXswrL+D1XhBD58f/75Dnb1vbZtLyfY/T3PkgsvdRqPeha3Oiha6JGRkgHx4gvfSdJKuvIr3s3ahZVIqZ9+xi6PYPIAOvkl6+merFGzGNOubQHszRbsyhPZZjVBIJXGnvs+JEApevJVlxIYKQ79tKY8cD8BokRrfaqVa9yOgw+dAxsr7Dk1b1Ur/rFhrb7nXItSJZdgHJOW9y6XOFUglod1RQkm7wvcui6w37lv2g+JwCyW7smV75hgk7Jt7G5KuxVShq3lL0vKWlnz0b89UTVYcco9syxgTS8dUhJzOimKporZDrVwUyomLExHNNos+1RiVVVFpFpTX7WZKi3rAatXoD8i/32wVPAPHEV8u9EWW738rAq8jgEVu15HoIicltH6F3f3JS7q1tbTsdK3XSXrjCfuhJZY4rpdyYBr8pHSXrfxmWzZ5STCgTo1/rWi6TYbOl6iXb8yhDX95cQrDVguWk5745rMuWM+Sdk6LHW6gmhaArVZIKiBB+ffFGRATz3CM2QBx4leaRbub+6fTIN5yyY+It79lJc9s9NLb/g1UWLP3WsTnr9LKzp8Qujih8qaWPKORoN/nhPXYt8hGFUrBopSu1LEcUIGTPb6WxfXIiinzfFrJdD5Pv+RF6ZABV7SBgU3lOPtKP1AfRb/kV0rXXkFz6rtOCEPs/e6ntdtyi6xIQkrjhofPcVVLuNaR1AjpFVWoBYTJg0znGMrCMETBNZHQIGsOYLAMMJs/xDQ4RofKrn6D2nrZj0rbpt2JTOhc9ZxGlPYlAm3LT0Fc3UETOCNKYPaWYsZUCTQWSdpJExOjoNpFmnfxIN+IDTQXUFtBxw8epztJA80xt0qpePHnuDKteBr+4CfP8lsgJUehqJ0nXuqLgQKfWKUlSexk6QrgFVOI4oVrhsurF/Rqb1lEXbQQU+bP/5AizQuOZ71LZ9Dmq75h6+YbTdkxi8/nqGEWBsztfPdsiitGH/4rsyb+jsmg56SIXrXnvT/ziWLCrpTFMPthL3v8qsmztKUdrfR9bYL9QqoSU6KS1C3NSKEnqYrLYrszl7stxKbXtDySQN4OmS9F1ObcTODqv/PLv0fG+W0/r2bWtbadjrZuSSisWBpcIKFVFxOyr8grmv3EOjLG5ezFIY3jGSzHHM983Jp+glktl/SbS9WdHoHm65puWGlf1oucsAl/1EnFw4qqX4JROoOole+UFZM211H5tYk1LA+9Pa+LGukpp9OKVqPnLUEnq1uYEEr8eJ5bvpy33BEUgOgcUIYzfIOAARhzlxH7SeH4bZE3mTIN8w6Q4Jq9l8xFFc+9j1geo2IhCLVmFjiIKAdtzo9dGFNKs2wHbuYCOjacfUdho7b9TWbyCZO6iiLgk1hkJf1zGeOjeWZFGnebRg5hTiNaOfWxBcKRLXJKYW6Jbzj1yEhATV80UpbvGyvPnEZdEkDynQEwEMRkiQnLJO5nz+98a71Lb1rZJtzGlmJ2L3MIOsX6R+4LgnEi0KYnbpSAgJ/7r5is/gzW/PCOlmCezVmK0X2LO5kDzVO14VS+ADcTs7s4ZV730diPLJ1b1MnjbteTdO4OIZYxcozXJkl+A2hx0WrHrclIJ67KQhPUZh6TgEJNyFscVJJi8+Iay15v9bBtmqI/azV+e8j5mbcdkgjbdEYWP1vJdD1Fbey2qUrXfULqQT4mdFO+qBw+4XBEEgowO0TzwU5JNnznpwOr/RFfRL8k7Ia2cklIX5nIDxJL2C0Sjv6znghj0hg/ZxXrL1y1SUuq+bL+uvuuPqL3nU6f8HF8PdjZVhZwNVuqkvehcKm+6oph3utD8AKL56HcjSsc4AlVi7EwVgwB57/4Jb0ptm147XtWLl044ftVLsZkHC7yG41S99L6Ivvp3TrgmB/mGGMFuRU50gl54LtQ6UTq1nyUVm07X2h3tz1uOSXG9bmUO1yf+urHBpGSjZHu3ImJILvlVOqdYviGd0t/+GrKkax2d718HTH1EIfU+hr60GXnpWapvvg6Siqv+sR66UBCXALzcuyIJCrTBdQ+KfoLqWED1gl8k+/EdjB54htqvHx9C1F3rQg8RO3ad5+9Ly8QUEYHzqFXijhpElDu6yMHnMv1gN7k9+h5K9qRwWsRApYZa1IUc+ulpP8vXopWrQvrRtc5iMyxVhdgGXbOtKmS229CXNiO93RYSr81z0aObf8bYPlh+UzLGlcL7iNlvSi7SxA97QUgA++8RIVl6Ptmh3WRP/t2sSuu83q1+1y22HYtHGBDIGpCmmFzQKgEtQBIpVrvGroV6GSGN0zouvDniabL0F2j8w5+jl6w6brq9uf2Bwun1yJ1bj3VUZGP6D6PnLEY65qAqnaiuS6D/MDL4Cjo1kDtOoLEBpBHj0pPGbhNGinFMgaCYV18MRNn8J/84qc97PGs7Jqdheun5U5ZXLUVrC89Fdc53MKBzCnSLMxJNAkGc2J0dbErE9iwS7yzYxTVZdgH5i08ycs8f0HHz+NFa5O9bQpRrvKe1OCdFOyckcUd3rvzRN+pTdtLiOSaEaMGnc7ItXw/9gzyiosBWdR3eg4hBr7xsSp732WSjD/8V+VN/T7pwGdWFK2D56sLZG7cqZID86b9j5JH/OuuqQmarhU1JJ8WzzZqQpHZ+Jc7b1n5T0mH8t5BPAqIpEG1K3lu3p35TUifYlNo2fZbteZTGtnuCmCZaI406SI5k9r2LEpQkiHbrr3bpPYkQaw1I1KYkbPb2qC++wTqrruolXXEhI/f8wXGrXrKdD0RInPv9Po0UBalKgYz0ofNRZEEVVl4KzUHUsR6QHHQKJKikiuTN8rrs6AG2ShL7xwyYwVeR/sMOR7HBaL53C8naqRuv+uQ/0rbptKEvbUKO9ljIrnO+5VyYvJTWsFBg0a3Zmp8EOA/Ydji2i6JGlLKTzKVYkiWr0C//lOaTfzfudaTrN7vfav8vrj5f3CZYKLZGXZMdqTVcp+eMiClxSESM7RUkEo7iODGhC7OIi1btfSZdr1/HpPnEvQzdejXq509Q/YXLSRafZ9+t1jb6duQ2khTRCZKkiEpRHfNJl6yi441vpZZq8vv/mPrf/gbmwE9m+pZmpWV7HqWx1W5KvheWNIftgp43QTIkz9z4blq0RHLrDLrxHY5inC/i5mfQ67GlmOqi6+1cBNIVaxm55w9m6K7bFtvIg5+nENF02+NIP9IcsWMga0CeIaYB0kRMZp0Wk9nxYHJXImy7LYf1uqW7vC8E8Odq7hIYOETjh3eMe11muK848WnDgGBHSIxHqPMmqu8lzD9+AfnZU6HqkeYwat4yuORd0ByBxjCqOYI060g2aj/LRqE5Co1h8qMvIkf3F04V9ve3FrpMtrUdk1lk9TtvCZuGh42RPFoM/eJn3OKXUxrkwZMmwH2lCM6di5t0eukqmv/w5+T7toy5lopzTCLaKkXPHzuZKtf+NpVrfruYbCa33rYxiE7ggqtQi1YG56Q4msh5KY4mcnLSi2+AeecAgj7vLa9Z5v+JTOp91L/1cUa+8xmqy9fYqgClEfFy09YpEa1dJKdDRIR2TopOkSSBjgWkKy6kWkkZ/dpNZMdxSF/PNvrQ5xlTCjoygGSNYlMyTSRvtGxGdn5aJ8VySSz/3M9TA8r1yArzSIfvq3nnIP2HaPxo/E2pbdNjlkP4KEB5HGQNpO8Q0hy148A0UFkGzSbKZJBF4wAbfClMWCf9em3fv/3c7P5n8me+S+ys0LGA5nf/Bqn3jbk26d0fnbQGo3F6KA4a3dhrDqMaw8jIAIwMYQ4+g2z9pnNW6khj2B5Hh5HmCDJ8DDl2CPPy86ihowH5C2FqSQtkaqztmMwSy/Y8SuOJe8Ar9IHVCsgaNlLLGg45abpSWrvJK7fYIbnjkhT18gH2UwRik3rz9eiLNgbkI1lxIaP3/r/HXE+crlLzFrcQVv1k8maRDwnfN1YJ9oIrYf45ljwVIyVeTM2VCcdEWD9Jmz/5LuaV50GE6oabp+7Bz1LzVSHNJ+6l+sZ/Zx0MHEIVAqYorecjfKyTglagbENFlOv6rBNUx3xqF7yN/Me3M/q//3QG73B2WWPr3WR7H4vSo3YeStZAjh20EbNpIs0GKs/tpiSZTfM4RFOZospMxG5OSG7LLo3brPIcs/uf7KYUxn+O6lhA87v/17ibUtumxxo//Kr7SkXjALte9R8ukJOsgeTFeLCOSsM5KQ2UGMhzlOSQZ24MZCiTOwTcIFnTrpM+6Mwz22ut3k+28+Ex12aO7I/W84JSXaTHCeeWZxs7JxTrbDYK2QgyOgijA3a8jfTD8FHUUC/SdwiGj8LoYOREx3/HpdmHp3acth2TWWKjD32ewOp2m4yp94dITeUOTnbOiR301jnBOSnkNmLDlD11PNIRqnbcHxVBz1uC6XuJ5jjRWmXDB+3xohtIz3tLxAGxv3f0h3fQ+PHXCqdCfNrGIMPHaD70efIXniqcEJOjl60mvfZ3SghQSPOUnJ7iPF23eRrewOwxzzPKD/yEZNG5qI75FHAw9mvvbJYI0MqWAKIQfNrOsvDFsfHFnafL1qB+vo3Re9spBIDGD75awOC0HPsPQ30Q0xyBvIFkdbspZQ0bJedNtDsqsZGziuelZCgfTBgDDjHEz4s8d5tSH9nOh2b6UbwuTep95N07w3xSEcIcfuZoD2pkwEpBZE1ojqBMwzmnDZs+MUXajyxDSW7RFZO5oNJ/37iUUG6d38YQMjIISpHtOs4YiNbtMZy9Mel9fx5x98L6Wihqi3OKMO4IIeiM0/UlZwcpIzhTYG3HZBZYY9vdNPc8WsCHPpdnmuTHDjgPfRSMd1JcpBbSPLmNutygU2IXPuXTPcY4J8VgnvkeZvc/hUGJMejOBYz+41gIsbbxY9C5gMbT95MdfBYo4Ol4sPvyXj/ovdMhpXP79/OXnqPxg68U3BKf3pEi0oydk/TKD7zu0jihKkTpUBXin6NFy6TgLBjrbBYEO4Jzi1KWxOYF7rA6DOJ6ZyRLzwdXFfJ6Nqn3kfXsjLKdXo+k2JTMsW5UfQCyEbcp1VFZA3Kb5pGsGZwU5TkpuYuYTYbkTbcRNe0G5YIMsoaF0EcGAEW2a2y03Lapt+b2B4qTFgJzaRz0H4bhPkxjyPJJzr0E1bkIaY7a8ZCNovIGKvNpnlHrpOQNVN60iEXgqvj0YE7+6ov4AThu1UuHFbwsfJMIGYnSN8EZMVIcS4h0sS5LFAwa42kBhuSq3yS56jcZyyUkIDVTLUnQdkxmgTUe+Wopp1mC6ftfsXoiWcPBiOXBrSSDPLOIikdSTB5FaLFzEsu8F+kV8iaM9I+J1lTnQjrf/wX7dfR5CdloGfTBI4/+jomO8efFz8XEWYGF5wICtXnh779erH7XLeQHdtl0nodu88xG13kLwdJHNsaWcnuY11pRBeA5RdZZsU6JdWJUqAoZj2c0nSb1PvJ9j5Pve3zaybnNHQ8U47tFJKuIoLHIyVAfpjFsn7nblGiOovJRtym5eZnlkI9aZyWG+XMbSftImTzDHPl5+DvTUYrZtrGW7fSOiYoOUUFBRPyk3o8aPmbXsZWXQudcVDaKNEdQzlFVYqxTkjdD+seOkwbSHEXyUctVypqYoweh/zDe7RCBfG95Pqar1oXLkhZkRKJ1wAIl8ecmpMzLTknB+fOItQ8WvVmkRMJnklZIll9Y+pmpsna58Ayb1PvID+wEUUV9uleWdDWFcuwALFiGrs4FnaHSCmIyq/BnDKQJgqtPz3IL3+P1RvwfKmC4gg2uLBt7dAgEsl0PU7nyptL1VTd8kMYjXyHr2UWyfC3m8F5H5MtdabIvUVYorTGSh9I5pbSrqKxgTFGa5vVPwE4ipeykUED61t+g+fR9GGPo3Pjx17zCZGyhKiRJnFyBqwpxzH90iuRSlGirpChVNDlej6CkSOmdFa+3gJBcvNHyfZ77AUygVHEqbLp6Pk3Esh12UwrOnVWd9xWZUYm+cqWYI5CuQK28FGkMwtEexKS2m7bJbG+ovIFX+MSV2rtfZ/+GOEdk8BXr8OBek5EpL8Vs21gzw33BGcEfdKwTUqRPlAbJm2hX9aKqTtAsrSAmRS1cDRdsgH/7jqvOURjn7fpxYP+GIR94BQaPYNMzTvJBQbb3sdIY8L5R4J1GSInlpRpLhC/pSzmCtcaON3vhhJ4+qLKT44LMbMs3ojS7cUi8ATNK/tJzIEy5fEPbMZlha+5orU9vkTn2o3HgFUxnE90xD6MVyflvhf5DblAntkeC5E5fIbPlpJEoGt4ZkOCX26DbN2BUx4eR53zkXgZvvRqAZPUG8ue32d8Q6Zb4SRfX7YvkpKsuR3ddRnPrtwqnSEyUB7WLMZUO0iveZ3sLGUN1w83UNn16Kh/9rLORhz5fyJ77zdBVhSidWCc0SSyxMnFieiSgnDOiBIV3TlSIpPCcFCNBz8Y7p0qBmrcUeeEpGj+8Y8obdMU9nyqLVlBZsaZYbYVxej4NkD91D43v/9fT6vk0EfOlmEHEMIbv48Uf+3wlz9B9L5F/969RlZrdlCpuUzrHbUr/8h3EdfeTLHIOw2YgmP5iU7KfY+dhy6bUtqk36e0ur8PuaIOuiHOEHQ/ajwsx0KjbqrjMdleXg8/A4Z86V6b4tcadSDaKNEaQ0QGUyd2w8OPCHVuqXirrN5O7tij2giI9Ke+ElPSltHUqYl2psC7jnCBTOMqB6Boj2L6KzK4npJ2Q99t0zxTLN7Qdkxm2OLfpey14RUCtixItBNToAJI30MkKOO8SaAwhvT02Usudx+5LxFyXSOMQikKhkDAkZbAXOXaQGKbM9z5G4hRsveml5zP3Dx9i8NZr0fOWUn3HR2k89W0Y6sWITyMoJ8Lmjm4yZy/+K+z/tyLNEHno9tSgl6+lcsX7aO5+hGz/dtKuy153KRzf7gCUe+82wvFVIcx/g4vI8oCUWQVH56woQZMgKg+LVchHiH3jCpBckN3/VETwdmWyVSHf+7+oXPmBKUGp4p5PHW/6d3aBjkoQvR8gSqyT5Xs+1eaRVueRLumyPZ/u/2Mak9yhV3q7HUISIyY+h+/nZYE4Wu0ssVUWjbp1EpsKldbspnToOZc+c2khbechaKQxAtkIZmTApud83sghhtNRitm2sZYfebEATHTRkNE7IXbd0uX3r+KjsSKYWQOlFaZJWN9QCmMylIDJmxTcukJM0sRVL4oxVS+V9ZsZuf9ThXNkjF1nEbRDNmrX/S4A2ePfdIi2C2K0RnSV5IINNm147ADGL8eBSOuC1pYCB58WSi66AfPyPky9j2TlpVPO+2s7JjNtEeHUD7oYhg+lwz6izJtI3wHM9/4GlVTtYpgn6CRFFp2HWr0B+Zf77W8R7GTBoxP2LxjJkYFXkcEjY5yFbN+WMY4JWEn+OR+5h/qdHyUbPELnez9Lvn87efcO8u4dgFinBCc/T8SVCekkfxSodKJWraOyegN6cReNLd8k795B2nUZc//woddVCgeiqpCQzos4R/2HUWknpsNCxiIZKqkg5CiVAsYqlYpV4gW7aPnmtmCRCCngMvx4EL8pmgwzbKtCWtN5Z2Lj9XyywzDqMYNzUlTU8ynxXrQuorqOlMq5FyKjQzS+dvOEej5NxIzblIRCjru06QTYO4qUrRogSnnl48Smb4wb92GRV4E7FaofJN6Uigg5EA2nuBSzbWNNxV9IgfyW37973+79j0UqnBNg3JgWO99i7p0fF62luLFTKmZs1Yteej56ySpMbzdq7mJk6GgpbRPyj06KwSIl/mhQHR2oC65ENYYwvfvBI+mAUU7FmMg5CQUIFkHJnvleQFLSSVwfjmdtx2SGLe/dH5yOwsq5TYgAB7Eeu61/F4ug6ASjU/RLz2IO7Q5poJDT1AqTiy1pG61bpCWzpWHl3KZquY6yVdZvRv/hQwzfcTPD3/kTqpdvpnb9R5FGnfzQHuRoN/mhPTZCONKNykZsALpkFVQ6UNW56MUrSVZciF6+FoBs31ZGtnwDM9hLbcPNdLz/C687p8RXhZR0EwSHnFjY1RzrJllwLnR0onTFchmSCmgD4jbHxDsnGskFxKcFXboM55xAcFIRgzQbNoJ36bzJckxmQ8+nU77myCnRPhIeEylL+DkjxnKB3KZkA+RiQhsTVcshVkRQcPMOJypYOCXI1Jditm0c61xgdUqi91ukayS8f4tQeidVIuTCjhOT23HgF2wvqheI6mJINvwmiFguR0ijFJw7GL/qpXrVh6g/eBvVi28gP/gs+Uu7HYdEoxAaP/4aYLl+4XokR2uNGeql+fAXgrMP1qnhDaupvOUGGj/4qh2PJcVaiupJUyApXnxzKq3tmMywyRG3CMW5zcDF8MSmeDFUlD12S3jCZJhGHhFexaUOczvY86bzhE0YdK0iPSJyUoGnpGsd8z6zhZH7Pklj2z00tz9AuuYqklXrSddvprL+5PdsentoPHWf5ZMM9aI6F9B54+dtefLr0MatCnHpBK10ASsPHEblizG1OahqJ9o16GLwVUgSkASlUzDKbaZNu9l7rlHINWO5l37xOTL5DbpmS8+nCVnnAqj3Hz9S9oiIFG0Z/PzzCq6Ba4WffxBQqUiXx5Zhuv5QYd5FaRymvhSzbWMt7VpH5jgc5TRN4YTGPcOUdmkO7dMqRfpU8jwCosWlaaTQlXIW9wYDkLSKPqeL/NBz415jdePHGH3kb2k8fX/xofK/B0tiURYpja/HeOREcvcP8uDrc+inNF76qb1ON16NOHTdIyeRNET1ypumRb6h7ZjMsIX0jYfxJKZMHWeSiJ8k5UlRyBNHbOs8d78rzmW2nhMmjDly8mhNdS6k88O3U934cer3fZJs9yM0dz9iu1ku6SJZsgqqnQEIUoBp1JHebvLeHlSzblO5nQupbfo0tY0fe92hJLFlOx4Yh+Ngz2Pk5ERVIZgUNV5VSCDCesQE//oBXxVyyP/6SasKGa/nk9I2dWQ3ceUiS+OcpwIhKfd8wqZ5QlpHAgcLbM8nXM+n003rpF3raEabkvZBgnjn0DkPnqsjqoiUHUJlxEfKRPC6KmD7IHZo/2YRKbv3klTQb1hNdnD3GT33tp2exdlmz7koOamlahdfbYUNAjSuK2/x/k1I00WIiEuTxFUvvqeOMQbMCObQT1GMX/WiOhfSceMXqN91S3SdBUfE/nmXDI2vR3tEr+D+mahQoXCKpTjGUgSLV9rgpWMBHdPE/Ws7JjNsunOB1SkhgNvFIl1ySvx5a25TBfjYrnEuR0/kkbtFUW/4EFqE5pavO09Yop8DREi6Jh6tJV2XMe8PHyLv2UnTSXrnPbvIDu897r9RQLpuE5XLN5OuffvrTjxtPDPDfRHHoVwVEnMdcEjBKVeF+DzgcatCcD/nCMv7zqwqpH6X6/mkNKGUWXIkN0U1ka8yUhrInXNC4FZZbwB3DHlMCrJVscjqpatO2jb+RBaCA38+3jwLpZju6DgFtruwu55c3KZUbG4hYnaRZ/Z4sSkF8SsRaLpSTKTdSXsGrLXqJUamA/G1perFnxsTOzHFOmww5U0/IGfFeAifh6qXAYusHafqpXrVB2n84Cu2A7aXb3BBrfHVOBTVmKHLO8p2LVEKUamdj27el4NTNx7d9VV+8X00nroPRKhOYwDZdkxm2HTXOvJ9j9nIWMDhcRYRScbx1COP3cLayh0L5yRU4/hJEOcwASU+120nnarUYFEXchwI8WSWdK0jeb8VADJH9mOOvIg5sh/p3R8WfU+oTVate12jI+NZURVCgZiESAa0X/R8egc3Lk6nKqQ5As24KoTYlw3O6ulaaBvvnRIoBKaSBMlyS+BF7CavLDyuBFsqL7k9eqfF6YAUVWU2HaQueoe97N3fB4qeT3M+99QpX7PflMLvb4XvEwkcnlDtgCccGnfdkVMSIubC6S8i0EJhM56XVOfY0nCR13Un7ZmyyvrNjHznU36PL713tGXhVa79HcBXvXjnZPyqF7/wjTsOvFMiEjgdcdWLPknVy5yP3MvArVeDAr16A+b5bcE5CYRXh0waEbt+YJ1+1XUZyap1NB+/KyCPMfJifFoxqVF5243kL24HMVQ23EzHNMo3tB2TGTZPKSngw8QNMl9HHkdobjKU6tN95FbUp1tfxBK2QkQmQvbY18NnEE2Wxghy+Kd2UTzDaC1u/te2iVmoCnFOROCYtHIdJK4KsU6qVkmR1jtRVYgRxLhSRVMuVSycETcuzqAqZLyeT1Lvc/1BXBWRCJAgylUR5crB4s6rziWMc094DVg7Ep5HCPnE9nxqvvAUzR/dQeW6U9Ni8aWYxJuSjhATI1Svc5vSlm8U89BHpioluWADcuRFONaDe+yIOBZXFIGOd0wuvgHz8l5XinnJWTd/pN6HOfAMAKpzwVnJkdFLz0cvbql6cZwSrwtkLa56kbAO63GqXnCpO6MTS6B1gaCMMx7iqpeTkc/10vOZ5+QbktVWvqH51LeRoV7A7SO60C0xAYnMyV/8N/IX/41AgnHpSiiQE7VsNdUr3k/z2X8m796OngH5hrZjMsOWrt9cdDXFDSpxcLXgctqOAFligecoksC69puV1xWxi6pnWfuIrUjrxI2aVG0uxpFe9QxEa6+Fhe1MzUY05Yg9cB2IkZLWqgHj1hgVyX/EkVBUqoiP2ApnpLUHBnL6VSGNbXeT7XnUlSxD0fMpIz92gGTBckTnKCyUbIm6ToclF1Si3b9yyARe1MqLA0bVLs98L2z+/rp9z6f0l05Ni0UvPR+1ZJUV2Zq7GHwppueU+Go1paLnLSEy1ZUOuOBKaAxb58SnzRSISlCSl3L2YR46xCR/5ntBFrxy5ezvpJ3ve5zmzgeRvY9CvQ9dmxMQAvImZmSAfHiA9NJ3kqy+ivSyd6OmSLV3Mi2ueskOPotxVS+22iqn8aOo6kXKiEk+1It52LXvCBwj0MvWkL7l39N45CsRIlEoXdtxdupVL16+YfjOjyKDR6i997OY/dvJundguncEDgnOKTFO8bVIUxUcFZRC0hrpqstJVl+JXtzF6JZvYrp3oFfadP10o9xKzhS7bdsZmTmyn4HPRRuxg+CU1iFHX73u9wBFtuXrrjTMEQdRkFbRF2yAIy86siEhuiwQE5+2sV/HderpxTeQH95L/vI+9HlvYd6nH5vye873bSHb+TBm749QXo7ccwicHLmpD5Je8iska6ZWjnw2WP8nugLPKLx3nRTjQGuUSlDapUfcMZy7MVNEdc5KqJmxDRs3fMiiZ1u+TrkBo+ulYQzVd/0Rtfd86pTvY/DWa0Ofn9J9aI3SqXUAanPt9etK+BytUUlacFKUcukRi7x4BMiiiO4kivTEOQHZvscx9X5qH/jSKZc8jzx4G6MP3kb1ihttKebBZ931F8/ab0rheaMczK/GPntAL19LcvHGoFFD4BT4Oemj5+I9zP+zXbMWMRl9+K/In/x70kXLSBeusB9GRGEQ50q69zI6TD50lKz/ZVh24ZSo9k6mSb2Pgc9eEuYi4N61CmMzrLvhveviZ+w/KA4RyheQ6xKKbUpHW/XyATo/fPuErznv2cnw7TdhBl6lcvlmKhdvHCvfAJijB6BZBxRqcZeV0a92ohd3oVdcaHvgIGT7ttLc8QAy1Etlw810zpB8QxsxmWHzqY/8yH60gxBpqY+35gZz5MErpVFpB/qCK8kbQzbSdQRBTzAUE7eyljHISfOZ74aNq7phaqO1WI48XbgCtXwNxex1MGJExJVmqxz5H5GsuXpKr3EmLBmnKqSEjFAgaaEqxB/jqhDfYymK2EKJ6wmrQuSMq0JO1PPJr9Iz2fPpZFbb+DEaj3yF0afvp9hi/Dx0aL6bdzpW1MxxTpR/7gVx0hz6Kbl7nqUcvptvpUjZyLSVYp6qWdXe/0Zl8blU33h5mYfsDwqHYPn0G6iO+aQ1r9o7TDYFqr2TaXHVi/0gQuTwhQa5061RIT1i046Uql5K7TmgGLeRcxrG1+KVyJH9qI75p1z1knStY96fPE79vk/SfOIeGtsfoBLJN6TrW4jdjD2X3h4aT32bvHs7ZrAX3bmQjhmWb2gjJrPAxovWYsTERm7ea1eliE25XH55uLlo7aKNNH94e5TLdJtQiYBlQuQ8VdFaLEeezF0MnqFbAPX2B11UbGFwG1lYDo6xcuRHD2Jm8cJ2ujb0xfeQ7XVIVStiphOUUqXzGCFRDkGzz9OOhyJQi5yPOKdtyu89fO26jnb+7l1U1m86pXtobLub+p23FNefeMQnaUFONHQuQnfMg2pHueeTdj2flLY9n0TG9HySktOFuz8wr/4cc7Qn3Mf8L79yyu8h3ENs0XzzkXPx/Ck9e/vjqsQJGvMeIkI6YmDRSozblOb/xU9mFTHcq/ZmOx+i481vR6UVfAl3ARDYeRxEGiHyWoyb0y4NJwZpDNM4sJvKpj8hnQTV3qmwgVuvwcRVL1BCTixyVsw3Yk4VCtGp7SbtbNxx4Nbjyi/+hm3vIUJt06fPiGCa9+xk5L5PFWtJpRO9pAu9ZBWq2ln6WWnUMb3dmN4eh6TYNHp148dnhXxD2zGZBSb1Pvo/ewnU+0sebdiEYhg5HB2hCQKM2BqxQRGpxTnMQIwM3AMh/aUPMOcUIMSJ3lchR36Nrf6xN1Zyo0IKX5RdxCBAwyEZ6pwVGRmiefCnkyZHPhts9JGvUL//UwH91S1OiNYJoAoORqtzEiMlROOACBlprQoxvirAck9IO5CRAcTkzPsvO07ZQR26/SaynQ8W1xtff5K6cZwEp4W0hl6wAn3Nb8HPn0QO7rY9n1SKTiuITp3DZN+/ica14IdF0fPJvPKCg8NtK/fOj//f47ZWOJkN/OU1mAO7YHGX7RoMYfMZb/5BS6SsU1stxXGqHaL3UbniRhr/9v+DZp3aez41rVUPJzOp9zH85feSH/gJtYvfgepchGpBwmKl4uCcBKdFcCp+7hcWKR5EaL7yM1jzy9R+7c+m8a4mZubIfgZuvRq9YDnMW4p5flt5nfXjYJx5p1etJ1m1jsbjd40zD3HpPIqql/3byfdvp7Lh5klbf/OeXTS2fot872NkPbvCunK8Y3X9JtJ1m0kvnD3yDdPmmLQJjie240VrrRyCMmJCFClH+IPE8Hec0/Qeu4P1F56HHO2G2jzm/8Uzk+olS72PoS+/FznwDNWLr0PPWewiCu1gX7/IQcH89AcpCMBAKHOIFrnslReQNddS+7XJkyOfKRvDMwpchoLjYHlGtirEfx4it6TqqkJ+btMlYdU5eVVI4Bm9vJf88OnzjALq4x2QwM0Yi5h4vgxao9Jq6PmEtj2feMPq0PPJOyFEPZ8CcmKKnk8ScWQsT+YT1N79ydN6F4O3Xg0dC9BLukInbftaYsQyipSxm1Kyaj26ax3Nrd9y/6AIDvDvAUHSDiquk/Zkb0qTYVLvY/BP1yEjAySLzqXypiuKYEIXzwAoPi8WoNLRvzUAJca6L2K72ua9+5HlF1O76cvTfYsntbxnp6t62UCy6vJS1cvY96/c4/Dotfs6MEyhQMwsIbZyxY226uX5bSRT2B8syDf07i+JZ6azXL5hyjgm4xIc/VuKCY5v+RWSta99guPJrLrhgzQeccI5K9aSH9rrctEtXSJFRZwCBWIniTGCSiq2iyUqEv3xkXIhpw1C8tbfsIqjxtCx8eOT7pQMfG4danQAvfBcVMd8xGRY3Qpf5SDEoloWKih6TogSENsDgtA4y5XoaSdH/vMnzlyOfBZYXBWi5i5Ghl1VSKgC8Yt+rGPjSxYVuiOqCvENulx3aV8VElcBeKTEn2eTUBUypudTuN6Z6PkUXcdpvAvfSZulXS2lmCZwTcTNOz9+RYRs/3YIpZhSvC8K5IRlq6nFpZgrZ1cn7dDfqN5vncnaPCdH4MT/jEGUts9YK6czkwTEqJSm9UgCOKTLNpgUJ7yULD2frGcXzR99jcp1vz+j991qoerlm7bqpeO9nyXv3k6231a9xGJqyq1jhGos56wCXnyPtINk1fpQ9dLY8k3yHlv1MpVNS89W+YZJRUyk3kfjh3dgtv9/SeYsIFm0osg5+rEqQEzobAyTD/aS97/6miY4TsR8tKYWLEfNWzqhaM3Di8mqy9Fdl9Hc9q3CQ6dYFGKOSeWqD4Vorbrh5lNigZ/M/MJmDvwEtCZdvpZk2ZqomiGxjPbWiAPtFOYiRl3Y5OLdLjoXQ/bKC6hL3kX1XX88afcwE3ayqpBSNVbMMdL+OUIUrgGtVSERYjYFVSF9H1tgvwgcmaSM+uhWzknLvTkuTcjhu/cvjkPiez5JS88n8d16o6/FGCq//Ht0vO/W034fjW13M3LfJ6FjAR3v/M8tnbQZJ1JW4/8iEah0kqxaR+I7aT/17SmPlE/X6nfdQmPbvTYdpxXJOReQvOFNkKQodEs6keJ9aT12DEr5tJi3nmNj16jGz56i9qG/nZUVO3nPToZuvwmZcNULqMVd6OocqM5BL145K6teZrtNmmPSfOJeGg/eRuXctSRzFxXwvF1doigm5gwAYoKzcrYRHKciPeUhRL16A+mqyy0xaqjXAQrKQqER8coCD0VEHYWkFk30kbMx6OVrqVz9mzR3PEC2byvpFCyMQ3fcTL7r4QDp63PeSLp8DYAtCfW5Wb8pgZMpb7kPLKJSckr8+MFFoGIj/ubzW6l++GuzcmGbqNlSxUsx9b7gk3nnTbtNIOiD6CRwUexzi6txpHw0vldO0abAK/8qcT06sNyM6pU3nbaTeuxjC1q4URqdJGEcoLS7D3s/Ep0XXBptx3dEjA6cqMCNyQPi450TxGDyQq9FxKAv2MDcP/iH034fYHP1g198N2RN0rdspLp+M6ZRxxzagznajYk3pUbdXvfilVbXo9KJXrzKOocrLkQQ8n1baex4AIZ6SdZey9yP3jurNqVsz6MMfWmz5QC596QWnku6Ym1IxxVHoiDDjkuvgItTCQztBQKSYB3N5KKNiBjMcz+w73LgFZpHepj7p0/P6P0fz6TeZ6tett2DVDqprLkKvWo96YoLT8jd8Efp7aH5/FbM/u2Yod5Sj7C2jW9n7JhIvY/hr30IOfgTamuvRVWqhGgeordUEKS87HorIQqfQx4dotH9E9L3/n9mFcFxuvQ3mjseoH7nR9HnvInqNb913GjNs8DHi5aBUrSWXnw9au7SKY3WmjseYPhrHySuKtGLV5IuXw0q4hq4qgulVJSzdvoAceTpmO5xjxeFlSNHwDxn5cjNwKs0j3Qz54+/P6sW+lO10Ue+YhVIY4uqAVqP9tvlSLWoCol8uphnFFcFhAZd+1EdZ8YzirVYCqckGgcxUlKqOoo5VDoggAVJqqhi8U6I12Jpbvl6hJSYQHw9Ey2WVpN6H8Pf/Kgl9lY6SddcRbr6KvSSrgn9e9PbQ/b81lIn7dqmz8zKTWngc5diensihEuhqp0kq9YX89a/1yQB4iqxBEsfKwj5IY5wr9QrFKs3bwQU5tl/sp8LjP7kH6ne8J+ovvv/mJF7n4hlex5l9MHbxlS9qHlL0fOWln52vKoXgOqGm6lt+sxZmV6ZTjsjx8Qc2c/w//ggcvBZqm+5AV2bZwdnSb+A8mJDkV6wZ96jjuSnHZLSfGkfcv5bZ5xDEOtvJAtXFNcdHcv6G/UzTk/lPTsZvuNm8v5XqL3t/SRrroJGnby3Gzm8h+zQHjv5R4fh2AEE2y9ERNDzzkEt7iJZ0oVevhaA5r6tZDsewAz1UttwMx1TACEOfO4yTO/+YhNKEkhqVN54OYi23W+VQumKPSa+2sQhAcoiASpSso0rD30PGX3RDYDBPPtIIESObn+Q6js/cdandHxViFq+Fjm89zSrQrJSGi+k8yKOUagKefLvAc64KmTwi+8hdwrG2l9nUkZKSlVG/nzc+yqqO0J1WVCuzUmu+rDldDz2vwrExOSQVlGLujCHfjppjok3vykFvRkgWb4WtWQVutpZipCLebq32Jc7FtBxw8entRHaqVhj691Wv6PkVNr3lCxeiZr/BlRasemctEIxb+08lxhJoegCXeJG4d6nQ3ILExr7noC8yZw/fXpWPp/YXgtVL7PdTtsxkXofg7e9HTnaQ7LwXCoXXBFFPHHuu6W0LJBNFLgeBEriiDhaTDHkvT2YZRfNiHNySvobLiqdTP0Nqfcxct8naWy7Z9ZHa76qyEbALRUYi88jWbAMdGoXL63RiV3ccOeFomIZOSnpQXgswKcnomqd5vNPYLImc2dwYZuM1N7p8IzAzq/TrQpJ121i7kfvPc27tlbSYvFORqtCrR8PKqo6aqk2KzhHFPUc41QVlXgysXKtS+fM+d27SE9Ri2UilvfspLH1bnLXSftkVlm/yQpdzfJO2oO3XkveszOqnoq5QAl6yRuhozPozKik4uZtoTsT9GfAEWOxFcOA5wsVS6aE9VSMIXt+K2a4n9pNX6Zy5exByU9mZ2vVy2y303ZMBm+7FnPwWUCRrmglOPqIqaj3FpdzBB8RxR41ZS4BhEUUVxqq3/5705bWGau/0YHnPJQSJh4ImmL9jbxnF/X7Pmk7oLq/q5atRUcQYniMjTrmaDf5kR5UEM5ZSHXjx6ZUOGfg1mttpN+qv+EXryWr0LW5TkSr4pyTNIrMkjB+vDNLNE5sVQZFFtDnrF3k1Xz+ceQ05chP1/J9W2jufBjZ++NSzxClQLIm+egApj5AeontGZJc9u4Jpfbynl0M3HoNqS9VfPrbmMFegqumW/Vr/PxS7u+rIjL11SoO0Ss16Hp+m+2F8Z/PPKU3+shXSt1ZLVKiHZekSOeI45LgCZRQQkxC9RURRwZ/H0U3VmM8R6bo1qsqc8iH+wBh3v+5fcodgdZNyS9j6YVn16Yk9T76P7GqSBX64CFCtpRO0AvPhWqnDSq0cvM4Leav46a4MiwQj5xE87XkJNtxKc0G2b7HbZrukl+l83fvnLFn8Vqys1mi47Qck+E7byF78t4wiJNz3kiyfA0e3lMuEi6UEqFg21tiFK2ETRjjnBTIidDY8zi135p6gqPX3zAHnqFW0t+II7oYOImcK6ZWfyPv2Ulz691kE4zW0nWbqFw+9dGaX9jCItaqXKqdEuj8FXbzds6JX/BIbL+UsLihsF6IBOfE+ntuXLjIy6d5pFEne36rhfkveeeUL2xjeoaEqNBHhMfpGdL3MiyfWM+Q5o4HGL7zo+gFy6ldf8txeEYUadPxqkK88592lKtCtnyTvHsHumvyGnSdtOeT1lR/uej5FDuhCnWCnk9S2swk6s4aVxPNRM+n14oVaZx4/iZlxMt/Pmcx1OZY7sn5b4X+w8jgqzb9kyQolYb36vVm/DpYpBOVc1bsupi/8jPMsYOhymr+l1+e0edxttprqQfZKTsm2Z5HGf7y5ijStTnIZNkFoKMIWCu0ShFl0zq2HNQtojF7W2xr6dijVuIIjoDZ7QiOw31kr7zAnM89NakPIDafnuJoD9qnp8ASu5RPTxGlpwr9Dd9LwW6aRZon9DwJvRMMeW83ZtnFZ5SeCtHakf1I7/7gGyUzACE2tt3N8J23oD0sX+IWRJFXkkLnAstFqnaS/MJbkb6XUEO9QVzL56rtsPSt5TXG9eDwVUbGFE6LefUFTO8BwFZnnI4c+USs+cS9NP75v1FZci56zqI4qwfgqsvcFwExw44Fvyg3hsmOHiSfQGov79nF0O0fQAZeJb18M9WLN46pChFAXKmiQk24KmQqShUHPndp6Plkho6WkRGlqL3jI4Cy3JBQhWPnkepcRPqOj2CeewTz4r8WML+4nk95E/CbmYw95hY5McbQ+b6/pHr97COXzlYbvuMmGjsePP78beGc6EoNFqwgvea3kRe2wUs/hSS1yr1ao9IakmeAcvNWBWSzAJTtxMkHX0GOvBiIyybPmfP/+t8ka8/eCrvpthIHctEKtw6Vg/zJ5kBOtZ2yYzL0pU1ke7dE7PoEKh2k5693n7noN+6VES1OIYccxJPcL/bRr4uG9UU3gIitvBBBEEZ3fZfaez9H5bqPTO5TcGbTU8+glCZZtpZkeav+ho9Qy/dhR4LfnYjGxHjpKUCMTbVc8x9nVdXR6VosRz4m4orGieeckFbRi85FX/0f4YVtcOg51102tQS7tILkVtZb8HuUUDRJds4JIINHMK/8vFSV0fnx/2dSF7bWniGkleCUFtSpMuXNAmj+3Ov2nHrPkLhU0fOMklXrSVZcOKFrn06e0cl7PsXcEs+V8Uiqnz9l5OfUez4J8/9s56zmc8w2G6PaW0rnRMhn67xOqqhKzaZqKy6tc85q1AVOtdeBycU0sBwxEYMgmP5XoEW1FzFU3nl6qr2vNztdDqSK9iFp1CccKE2nnZJjEiLj0AOjYGWrRZ7gmIQW5tohKMTVF0qhSGxHc1Rx9HAfvrfL2Jxk82dTR3C06am/w3Mj1AT0N0gSRz2J0lIUSJC78HD99hDpb+zbSnUa0lNTbUNffA/NvY+dOOLCISYq6qVS8XLkVYeYVIIcufmX+wnwr1KRcql9viZvWqdk8IidYLmLuExO7V1/RHWSFrYxPUPmLCpxO+wx3lTjniH+3XvnpEj1+K+br7yAWvN2qifpGVJq0KVA0k5bdeUadEWusY2IjnQjvlRRAbWprwqReh/9f3IJjPiyYdx0OHnPJ38M3BLP1YnnDRFi4p2TvKjWganp+fRat4HPXYY58mLhPI6ppkotYbllXvu0a9gHKlUsV8xW6YT5q22vI9CYxgg0R5DRATAGY7zybzF/q+/6o7ZjcgKbvB5kvpBg9vUgOyVJ+sYjX40WZYWVR3ePov9lTKUDXZtr5cd1BdE5Sqcgud2UckeA1U7PxMs6+3VbOTGlwCEoFiUA8iaM9JPtfGhSCY7ZnkdpPnGPjQiUE3lqjkDWcHLLDk5WTkZbiXVQTG6dEINfRSlBJuHlOw/2onfYwGH39+0GveJCRu/9A+Z8bnYKC03UTO/+wAWKkQQvR26fn0vbOaRMQZAjJ2+C1khSRb30LHLouYKD5EoPlSgMArmVI5fGIJJnkbPiH3fUXfcMTep9DN32doyrPFMd8z1k49KSLt0AIdIP8tQal0v3zkqBEIaeIRjSZavJf76N0Xv/4IQ9Q5Kudcz9w4fGVIWE7qfHsemsClGdC+n8D18oej6FwMxYYqsx9vmEo5s/koe0TXiPKLuZRbC0eLQkcBWcs7fwPHA9n2aTvPvZYubIi4Cbv+4F+PmrfJClw4sJ6ekgR2+MTcdnjdL8s06kQsSJ3+UZyiv1undpgZRyECrDfTPyHM4GCz3IDj5D9aLrIK259dQ69xJxIMUFy/aQFO8X437AWPoFxnYWvuAKsh/fwejBZ2a8B9mEHROp95H37ASU62niqBW4iFHE6mksWIauzgWdQVpBTIZOK3YQpwmCRpE4Vy6x0BIxwOBzkfZxh8HdrCOjQyCQ7Xp4Uh2T0Yc+X9yHO8pwH5gm5LnV35DcOltibKSQG0vaFNcDRnBVBZ5r4m4nFwegRIPCOV963lKaLzxF80d3TFl6ajrMHCk4LkSbi9ZxQ0F/NPhiUPvjvveLQdHA5M3AxQlImoPplclDTxccgmJaiNMiApO0sA19aTOmt9vC2B1xzxDlsjLaZ/TsYq6T0mLuxc7C4uCub9yeIYd2kz35dydtBZ90raPz/evCcx9TFcLMlir6nk9Zzy6S5WvJD++1OKhp7fkk7uidExOcOqUrGNMMz2u8nk++W2/61t+g+fR9llsyyT2fXk9WhFQe8RO7vjvEQ4ygElqcE3DNg9z7LXrG2PdE4YQY74wUVVYe+Wqdx7bfU9tareBAHkAvXHHaPciUOCcl9CBLQvAwW3qQTdgxae54wH5hd5/goZVl0QUGXsF0NtEd8xClSH7hrdB/CAaPgNg0j5LcedqZe4imiJD8IuSDJfeF6e12f1+R7Xp40h5AY9vdZHsetYumz3UrUJJhjh5ELVgGmbFwtBhIKpAZSBLndESLbETI9JNbQUBMzLPfgyhtBQbduYDRf/wb0l/6wFm9qJacEsQFWBImi4rPjYB2JZ5om6bROmo8aH+nkWgxKy1qMZzvnViCc5IfOfOFrX7XLZgDu5zz7H53ntlxi0Ilykb6OgGXvvOT2yNl4p9MfB5ywDo8LwSSpb9A4x/+HLVk1YRTe7O1Qdecj9xrO/QC6eoNQYulaDxYECJj+XwjOanv+bT1W8G5N55c5NcCEctrc1osYgy1DTdTOwOBuNezqc4FUO8vnGkx0aYl45+ji2OEhPl1DbwTXka4kqt+087lLV8fk6bzzsls4TnMNhv60ibkaLdF9jvmIblzBsktPSJGuMK8cshuQGyLdcmnxQUTMgOohGTJ+XD4pzSf/LsZS+vok/+Iteb2B4okdiB6FhFxgduCGh2wRDtj4LxLoWM+0qijshFojKDyJuSZPTZGUFkT0xxB5Q1ojqCyhoUFs1EkG8X0HcIcOxj+rlKq0PQ4Qxt95KvuZUkJMUFA+l+2yElzFGmOIFkTaY5YJCVr2OvPMpvSye1RuaPkTbtxmcwes6aN/PPMHZtIbo+MDJDtfGhS7mcmTHUuLBCicbkArc5EJIvuPw9y4vExIjga66wmV36I9KoPB5ly/N+T4jzpuuyM7ifb8yiNrfdYJ0K59Exz2L5L914lb7jrbFo0UHKLkzmuAx7ZkSiSAeekgmDQF1+Puuj6AL+mK9Yycs8fnNG1zwbzHXrNy1b5tPqOj6LmLgFlnQxf4tvKDUIMzRf/lcbjd4aeN8YUDfp85K2Xrab2K/+J/NBPyfZvJ+m6jI52Cue0LemyCFwrp88eXIQY5mlMOJaAYJox89cSkYt2AVZ/pvR7o3ScpBWS5RcWf79tJRu+8xanSaICwmjXIbevSObmSYQoK7/uUqw/nl6A2+dKhRveadHoJV1kD/w5+b4t03ujzibsmFDvI9p9Cvg6RLgRAVBA5U3k2AHM9/4aeX4bqllHRuv2OP8NqMvebYl5+QjSrKOajYIY5Y5mdBg50o0ceRHf2MsHr9kkPDCp92F6dtrLdqFrIYPuQtm+g1DvR2WjtiQza0Bz1B7zJpiG40o4J8QY66SIPWJy25rdDyKTFc7J6CCMDgFMKgo03ZZ0XRZ81sJJiJyUCOlQsVMSbTb+6DcjMeVFzk6+PHKO4x4qApUaatla3Cp6Rvcz+tDn8TmaQGwdGUD8O88a7j027Hs1flFwnBnJHYJkivt3TgrK9ajBrxU6PAc17xyk/xCNH91xRtc/GyzpWsec378HOfgs2e7v0/Hez1K96sOkq9aHZ+E3r8L5KDY3aXVS0xr6jW+j+it/QPW636e5/QHyKWpE+Xozaf2ilcMT0mim+Dyav7FzYudvocRbzF9byp09/g2aj/0v59yI+/UGGqPkh54DBL3yzAKL15p5DiQUdANpjkDecPuLpRyQ5zbwiYIjGyxFTokQ9m9fsm3fg0K9+Xr0mzeG9HOy/EJG7p2ZQGnCqZw8zvtF8KsnOPpRHXMKtCYQHCVvWOVHnaJe2o15aXcgQgZYVytMLmAatgdMY9hu6vYXAx7ZgDPcewCbnrIgV9lj1LFHaQwyeBjJF6JrNj2lV62D/pdg0OpvkBgQ1zPCeNhsAvobvfutE8fZ7ZgAEYfCoMS+J41ddOxzMegkwRhjuSdEREjHNSiIkQUSZxynwC+Gzce+XpzHx0YdObwHOUPEpLHVpvZCSauLUCRrIMcOwvw32HJhk9ueIe7+/FGUWFhV5QHuJnLbQtuFXJDd/1TWd0BQHQto/uPfUDnLU3sAlfWb0X/4EMN33Mzwd/6E6uWbqV7/UdtLxrWN9z2fzJFuVDZi59+SVVDpQNXmohetJFlxYannU+Oxb0xpz6fXm1XXb2bY9wAK6Zr4SERgFpRLw7pKADfO80B8tWm5lh5N5jjOjeeYVTphZGBSEM/XmpU5kE4hebjPBkm4whLJQVesExk4kIlDbGMOpKMZ+GUpcCAd9y8qQFHzliAzxIGcOPk1zttLIRut43SOH8QRgSoQHlViB6PJYDR3sK7/deIiT7FIS9wD4zjwotTPnODY3P5AQfgK1SQFsbeoJgE1OmjTS5VzbXpqdBCOHnDVRk5/QwF5XmyqAl5/w+fGHW8SGTyC9B2KKAiKfO+Ws1JYKF2/OeqTEi1ucTWGO+KdELQFEJQX1ys4Ob6Po3HefXlxa4WT7fvTtXmYeh/ImUVcjR98FSgTof1R+g+j0k6ko9Oy2SVDJRWb49Up5MaWUopx3BOfxgEvCKzc9ZbCVJ8TNgZlmpj65FeezZQlXeuY95ktoedTc/sDQYslXb+ZyvqT/w7T20PjqftKWiydN35+VnboPRstXb8Z5bpaB+fEIZFK2/lWve73AMi2fMPxXf28to0jkws2IEd+bgsg3KZXck5auWIR4pJcfAP5y3sx9T70yktmJW9qpmxcDiSgTEZ+9CDJgmV2f9V2f1WeA6kdwdU5I4zHgfQbsOdAPvO9guM5wxzIUyoXjtnYIi4ijpwSnBOivVMi5YjZ1o76UiUPIzlP2ik3eiJjzBkoiFESEAYzCQRHnHPjS+TQFJG+2KoS+wMOGTIZHD2AfO+vwelviE5t1dGi82D1BviX+y2R1xHCfPWA33xMnhX6G4RfjzFCtu+xs9IxqazfTP3+T8W4QBEJOSelcs1vg9I0nRy5EeNKiZUVaXrTL0Hvftt2PSxqBcJgvBMitkdKHHmlF/97ssN7YPjYGS1svvIsbjgZI2gAcqw79AxRSQVM5nqG5KDTMN5tBONY8eIJaG5cj3G2fc+QUWRkCOUI3q8FxwQsB6nzw7dT3fhx6vd9kmz3I2S7H7HPcHEXidNigQh5O07Pp9qmT09pz6fXo+ml56OWrEKOdsOcxTB01HKgAhFWuRcTIX7GbXo56I4OuOBKi3Af2U8UlWGURkk+FjGJ5m/zme+F88qVN8/cg5iF5jmQEAVJWO4b/S9j0pqV6HBtPsQUCIqSBIzrQeaqp9wvQkIwJOUeZLkEhB9wHMjpD5Qm7JiozgVIvT94wK1VF94psaVHBdxXgueNQ1oCJ6WlysJ50HrDh9AiNLd83X4+hjAlJF1nztw2Lj01Rn+DKHKIuTQujSR5ZjfHvGlltbMqvPQscmh3uYGV31yxqaxx9TcIQFAURZ9dppeeT7JklS2tnbsYGToKqCKiclUYQBEpqaIKh7RGcsEGTGMYjuyn2LOt52/yjBj+NS3jpfnMd8P3ahtOf2FrbreVZx6OBs89sl95k/7DqDmLMbU56GonquuScs8QSSyCYlwaSLKCkxWqtYTWniHmyIsBQct2/eNp38dstcT15mnt+ZSdQItFMX09n17PVr3qQ1a19+IbnGrvbrcu2/W78eOvgfKK3UU1DijyoV7MwxH52M1fvWwt6UUbafzwq3gCrXiuleeGeQTFzefK+s3Tfu+z1QIHUqmSc2L3J8+BPID4HmQ+SDK5C45S0DkirgeZe594LqVHTDKfSJYA4KJscBBzIGelY6K71pHvfSxKcxiOl65RkadtNycXGesoF+mdAL85x7lH3OYgYjkZbjCrSg0WdVkBrkmw8fU3xEvV2P+3IEQYgcQhQ8oiI5oGEulvBCTIp6NMXmZLU4gKhXwWBATnbLSKW9jSi2/AODlywnjQjP7wDnw3WbRFFILuwdBRmoFwCm4XRy9fi75oI5mXI2f8iMs/VxDSdae/sGU7I86RiKv/l8I18denFDLSh85HkbSKWnkp0hhEHe1BTGIRNMlsz5CsEZAfosVA3P9KPUP6D0fOsZy1qb2TWdK1jqRVi2UW9Hx6PVtt48doPPIVRp++3295wZlQWmFMbjmC4kr7JUd7sUTtdUzK67p56afkB58rOd8e8TStyKfJqV55U9vxjKzEgQyIfsSB9HyIwVcw+YISB3JMDzLxOkJlDqREHMji2MqBnFyJjonYxBGT6OiJqiVkhKQ4jqv0GHMJ7M2WxLGi3GP22Ncp17+7xbxRRw7/1CImk8TcLjklJW6MckhJgQyNx51gHP0Nmaj+Rgt3Jj+LhYXswva3NJ++P3w2dhzkLUf/3PICqgpEZMhfeo78pefK40DiY+T8iZBe+YEzWtjMcF8L56hQqi0QQorP8yaq7yD5d/+66BmSVhDTRJ2zGi7YAP/yHUTFaRwVcrp+POSuZ4jflT335mxN7Z2KzVYtltebqc6FdNz4edtlmNZgLcciJ17pWiziKcV8BuUEfFVIwxpfqmridVycoq9zThavtOKAHQvaJd8tdjwOJBTBi9cpUSOWA6kdB1KNDsIxy4GUVg6kC7pbOZAhCAfLgTw2cxzICZcLp+s3u80b/CArlX6WNmFxJWMSNumihCwqMTOtOgZlgmPQO/B/rzYvbOZ6EpjbqnOB+8K9FHdvZeehlUUu0fWV9TeKEscW/Q0i/Y3gjJgwGPzfmSxnayZMdS4sFpZ4nLToHhTEt9b3npc+9+NCxpQglksRWXie/TsdZy5HLk7EL3COgrNaIButn9vhklvYszmM1AdgdAg5+Azy+DeQxiCM1mFk2JXMDyHNEczQUaTvMObl51HDx+xi4QmyMQelbW2bJqte9cFAHNfL14Z1UVrWs/I6Vy71NijXA6d1XYzmrfv5yi++z6YvxUxpD6ez1up9RdrGc0ICkk9Bo3B0AWUy5KiT6PjZE9CoI6N23WHeG+CSdyHNOjSdnlg2ihm10hw066i8gRkdcijm/mI9wo6DfN/kaIdNxCbsmFTWbw4Xaa3FOUGoXPvbVK757WgQR4NXJ3DB1aiF50WbTlHf7p2VYhKYwikwhvTiG2DeOSCCPu8tkxJlaS8sFICLGMEokA4i56HsPJX1NyRv1V+Ift4/uMhZQcTpb6yJnKKz16obPmhL/QQSV95ZOHVjdSpM5JwEPQsfgbU6I8ae+0VOREjf+htIbzdiDLVJkCOPe4bYL1qckmKWum/bcUIrsS9rQDaCNIZgdBCpH4ORfsu9GTpqOSrDvbayS/w88ohK5Ky2e4a0bZpt7kfvBRewJRdsKJATWoPLsfNYr7yUytv+Q5ivY4M2tx6mNSpXfSigoZUNN9PRVu0dY3EPMl8wEnMfAwIrnsvoLM8gG7X8kNFB28rlpWeRLd+AxpA9b9ggSTVGMI06MtKPOfYS8urPkeGjLZmEgtsyXTZhx8RDrgKW4BghB8Vm6xbvEnJiByVpB/qCK5H554TNOwxq1NhN3pSdgOYz38W88jwihuoZEBxjC7lUoETIgkKh00QcBokQlHGck3Kk750re5499nWyLV8vIzCIrT6YBP2N2WJzPnJvUIJNVm9wueriebUiZ/Eil3RdRvq2/1CMC2Mwefk5isndwvZB8kN7MG48TNbCJuEYcYzcPQDF+BiTjovHQ9HG3eR+fDgRNq/r0+LclJwT/8zO4tRe285O00vPZ94fPkzuCMletdeTVv18LYuo2XU+27+dxpZvjl3fo3WdN1xA7Vf+wKZp929Hr7ys3XjxODaGA0mBlLTSAbx4JRTn4vepvGGdj4ZFdNWIC5aGjyJDr6IGXkYGj0BjCHzVlYyzzk1joDRx5VegsuGDKKBy8Q2k570lSrPYTWb0h3fQ+PH/cKWd5fSMDFuCo3nhqbBoe3np9NrfKW/urXoVpSNnRHCMLV2/OUKA/KZTTif5+5NS5D9OxBDDmS2RvZhokET3IQiqOi9saq8FxUMrR/4g4ha2mpcjB8Zd1Ezx/LKf/yuNx79ZSuOEcWTsc9PL1gQ58nz/v5FOohy56lwQFoFy1VQZQSudjxmf7n2PFzFGTmly1W+SXPWbtMp0x4tQu2dI22bCkq7LmPuRezCRam/t6g+TrFpPsS6bgHSPDSpb0jdJleRNv0T13/8natd9hOb2fyB/fhu66zLm/ee2au+JrLQOIeU0b+s6FVc5tdAiyk5kFhVkmGhda+FAUnZOppMDeUo6JrWNH2P0+39LwxMcHdtaxd0Lx63C0Y5oY3GhuHGXJziW5MsFFyEz5iFXzpDgGFtl/WZG7v9URB1wm0RoXKWoXPPbKK1pPPb16L7AiEJVqug3bYDeF22pbFxtFLPQwQ2C+OXb9FR+eK+t8DjvtSMslHStY85H7qF+5y3I4BE63vtZsv3bMd07yLt32OdrLJvf4mxRGwCfLTEFTEm1E9W1jurqDajFXTQe/ybZ/h2TLkeedK2zQnEtRNdwLuDaCpfHvSqqFozktoQ8unyI3rs5ec8QvXg12cHdk3JPbWvb6ZhV7X2Yods/QP07f0Ll8s3Urv8oplHHONXe/PAeRECOHrAcBaVg0UpbulrpRC9ZhV62hmTFmwEhe34r9ce+AUO9VDbcTGdbtfeEpjoXYup9wfkolLRbq2GjwgwRW+2ELzjx3btbkJaW4D+58kOAVdZ2G1VRPerOp5MDeUqOiepcSOd/+AL1Oy1zOzhUvvoidk5KuiW5q8ZRhfYOXoTMr9Hi2Nw+nVI4Iyw6DznSjZoEgmNseun56CXnY3r3o4P+hofVC/0N+24kiKbhPiex6SnTGHL6G3abtaI1iRWnIXKuWiLs5jPfCwhM9TUmLGQXtvMZvv3m0sImkRx5fmiPHfxuYUNAL14F1U50dQ568Ur0igsDXyXbt5XmY99ApkiOXOIvglPinVQvUlSUQFuns+iWa1y1UUhPShzxFERxIwbz+DcKhEXEzn1jIG/3DGnb7LCk6zLm/8nj1O/7JM3xVHsn8Dusau+3S6q9tbZq74Qs6boMcYraBbfEiX22SHQEBXYf/Oio+jHsv+4XBxqGFIhJVCM+pgdZkOiYPpaJktOg/w/eeg1Zzy6S5WvJD+8tSomdToXSGnCICbiSpggpSSqIyVoeticQRr1RgPStv0Hz6fswxtC56dOT3tp85MHbGH3wNipX3Gihy4PPorUGpaP78PcV3x+hlLQkWy4T1N9ogUHn/dnO1wxiEpvU+xi575OMbrsHVekkWXMV6ar16BUXhrlwomPe20P+/Fay/dthqBc6FtCx+TNTsrCNPvKVoGArUB4HSlu5eTeuy+ND48WnoCCKhfFO5JwEomxOPA6sMwOkHcjIAGJy5v2XHa/JMdG2s8/ynp2M3Pcpmr6nTqWTZEkXaskqdLWzNG9p1Ml7u5HeHtugFey8veHj7eqbU7ChL74nPG9w+4/SVsQRZUXTUOjEytVrndh1KF6XcPtU5NR4pfG4B5lxSG5rlWR8Puf37iJdt2la7v20HBNzZD+Dt16NWrAcNW8p+fPbot/omp8pFY5QaPwnqy5Hd11Gc9u3CsQFiXqIuAiy0kHliveR799Ovn871Q030/nh2yfjnksm9T4GPnsJUu8vfa78S1a6/LKVBlU4W0EULOhw2Duyh3KkHAhkEnmqxupvzJmCe5tNlvfspH7fp8h9T51KJ3pJFzqSI/cmjTqmtxvT22ORFCz/o7rx41MqR26O7GfgcxGvI7x/64QopUs9Q8rOiYKkahVsXc8Qv1qXiGQxchYhaCG19/Je8sP70Oe9hXmfnr7yvLa1bSKW9+yksfVucqfaezKrrN9Eur6t2ns6NvrIVyzVwFu0DsXBkVIatN13w3rl916//1IO+sJahC3sCMdoXxIMqjIHU+9DjJnWQOm0HBOwA3TwtmvRF2wgXXU5zae+jQz12l+qFOIXa+eUiGDP41xXLGdvii6WevlaKle8j+buR8j3bbVkrClsbd7YdjfDd95SEGF9ZWjJOQGlkuCUlJGSVo80QoB8rs55pKFUeOG5tjdFbR7z/+KZ100UkffstLDwTx/FHHALWzEMxpxPtxx5/2cvKfUMQdlIRNyx+su/D0rRfOx/lp1WAT13Mfq6jyDP/YD8508XOgNKIUpbnYHW0uJQrRTr+Bhqv/6Xbbi7bbPagmpvr9W98NnP9MK2au9kmDmyn/7PXVogJkqFdcg7JdW3/y4oTeZ6kFnkxAVLlRrqTVdC74tIb0/BlSPen4pqU4XYKkK8RMe/Jz+8B/PyPtQ0B0qn1sQvsqRrHXN+/x7qd36UzBEc8/3byT3BEUFy55QoAKsMWM51uaMRqHSiVkUExy3fJO/eMeVOCVj9jcYjXyHv2YVevhbjKkqszLJzQrAKpZ7QW3BmnHKpTjEhPVVA90AZMcHqbzSeug9kcvQ3ziZLutaR3LiODsYubN7SGZQjH9sz5FlOt2eIH+ftniFtey1aW7V3au1UepCJiOM+tvYgsxxIObK/4JAIjgNZ7kHWKgHSfOa7Ya06kx5kp2OnjZh4y3t2MvTFTZisQfXyzaQXb7Q5Rk9w7O2xXScHj4BTuNRLVkGlA1Wbi15UJjg2920l2/EAZooIjsczm566BhYsQ89bSvb8tii3V6RxBMYgQen5RXqq8EgLBChUL1U6SX/xfeTdO8j2/xu1KUpPte30zab2Li3Y8HhkzCMnlLgmAqWeIThksISg4RFCCsREyj1DTKSLU73ypva4aFvb2jaGA5kffLZA8ifAgXRfuMNpciAR5v2X6eVAnrFjAgXBsbHtHqh0kq65inT1VeglXRP696a3h+z5rWXm9qapITieyPKenQzeei3J6g0kLempEldGFZyZkIBQkVxbxJ3xEbJNT91Ic/f3pyU91bbTt8bWu0PPkGCBM6XHHO23tRsK0SKABATNWhk5C0iaiXuGzGf+X/ykPS7a1ra2HYcD2UK4H8OBjPanVg5kvCCNy4Fs0etCSH9p+jmQk+KYeMv2PMrIg7eR73sscAT08rXopatsqib6WdOoI57gmNURAT0NBMeTWXPHA7YcesEyOq6/xaanenaQ7d/ht5yii+Z4nBn8u7fpKb1qHZUZSE+17cxs4C+vwRxwqb2X9zqqiEdOtONQOafEIyVxNY5OLaeEaDxAeTHwaZsrbqTx5N+DCLVNn27Lc7etbW0L1th2t92TSly8luqbuCqwVDXqkdtin4pF2ooS47hqUGDhecjRbqQ2jwUzwIGcVMfEm2duZ3sfw5yFzO28ZyfDt9+EGXiVyuWbqVy8cYz+BuCcqhEA1OJVqGoHqjp3fP2NHQ8gQ71WPr0tLDTr7fiVZ+WKM++sxHBpsmo9umsdza3fKkUoY5yTtFx5Vtlw82u+OqttbWvbqdvgrdeM4UDG6493UlqrYT2Kq3QKJgMoB0u+MidCTSq/aCU6xJgZC5SmxDGJLRAcj+xHegvt/2QGCY4TsUnX3+hcQMcMpKfadvqW9+xi4NZrSKPUnhnqLSNnKCtuRDlCcR8UVWclPRNQy1ZTveL9NJ/9ZyvPvbItz922trVtfDsZB7JYh2L9Ersupedfjl7pJTpclaAZy4Gk0ukCpZnnQE65Y3K229mgv9G2qTOb2vsoasFyaj61FyrPKHOPwvl4JpB2kqxaR7J6A7qd2mtb29p2CnZmHEhahEwiDiQGvWx6JTpOZm3HZIKW9+ykufUemnsexRzcdVzdDX+eXja9+httmzrLe3YxdPsHkCi1d0o9QxavQi9fS7LiQsD2DGlsf6DdM6RtbWvbKVlroFTuQYarCtQlDuQY7mPUg0x3RRzIKepBdjrWdkxOw+L0lOmdHfobbZtak3pf6BniK8+SVeuds3Fymy2VZ21rW9vObrMcyJsxA6+cmAPpe5BR9CBTx+tB5jiQsyVQajsmbWvbKdgZ9wzpXEDHxnbPkLa1rW2nb691DmTbMWlb207D2j1D2ta2ts20+UApe41xINuOSdvadoY2bs8Q2qm9trWtbdNjs70H2ala2zFpW9va1ra2te01YrOxB9mpWtsxaVvb2ta2trWtbbPG9ExfQNva1ra2ta1tbWubt/8/oeD+B5cEQBQAAAAASUVORK5CYII="
[ "about 40", "about 70" ]
null
1
science
grade-8
identify-rocks-and-minerals
false
true
Trachyte has the following properties: not made by living things no fixed crystal structure made of light and dark mineral grains naturally occurring solid not a pure substance Is trachyte a mineral or a rock?
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"
[ "mineral", "rock" ]
null
1
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
"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"
[ "12¢", "13¢", "15¢" ]
null
1
math
grade-3
am-or-pm
false
true
Patty is shopping at the toy store with her parents. Her watch shows: What time is it?
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"
[ "11:25 P.M.", "11:25 A.M." ]
null
1
math
grade-2
symmetry
true
false
Which picture has symmetry?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAUX0lEQVR4nO3daXAb53kH8P8CBHiIJCiKEkWLVC3Zko9YcXwfsh23cTN2XB+TsRqPJ5lek7huPjWtPW49+ZB4nDbNh6YzbWzL8iHZke3I9kxtVT4ku5V1maJukpIoiZJMiiIp8ARIAAtgsf0AQoIoglgAu/u+C/x/3yTieETyr/fFs7vPKrqu6wNR4EQICGpAXAcRWaRMAWrcwLIqoNELKAOqru8OiC6LqPTcVguUHQ8l/9DkBa6ak0wnEVkjqAFdk0B/FDgWAly...
1
math
grade-1
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA5AAAAEJCAYAAADiusiGAABhNElEQVR4nO3deViUZdsG8BNFVkFwTUFBrBQscAXUxErBUtASd8VS06w0NJfqKy2XFkVfRe1VwV3TSrAUtYAWo1RQM8XXQU2B0VEyVGAQmEGQ7w9iBJlhnhlm5/wdR4fMPNd9P5c0U3PNvVlVVFRUgIiIiIiIdMLKysrYKRDpTSNjJ0BERERERETmgQUkERERERERCcICkoiIiIiIiARhAUlERERERESCsIAkIiIiIiIiQayNnQAZn0wmQ0lJCUqKi1FSIkNJSTF...
0
math
grade-2
read-a-calendar-ii
false
true
What date is 1 week before September 18?
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"
[ "September 11", "September 4" ]
null
0
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 8 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAGgAAAD+CAYAAADWI0D/AAADk0lEQVR4nO3bzW5SURhG4ffwZ1KpOqph6EB7CR22F9Db8A6dW6e9A6yJw+IUKAkI2Q5OiCY2ccL2rMB6RiUkex+y+oUJX1NKKbNN8m2VLHbJtkQdGjTJeT95f5a8HSXNbF3K/bzrx9Jzrl4lg4dV+2IySi5ftvXUncUumT4lj5vk6yrpzbftG8ZhOO+3LZJkuUt6uz/eEMO+xc+S9Lp9FP2LgeAMBGcgOAPBGQjOQHAGgjMQnIHgDARnIDgDwRkIzkBwBoIb1Dj...
1
math
grade-4
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "1 pair", "no pairs", "2 pairs" ]
null
1
math
grade-3
is-it-a-polygon
false
true
Is this a polygon?
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[ "no", "yes" ]
null
0
math
grade-3
purchases-do-you-have-enough-money-up-to-10-dollars
false
true
A kickball costs 6 dollars and 25 cents. Do you have enough money to buy it?
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"
[ "no", "yes" ]
null
0
math
grade-3
reading-schedules
false
true
Look at the following schedule: At which stop does the train arrive at 12:15 P.M.?
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"
[ "Elm Boulevard", "Willow Boulevard", "Jackson Avenue", "Lake Boulevard" ]
null
2
math
precalculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x= – 9?
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"
[ "yes", "no" ]
null
1
science
grade-7
use-scientific-names-to-classify-organisms
true
true
This organism is a Sasanqua camellia. Its scientific name is Camellia sasanqua. Select the organism in the same genus as the Sasanqua camellia.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6IAAADMCAYAAABp7h4wAAEAAElEQVR4nOy9d5xcVf3//zy3T5/tNZvd9EZC6IJ0kSJiQxGsYEH5YEMRP9YPVhQUFLFhQcWPoiAKNnpHSEJCSEJ62WT77vR66/n9MbubhGZQ1M/X3zx5zIOdOzPnnnvPe27mdd9NSCml53kEQUCdOnXq1KlTp06dOnX+30RRFDRNQwjx755KnTp/E6UuQuvUqVOnTp06derU+X+fIAjwPO/fPY06dQ4IrS5C69SpU6dOnTp16tT5zyAIAlbmJPMjEFP/3bOpUwc...
2
math
grade-2
which-shape-illustrates-the-fraction
true
false
Look at the colored part of each shape. Which shape shows two-thirds?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAARHUlEQVR4nO2dfVRTZ57HPzchIUASQN4LiIgQkFqt1fqGqPVlz4473RlntmNnq6PW6fRlZ+fs7h975sw5e3bPnj17znamO+fM2dnuKO3Ubhnbam1tx66t7ThO1aqoRaDIm4gQgfAWEgghL9z9IwmiBgwQyA25n3+QG3LvL37z3N/L8zy/K4iiKHY4oNEGVje4RGTmEFEC6JSQHwtpahA6hkXxoiXUZsnMBqv0ENVg8/ySoQZDnOfbIDN3sLqhbhDaHVBvA4XF5Xl...
0
math
grade-7
identify-alternate-interior-and-alternate-exterior-angles
false
true
\line{NP} and \line{QS} are parallel lines. Which angles are alternate interior angles?
"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"
[ "\\angle{SRO} and \\angle{SRT}", "\\angle{SRO} and \\angle{NOM}", "\\angle{SRO} and \\angle{QRT}", "\\angle{SRO} and \\angle{NOR}" ]
null
3
math
pre-k
name-the-shape
false
true
What shape is this?
"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"
[ "square", "triangle" ]
null
0
math
grade-6
identify-trapezoids
false
true
Is this polygon a trapezoid?
"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"
[ "no", "yes" ]
null
1
math
grade-3
coordinate-planes-as-maps
false
true
What is at (8, 4)?
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"
[ "radio tower", "magic shop", "pet store", "science lab" ]
null
1
math
grade-4
angles-of-90-180-270-and-360-degrees
false
true
What is the measurement of this angle?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAAUCAYAAAC3ZkrjAAADYUlEQVR4nO3dP0wTfRzH8U+fOPknuhhjHLQMwtLQJhIdq7g40LooQUgo0QEXioMjD/VxdLDogIOJR4IYdeFq4kSxIwYSj3QBhrYOjWlcamqf9Z6Bh+bh0WKfPMeVu75fQ4e7312+19/y6a933wvYtm0LAAAAgCN+a3cBAAAAgJ8QsAEAAAAHHWp3Ae1SKZf0MWeqsGGpsGmpuGkp2B1WV3dYXT1hXYzGderMuXaXCQAAAI8JdOI92OZ8Wq+ePVC9Vm065sixE7p1N6XYcNK9wgAAAOB5HRWwK+WSZn4fU34tJ0m6MjCqUF+0sWq9s5qdX81p+d2cJCl0IarkHy9YzQYAAEBLOipgT9wIq7i1rpOnz+reQ0OhvmjTsfnVnB5PJfT1y2cFu8N68uaTe4UCAADAszrmIceF2ZSKW+sKnu/V07fWnuFakkJ9UT19ayl4vlfFTUsLsylX6gQAAIC3tbyCXa9VdeTYiX0uZ38UNiwlByOSpJnXn9TVE3bl2IPEy/MHAADgJb9cwS5sWEpPjen2taBWlhddKMl55nxakjQ0Pv2fA3JXT1hD49O7zuM1K8uLun0tqPTUmAobVrvLAQAA8LWmAXvJNDRxM6LkYETZjKF6rdp4ONBripuWJOnS5es/3V8pl5R5OdM0fO4cV9xad744F+TXcqrXqspmDCUHI5q4GVE2M9fusgAAAHxp1y0iO0FzJ1BL0uGjx3U1nlBseNKznTQGegOSpHfrP94N889bQCTp+fviT69zr3N4wfbcprVkGvrz+zdJ260I+2MJxYaTnp1bAACAgyZg27ZdKZf0/NE9rXxY3LXTtqVAoD2FOcW2pYD090eL45uNtSVbPvlO/nUNly5f1537jwnaAAAA/9MhSTp15pyGxqd1+OjxRv9nv3A0DAdazumecmVgVPER7/5DAQAAcJD80EWkXqtqyTRkzqf19cvnxvb+WEL9sdFftrfzokq5pPxaTqELUV+GzPxqTtnMnLIZo7Ht5Omzio9M6mo8QXcRAAAAB+3Zpm9leVFLpqGPOVPSdheOW3dTbtUGhyzMpvTq2QNJ0sVoXPGRSV/+UAIAADgIWuqDXSmXlM0Y6o8lfLnC63fMHwAAgHs66lXpAAAAwH7rmFelAwAAAG4gYAMAAAAO+gvVBjVysfuIgQAAAABJRU5ErkJggg=="
[ "270°", "360°", "90°", "180°" ]
null
3
math
grade-1
compare-vertices-edges-and-faces
true
false
Which figure has more edges?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAASrElEQVR4nO2de1SU5b7HP3MFGRjk7qAooOZ9pUVlnrCb2wyzbSpmIVmcc8otpbbL3LpT91bJjro6Xlbr6LK26PKUl9NqbXfY0WJ3MuyCYmzbjaEojoggIspluAwzzPljmGmAAQaYG7zvZy3WrJn3fZ/nYd7vPO/zPs/v+3slZrPZXGaAwjqoMYHRjEg/Ri6BIBmMDIAoJUjKGs3m3GpvN0vEGzygBvnFOssbjRJGqSzqEOm/1JigQA+lBrhQB9Jqo2WDePKFQZD...
1
science
grade-7
identify-chemical-formulas-for-ball-and-stick-models
false
true
Select the chemical formula for this molecule.
"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"
[ "N2H4", "NH3", "N2H2", "NH2" ]
null
1
math
pre-k
count-pictures-up-to-10
false
true
How many flowers are there?
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"
[ "6", "2", "9", "4" ]
null
1
science
grade-2
identify-solids-and-liquids
true
false
Select the liquid.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AABMbElEQVR4nO29d5wdZ33v/54+c3rbXqRVL7ZlW27gCgZMb6HcCwQCNyTh0kt+BJMAiXMJIeEaQ24ol4RLgMSEjoMBGxtsg427rWJbbbVaaXs5/Uyf5/fHaFeWaba0ktb2eb9e+9rd2bMz3+fM5zzzlG+R7q4KsT4JaYU2bU4q9RB2NWHCg7wKF+Xi43JbkG1OFWkF1ifjnxvhkeNyW5BtTiUL+vPFkWPyqTGlTZvfTluUbZYdbVG2WXa0Rdlm2dEWZZtlR1uUbZY...
2
math
grade-8
identify-trapezoids
false
true
Is this polygon a trapezoid?
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"
[ "no", "yes" ]
null
0
math
kindergarten
fewer-and-more-compare-by-matching
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAABeCAYAAACEstXVAAACwklEQVR4nO3YTWqTURiG4fdL0w76oyD+4EwQdQXSmTtwH+7IfegKnBY3UKsDR1YqCE0baG04Dj6kdtJBcx6C9bomSQicnCeTm2RorbXD86rP86rZouqiFQBwQ9Ohamet6tlm1aONquHwrLW941VfCwBun907VdOD+fji8UbVi62xwgDAzcwWVfunVd/Oqz7NqybHF+MbIgsAy9tZG5taVXWyqJos/noDAFjen6b+alWT1V4FAG43oQWAIKEFgCChBYAgoQWAIKE...
0
math
grade-2
match-addition-sentences-and-models-sums-to-10
true
false
Which shows 4+1=5?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARIAAABKCAYAAAB3ndsNAAAMAElEQVR4nO3dSYwc133H8e97tfTeM+RQ0pC0KEHUSKboRUoQUbKsmyHHSRzAMKwYhiHk4JsRGILhHHK0Dwbsg2HYByO35JA4DowglqNccrIjSBESwICsCFxCw1yGw2Womem9uuq9HGqanCZHPV3dVb3p/wEELt1V1T8V59dVrzZlrbUbAVxoQi2C0CKEEAO5CioOrBXhIR/URsfat3em/bGEEPPqTBXc8834D0d9eLIUt4wQQgxSi+BsA64FcK4JeieMX5ASEUI...
0
math
grade-7
identify-complementary-supplementary-vertical-and-adjacent-angles
false
true
Which angles are complementary to each other?
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9ysnJiTqb3dDQMK+4vnTpkg4ePKgLFy5Ikj777DNJuqUvVAIAAGBxscGeweXLl3Xp0iXt2rVLFy9e1HvvvaelS5fe9DmDg4MqKioKb7uHhoYkSYcPH57T5vq///u/tXz5ci1btkxVVVV69dVXdfHiRfX19ek73/nOnD4XAAAAFgYb7Bm43W7de++9+uUvf6n29vYZ41qScnJy5PV6lZGRoZGREUnS8uXLlZaWpk8++WTWM/zBH/yBXn31VaWnp+sHP/iBPv/8c73yyivENQAAQBxigz2DDz74QD09PXrxxRd17tw5/fu//7vuvffeGZ/X1NSk2traGx5fsmSJysvL9fjjj6uiomIBJgYAAICR2GBP45133lFdXZ0++ugjPfbYY9qzZ4/Gx8f1b//2bzM+NzKu/+Zv/kZ33XWXJMlsNmt8fFyvvPKK7Ha7MjMz9eSTT+qtt94Sf88BAABIDmywp3Hx4kXdf//9+va3vy2Hw6ETJ07oF7/4hc6cOaPi4uJpn9fa2qrt27dLkurr69XQ0KDh4WEVFRVpYGBAd955p/78z/9cb775pv7nf/4n/Lxvfetbqqys1BNPPKF77rlnwT8fAAAAFgaBfRP//M//rL/927/VpUuXlJ2drV27dk157COktbVVO3bs0MTERDiuQ4aHh1VaWiqfz6ecnBx1dXVpaGhIR48eVUdHR9R1s++99145HA49/vjjWrZs2UJ+RAAAAMQYgR0jkXH99NNP68CBAzf8zujoqEpKSuTz+ZSVlSWv16v8/HxdvXpV//Iv/6KjR4/q5MmTGh8flySZTCY9/PDDcjgc2rhxY/ia2gAAAIhfBHYMdHR0aPPmzZqYmFBNTY0aGxun/d3pIjvkk08+0euvv66jR4/K4/EoGAxKkm677TaVlZXJ4XCovLxcS5YsWfDPBQAAgNkjsOepo6ND/7uqSv/nD/9Q/2/VKv3g+ednfM7o6Kh+vHGj/tfYmOo++EBdXV0qKCi44fc+/PBDtbe36+jRo3r77bfDj99+++1av369HA6HSkpKlJbGd1UBAADiBYE9Dx0dHaqsrNT/LSxU0Te+IeXmSnv3Sr/7uzd/Yne39Pd/L0na+h//odc//lhnzpyZMrJDLl26pJdffllHjx7VwMBA+PE777xTjz32mBwOhx544IEYfCoAAADMB4E9R11dXSovL1cwGFTDli2qn5iQPv105siOiOvg6tUqeuUV9fb2ymq1zhjZIRcuXNDRo0fV3t6u999/P/z4XXfdJYfDoSeeeEJ33313DD4lAAAAZovAnoOuri7Z7XaNj49rw4YNOnbsmNIGB6X6+ptH9qVLX/7OmjVSdbUCgYDWr18vj8cjq9WqkydPqrCw8JbmmJyclNfrnfJKJA888IAcDocqKyuVnZ0duw8PAACAmyKwZ+n6uG5vb5fZbL72w9/8Rjp4UBocvDGyp4jrkCtXrqi8vFwej0cWi0WnT5++5cgOme5KJGlpaSopKZHD4dCjjz6qr3/96zH4twAAAIDpENiz0NPTI5vNNnVch1y+LD33XHRk/+Y308Z1SCwiO2S6K5GEbtPucDhUVlam2267bU6vDwAAgOkR2Leop6dHZWVlCgQCKi0tVWdn541xHXJ9ZP/mNzeN65ArV66osrJSbrdbFotFr732mmw227zmnu5KJFarVRs3bpTD4dDDDz8sk8k0r/cBAADANQT2Lejr61NRUVE4rt1u98zXoY6MbGnGuA4JBoPatGmT3G630tPT1dnZOe/IDpnuSiTcph0AACB2COwZ9PX1yWazaWRk5NbjOuTy5Wtnsu+445biOmQhIztkuiuRcJt2AACA+SGwbyIyrlevXi2Px7Nod1AMBoPavn272tralJ6ervb2dtnt9pi/z3RXIuE27QAAAHNDYE+jv79fq1atCsf1qVOnZLFYFnWGyclJOZ1OtbW1yWw26/jx4wsS2SHTXYmE27QDAADcOgJ7Cv39/SouLtbQ0JBhcR2y2JEdMt2VSLhNOwAAwM0R2NeJjOuVK1fK6/XOKa7ffvtt7dy5U//5n/+pZcuWae/evXrsscfmNNPk5KR27dqllpYWmc1mHT58WFVVVXN6rbmY7kok3KYdAADgRgR2BL/fr4ceeigc1x6PR5mZmbN+natXryonJ0e/8zu/o+rqar388ssaGBjQr371K33zm9+c83w7d+5US0uLTCaTXC7XokZ2yHRXIsnPzw/fpj0vL2/R5wIAAIgX/P/93/L7/VGb67nGtSQNDw/ru9/9rv7xH/9RTz31lHbu3KnPP/88Kkjnorm5WdXV1VHHRubq6tWr+v73v6+0tDQ98sgjt/y8vLw8Pffcc+rv75fP59NTTz2lZcuWaWBgQM8995zuuusuPfTQQ2ppadGHH3445/kAAAASFRtsfRnXfr9fK1as0Llz5+Yc19ebnJzUI488Io/Ho/fff19ZWVnzfs1nn31W+/fvl8lk0gsvvKDqWVwCMGT16tUaGhrSr3/9a/3Zn/2ZTp48Oed5prsSidlsls1mk8PhUEVFhX43dNt4AACAJJbyG+yhoaGouO7u7o5ZXE9MTOiv/uqv9Oabb+rZZ5+NSVxL0r59+1RfX6/JycnwsZHZWrNmjS5cuBCT26WbTCatWbNGP/3pTzU0NKSTJ0/q8ccfV3p6uk6dOqUnnnhCWVlZcjgcevPNN8NfmAQAAEhGKb3BDsV1f39/OK6zs7Nj8tpffPGFKisr9corr2jPnj3at29fTF43UkNDg/bu3Svpy+Mjs2WxWLRmzZp5bbCnc/nyZbnd7huuRPKNb3xDmzdvlsPh0J/8yZ/E/H0BAACMlLKBHRnXubm5On/+fMziWpJ27dql5uZm/eQnP9GTTz4Zs9e93v79+/Xss89KurbZ3rNnz6yev5CBHWm6K5Hcdddd4S9H3n333Qs6AwAAwGJIycAeGRnRqlWrwnHd3d2t3NzcmL3+u+++q/vuu0/Lli3T9773vfDjf/qnf6oHH3wwZu8T0tLSop07d0qS6uvr1dDQcMvPXazAjnTp0iUdO3ZMR48e1cWLF8OPP/DAA3I4HKqsrIzpX3YAAAAWU8oF9sjIiGw2m/r6+hYkriWpo6NDGzduvOHxxsZG1dTUxPS9QuYa2UYEdqRf/vKXevnll9Xe3q73339fkpSWlqaSkhI5HA49+uij+vrXv27IbAAAAHORUoEdGdfZ2dk6f/58zOPaSC0tLdq1a5cmJydnPPfd0dEhSfqLv/gL/dEf/ZHq6uq0fPly3X///Ys1bpTprkSyZMkSlZeXy+FwqKysLCZfygQAAFhIKRPYgUBARUVF4bju7u7WihUrjB4r5tra2uR0OjU5Oanq6mo1NzdP+Xsmk+mGx5588kn95Cc/WegRZ3T16lV5PB4dPXpUr7/+ui5fvixJslqt2rhxoxwOhx5++OEpPwMAAIDRUiKwA4GAysrK1NPTk9RxHXKrkZ0IprsSybe+9S1VVlbqiSee0D333GPwlAAAAF9K+sCOjOvMzEydO3cuqeM6pK2tTdu3b1cwGFR1dbVeeOGFhN/4TnclknvvvVcOh0OPP/64li1bZuCEAAAASR7Y4+Pjstls4bj2eDxauXKl0WMtGrfbrU2bNikYDKqqqkoulyvhIztkqiuRmEwmPfzww3I4HNq4caOsVqvBUwIAgFSUtIE9Pj4uu92urq6ulIzrkGSO7JB3331X//RP/xR1JRJJqqqqUklJidatW6eMjAzjBgQAACklKQM7Mq4tFou8Xm9KxnWI2+1WZWWlrly5krSRLUVfieTdd9/VL37xi/DPnE6nKioqtG7dupu+xtjYGDEOAADmJekCOxgMqry8PBzXp06d0urVq40ey3Aej0fl5eXhyD58+LDMZrPRYy2YsbExnThxQi6XS16vN/x4RkaGKioqtGXLFq1ZsybqOT6fT8XFxWpsbJTT6VzcgQEAQNJIqsAOBoOqrKxUR0cHcT2FyMi22+06fvx4Ukd2iN/vD8f2hQsXwo/n5uaGY7ugoEAul0tbt26VJNXU1KixsdGokQEAQAJLmsCOjOslS5bI4/EQ11PweDxav369AoFASkV2iN/vV1NTk06cOKHBwcHw47m5uaqpqdHnn3+u73//+5KuHSs5cuSIUaMCAIAElRSBPTExoc2bN4fj2u12q7S01Oix4lZvb6/Wrl0bjuz29nalp6cbPdai8/l8crlccrlc+uijj8KP5+XlaXh4WJ9++qkqKip05MgRzmUDAIBblvCBPTExoR07dqi1tZW4noXIyLbZbOrs7EzJyA45ceJE+J/I2Jau3dTmrbfeUk5OjkHTAQCARJJm9ADzERnXZrOZuJ6FwsJCnT59WlarNepsdiry+Xx6/vnno46MRPr1r3+tiooK+f3+xR0MAAAkpITeYG/fvj0c1+3t7dqwYYPRIyUcn8+nkpISjY6Oymaz6bXXXpPFYjF6rEXl8/l0//33T/vznJwc5ebmKiMjQy6Xi+MiAADgphI2sGtra9XU1ERcx0BkZIc226kW2WfPnpUkFRQUENAAAGBeEjKwQ3GdlpamY8eOEdcx4PP5VFpaquHh4ZSNbAAAgFhIuDPYdXV14bg+dOgQcR0jBQUF8nq9ysrKCn8BcnR01OixAAAAEk5CbbAbGhq0d+9eSdLhw4e1bds2gydKPgMDAyoqKtLw8LAKCgp05swZWa1Wo8cCAABIGAmzwY6M68bGRuJ6geTn58vr9SonJyfqbDYAAABuTUJssA8cOKBnnnlG0rW4rqmpMXagFDA4OKiioiINDg6qoKBAXV1dysrKMnosAACAuBf3gd3U1KTa2lpJ0g9/+EPV1dUZPFHqiIzs0GabyAYAALi5uD4i0traGo7r+vp64nqR5eTkyOv1Kj8/P+psNgAAAKYXt4Hd2tqqHTt2SLoW1w0NDcYOlKKmiuzp7ngIAACAOD0iEorriYkJPf300zpw4IDRI6W84eFhFRUVaWBgIBzdOTk5Ro8FAAAQd+IusDs6OrR582ZNTEyopqZGjY2NRo+E3xoeHlZpaal8Ph+RDQAAMI24OiLS0dGhyspK4jpOZWVl6cyZMyooKAh/AXJgYMDosQAAAOJK3GywQ3EdDAa1bds2HT582OiRMI3R0VGVlJTI5/MpKysrfEYbAAAAcbLB7urqiorrQ4cOGT0SbsJqterMmTMqLCyMOpsNAACAOAjsrq4u2e32qLhOSzN8LMzAarXq9OnTUZHt8/mMHgsAAMBwhh4RCcX1+Pi4NmzYoGPHjhHXCSYQCGjt2rXq7e0Nb7YLCgqMHgsAAMAwhtVsT09PVFy3t7cT1wnIYrHo9OnTstlsUWezAQAAUpUhRdvT06OysrKouDabzUaMghiwWCzq7OyMiuze3l6jxwIAADDEoh8RCcV1IBBQaWmpOjs7ieskceXKFZWXl8vj8YQ324WFhUaPBQAAsKgWNbD7+vpUVFQUjmu3260lS5Ys1ttjERDZAAAg1S3aEZG+vj7ZbDbiOsmlp6ers7NTdrs9/AVIj8dj9FgAAACLZlE22KG4HhkZ0erVq+XxeIjrJBcMBrVp0ya53e5wdNtsNqPHAgAAWHALHtj9/f1atWpVOK5PnToli8WykG+JOEFkAwCAVLSgR0T6+/tVXFxMXKcos9ms48ePq6qqKnw22+12Gz0WAADAglqwDXYoroeGhrRy5Up5vV7iOkVNTk7K6XSqra0tHN12u93osQAAABbEggS23+/XQw89FI5rj8ejzMzMWL8NEgiRDQAAUkXMj4j4/f6ozTVxDUkymUxyuVyqrq4On81ua2szeiwAAICYi+kGOxTXfr9fK1as0Llz54hr3GDnzp1qaWkJR3dVVZXRIwEAAMRMzDbYQ0NDUXHd3d1NXGNKzc3Nqq6u1uTkpP7hH/5BLpfL6JEAAABiJib3KB8bG9OmTZvk9/uVn5+v7u5uZWdnx+KlkaSam5t19913a9euXXr77bclSU6n09ihAAAAYmDeR0TGxsZUXFysX/3qV8rPz9cbb7xBXOOWuVwubd26VZJ05MgRIhsAACS8eR0RCcW1z+dTXl6e/vVf/5W4xqw4nU4dOXJEkrR161aOiwAAgIQ358COjOv77rtPZ8+eVUZGRgxHQ6ogsgEAQDKZU2AT14i16yO7trbW4IkAAADmZtZnsIlrLKTIM9mR0Q0AAJAoZrXBJq6x0CKjOjK2fT6fiouL1dDQYOB0AAAAM5t2gz02NiZJ4YAmrrGYrt9kb9myRcXFxcrNzdWlS5cMng4AAGB6026wm5qaZLVa5XK5ouJ66dKlxDUW3PWb7Jdeekk5OTny+/18CRIAAMS1aQM7FDG///u/T1zDEBUVFXK73Vq6dKlcLpeWLVsmSXrppZcMngwAAGB6Ux4ROXHihOx2u5YtW6bf+73fi4rrgoICA8ZEKsrNzZXVatX69ev1d3/3d/r4449122236erVq3rnnXf4bxEAAMSlKTfYoe11dnZ2OK47Ozt14cKFxZwNKczv92tsbEw+n0/PPfecJicnw3EtXTvCBAAAEI9u2GD7/X7l5eWF/2yxWFRSUqI33nhDktgcYlG5XC65XC55vd4bfjY6OspxJQAAEHdu2GBHfoHMbDYrEAiE43rdunWLNhggXfuy49mzZ/XOO+9oy5Ytslgs4Z+xxQYAAPHohg327bffrk8++ST856VLl6qmpkZOp1O5ubmLPR8QZWxsTC+++KJ+9rOf6aOPPuKSfQAAIO5EBXboy42SdPfdd+uZZ56R0+k0ajbgpnw+nzIyMviLHwAAiCtRgV1RUaGMjAw5nU6tWbPGwLEAAACAxBQV2H6/n20gAAAAMA/T3iodAAAAwOxNeydHAAAAALNHYAMAAAAxRGADAAAAMURgAwAAADFEYAMAAAAxRGADAAAAMURgAwAAADFEYAMAAAAxRGADAAAAMURgAwAAADFEYAMAAAAxRGADAAAAMURgAwAAADFEYAMAAAAxRGADAAAAMfT/AWrk1030z6/PAAAAAElFTkSuQmCC"
[ "\\angle{2} and \\angle{4}", "\\angle{5} and \\angle{1}", "\\angle{3} and \\angle{4}", "\\angle{5} and \\angle{3}" ]
null
1
math
grade-1
find-the-next-shape-in-a-pattern
true
true
What shape comes next?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAj4UlEQVR4nO3de5ScdZ3n8c/z1P3Sl3SS7iSdBCRBQEgQB1FBxF0vyLIzjnIGGTy4chnnCHjcsyCgCyKDc8b14CyrWRxxHLyhzHiQOIpcFBwUBG9kBAI4JEtu3SSdpDt976rntn+0lXTTlb5VPZd66v06x+MBup/f9/fjS6o+T/2eXxme53kCAAAAEAuGYYRdQiSZYRcAAAAAAH4j+AAAAACIPYIPAAAAgNgj+AAAAACIPYIPAAAAgNgj+AAAAACIPYIPAAAAgNg...
2
science
grade-4
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Will these magnets attract or repel each other?
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"
[ "repel", "attract" ]
null
0
math
grade-3
match-mixed-numbers-to-models
false
true
Which mixed number is shown?
"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"
[ "1 2/4", "2 2/3", "2 2/4", "2 1/3" ]
null
1
science
grade-3
identify-mammals-birds-fish-reptiles-and-amphibians
true
true
Reptiles have scaly, waterproof skin. Most reptiles live on land. A Galapagos giant tortoise is an example of a reptile. Select the reptile below.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA6cAAADMCAYAAACPx9V0AAEAAElEQVR4nOy9efQlZ13n/3qWWu5+v/va+5JOd1b2TSDAsIksEgREYeCMzJHhjOJBwX1fEXBUGBEHQQkz6giiIBowY4AQSAghe9Ld6f3b3325ey3P8vujOj0kBOhgUIfffZ3Tp/vWvVX13Kc+9+l612cT3ntvjME5x5AhQ4YMGTJkyJAhQ/7fREqJ1povt+GiCtTUv/WIhgx5eDoW7uvBYgYjGp7WLLbLoTAdMmTIkCFDhgwZMuT/fZxzGGOGwnTIv3tqqniAAtC...
0
math
pre-k
represent-numbers-up-to-10
true
false
Which group has 8 circles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAR4AAAEcCAYAAAARAdvdAAAP8UlEQVR4nO3dS2xU9fvH8c+Z6dw6rVyEUjUYoUgxEmIM8NPICjAhRhM3rpSFiQvjpmBCCCSYuPCCkZSViTsTMQaNicHEuJDEHYYQJHItVFG8UFJSLuXX6dx6fotaBfrHP8qc53zheb82hZTM+T4zc94zPWc4jeI4jodq0uCYNNqUGrEAoKXaIqkzKz3YLs3LS9FQNY73X057WQC8+M9dUtupscm/3JOXesuTVQKAVhptSgP/lc7WpJNjUuZyY/IbRAdAUjqzk42...
1
math
grade-3
reflection-rotation-and-translation
false
true
How has this figure been transformed? It has been...
"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"
[ "translated", "reflected", "rotated" ]
null
2
math
grade-1
comparing-review
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAABeCAYAAACEstXVAAAGc0lEQVR4nO3dP5Nb5RnG4Ucr7Y5NYO0wzHrigqUJNFvQ0eFPYNO5IqlIF/uLpLPT2VR0mTRefwIoqSjcACm8KYi9MMF/wIZF2pNC0czKq5VWOu9zzrHnuhpjzJz3/OTilmRh9aqqqh4cRPzrWcTTUcSwCgBgRYNexBv9iD++FnFhI6L34Neq+vJJ27cFAK+eDzYjBt8+G//kDxsR7/1uvMIAwGqejiK+/jniPwcR3zyLWHsyHP+CkQWA+t7ojzc1IuKnUcTa6Mg...
1
math
pre-k
cubes
true
false
Which shape is a cube?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAUV0lEQVR4nO2de3Bc9XXHv7+7T2ml1cO2ZBvLNlaxwHIswDbGlBKSAsFDQjLtwLQDE/qEmueUKU3DtM1MIZ3OZJgE8xhI6VAgpZNJmTaQ1CmYFIKxa2ODkWXZsvFDtmw9V7ta7Ur7vL/+cfc+dqWV9969u/fe9fl4xrva+7u/37mro989v3POPT/GOecjKeCLGWA6C2Q4CMJ2uBnQ6AKuqAfavQAbSXK+P2q1WARROluCgPvEjPTDMi/QFZC0miDsxnQWGIgDwyn...
0
math
grade-3
scalene-isosceles-and-equilateral-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "isosceles but not equilateral", "scalene" ]
null
2
math
grade-6
mean-median-mode-and-range-find-the-missing-number
false
true
Aubrey has the following data: If the mean is 8, which number could t be?
"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"
[ "11", "19" ]
null
0
math
precalculus
identify-graphs-of-continuous-functions
false
true
Is the function f(x) continuous?
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"
[ "yes", "no" ]
null
1
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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"
[ "smooth", "blue", "bumpy" ]
null
2
math
grade-7
classify-rational-numbers-using-a-diagram
false
true
Use the diagram to help you answer the question below. Which of the following is a rational number but not an integer?
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"
[ "144", "–87", "–142", "–2.4" ]
null
3
math
calculus
identify-graphs-of-continuous-functions
false
true
Is the function f(x) continuous?
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"
[ "yes", "no" ]
null
0
math
grade-1
find-the-next-shape-in-a-pattern
true
true
What shape comes next?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAXqUlEQVR4nO3dTYwc55kf8KeqP+aDw5nRgCI5Q1uyPYq0dvQBWJbtgyVhvYulLvY6hyBrJDAQ3+Q9eo82gsS65hjEARJsgBwUJDl4EyCRNkEW0npjW1otYMuytFrSK0vkiF8akqaG5PRHVQ6jISl+DNk93VXVxd8P8MHSVL/v8+BVd/3fqq5O8jzPAwAAqIUkScqeQiWlZU8AAABg3AQfAACg9gQfAACg9gQfAACg9gQfAACg9gQfAACg9gQfAACg9gQfAACg9gQ...
1
math
grade-3
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
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"
[ "yes", "no" ]
null
1
math
grade-4
identify-faces-of-three-dimensional-figures
true
false
Which shape has a circle as a face?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAYc0lEQVR4nO3de3TU9Z3w8ffkMuQyuZmEEEggYAiiKIEUBAsKpmWhiKAV9mx33Yrtedbu00ftc+w50p629vFYuqd7amlVutuua8/u8+yu7SlRrFQW5CpYEIhCgVwMQ+63IZOZyWQyt9/zx1xMuGaSSb6/mfm8zvFI7l+RN9+Z3/x+v49B0zSt0w2NTrD7wKshhJggKQbISoa5GVBkBEPnkKadsKlelhCJ595sSGlwBt4oNsK8zECdQoiJYfdB3QB0uKHeCUk2b+A...
0
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 y-intercept of Function A is greater than the y-intercept of Function B.", "The y-intercept of Function A is less than the y-intercept of Function B." ]
null
0
science
grade-8
compare-amplitudes-wavelengths-and-frequencies-of-waves
true
false
Select the graph of the wave with the greater amplitude. The graphs below describe two waves. The waves are traveling at the same speed.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAYAAAB5fY51AACDcElEQVR4nO2deZgU1dX/v+dWd3X3LAwwDPsOiopsXT0ouASMK4pm05hoTDSbJibRmESTvG8kZnvNanazmmi2F03eDCBOg4q74kwPuOCKIArINjBrV291z++Pqh6GYWa6qru6e8ivPs/DQ0/Xrbrndt177nbOPYCHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh0e5aGxsHLl69erPO7ln9erVK5ykX7NmzU0NDQ3VdtM3NDTMXLNmzZX...
0
math
pre-k
subtraction-sentences-up-to-5-which-model-matches
true
false
Which picture shows 5 − 1 = 4?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAABKCAYAAACiqlhpAAAQOklEQVR4nO2deXAcVX7HP93TM+PRfVmSL9nG8ilsIxt8sMbmhvXCwgJenBAbV7mKbGKy1G4l2WSrUimSkGVrCbsEakmgUgXOsgFiQgwLa4yNWShiYbBsWT50+JKt+x7NSJqr++WP0e25pBl5TOt9qlSu1/2ur+v7637v9etpRQghmn1wtg9cOgQEEolkktAUSLfAwhQosIHS7BXiSE+yuyWRTD3WZoBW2xdMzLDB4tRgdEokksnBpUN1LzT5oKYP1J5A8IQMPol...
1
math
grade-1
equal-sides
true
false
Which shape has 5 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAF2ElEQVR4nO3dzW4URxQF4NMz47HcmYktUIiyDHKSJwjOFl6JB+MR2EZkyQZCZCmrmA0xHnvAY7c6i2ZEGcW4urvq1r1V59vxY9yePtOnjoTlqm3b9mQD/LUGVg1w3YJotFkFLKfATzXw/RyoTi7b9sVZ6suinB19C8zerLtf/DAHfvmmSyHRWKsGeH0B/LMB/lwDk7Pr7g8YMgppOe0yBQDnDTBpnD8gCmmbqasWmKS9FCoFg0YiGDQSwaCRCAaNRDBoJIJBIxE...
2
math
grade-2
match-analog-clocks-and-times
false
true
What time does the clock show?
"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"
[ "5:40", "5:30" ]
null
0
math
grade-1
flip-turn-and-slide
false
true
What has been done to this letter?
"iVBORw0KGgoAAAANSUhEUgAAAPoAAABkCAYAAACvgC0OAAAIYUlEQVR4nO3dT0wb2R0H8G+CbbBxwJDERMAGTEKiZJVaFZGq7aFxVFqpraKme8hhdw9Ye1j10MNuq7anylFPvWzUSw+9wKXSHlYVhx6SdkOE9rDbNtk10O22ZUOWhCwQ89dgO/hPXw+EFILNzNgznjfzvh8pUsDPPz+b95XHY7+fD126dEnEYjGYYXx8HEIIsF719e7cuWNKLbvFYjGpH2fV6nlisRgSiYQpBa9fvw4hBOvVUM8tuK7kqnfYlEpEJDUGnUgBDDqRAjx2T4BIRp/8dgqLn6Q0xwU6/Hhpvg9CCPztN5/uuzy3lEP7mTZ4Ah6E+loQCPvReqrFiikfiEEnKmPlXyvIpXKa43KpHEJoBwDMjX+1f4AAlj9b3fOrQNiPzm+eQM+3u+sWeh66E9VZ9kkOX4w+wO2ffIh7706gsFmw/DYZdCIbzX4wh5vxMcz+Zc7S22HQiWxWyBRx78aEpWHna3QiSdy7MWFZbT6jE0nk3o0JtKyGTK/LoBNJpvt+LxqKDabWZNCJJNNQ8qD7QcTUmgw6kYRaV9uwfj9tWj2ejCMqI9gVRHp2U3Nc5ysn8PeFv0IIgStXruy7fGMug9JWERuPNrF2P41itqh7DtOjD3Dxp1FD866EQScqo6m9Ude4trMhrPw3BSEEIt87eeDYwmYBd9+dwPzHi7pqP7w9h+hb5+ENenWNPwgP3YnqxBv04pVfXcS51/p1Xyc1tWzKbTPoRHV2+moEnoC+g+nUpDlBPxSLxdhKSqJ6Y2NjptSy2+XLl6V+nLXqdX55EkcXw5q1Fl56jPen3zM8v465ToQfd2qOy7RsYObcv3XXLWd8fBweIQSEEDUV2rFTq9p6XTO9OJJuff5zj+8MAKDp06Y94/KNWyh48xXrePNePA3mUGoo4Wkgi7xvC7nmbM3ze5EV9dxC9sdZq57e29pdy8j8No6kEYZ20JvTR2q+30IIuXrGffDjcaSX/n+m03fYt/2fFzLty/sOLiSA4Obe7X+BsB+dkZNYPbqEXyR+XtX8XsSecZXJtK6qqZf83T8w86dZzVqDg4NY6lowPL/sYg434/qO3mq930r1jMs+yeHYQgf6P3u5blsDiSoJdPjrenvKBH23em0NJJKFkkEH6rM1kKgSs86m66Vs0Hcw7GSHQkbfS0e9b8NpUT7owHbYv/powe5pkEL0PrmETOopx6A/wxN0VC+pyWXdH4Nt7WPQTVXIFHHXwg4fRMD2590nf/9P3eOPf+2oKbfLoO8y/9GiqVsDiXZLTS7jZnwM6zP61pgn4MHxC+YEXarda0a2BnZcPF7xclm2BpJzrf5nXde46T/O4Gz+AoQQuPXm/m/CLW6VEDgWwObjDRQy+tchsL3Ozdi5BkgWdCNbA7W2BO6wc2sgOVdpS18o8+k8fNhet5n57P4BAtha2apqDuffOFPV9cpx/aG7nVsDiaqV6lgw9dNzrg/6jtNXIyg1lHSNrfeHGYh2KzTm8aSrzNc71UCZoHuDXiyf0Hf4rvdkCZEVHvU9QMmj70lJL2WCDgCbLRu6xi1NrVg8E6LyBt6OIqNznRqhVNALjZX3sBPZbeDtKHq+021JbanOulst31jd2U8iKwXCfgy8EzXtwzHlKBV0Itmce60fp69GLH87V6qecUb6dKU65w3X/+LDGfzId03X2Klv3NUcw55xlTm9Z1z/5Hk05QK135gAcGjvrzItG0i3rSHdtlb2KNOK+ytVzzijfbqM8kGjBdUzxcNFXfXZM64ymdZVNfVyzVk05Zo1a6XCi7j96BaEEBgYGNh3uT/TjMYtHzZat9/JeRrI7j2jXmYKVtxfqXrGGenTdfbaKcP1R17/A7CqPe7Ey2Fc03Ef3N4zbm1tDaFQqKrryrSuqqmndy3Gvv8tLHz+EEII/FLiXoTKnHVPTS7r/jpas7YGOlkymUQkEsHIyIjdUyETKBF0u7YGOlkymcTa2hri8TjD7gKuP+uemlzGx7++q3vnkJlbA51saGgIABCPxxGPx/f8jpxHqqAb2Rr45a2HFS+XZWug0zHs7iFV0I1sDcynD/iUmyRbA92AYXcHJV6j63Xqh711b6zvBENDQxgeHgYAvmZ3KAb9mUDYj/Ov89m8Eobd2aQ6dLfTwDtR6V+bJxIJad5r52G8s/AZHdu7hviWGrmZ8kG3cmug2RKJxL6v6a3nv51DdwAYHh7ms7mDKHvoXo+tgW4yMjLy/HCdIXceJYNer62BbsGQO58yQT92oR1T6Qmsh1bx6hs/sHs6jsGQu4NUQW/rDyE9m9Ec13elF73frfy6enV6HbnFLI5//RgAINTXAm/QizvX/+yqraBWY8jdQ6qgNzQ1oOwG3Rf4jzYe+C2TZn0DpcpGR0cZchdR/qw7lReLxRCNRhlyl5DqGZ3kEQqFkEwm7Z4GmUSpnnF29B4zWo894/az4+9mZC2+P/2e9OtKqZ5xdvQeM1rPLWR/nLXqGV2Lst9fpXrG2dF7zGg9t5BpXVVTz8haXOpakH5d8WQckQIYdCIFMOhECuDba0RltJ0JoftSQXNcS08Q+LwOE6oRg05URs9gN3oGdW5fvmntXMzAQ3ciBTDoRApg0IkUwKATKYBBJ1IAg06kAAadSAEMOpECGHQiBTDoRApg0IkUwKATKYA942rAnnGVOb1nnNvqSdUzLtucweH25ec/p1IpCCEQDu8N/1N/lj3jJCf746xaPal6xlWq92biZ6bWk/n+uoUT1pVK9fganUgBDDqRAhh0IgUw6EQKYNCJFMCgEymAQSdSAINOpAAGnUgBDDqRAhh0IgUw6EQKYNCJFMCgEymAQSdSAINOpAAGnUgBUvWMYz32jCvHCX832ev9D0d9VqjBML3KAAAAAElFTkSuQmCC"
[ "flip", "slide", "turn" ]
null
1
math
algebra-2
domain-and-range-of-absolute-value-functions-graphs
false
true
What is the range of this function?
"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"
[ "$\\{y \\mid y \\geq 0\\}$", "$\\{y \\mid y<-15\\}$", "$\\{y \\mid y \\leq 0\\}$", "$\\{y \\mid y \\leq 15\\}$" ]
null
0
science
grade-4
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACToUlEQVR4nO39ebh1SVUfjn9WVe29z3CHd+6JbpqxkSYgoAIhoDKosRnyBEGDc1DjEAOC5uFB80CiJk4kBhVUiKigBDVOUUDR70+BCA2NNDQ2g9gN9PjOdzrD3ruq1u+PVbWne84d3rcv/Tac1X3fc+85++xdu3atWmt91kQfWme+bggsayxoQQu6ANp0wKdGwD0FcNgA/+KQvK8WjLWgBV0cLWvguqH8vuXq99WCsRa0oIunyEcl1++p+2coC1rQFz8tmGtBCzo...
2
math
grade-2
read-a-thermometer
false
true
What is the temperature?
"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"
[ "60°F", "70°F", "55°F", "65°F" ]
null
0
math
grade-5
angles-of-90-180-270-and-360-degrees
false
true
What fraction of a turn is this angle?
"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"
[ "1/4", "3/4", "1 full turn", "1/2" ]
null
0
science
grade-8
classify-symbiotic-relationships
false
true
Which type of relationship is formed when an Alcon blue caterpillar lives in a Myrmica ant nest? Read the passage. Then answer the question. Alcon blue butterflies spend the first part of their lives as caterpillars that live with Myrmica ants. When a caterpillar lives with the ants, it mimics, or pretends to be, an ant. The caterpillar can mimic the ants by copying their smell. The caterpillar can also make noises that make it sound like a queen ant. Queen ants receive more food and better protection than any other ants in the nest. So, when the caterpillar mimics an ant, the ants feed and protect the caterpillar instead of other ants in the nest.
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"
[ "commensal", "parasitic", "mutualistic" ]
null
1
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
science
grade-6
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAWzklEQVR4nO3daXAkZ30G8Ke7Z3ouzWgkzUhaSXt6d70sLtvYVLDBgAHbYMBejgqQSqpS/pBKXIHkQ0ioYFKpSgUochVHiqMqDnfFxIC9u2B845gQH5jDt3dXq5W0ukYaSXPPdE93v/nQ0mh17qxm1N0jPb8vW5rpab2rfvvpt//d77QkhBBTOjBYAvImYAgQETWFTwKiCnAoDPSogDSlCfFszu1mEdF296YY4DtTsn/YpQKXR+w0IiJqhrwJnCoCkzpwugTIOcN...
2
math
grade-8
describe-a-sequence-of-transformations
false
true
What combination of transformations is shown below?
"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"
[ "translation, then rotation", "rotation, then reflection", "translation, then reflection", "rotation, then translation" ]
null
2
science
grade-5
identify-earths-land-features-using-photographs
true
false
An island is a piece of land that is fully surrounded by water. Select the island.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOEAAAC0CAYAAABi8Es+AAEAAElEQVR4nIT9WZMkyXbnif2OqpqZu0dErlVZ292AC6ABdKO7MT1Dzsg8kY984wiH5PehCB9IETb5WSjCB1KmhxRy2DK9XOy4uGvd2rIql8hY3d0WXfhwVNXUIwtNL8mKCHdzM13O8j+ryv/if/u/SylBTIn2JYCI4Kyhd5bH2y3PH51jRbg9HLg7TPgEPgViSjhr2bgOZy0iEEIkIBymER8iiAAQYkSABKSU9F9+ZiJRhpFICPqdVN4sX8xjO/ms+T09mEu9Y6L...
2
math
kindergarten
cones
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAS+klEQVR4nO2dWW8bWXqG39q4SaSojZKthVop2d2ZSQOddGcCeIBxgEmAJECukotggAGCIDf5TbkKggBBLjoOOj292JZsS5ZleZEX7ZZsSbbU2riJS7FYuTg8EmlS1kaytu+5M0WaheLLj6dOfec5gq7r+ocssHQIxDUgp4MgTIcsAH4JGPYBHS5A+JDR9amY0YdFEGfnqwAgLx6yf1xxASMNLNUEYTbiGjCfBN5ngYVDQIzl2B8otISZ8UssowCQ0ABRK/oDQZg...
0