subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
choices_pic
listlengths
2
4
answer_idx
int64
0
3
math
grade-8
parts-of-a-circle
false
true
What is C?
"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"
[ "center", "chord", "diameter" ]
null
0
math
algebra-2
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the range of this logarithmic function?
"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"
[ "$\\{y \\mid y \\leq-3\\}$", "$\\{y \\mid y \\geq-3\\}$", "all real numbers", "$\\{y \\mid y>-3\\}$" ]
null
2
math
pre-k
count-sides-and-corners
true
false
Which shape has 5 sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAFgElEQVR4nO3dz2sUZxzH8c/mhwer9tbSP6Dtqb36D7biRag3b4JUxEsoBU/BS8WLQgv1Ykysi03MxthEs+vGTWbm6WG6ENIYkzwz33l+vF8nw0pYyJuZ3S/7fLfnnHODPWllLA1LqXACvM31pIuz0tfnpS/PSb3BxLlHO10/LaTs8iVpbnlc//DVOenbz+oKAV/DUlp6L63vSc/G0sxOUT9AZGjSxdm6KUkaldJMeeABoEnTpvadNNPtU0EuCA0mCA0mCA0mCA0...
2
math
kindergarten
one-more-with-pictures-up-to-10
true
true
Count the tennis balls in this group. Which group has one more than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABOwAAAB+CAYAAACXpI7eAADAIUlEQVR4nOz9aZBuSZ7X+X3d/ezPGvty9z1v7lut09BMQ8OwtEDrGNIbDJlJNoAENhqZGJBpkMYGxgwkmwFJNnQDo5FgRjAwiIZulqa7qa7urspacrmZN+++39iXZz/7cdeLEzcyq6aqO7vyRtzISv+8uRmREc/j53j8Is7x4/53ARgsy7Isy7Isy3oqjDGs53A7hlEFpb3atizLsizrt+AIaCm4EMGCV39OYAfsLMuyLMuyLOupWc8M3xo+61ZYlmVZlvVZ9KU...
0
math
pre-k
tally-marks-up-to-10
false
true
Count the tally marks. What number is shown?
"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"
[ "10", "5", "7", "4" ]
null
0
math
algebra-1
domain-and-range-of-exponential-functions-graphs
false
true
What is the domain of this exponential function?
"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"
[ "$\\{x \\mid x<0\\}$", "all real numbers", "$\\{x \\mid x \\geq 0\\}$", "$\\{x \\mid x \\leq 0\\}$" ]
null
1
math
grade-8
similar-and-congruent-figures
false
true
Are these shapes similar?
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"
[ "no", "yes" ]
null
1
math
grade-1
match-digital-clocks-and-times
true
false
Which clock shows nine thirty?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAAB5CAYAAABr7P6HAAAH8UlEQVR4nO3dP2wb5x3G8S9ly0Mi89CibpvCROGhDerj2jjmZBhJIA/tIMm8qUClmFklI14jmfRqSxTgTYrc0aQlD+kgtUlXDZl5apx0o4C6doH0ToldWVLY4UyZYiKX949Hmc9nEQ7i/d6X1D26l7z3PaYajUbj4TP4xxPY2oPdBiKvvOMpOHkMfvUa/OwEpB5uNxqfu0l3SyQ559Jw/Ksn3sYbJ+DN172UiLzqtvbgwbfwz2fw5RMYcHe9XygE0k9OHvOOeYB...
1
science
grade-6
identify-ecosystems
true
false
Select the cold desert ecosystem. This ecosystem has: a small amount of rain dry, thin soil many different types of organisms This ecosystem has: a small amount of rain or snow dry, thin soil long, cold winters This ecosystem has: hot summers and cool winters a medium amount of rain soil that is rich in nutrients
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9ebSlaVnfjX/u4Rn3eOYaTk1d3V09QdM08yCDDInwvlFRiFGQhS6MZkWXL7CCmiU/jSsQWSYGRCUxTqAGlwbJqyRxCAoYQAahabppqrqrazx15j0+833fvz+efXYNPdEqwwv7s9ZZZ+9nfvbZu+q7r+F7iU/2nTvRgJZixowZM2bMmDFjxoyvCEMD941BDCrnZsJzxowZM2bMmDFjxleaoQHhnHNf6wuZMWPGjBkzZsyY8c2BvvLJk1/5+9eslo/...
1
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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"
[ "14 − 9 = 5", "16 − 9 = 7", "15 − 9 = 6", "14 − 8 = 6" ]
null
2
science
grade-6
compare-thermal-energy-transfers
false
true
The table shows the same data about how the temperature of each refrigerator changed over 10minutes.
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"
[ "Thermal energy was transferred into both refrigerators at the same rate.", "Thermal energy was transferred more slowly into the refrigerator with its door open.", "Thermal energy was transferred more slowly into the refrigerator with its door closed." ]
null
2
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
[ "iVBORw0KGgoAAAANSUhEUgAAA5oAAAEJCAYAAAD1mFhPAABiXklEQVR4nO3de1jcZ503/vdw+HLIDEMYEpjJgSEHaBNoaMmqoSrQ1qSuTUPa2D6N+oSorb+uqyGrT3UfdxvS7j6rz6oBdfVZq5aqW5uaNFSiNmlrBrsGrcEMHUgCScMQkgEShgwM4TAwzO8PyshhDvecB3i/rosrMN/PfX8/ITO55jP3SeZwOBwgIiIiIqKgkMlkkU6BKOJiIp0AERERERERLSwsNImIiIiIiCioWGgSERERERFRULHQJCIiIiIioqBioUlERER...
1
math
pre-k
count-corners
true
false
Which shape has 4 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAITUlEQVR4nO3dz29UVRQH8O+bmdfOPKCUlLYgpgVbMQESMJrohsSILt24c2FMwH9FQsLCjYkxEaJxgYkNIZgmEJEYujGNLrpp1UIkWJmRAYrTdqbT+fFcDFWCaJnOveee++b72ZCm8Obm3S/3zDvz5r4gjuO4sAZcLwNLDaAeg6hjmQDYlgaej4DhHiAoVON4uuR6WJRkr/QBmfly64fdPcALW1opJOrUUgP4eQXIrwG/lIFUqd76BUNGJm1LtzIFAMsNINV45Bd...
1
math
grade-3
reading-schedules
false
true
Look at the following schedule: When does the Vipers versus Crocodiles game begin?
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"
[ "1:20 P.M.", "12:10 P.M.", "9:50 A.M.", "9:10 A.M." ]
null
1
math
grade-7
perimeter-and-area-changes-in-scale
false
true
Look at this rectangle: If both dimensions are doubled, then which of the following statements about its perimeter will be true?
"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"
[ "The new perimeter will be 2 times the old perimeter.", "The new perimeter will be\n1\n2\nof the old perimeter.", "The new perimeter will be 3 times the old perimeter.", "The new perimeter will be 4 times the old perimeter." ]
null
0
math
grade-7
changes-in-mean-median-mode-and-range
false
true
Look at this set of 10 numbers: How would the median change if the number 11 replaced the number 75 in the set?
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[ "increase", "decrease", "no change" ]
null
1
science
grade-8
identify-how-particle-motion-affects-temperature-and-pressure
false
true
The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature?
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"
[ "sample B", "neither; the samples have the same temperature", "sample A" ]
null
2
math
grade-5
understanding-probability
false
true
If you select a marble without looking, which color are you less likely to pick?
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"
[ "orange", "neither; black and orange are equally likely", "black" ]
null
0
math
grade-5
adjust-a-budget
false
true
This table shows Jenny's October budget. What could Jenny do to balance her budget?
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"
[ "increase donation to hurricane relief fundraiser to $30", "spend $20 less on shopping at the mall", "work as a soccer referee to earn an extra $35", "make balloon animals at another party to earn an extra $20" ]
null
2
math
grade-7
rotational-symmetry-amount-of-rotation
false
true
This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same?
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"
[ "1\n6\n of a full turn", "1\n7\n of a full turn", "1\n5\n of a full turn", "1\n9\n of a full turn" ]
null
0
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAADMjElEQVR4nOz9Z5OcaXrfC/7Se28rM8t7BxQK3rUf162ZoXhIiaOQSHG5R4fvtKFYE/tGu2c3YuN8Aynkdo+G3KE4nJ7m2J62aDSAhi0UUN5XZmVWeu/9vngqb/aQPNqzM8R0U1tXREUVCoVCmud67sv8jexRvtudNIBJwWmcxmn8ClFsw1YZog2wKeGGVfq+/DSxTuM0fr0wKWDSIH1dav/V9+WniXUap/HrRy+Pmt2/+p78i3kop3Ea/+3HaXKdxmm8oDhNrtM...
1
math
grade-7
perimeter-and-area-changes-in-scale
false
true
Look at this rectangle: If both dimensions are doubled, then which of the following statements about its area will be true?
"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"
[ "The ratio of the new area to the old area will be 1:4.", "The ratio of the new area to the old area will be 9:1.", "The ratio of the new area to the old area will be 4:1.", "The ratio of the new area to the old area will be 2:1." ]
null
2
science
grade-5
use-data-to-describe-climates
false
true
Which statement best describes the climate of Santiago? Hint: Summers in the Southern Hemisphere occur in December, January, and February. Winters in the Southern Hemisphere occur in June, July, and August. Santiago, Chile, is a city in South America. It is located in the Southern Hemisphere. It has a mediterranean climate.
"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"
[ "Summers have slightly higher temperatures and more precipitation than winters.", "Summers have higher temperatures and less precipitation than winters." ]
null
1
math
grade-4
estimate-angle-measurements
false
true
What is the measure of this angle? Choose the best estimate.
"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"
[ "30°", "90°", "135°", "60°" ]
null
1
math
grade-4
transportation-schedules
false
true
Look at the following schedule: Vivian just missed the 10:15 A.M. train at Magician Village. What time is the next train?
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"
[ "9:30 P.M.", "6:15 P.M.", "10:45 P.M.", "10:15 A.M." ]
null
0
math
grade-5
types-of-angles
false
true
Is this angle greater than, equal to, or less than a right angle?
"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"
[ "less than a right angle", "greater than a right angle", "equal to a right angle" ]
null
2
math
grade-8
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-value of Function A when x=\n–\n1 is less than the y-value of Function B when x=\n–\n1.", "The y-value of Function A when x=\n–\n1 is greater than the y-value of Function B when x=\n–\n1." ]
null
0
math
grade-8
transversals-of-parallel-lines-name-angle-pairs
false
true
\line{TV} and \line{WY} are parallel lines. Which angles are supplementary angles?
"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"
[ "\\angle{YXU} and \\angle{WXZ}", "\\angle{YXU} and \\angle{VUS}", "\\angle{YXU} and \\angle{WXU}", "\\angle{YXU} and \\angle{TUX}" ]
null
2
math
grade-2
identify-multiplication-sentences-for-equal-groups
false
true
Which expression describes the model?
"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"
[ "2×5", "5×4" ]
null
0
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
1
science
grade-4
animal-adaptations-feet-and-limbs
true
true
Flamingos live near marshes, rivers, and oceans. They eat small crustaceans that live in shallow water. Flamingos get their food by walking through water, or wading. The flamingo's legs are adapted for wading. They are lightweight and keep the bird's body above the water. Which animal's legs are also adapted for wading?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d5gcxbX+/6nqnpnNUbuSVqucAygRREbkbMDCBGMTfL/YYGwDJjmbi6/BxoCNwQaDMRjjiwEbYzDYZKGAEAoIBSSUpdXuanPe2Zmuqt8f1T07s7sSAuR0f/0+zz4709PTXV2hp99z3nOOMMYYz/PQWhMiRIgQIUKECBEiRIj/TEgpcV0XIcS/uikhQvyfhAyJc4gQIUKECBEiRIgQ//nQWuN53r+6GSFC/J+FDIlziBAhQoQIESJEiBD/NxA+24c...
1
math
grade-6
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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"
[ "–28", "– 2 5", "7", "194" ]
null
1
math
grade-1
equal-sides
true
false
Which shape has 3 equal sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAF+klEQVR4nO3bv28TdxzG8ccJMFBot1b8AW33LvxR/TsCAikMbVj4MUFMUFIpHkiQQPEARAoZYDA+uYlsExHlQIkjE190XC93Ha4ICsHxj7vv5/vjeU0+3fIZ3jrpGVxK0zT1I2DzEDg4AuIURGM7VQLOTwI/nwV+OgOU/A9p+vy99Flks4vfA6c2DrOHC2eAX7/LKiQa18ER0AiAnQj4+xCYeB9nLxgZ5en8ZNYUAPSOgImjz14Q5eljU/+kwITsKeQKhkZKMDR...
1
math
kindergarten
curved-parts
true
false
Which shape has a curved part?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHHklEQVR4nO3dS08TXQDG8Wem0860pRfAWkFpUFEiaOIN1BhJTHRBiBviJ/GD+BWMC40bLwtcsCFGE6IsNMEYRfASJFJeLmoLpS0t8y4aCFhUonPO3J5fQgzBnDmEPzOdM51BMU3TzJaBqQKQrwIVE0T/TFOAWAA4EgHSIUDJlkxzLGf3tMjLzsUBbbJQ+6QlBHRGaxUS/at8FZhYAWbLwPsCoOYqtS8wMrJSLFBrCgCWq4Ba3fIFIittNLVmAqq9UyG/YGgkBUM...
0
math
grade-1
compare-objects-length-and-height
true
false
Which watering can is the tallest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADPCAYAAACDZoEvAAAZqElEQVR4nO3deXCc5Z3g8e/bt45uSzLy2cb4Aqs9XOaQCCZhSCwgiWcqWNRA2AygWWC8GRIqZWCyHLULm+w6eBPbUMkYqmSSwcFbkaiakGQXOTvjAJmR2AQzEFoYG5uj5UO2jn77fs/9o9XyJdlWq+XWa/8+VZSQ3Op+mvry+D2e923Ftm37oAZ70pAwwbARYkryKBB0w5JKmOkD5WDOtt9Syz0sIcanMQSe3en8N7N9cElVvmwhpqKECbtScECDD9PgUo38H0i...
2
math
grade-3
angles-greater-than-less-than-or-equal-to-a-right-angle
false
true
Is this angle greater than, equal to, or less than a right angle?
"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"
[ "greater than a right angle", "equal to a right angle", "less than a right angle" ]
null
1
math
pre-k
are-there-enough
false
true
Are there enough forks for every plate?
"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"
[ "yes", "no" ]
null
1
math
grade-1
simple-fractions-what-fraction-does-the-shape-show
false
true
What fraction of the shape is orange?
"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"
[ "1/5", "1/4", "1/3", "1/2" ]
null
2
math
grade-6
understanding-percents-strip-models
true
false
Which model shows 30%?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVAAAABLCAYAAAAmjt81AAACLElEQVR4nO3XQU4TYRjH4XfawgJBWRiNB1CPwClcmXgJw5ZDsDVewsSN3oIbIO7F6IJQaALSfC4mTUxU0v4DqZXn2bSTmcn3rn5927XW2vFl1edJ1XhaddUKgD8YdVVbw6qnG1WP16u644vWDk6XPRbAatm5XzU6mvQXT9arnt/r6wrA78bTqsPzqi+XVZ8mVYPTq/6GeAJcb2vYt7Kq6mxaNZj+cgOA681a+aNVDZY7CsDqElCAkIAChAQUICSgACEBBQgJKEB...
0
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
[ "iVBORw0KGgoAAAANSUhEUgAAA3sAAABoCAYAAABIZ+lLAAB07UlEQVR4nOzdd5hkV33n//eNlWPnnNOEnpxnlCOSkBCIHAwOYMzKAa/t9Xqxwbu2d+314gV7+QEmRwEC5TgKozCanPN0zqmqK1fd+PujuksaJPBIGpBQ39fzzDMjTXdVndM91fd7z+d8jwDYOBwOxxvMtm0mNTifhZQJhvPO5HA4HA6Hw/GqyAIEJOjwQpUKAk6x53A43gQmCzZ7k2/0q3A4HA6Hw+F4a9gUBPmNfhEOh8MBcC5b/L1GhS5f8a6Uw+FwOBwOh+P...
0
math
grade-1
select-two-dimensional-shapes
true
false
Which shape is a triangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACJCAYAAADUvSEiAAAGoElEQVR4nO2dTU8bVxSGj/lSmyat1EWrVuqyqdQ/kE1/SH9jBAKJLGABShYEiMGJAqqVBiSiItll4bE9YxgzM54uhqQE7Nhj34/z9UiRYozxDTwQc+c9963keZ43rwFOLgHCDCDNQVFmZqEC8Gge4NcHAD8uAVSa/Tx/1fW9LIUzT74FWHh/Wdz4aQngt28KCxVlVsIM4F0PoHEN8PclwFw3Le5QyRSTPJovnAIAiDKAuezWHYpiko9OJTnAnN+lKFJQ0RQnqGi...
0
math
algebra-1
identify-linear-quadratic-and-exponential-functions-from-tables
false
true
Is this function linear, quadratic, or exponential?
"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"
[ "quadratic", "exponential", "linear" ]
null
0
science
grade-2
identify-mammals-birds-fish-reptiles-and-amphibians
true
true
Birds have feathers, two wings, and a beak. A robin is an example of a bird. Select the bird below.
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA4IAAADMCAYAAAAmsx3gAAEAAElEQVR4nOz9d5xkVZ3/jz9vvnUrV3XO05MzaciSWUEBEUFQ2VVgXde46IpxdRdxDQsKu6iroq4ouqavCcOKgMRhGBiGybmnc6iunOvG3x/DtD1N90yD48rnt/V8PHrm1r0nvO+pc8Or3u9zjuB5nmfbNq7rUqdOnTp16tSpU6dOnWMjiiKyLPNsHpb6ISj9pS2qU2d2Cg7sKcGYCVEZzo4c2i/WRWCdOnXq1KlTp06dOi8N13WxbbsuAuu84glKh36sACg6f9w...
1
math
grade-2
identify-thirds
true
false
Look at the colored part of each shape. Which shape shows one-third?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAATv0lEQVR4nO2deXxU5dXHv7NPkslkspOFEAIhAQIIyFIFX4ILiwrVahd8XfqKS7WtvvWjXbS+arUutW9rEUW0LrVauwgSKCiC7CCEsIYlhCUEsk6WSTJLZu8fNxNF/Qi5986dGZPvP3xIcs858/nNc+9zn+ec86iCwWCw0QPHndDlB1+QAb5BaFWQqIHCeMjUg6rRHQzu6ox0WAMowRQzaKudwn+y9FCUIHwbBvjm0OWHKgc0eOCYE9SdPuEXA2J/M0nUCNoC2P2...
2
math
calculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed lines are vertical asymptotes.
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"
[ "$\\lim _{x \\rightarrow-1^{-}} f(x)=-\\infty$", "$\\lim _{x \\rightarrow-1^{-}} f(x)=\\infty$" ]
null
0
math
kindergarten
different
true
false
Which is different?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAGaUlEQVR4nO2dW4/TRhiGX9uJc3DiHGCTLgktRS3bA5WgohxKD1IrFVFKW1SpQmgLy09EveCmv4CL3sICt5RdAgJyYuPYcS/ioN2wm3Psmfm+5wbt2huP/My8nhlmHM33fX/LAR63gYYHuD4YhYhpQNYAPk4DZRPQtjq+f68edbGYMDhnA7FH7f4PqyawZvVrA6MODQ/YbAFPHeBhG9Drbv8Ay1aTrNF3CwBND9C9XQcYNRm47fqAHm1RmLBh4cRg4cRg4cRg4cR...
3
math
grade-6
identify-equivalent-expressions-using-strip-models
false
true
This model represents the expression 1+1+1+1+1+g+g. Which expression is equivalent to 1+1+1+1+1+g+g?
"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"
[ "5+2g", "3+4g", "2+5g", "4+2g" ]
null
0
math
grade-2
fractions-of-a-whole-modeling-word-problems
true
false
Becky plays the trumpet in her school's marching band, The Marching Tigers. The Marching Tigers always put on a big show at halftime during the last football game of the year. To plan the show, Becky's music teacher draws a map of the football field and divides the field evenly into 4 sections. The band will march in 1 section of the football field. Which model represents the fraction of the football field the band will march in?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUoAAABKCAYAAADdXh2xAAACG0lEQVR4nO3XPW4TURSG4W9sJ0V+IAUCsQBgBSirYBEUWVUK9gC7CCsIoccIisiOLSXYuhQjS3THRgRbyfM09mjmSke3eOdO11pr47vk6zyZLpNFC8CjNuqS42Hy6iB5sZ9049vWLibbHgtgN50+SUZX8/7i5X7y5rCvKMBjNl0ml7Pk213yZZ4MJov+hkgC9I6HfROT5GaZDJZ/3ACgt2rir5YMtjsKwO4TSoCCUAIUhBKgIJQABaEEKAglQGG06YLu/PoexgD...
2
math
algebra-1
domain-and-range-of-square-root-functions-graphs
false
true
What is the range of this function?
"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"
[ "$\\{y \\mid y \\leq 0\\}$", "$\\{y \\mid y \\leq 1\\}$", "$\\{y \\mid y \\geq 0\\}$", "$\\{y \\mid y \\geq 1\\}$" ]
null
2
math
grade-1
match-analog-clocks-and-times
false
true
What time does the clock show?
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"
[ "5:30", "6:30" ]
null
0
math
grade-5
identify-rhombuses
false
true
Is this quadrilateral a rhombus?
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x51GxAQBAilk+sKnYSCXD49bwmIr9v1RsAACQYpYPbImKjdSaRcUGAAA2SsnAHnqxof8oaPhWP3iJwQPrGB63RvSjYgMAAHukZGBL0n0jGir2wSoqNqz1wPXxFXv+cn6oAwAAqZGygW2u2N9/uTpV3xoOZHjcGvnFhor9xodUbAAAkBopG9hSfMX+lz9CxYalZt5AxQYAAKmX0oHd+C42FRvWoWIDAAA7pHRgS+a72FRsWMtcsectD9p6HgAAkP1SPrCHXmyoUwcqNlLD8Lg18kuxFTusQwEqNgAAsE7KB7YkfWckFRupM3OUTzkxf9LLV1OxAQCAdWwZ2OaK/X0qNixkeNwa2Y+KDQAAUsOWgS1JD46JeUURKjYs9sAN8RV74SoqNgAAsIZtA7u4V/wrijy2looN63jc8RX7zY+o2AAAwBq2DWxJemh0Q8U+FKBiw1pUbAAAkAq2DmwqNlLJ43br+i9RsQEAgLVsHdgSFRup9d3rqdgAAMBatg/s4l6GOsVU7Eep2LCQx+3WDVRsAABgIdsHtiQ9GFOx/x2IaNNWKjasM8NUsRdQsQEAQBKlxcA2V+yfvkLFhnU8brdGf7mhYm+hYgMAgCRKi4EtxVfsQ8eo2LDW/aOo2AAAwBppM7CLexn6zzMajvOTdVRsWIeKDQAArJI2A1uSZt3AXWykjrliL1xJxQYAAO2XVgObio1UMlfsNz+mYgMAgPZLq4EtUbGRWlRsAACQbGk3sIt7GfpcTMX+Ma8oAgt53G6NGUDFBgAAyZN2A1uSHoip2Id5RRFY7L4R8RX7ESo2AABoh7Qc2OaK/SMqNixkrthvUbEBAEA7pOXAluIr9hEqNixGxQYAAMmStgO7uJeh/+wYcxf798dtPA2yncft1tj+DT/UUbEBAEBbpe3AlqRZ18fcxQ5Gqdiw1L0jjbiKPX8FFRsAALReWg9sKjZSyeN2a9zAhh/qKj6hYgMAgNZL64EtUbGRWvcMp2IDAID2SfuBXfuKIq76z3/0ChUb1qFiAwCA9kr7gS1JD9yQV//xkWNUbFjr/pE+eXIaPp9HxQYAAK2QEQPbXLEf5y42LDZ2QEPFrqRiAwCAVsiIgS3FV+yj3MWGxajYAACgrTJmYBf3MnRWRyo2Uif2LjYVGwAAtFTGDGxJmnk9FRupc9+I+Io9fzkVGwAAJJZRA5uKjVSbMDC3/uOKXVRsAACQWEYNbKlxxV5bccLG0yDb3Tsij4oNAABaJeMGtrli/2JjtY2ngRNQsQEAQGtk3MCW4iu2/zgVG9YyV+x5y6jYAADg9DJyYJsr9hIqNix202UNFbtyd1ifHaFiAwCApmXkwJZMd7Gp2LDYPcPiK/bCVVRsAADQtIwd2MW9DHU+k7vYSJ2vXkrFBgAAiWXswJakOTfm13/MXWxY7e7h8RX7ESo2AABoQkYP7P7neqnYSKnYiv0PKjYAAGhCRg9siYqN1KJiAwCARDJ+YJsr9pNUbFjs5q9QsQEAwOll/MCW4it2FRUbFpt+HRUbAACcXlYMbHPF/vkGKjasNZGKDQAATiMrBrYUX7ED1VRsWOsuU8Wev5KKDQAAamXNwO5/rlefL6RiI3ViK/Y7e6jYAACgVtYMbEl6eAwVG6lDxQYAAE3JqoFtrthPUrFhsVsGUbEBAEC8rBrYUnzFrqJiw2LfvjZPhqfh83lUbAAAHC/rBnb/c73qcmbD39v/fD0VG9a6JeYu9rtUbAAAHC/rBrYkzb7RV/9x4AQVG9b6FhUbAADEyMqB3ahicxcbFpt4ORUbAADUysqBLZkqNnexYbFpQ+Ir9vwVVGwAAJwqawd2/3O96lLYULGfWH/cxtPACWIr9jufUrEBAHCqrB3YkjR7TEPFPnZCen4zFRvWoWIDAAApywe2uWL/ahMVG9aaRMUGAMDxsnpgS/EV+/hJKjasdaepYs+jYgMA4DhZP7BrK3bD/0wqNqw2uTjmFUWo2AAAOE7GDeyamhq98MILmjZtmkpKSlRaWqodO3Y0+zWzx+TVf3z8pPT/XqNiwzp3XEPFBgDAyTJuYD/33HPauHFj/bju1KmTFi9eLL/ff9qvMVfspX+iYsNaVGwAAJwrowb24cOHtW7dOt1+++0qLi5Wr169dPfdd2vy5Mmqqalp9mup2Eglc8UuW07FBgDAKTJqYFdUVMgwDA0YMKD+McMwNHz4cBUVFTX7tf3P9eoLRVRspM6tMRV7214qNgAATpFRA3vPnj0666yztHnzZs2cOVNTp05VWVmZdu7c2aKvf2h0fMV+7u9UbFjnm1RsAAAcKaMGtt/v1+HDh7V+/XpNmTJFs2bNktfrVXl5ebN3sOuYK/Zv/kzFhrVuvaLhhzoqNgAAzpBRA7umpkZVVVWaMWOG+vbtq969e2vGjBmKRCLauHFji56Dio1U+ubVuXEVu3T5MfsOAwAAUiKjBrbP51NhYaEKCwvrHysoKFC3bt20b9++Fj0HFRupVhJTsd/bW0PFBgAgy2XUwO7SpYsCgYCi0Wjc45FIRF6vt8XPY67Yz1KxYaFvULEBAHCUjBrY/fr108mTJ1VZWVn/mN/v1969e3X22We3+Hn6n+tV15iK/TQVGxajYgMA4BwZNbDPOeccDRw4UEuWLNHrr7+urVu36vHHH5fP59OQIUNa9VwPmir2b/9GxYZ1zBW7bBkVGwCAbOWKmu9bpLnq6mo9++yzeu211xQKhdSzZ09NnTpVPXr0aPVzffWnfu07XFsS87zSH+YUJvm0QIOn/3pCv/xjw9+WPH9Pgbp38jTzFQAAIBNl3MBOpm17w7rzV4H6z6cNzVPJlbnNfAXQPtcsOqJQuPbjPl1z9NQdZ9h7IAAAkHQZdUUk2fp086jbfzT8X/DMX7mLDWtNHRzzutj7avTpobCNpwEAAFZw9MCWpLnj8+s/Pn5S+h13sWGhKYNzlRfzgjcLV/JDHQAA2cbxA5uKjVQruZKKDQBANnP8wJYaV+xn/krFhnXMFXsBFRsAgKzCwNapih3zuti/+xuDB9aaEnMX+z0qNgAAWYWBfcrcCfEV+2kqNixUciUVGwCAbMXAPsVcsbmLDavdRsUGACArMbBjxFbsUFj69Z+p2LDObaaK/cgKfqgDACAbMLBj9OnmUbdOMXexX2XwwFqxFfv9/VRsAACyAQPbZO44KjZSh4oNAED2YWCbULGRalOvpmIDAJBNGNhNMFfspVRsWOjW4tiK7VLZMn6oAwAgkzGwm9Cnm0fdY97d8TkqNiw25OJcRRWVFNUH/6zRe/tr7D4SAABoIwb2acyJqdgnwtKv/1xt42mQrV79IKxxPzqqlypPyCWXJMkl6blX+VsTAAAylcfuA6Srvt1rK/an/45Ikp59tVrfuNpn86mQLV7fGdYPXjqmz45GJenUtK6V45buGMKfNQAAMpUrGo1G7T5Eutq2N6w7fxWo//zrV+Xq9mvymvkKoHlv7AzrsbXH9E9/NG5US1IHw6WvX+PTpEG5tpwNAAAkBwM7gUlP+LXnUG3FNjzSn0oL7T0QMtIbO8P6/kvHdOAowxoAgGzHwE7AXLGnXpWrO6jYaKEtn4T16Oqg9h+NMKwBAHAIBnYLULHRWls+CevRF4M6cCTS6NcY1gAAZDcGdguYK/aUwbm6cwgVG41t+SSsx9YEtf8wwxoAAKdiYLfQ5Cf82k3FxmlU7grrey8GtY9hDQCA4zGwW8hcsUsG52oaFdvxKneF9eiaoPb+m2ENAABqMbBbgYqNOpW7au9Y76VYAwAAEwZ2K1Cx0Vyxzs+Vvj44T5OLGdYAADgZA7uVJv3crz3/omI7zba9YS1aFax/NZlYDGsAABCLgd1K5op92xW5+ta1VOxstW1vWOWrgtp1qPHrWDOsAQBAUxjYbUDFzn7b9oa1aHVQu//FsAYAAK3DwG4Dc8W+9YpcfZuKnRW2749owcqAdjGsAQBAGzGw22jyz/3afapie3Kkv5QV2nsgtMv2/REtXBXQJwcZ1gAAoH0Y2G1krthfK87VXddRsTPN9v0RLVp9TB//Xw3DGgAAJAUDux2o2Jlr+/6Iylcd08cHaxr9Wn6uNGVwnm5lWAMAgDZgYLcDFTvzfHAgooWraou1Wb4hTbmKYQ0AANqHgd1OX3vSr10Hqdjp7oMDES1adUwfMawBAIDFGNjt9OFnYU1Z0lCxJxXnajoVO218cCCi8tXH9OFnYcl0y5phDQAArMDATgIqdvrZdTCiecsZ1gAAIPUY2ElgrtiTB+Xq7uFUbDvsOhjRIyuOacc/w3IxrAEAgA0Y2Ely65N+fULFts2ugxEtWHlM2w8wrAEAgL0Y2Elirti3XJ6re4ZRsa22+1BEjyw/ph0HuAoCAADSAwM7iajYqbP7UEQLVgS0fX+NmhrWtw3OU8kVDGsAAJB6DOwkomJbb/ehiBauCOj9JoZ1nlH7BjEMawAAYCcGdpLd+osqfXLqtZap2Mmz+1BE5SsC2sawBgAAaY6BnWTmij3xK7m6dwQVu632HY5o/oqA3tvLsAYAAJmBgW0BKnb77Tsc0SPLg9q276QY1gAAIJMwsC1grtg3f8Wn+0b4bDxR5th3OKIFK4Pa+inDGgAAZCYGtkVKnqzSxwep2C114GhEC5YF9c5ehjUAAMhsDGyLmCv2TZf5dP9IKrbZgaMRLVge1DsUawAAkCUY2BaiYp/egaMRLVwZ1D92M6wBAEB2YWBbiIrd2IGjES1aEdTbexoPa94gBgAAZAMGtsVuW1Kljz5rqNib5nSUx+22+VSpd9AvLVgZUMWucKNfY1gDAIBswsC2mNMr9kG/tGB1QBUfM6wBAIAzOC+lptj5nT06r3NO/eer3qxWOBKx8USpcdAv3ftMQON+dKTRuM43pGnX5mnjw4VtHtcbNmzQxIkTtWnTpmQcFwAAIGk8dh/ACeaOz6uv2DUR6WevhDTj+uys2IcC0sKVAW35OCzzX40kq1gfOXJEzz//vFwuV+LfDAAAkGIM7BQ4v7NH55+Vow9Pvbvj6reqde9II6vuYh8KSAtXB/TmR2GZl3Wyr4I8/fTT6tevnyoqKpLyfAAAAMmUPQsvzZVNyKv/uK5iZ4NDAen+3wU05odH9OaH8eM6GVdBzCorK/X222+rpKQkKc8HAACQbBTsFMm2in0kKC1YFdAbO5v+x4slV+TptsHJ/ceLJ06c0NKlSzVp0iQVFRUl9bkBAACShYGdQmUT4u9i/2RdtWaOyrf5VK1zJCgtXBnUGx+FZH79mTxDus2CYV1n2bJlOvPMMzVs2DBLnh8AACAZGNgpZK7Ya7aEdN8IX0ZU7CNBadGqoDbvDDX6x4tWD2tJ2r17t9atW6fy8nL+cSMAAEhrDOwUM1fsH/++Wg/ckL4V+0hQKn8xqNd32DOsJSkajeqpp57SqFGj1KNHD0u/FwAAQHvxRjM2mLqkSjtPvbtjjlv6Y2n6vbujPygtejGo1z5I/VUQs4MHD2r69OmNynU0GpXL5VKHDh20dOnSlJwFAAAgEQa2Dczv7jh2gJE2FdsflBavCerV7fYVa7Oamhrt37+/0eOlpaUaPXq0Bg0apK5du6b0TAAAAKfDFREbnN/Zo56dc+or9tqKkO4fZe9dbH9QKl8T1N/TaFjXycnJUffu3Rs97nK5VFRUxLgGAABphYFtk9Lx6XEXO1Bde8f6b9ubvgpy6xV5mmrTsAYAAMhEXBGx0ZQlVfrQprvYgWrpe2uO6a/vhxSJxt9tZlgDAAC0HQPbRua72Df2NzRrtLUVu7lh7fNKJVcyrAEAANqDgW2zVFXsYEha/OIx/eU9hjUAAICVGNg2+/RQWLc80VCxx/Q39GASK3YwJH3vxWP603shRRnWAAAAlmNgp4Gp/12lnf9MbsUOhqRH1xzTn7ZRrAEAAFKJgZ0GzBX7hi8bmj2mbRU7GJIee+m4/vhuNcMaAADABgzsNNHeil0dkh5be1x/2FatSIRhDQAAYBcGdppoa8WuDknff/m4Nr7b9LC+9Yo8ff0qhjUAAECqMLDTyNf/u0ofnKrYbpe0aU5HGZ6mK3Z1SPrBy8e14Z0Tipj+CzKsAQAA7MPATiPmin39lw09bKrYoXDtHesN75xQJBL/9QxrAAAA+zGw08zpKnYoLH3/pePa8I8TqqFYAwAApC0Gdpr59FCNbnmiqv7zEV805HG79Mo/TqiGYg0AAJD2GNhp6Bv/U6UdB2pO++u5XulrV+TpmwxrAACAtMPATkOfHIzo1iePSqp9VZDoqY98HmnyFT5982qfnccDAABAMzx2HwCNnfM5tzp3dOszf+3PPt4cl24b7KNYAwAAZAAKdpr67Kh011K/Luru0aKb2/aujgAAAEg9BjYAAACQRC1/L24AAAAACTGwAQAAgCRiYAMAAABJxMAGAAAAkoiBDQAAACQRAxsAAABIIgY2AAAAkEQMbAAAACCJ/j8kpnLidu5dZQAAAABJRU5ErkJggg=="
[ "yes", "no" ]
null
1
math
grade-3
match-clocks-and-times
false
true
What time does the clock show?
"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"
[ "two twenty-four", "three twenty-four", "two twelve" ]
null
0
math
grade-8
identify-functions-graphs
true
false
Which of these relations is a function?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAATIAAAE3CAYAAAApC812AAAjgklEQVR4nO3de3xTVYIH8N/Nu+krWKDlURih2ggI5U0HRNFdtSogr2XU3fmMrrjrzPgaR5YZZ9UZUPE146wi4zrrouIDRERRYZlRRNQW5REeMilWKVSmLeWRtE2a990/Lr1JBbFpc5Oc9Pf9fPiQhObm0Nz8cs655yHJsiw3BIAaL9ASBkIyiIjSmkECcvXAeVag0ARIDX5Z/qw51cUiIuqaiXmA4UuvcqefCSjNVlKOiCidtYSBag9QHwAOeAFdc0j5B4YYEYk...
3
math
grade-5
regular-and-irregular-polygons
false
true
Is this shape a regular polygon?
"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"
[ "yes", "no" ]
null
1
math
grade-5
types-of-angles
false
true
Is this angle greater than, equal to, or less than a right angle?
"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"
[ "less than a right angle", "greater than a right angle", "equal to a right angle" ]
null
1
math
grade-4
compare-fractions-in-recipes
false
true
Does this recipe call for more sugar or lime juice?
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"
[ "sugar", "lime juice" ]
null
1
science
grade-4
identify-living-and-nonliving-things
true
false
Select the living thing.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADS5UlEQVR4nOz9ebBtW3bWB/5ms9ba3enuue1rbr4u+169ZCGBhEASIAQIEEbI2MYGu4CwcWDclKuKIGzABIWxyxQuVwRluwqVy3SysGmEwSAhJGUqU0pl5suX+TJfc/vmtLtbzWzqjzHn2uuce17ylI8/7AjWix3nvn322XvttcYcc4xvfOMb6hMnMb53CluGf3788+N/k8fcwytLuNfCnoVv35Xn9T833H9+/G/92DLw3qn8e+E3z+t/brj//Pjfw5HttIub5+x...
1
math
grade-6
which-model-represents-the-ratio
true
false
Which model represents the ratio 2 to 5?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAa0AAABRCAYAAABhcfnhAAAKcUlEQVR4nO3dT2wU1x0H8O9ibCI7plZJMVQiJfRPOAW1Usq5VQ/JIRVJxIFDpFzSQ5VblR4JiRQpQmoUKTeknKKqh6IcwiFc+GfsgEH8M0IyGMcEEuFi73rxeHe8f2ZfD4vNH+96d2be//l+LuA/s/O+PHZ+O2/evMkJIcRsFbhdBoIIqAsQERFZYWMOGOwBftsPDPcBudmKEBcWTTeLiIhofXs3Axunys0vtvcBLw80KxoREZENggi4WQLuV4FbZWDDYr35AxY...
0
math
grade-3
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAACwCAYAAAA16xkbAAAZoUlEQVR4nO3de3TU9Z3/8dcMYRgIuQxmbaqNmlMbf9W4bE7dzq9um/1V46nb4Lr7GzDFyipqKxYUEAQvBIggYMwFSSzKxYgjDWP8Um/YakUBt7Js4YdYpN3UJZZUBDZch5ncZ35/AKkoKkm+3/nOTJ6Pc3JkzHw/31cMf7z8nPd8vo5oNBoVAAAAAFM47Q4AAAAAJBMKNgAAAGAiCjYAAABgIgo2AAAAYCIKNgAAAGAiCjYAAABgIgo2AAAAYCIKNgAAAGAiCjYAAABgIgo2AAAAYCIKNgAAAGCilN5eUFhYqLffflsjRoxQenq60tPTlZmZqdTU1J7Xp77S0tLO+OdPXgcAAAAkk14X7I6ODknSoUOHdOjQoX4HGDZs2GklPCMjo6eMp6WlacSIET3v+XRJ/+Tr1NTUfmcBAAAA+ssRjUajvbmgqalJl19+uUKhkFWZ+mTQoEFfWMDP9nVmZqYGDRpk948DAACABNXrgi1Jzz77rMaNG6cRmdl6dskupQ339DlAuDWocGtQofAxhVqPKRw+duJ16zGFwscUbv3r6/Cp95x8f7jnPUG1d7T2OcOnud3ufpX0T/4ZAAAAA0ufCrYkjR49WoZh6DvfKlb5g6+YnavXIpGIjoeO9BTwU2U8FD6mcNunXrcGe8p5qPWYWj9Z8FuD6u7uMiWTw+HQ8OHD+72rnp6eLrfbbUomAAAAWKvPBTsYDGrkyJFqamrSlNtr5PvhJLOz2aatPXzGXfJP76J/sqR/ptS3BtXWHlIf//N+xuDBgz/3w6K9Ke0ZGRlyOBymZAIAAMBn9blgS9Lvfvc7ffvb35YkPbN4p3IvuMy0YMkiGDpy2thLW3tYweOH/lrg24IKhY6e+Gf4U2MwJwv90eBBUzMNHTr0tAJ+/vnna+XKlcrKyjL1PgAAAANRvwq2JD3yyCO67777dFHOpVpRvlVDhgw1Kxs+5cjR//ncMZdwa1CtbcdPjMl8anb9tNfhY2dc+/XXX9c111wT458IAAAg+fS7YEvS1VdfrTfffFPX/2CCpt+x1IxcsNBfx1+CWvT4rdr5X5u1fv16XXXVVXZHAwAASHimPMlx9erV8ng8evG1J/TOtnVmLAkLDRuapr8553xd+LX/pY7OdknixBMAAACTmFKws7Oz5ff7JUnzF4/TwcP7zFgWMRBuPTEykp6ebnMSAACA5GBKwZak4uJiTZw4UcHQYc2pLDHt9AxJ6uhs1/f+r0NXl7h7vmZX3NDz/cbd2/Wjn12s6uWnn2Syedurml1xg1Y1zDctS7I5NZNNwQYAADCHaQVbkioqKpSfn68duzbpmecfNm3d4PHDykjP0vpAW8/XQ9OfkyT9/o/vaNHjt+qyS77zmevWrV+psmkBpaQM1q7GLablSSYhdrABAABMZWrBdrvdMgxDbrdbT62ZY1qpDYWPaviwjDN+z5Nxrmrnv60LzrvkM9/rjnQrGo0qEuk2JUeyiUQi6uhok9PpVGpqqt1xAAAAkoKpBVuS8vLyVFVVpUg0otKKMQq3Bvu95vHQEbW1h3X37O9r1C1/oylzrlbz3kZJ0te+erGGDR1+xuuuK7pdpY+OVldXpy7N8/Y7Ryy99U6Dxk7M0w9+nK77F16v46GjkqT29lbNW3yTrr0pQ/9y23l6+TfLe67p7UhMMHRYErvXAAAAZjK9YEvSnXfeqeLiYh1oadaC2vH9Xm/Y0DRdecUo3X3rY1q7/C+67JLvqPTR0V963ZVXjNLDM9dqfMmcfmeIpb37m7To8ds0e8pqvfJ0i1KHZejJ1fdLkvzGAgVDR7R2+Uda8tBbWlFfqt17dkrq/UgM89cAAADms6RgS5Lf71d2drY2bjb06ptP92uti3Iu1Yw7l+nii/5WrsFDNL5krvZ89F/6n4MfmRM2zuzYtUkjv/k9ffMbf6/Bg10a53tAb/32xMz5hv8wdPPoWRo2dLguOP8SXVP4Y23cbEjq/UgMJ4gAAACYz7KC7fF4FAgE5HA4VL18kvbub+rzWi2HP1bTnvd7XkcjEUWiEQ0ePMSMqHHH6Tj91+IeMkxHgwcVDB3RR/s+UM55eT3fy/lqXs+4TG9HYtjBBgAAMJ9lBVuSCgsLdf/996utPaTScp+6urv6tE7Tnp2aPu9afXzgQ3V3d+sZ42Fd8vVvKTM9y+TE8WHkpYXa8Ye39Yc//U4dne0KvFwlp9OpcDiorq5OuVzunve6XG61th2X1PuRGE4QAQAAMJ+lBVuSysrK5PV61di0XU/67+vTGn8/8hqNHjVZkx78nv55/Ln6w5/+U3PvWSNJqnlqqq4ucavuuTK9+NoTurrErcUr7jLzR4i57HMv1MyfrdDDNTfr1nv+Thd97VJJUmZ6llJSBvfsPEsnTlgZ6j7zhzy/TJgdbAAAANOlWH6DlBQ1NDTosssu05qXKuUtuFZXjCzq9Tpjr5+usddP/8y/v+vWat11a7UZUePKVf9wg676hxMP0/njB1t1fvbFGjJkqC447xLt+eiPOseTLUn6sHmXLvzaN/t0D0ZEAAAAzGf5DrYk5eTkqK6uTpI0t2qsjhxricVtE9ahI/s1duI3tL+lWa1tIa2oL9UPrzpxGsvV3/2RfvFCuVrbQvrvP/9eG/7D0PevHNOn+zAiAgAAYL6YFGxJ8vl8uvnmm3U02KKyqrGxum1CGpH5Ff3LtT/THTO98v00R1/9Sq5+dHL3fuz198qT8RX96+3nafq8azXplkpdcP5nH7JzNk6dUU7BBgAAMI8jGo1GY3WzUCikyy+/XE1NTbprfLVuuG5KrG6NM1jy1BQ1vPKYqqqqNHXqVLvjAAAAJIWY7WBLUmpqqgzDUEpKipb6Z/Y8IAX2YAYbAADAfDEt2JJUUFCgBQsWqKurQ7PKfWrvaIt1BJzEDDYAAID5Yl6wJWn69OkqKipS895GLV4+yY4IEMf0AQAAWMGWgu1wOFRfX6+srCy9sn6lNpx81Ddiix1sAAAA89lSsCUpKytL9fX1kqSFteO1v6XZrigDFjPYAAAA5rOtYEtSUVGRJk+erHBrULMrxigSidgZZ8AJs4MNAABgOlsLtiSVl5crPz9fuxq36OmGh+yOM6Cwgw0AAGA+2wu2y+WSYRhyu916+rl52tW4xe5IA8apB82kpaXZnAQAACB52F6wJSkvL09LlixRNBpRacWYnuIH65zavR4+fLiczrj4awAAAJAU4qZZ/eQnP5HP59OBlmYtqB1vd5ykx3gIAACANeKmYEtSXV2dcnJytHGzoZffWGF3nKTGBxwBAACsEVcFOy0tTQ0NDXI6nVq8/C417220O1LSYgcbAADAGnFVsCXJ6/WqtLRUHZ1tmlXuU2dnh92RkhIPmQEAALBG3BVsSZo9e7a8Xq9279mppf4ZdsdJSjwmHQAAwBpxWbCdTqcaGhpOjIy88pi27njD7khJhx1sAAAAa8RlwZaknJwc1dXVSZLmVo3VkWMtNidKLsxgAwAAWCNuC7Yk+Xw+3XbbbToabFFZ1VhFo1G7IyUNThEBAACwRlwXbEmqra1VXl6etr73hta8VGl3nKTBDjYAAIA14r5gu91uGYYhl8ulJ5+9X427t9sdKSkwgw0AAGCNuC/YkpSfn69Fixapu7tLs8p9am0L2R0p4XGKCAAAgDUSomBL0tSpU1VUVKSPDzSpevlEu+MkPHawAQAArJEwBVuS6uvrlZWVpV+9tUobNht2x0lozGADAABYI6EKdlZWlurr6yVJC2vHa39Ls82JEheniAAAAFgjoQq2JBUVFWnatGkKtwY1u2KMurq77I6UkNjBBgAAsEbCFWxJWrBggQoKCrSrcYvqAnPtjpOQmMEGAACwRkIWbJfLJcMwlJqaKr+xQO++v8nuSAknFD4qSfJ4PDYnAQAASC4JWbAlKTc3VzU1NYpGo5pTWaLg8cN2R0oY7e2tikQicrvdcjoT9q8AAABAXErodjV+/Hj5fD4dOrJP8x4bZ3echMF4CAAAgHUSumBLUl1dnXJycrR52zq98OuldsdJCHzAEQAAwDoJX7DT0tLU0NAgp9Opmrp71Ly30e5IcY8j+gAAAKyT8AVbkrxer8rKytTR2aZZ5T51dnbYHSmusYMNAABgnaQo2JL0wAMPqLCwULv37FTt0/fYHSeuMYMNAABgnaQp2E6nU4FAQB6PR2t/9bje2bbO7khxK8wONgAAgGWSpmBLUnZ2tvx+vyRp/uJxOnh4n82J4hM72AAAANZJqoItScXFxbrjjjsUDB3WnMoSRaNRuyPFHWawAQAArJN0BVuSFi9erLy8PO3YtUmrf/mI3XHiDqeIAAAAWCcpC7bb7ZZhGHK5XFpRX6rG3dvtjhRX2MEGAACwTlIWbEnKz89XZWWluru7NKvcp9a2kN2R4gYz2AAAANZJ2oItSZMmTVJxcbE+PtCkR5f+1O44cYNTRAAAAKyT1AVbkvx+v7Kzs/Wbt3+h1zb47Y4TF9jBBgAAsE7SF2yPx6NAICCHw6GKJ+/U3v1NdkeyHTPYAAAA1kn6gi1JhYWFmjFjhtraQyot96mru8vuSLbiFBEAAADrDIiCLUnz589XQUGBGpu2a8UvZtkdx1bsYAMAAFhnwBTslJQUGYah1NRU/eKFcr37/ia7I9mGGWwAAADrDJiCLUm5ublaunSpotGo5lSWKHj8sN2RYi4Siaijo01Op1NDhw61Ow4AAEDSGVAFW5LGjRunG2+8UYeO7NO8x8bZHSfmgqET/1ORmZlpbxAAAIAkNeAKtiQtW7ZMubm52rxtnZ5fV2N3nJhi/hoAAMBaA7Jgp6amyjAMpaSk6PFV07V7z067I8UMJ4gAAABYa0AWbEkqKCjQvHnz1NXVoVnlPrV3tNkdKSbYwQYAALDWgC3YkjRz5kwVFhaqeW+jap6aYnecmOAEEQAAAGsN6ILtcDgUCATk8Xj04utP6p1t6+yOZLkwO9gAAACWGtAFW5Kys7Pl9/slSfMXj9PBw/tsTmQtRkQAAACsNeALtiQVFxdr4sSJCoYOa05liSKRiN2RLMOICAAAgLUo2CdVVVUpPz9fO3Zt0jPGw3bHsQwjIgAAANaiYJ/kcrlkGIbcbrfq1szVrsYtdkeyBDvYAAAA1qJgf0JeXp6qq6sViUZUWjFG4dag3ZFMd+pnomADAABYg4L9KRMmTFBxcbEOtDRrQe14u+OYjh1sAAAAa1Gwz8Dv9ys7O1sbNxt69c06u+OYihlsAAAAa1Gwz8Dj8SgQCMjhcKh6+V3au7/J7kimYQcbAADAWhTsz1FYWKgHHnhAbe0hlZb71NnZYXckU3AONgAAgLUo2F/goYcektfrVWPTdi1b/YDdcUwRZgcbAADAUhTsL+B0OtXQ0KC0tDStealSW3e8YXekfmMHGwAAwFoU7C+Rk5OjuroTH3ScWzVWR4612Jyof04d05eWlmZzEgAAgOREwT4LPp9Pt9xyi44GW1RWNdbuOH3G7jUAAID1KNhnqba2Vrm5udr63hsKvFxtd5w+oWADAABYj4J9llJTU2UYhlJSUvSE/z7t3rPT1PVf2+BXyZ1f17U3ZWjSrH9U895GSdKx4CHNqSzRqJuz5PvpBXrzt8/1XLN526uaXXGDVjXMP6t78AFHAAAA61Gwe6GgoEALFy5UV1eHZpX71NoWMmXdP//lj6qpm6oF972gdasO6dI8ryqfvFOStPSZGXI4nPrlir1aMPOXevSJO7S/pVmStG79SpVNCyglZbB2NW750vuwgw0AAGA9CnYvTZs2TUVFRWre26glKyebsqbL5VbplGf19Qsv16BBg/R//rdPf9n3gSRp2+/Xq+S6ezR4sEuXfP1b8v7dD/Tv//miJKk70q1oNKpIpPus7sNDZgAAAKxHwe4lh8Oh+vp6ZWVl6ZX1K7Vhs9HvNb967kXyFlwrSToeOqoXXntCV35r1Mn7nf4rGjJkmD46Wb6vK7pdpY+OVldXpy7N837pfXhMOgAAgPUo2H2QlZWl+vp6SdLC2vE9Ixv99fNV9+qfxmXqLx//SbeNfUiSdMXIIgVerlJnZ4c++HCHtmz/tTo62iRJV14xSg/PXKvxJXPOan12sAEAAKxHwe6joqIiTZ48WeHWoGZXjFEkEun3mj+7+VH9pj6kQu+/avLsqxSNRnXHjxcqGo1o7KRvaEV9qa68YpSGp2b2aX1msAEAAKxHwe6H8vJy5efna1fjFtU9V9bndT74cIe2/f5NSZJ7yDDdcN1Ufdj8vg4d2a/0tBEqmxbQ80/+WYvuf0kth/bq4otG9uk+nCICAABgPQp2P7hcLhmGIbfbrVUN88/qJI8zOXh4nx5e8m/au2+3JOm1jX5lpGfJk3Gufv7MDC1b/aCi0ai2bH9Njbv/n668YlSf7sMONgAAgPUo2P2Ul5enmpoaRaMRlVaM6XkUeW94C36g0cWTdfec7+ufxnm09le1mj9jrZxOp0b/8G69+/5G/fDfRqj26Xs0797nNWxo3x5zzgw2AACA9RzRaDRqd4hkMHr0aBmGoX/8jk/z733e7jhnNLfyR1r/24DWrFmjkpISu+MAAAAkJXawTVJXV6ecnBxt3Gzo5d8stzvOGbGDDQAAYD0KtknS0tLU0NAgp9OpxSvu7nnUeTxhBhsAAMB6FGwTeb1elZaWqqOzTbPKfers7LA70mk4RQQAAMB6FGyTzZ49W16vV7v37NRS/wy745yGHWwAAADrUbBN5nQ61dDQcGJk5JXHtHXHG3ZH6sEMNgAAgPUo2BbIyclRXV2dJGlu1VgdOdZic6ITQuGjkqSMjAybkwAAACQvCrZFfD6fbr/9dh0NtqisaqzsPg2xrT2sSCSiYcOGyenk1w4AAGAVmpaFampqlJeXp63vvaH6FytszcL8NQAAQGxQsC3kdrtlGIZcLpeWrX5Ajbu325bl1BMmKdgAAADWomBbLD8/X4888oi6u7s0q9yn1raQLTk4og8AACA2KNgxMGXKFBUVFenjA02qXj7RlgyMiAAAAMQGBTtG6uvrlZWVpV+9tUobNhsxvz9H9AEAAMQGBTtGsrKyVF9fL0laWDte+1uaY3r/MDvYAAAAMUHBjqGioiJNmzZN4dagZleMUVd3V8zuzQ42AABAbFCwY2zRokUqKCjQrsYtemrNnJjdlxlsAACA2KBgx1hKSooMw1BqaqqeXbtQ776/KSb35RQRAACA2KBg2yA3N1e1tbWKRqOaU1mi4PHDlt+THWwAAIDYoGDb5JZbbpHP59OhI/s077Fxlt+PGWwAAIDYoGDbqK6uTjk5Odq8bZ1e+PVSS+/FKSIAAACxQcG2UVpamhoaGuR0OlVTd4+a9zZadi92sAEAAGKDgm0zr9ersrIydXS2aVa5T+0dbZbchxlsAACA2KBgx4EHH3xQhYWF2r1npx5/epol9+AUEQAAgNigYMcBh8OhQCAgj8ejX/7653pn2zrT78EONgAAQGxQsONEdna2/H6/JGn+4nE6eHifqeszgw0AABAbFOw4UlxcrAkTJigYOqw5lSWKRqOmrBuJRNTR0San06khQ4aYsiYAAADOjIIdZ6qrq5WXl6cduzbp2bWLTFkzGDrxIJsRI0aYsh4AAAA+HwU7zrjdbhmGIZfLpZVrZqtx9/Z+r8n8NQAAQOxQsONQfn6+Kisr1d3dpVnlPoVbg/1ajxNEAAAAYoeCHacmTZqk4uJifXygSQtqx/drLXawAQAAYoeCHcf8fr+ys7O1cbOh1zb4+7wOJ4gAAADEDgU7jnk8HgUCATkcDlU8eaf27m/q0zphdrABAABihoId5woLCzVz5ky1tYdUWu5TV3dXr9dgRAQAACB2KNgJYN68eSooKFBj03YtX/1gr69nRAQAACB2KNgJICUlRYZhKDU1VfUvPqp339/Uq+sZEQEAAIgdCnaCyM3N1bJlyxSNRjWnskRHjrWc9bXsYAMAAMQOBTuB3Hjjjbrpppt06Mg+lVWNPevrmMEGAACIHQp2gnniiSeUm5urre+9oefX1ZzVNeG2Ew+qoWADAABYj4KdYFJTU2UYhlJSUvT4qunavWfnl15zagY7LS3N6ngAAAADHgU7ARUUFGjevHnq6urQrHKf2jvavvD9zGADAADEDgU7Qc2cOVOFhYVq3tuoJU9N/sL3MoMNAAAQOxTsBOVwOBQIBOTxePTS68v0zrZ1n/veMDvYAAAAMUPBTmDZ2dny+/2SpPmLx+ng4X1nfB872AAAALFDwU5wxcXFmjRpkoKhw5pTWaJIJPKZ94Rbg3I6nRo+fLgNCQEAAAYWCnYSqKysVH5+vnbs2qRnjIdP+16IE0QAAABiioKdBFwulwzDkNvtVt2audrVuKXne4yHAAAAxBYFO0nk5eWpurpakWhEpRVjFG498XAZPuAIAAAQWxTsJDJhwgQVFxfrQEuzFtSOl8QONgAAQKxRsJOM3+9Xdna2Nm429OqbdTxkBgAAIMYo2EnG4/EoEAhIkqqX36X//vN7kqSMjAw7YwEAAAwYFOwkVFhYqNLSUrW1h/TzVfdKYgcbAAAgVijYSWru3Lnyer09rzmmDwAAIDYo2EnK6XQqEAj0FOvMzEx7AwEAAAwQFOwkduGFF6q+vl7nnHOOvvvd79odBwAAYEBwRKPRqN0hAAAAgGTBDjYAAABgIgo2AAAAYCIKNgAAAGAiCjYAAABgIgo2AAAAYCIKNgAAAGAiCjYAAABgIgo2AAAAYCIKNgAAAGAiCjYAAABgIgo2AAAAYKL/Dw6PK+rc+h4DAAAAAElFTkSuQmCC"
[ "obtuse", "acute", "right" ]
null
2
math
precalculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed lines are vertical asymptotes.
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"
[ "$\\lim _{x \\rightarrow-5^{+}} f(x)=-\\infty$", "$\\lim _{x \\rightarrow-5^{+}} f(x)=\\infty$" ]
null
0
math
grade-8
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAFhCAYAAABK/t0lAAAf3klEQVR4nO3df3TW5X038E+AKCFIA5pQINX4ayQ54xgMCahnsK6eHZlNVWZnNydaJ7PuqV2n2+qP5+lYFcWerW5FrLU9raLbPBvlyOyj9Gi11PpA0Fh2sCGuThIFhGCbaEikBLifPzylpRCE3N/c3/tOXq9zPIf7eyW53gE895sr1/f6FmUymUwAAACJGJV2AAAAGE4UbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJCgnBXsPXv2xJ49e3I1HQAApCJnBXvjxo2xcePGXE0HAACpyFnBXrduXaxfv37A8fvuuy/mz58fb775ZkRE7N27Nz75yU/GF7/4xVxFBACArOWkYLe1tcU777wT3d3d0dbWdsSP6e3tjTVr1kRHR0dERNx///2xatWq+MQnPpGLiAAAkIicFOwf//jHR/z1rzv77LMjIuKtt96Kd955J+68885YtGhRzJo1KxcRAQAgEUNesLu7u+PVV189+PrVV1+N7u7uwz7ulwW7s7Mzli5dGplMJpYsWTLU8QAAIFFDXrDXrVsXERGZTCYymUxEHHkV+6yzzoqioqLYsmVLLFu2LO666644+eSThzoeAAAkasgL9i9PDikqKoqioqKIiGhubj7s40pKSmLatGnxta99LaZPnx6LFi0a6mgAAJC4IS3YGzdujF/84hcxefLkg9cmT54ce/bsOeKRfWeddVa89957sXz58hg1yjNwAAAoPEPaYn+5FeS88847eO2Xv/7Ngt3a2hovvfRS3HDDDTFnzpyhjAUAAEPmmAp2Z2dnfPOb34yrr746nn/++UPGXnrppfj85z8fn/3sZ+N73/veIWPz58+Pc845J6qrqw9eq66ujnPOOScuuuiiiIjo6uqK3/u934tZs2ZFXV1d/MM//EO23xMAAKTmmAr2mDFjoqamJiZNmnTI9e7u7njggQfilltuiaVLl8Z3v/vdeO211w6Of/jDH47LLrssxo4de/Da2LFj47LLLosPf/jDERGxadOmKC8vjyVLlsTTTz8dJSUlSXxfAACQijHH8kGTJk2KCy64IJ5++ulDrr/wwgtx7rnnHizLH/3oR+OHP/xhnHXWWcccYO7cuTF37tzjiAwAAPkrqz3YO3bsiGnTph18PXXq1NixY0fWoQAAoFBlVbB37959yJaOcePGRU9PT9ahAACgUB3TFpGBjB8/Pt57772Dr/v6+uKkk0466ue0tLRkMyVAztTX16cdAYAClFXBnjJlSrS3tx98vW3btpgyZcpRPyeNN6yWlhbzmte85j3ueQFgMLLaInL++efHyy+/HDt37ozdu3fHD37wAzcsAgAwoh3TCvZXv/rV2LRpU+zevTu2bNkSK1asiKVLl8bJJ58cn/nMZ2Lp0qWxb9+++PjHPx5nnnnmUGcGAIC8dUwF+3Of+9yAY7NmzYpZs2YlFggAAArZkD4qHQAARhoFGwAAEqRgAwBAghRsAABIkIINAAAJUrABACBBCjYAACRIwQYAgAQp2AAAkCAFGwAAEqRgAwBAghRsAABIkIINAAAJUrABACBBCjYAACRIwQYAgAQp2AAAkCAFGwAAEqRgAwBAghRsAABIkIINAAAJUrABACBBCjYAACRoTNoBOFzv1l3R1dYR3W0dUTqtPCoaaqK0sjztWAAAHAMFO8+8vmptNN/6wCHXik8aF+fetjDOWDAvpVQAAByrokwmk8nFRIsXL46IiKamplxMV5D6O9+JLZ//xhHHRo07MU67a2EUV3wox6lg5Kqvr087AgAFKOcr2Gm8YbW0tBTEvK+vWhtbBhg70PeLqCw+KSqP4esVyvdrXvPm+7wAMBhucswjvdt2HXW8a3NHjpIAADBYCnYeKZ129BsZJ9aclqMkAAAMloKdRyY31g44Vjy+JCZWV+UuDAAAg6Jg55HSyvKYffdnDrtePL4kzr39akf1AQAUAMf05ZkzFsyLyY210dXWHl2bO2JizWkxsbpKuQYAKBAKdh4qrSyP0sryqLywIe0oAAAcJ1tEAAAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJCgMWkHAIaPzubW6GrriP6evqhorI2Kxpq0IwFAzinYQNb63+2NZ666I7rbOg65XtFYG3OX3xTFE0pTSgYAuWeLCJC1liUrDivXERGdG1pj07KVKSQCgPQo2EDWdm5oPcrY5hwmAYD0KdhA1vq2vz3g2JFWtgFgOMt6D/b3v//9WLVqVRw4cCBmzpwZ1113XYwapbfDSDJu6ikDluyy6lNznAYA0pVVE961a1c88sgjsWTJkrj33ntj+/bt8cILLySVDSgQkxtrBzUGAMNRVgW7t7c3pkyZEmVlZTF27NiYMWNGvPPOO0llAwpE/e0Lj7hSXdFQEzNuvDyFRACQnqy2iJx22mkxatSo+Nd//df4+Mc/Hhs3bowbb7wxqWxAgSieUBrzV9/z/jnYm9sjImJiTVVUzLZ6DcDIk1XBLioqivPPPz9+8IMfxHe/+92YO3duVFRUJJWNPLX1mRfj1YfXRNfm9oMPFJnx2T90qjpRMbtWqQZgxCvKZDKZwX7y2rVr48UXX4ybb745duzYEcuWLYuPfexj8bGPfeywj128eHFERDQ1NQ06LOnb/dJPY/tXVh9x7CP/+4ooqf1IjhPB0Kmvr087AgAFKKs1x5deeinmzJkTRUVFMWXKlPjkJz8Zjz/++BEL9i+l8YbV0tJi3oR8/97/O+DYz77z/+KSq748JPMezXD8fTZvfswLAIOR1U2OVVVVsWHDhujr64t9+/ZFc3NzlJeXJ5WNPNT54sAPDdnT0ZnDJAAA+Smrgn3JJZdEWVlZ3HzzzfGXf/mX0dfXFwsXLkwqG4Vm8LuNAACGjay2iIwZMyauvfbauPbaa5PKQ56raKgZcBV7bNXkHKcBAMg/HrnIcZl+zfwBx07+w/NzmAQAID8p2ByXygsb4neW3xQVDTVRPL4kiseXREVDTXxsxf9xgggAQDi5mEGovLAhKi9sOOz6m05dAACwgg0AAElSsAEAIEEKNgAAJEjBBgCABLnJEYahzubW6GrriP6evqhorI2Kxpq0IwHAiKFgwzDS/25vPHPVHdHd1nHI9YrG2pi7/KYonlCaUjIAGDlsEYFhpGXJisPKdURE54bW2LRsZQqJAGDkUbBhGNm5ofUoY0d+xD0AkCwFG4aRvu1vDzh2pJVtACB5CjYMI+OmnjLgWFn1qTlMAgAjl4INw8jkxtpBjQEAycmbU0R6t+6KrraO6G7riNJp5VHRUBOlleVpx4KCUn/7wuhqa4/utjcOuV7RUBMzbrw8pVQAMLLkRcF+fdXaaL71gUOuFZ80Ls69bWGcsWBeSqmg8BRPKI35q+95/xzsze0RETGxpioqZlu9BoBcSb1g927ddVi5jojo7+mLl+9aEZMba61kw3GqmF2rVANASlLfg320Y8X6e/qiq609d2EAACBLqRfs3m27jjretdnRYgAAFI7UC3bptKNv/5hYc1qOkgAAQPZSL9hHOzqseHxJTKyuyl0YAADIUuoFu7SyPGbf/ZnDrhePL4lzb7/aDY4AABSU1E8RiYg4Y8G8mNxYG11t7dG1uSMm1pwWE6urlGsAAApOXhTsiPdXsksry6Pywoa0owAAwKClvkUEAACGk6JMJpPJxUSLFy+OiIimpqZcTAeQtfr6+rQjAFCAcr5FJI03rJaWFvOa17zmPe55AWAwbBEBAIAEKdgAAJAgBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABI0Ju0AQETv1l3R1dYR3W0dUTqtPCoaaqK0sjztWADAICjYkLLXV62N5lsfOORa8Unj4tzbFsYZC+allAoAGCxbRCBFvVt3HVauIyL6e/ri5btWRO/WXSmkAgCyoWBDinZuaB1wrL+nL7ra2nMXBgBIhIINKerddvQV6q7NHTlKAgAkRcGGFJVOO/qNjBNrTstREgAgKQo2pGhyY+2AY8XjS2JidVXuwgAAiVCwIUWlleUx++7PHHa9eHxJnHv71Y7qA4AC5Jg+SNkZC+bF5Mba6Gprj67NHTGx5rSYWF2lXANAgVKwIQ+UVpZHaWV5VF7YkHYUACBLtogAAECCFGwAAEhQ1ltE3n777XjwwQfjf/7nf+Lkk0+Oa665JmprBz4ZAQAAhrOsCvaBAwfizjvvjMsuuyxuueWWeOutt2L//v1JZQMAgIKTVcFuaWmJSZMmxbx58yIiYtq0aYmEAgCAQpVVwX7jjTeiqqoqHnvssWhtbY2zzjorrrjiijjxxBOTygcAAAUlq5scu7q64vnnn4/p06fH3/7t38a2bdviO9/5TlLZAACg4BRlMpnMYD/53//932P//v3xx3/8xxER0dzcHI8//njcfffdh33s4sWLIyKiqalpsNMB5FR9fX3aEQAoQFltEZk6dWo0NzcffD169OgP/Jw03rBaWlrMa17zmve45wWAwchqi0hjY2P89Kc/jS1btkRExI9+9KOoq6tLIhcAABSkrFawTzjhhPjCF74QDz74YOzevTumT58el156aULRAACg8GT9oJnTTz/9iHuuAQBgJMq6YEPa3mt9M159pTP6e/qiorE2Khpr0o4EAIxgCjYFq//d3njmqjuiu60j3vy16xWNtTF3+U1RPKE0tWwAwMiV1U2OkKaWJSuiu63jsOudG1pj07KVKSQCAFCwKWA7N7QeZWxzDpMAAPyKgk3B6tv+9oBjR1rZBgDIBQWbgjVu6ikDjpVVn5rDJAAAv6JgU7AmN9YOagwAYCgp2BSs+tsXHnGluqKhJmbceHkKiQAAHNNHASueUBrzV98TP3rk8Sjff0JEREysqYqK2VavAYD0KNgUvJLaj8T0+vq0YwAARIQtIgAAkCgFGwAAEqRgAwBAghRsAABIkIINAAAJUrABACBBCjYAACRIwQYAgAQp2AAAkCAFGwAAEqRgAwBAghRsAABIkIINAAAJUrABACBBCjYAACSoKJPJZHIx0eLFiyMioqmpKRfTAWStvr4+7QgAFKAxuZ4wjTeslpYW85rXvOY97nkBYDByXrCBD9bZ3BpdbR3R39MXFY21UdFYk3YkAOAYKdiQR/rf7Y1nrrojuts6Drle0Vgbc5ffFMUTSlNKBgAcKzc5Qh5pWbLisHIdEdG5oTU2LVuZQiIA4Hgp2JBHdm5oPcrY5hwmAQAGS8GGPNK3/e0Bx460sg0A5B8FG/LIuKmnDDhWVn1qDpMAAIOlYEMemdxYO6gxACB/KNiQR+pvX3jEleqKhpqYcePlKSQCAI6XY/ogjxRPKI35q+95/xzsze0RETGxpioqZlu9BoBCoWBDHqqYXatUA0CBskUEAAASpGADAECCFGwAAEiQgg0AAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASpGADAECCFGwAAEiQgg0AAAkak3YAjl3v1l3R1dYR3W0dUTqtPCoaaqK0sjztWAAA/JrECva9994b7e3t8c///M9JfUl+zeur1kbzrQ8ccq34pHFx7m0L44wF81JKBQDAb0pki8hPfvKTeOutt5L4UhxB79Zdh5XriIj+nr54+a4V0bt1VwqpAAA4kqwL9v79++Pb3/52XHrppQnE4Uh2bmgdcKy/py+62tpzFwYAgKPKumCvWbMmqqurY+rUqUnk4Qh6tx19hbprc0eOkgAA8EGyKtjd3d3x5JNPxqc+9amk8nAEpdOOfiPjxJrTcpQEAIAPktVNjo8++mh84hOfiPHjx8fbb799TJ/T0tKSzZSDVsjz9pfsH3BsVMkJsbW/J3b+xjyF/P2a17z5Mi8ADMagC/aBAwfilVdeiU2bNsWqVati3759sXv37rj++uvja1/7WowadeTF8fr6+kGHHayWlpaCn7fivdGHnyIyviTOvf3qOGP+oaeIDIfv17zmzYd5AWAwBl2wR40aFQ888KvC197eHvfee69j+obIGQvmxeTG2uhqa4+uzR0xsea0mFhd5RxsAIA840EzBaS0sjxKK8uj8sKGtKMAADCAxB6VXlVVZfUaAIARL7GCDQAAKNgAAJAoBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkyJMcOWadza3R1dYR/T19UdFYGxWNNWlHAgDIOwo2H6j/3d545qo7orut45DrFY21MXf5TVE8oTSlZAAA+ccWET5Qy5IVh5XriIjODa2xadnKFBIBAOQvBZsPtHND61HGNucwCQBA/lOw+UB9298ecOxIK9sAACOZgs0HGjf1lAHHyqpPzWESAID8p2DzgSY31g5qDABgJFKw+UD1ty884kp1RUNNzLjx8hQSAQDkL8f08YGKJ5TG/NX3vH8O9ub2iIiYWFMVFbOtXgMA/CYFm2NWMbtWqQYA+AC2iAAAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJCgokwmk8nFRIsXL46IiKamplxMB5C1+vr6tCMAUIBy/qCZNN6wWlpazGte85r3uOcFgMGwRQQAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkKOfH9AHkg96tu6KrrSO62zqidFp5VDTURGlledqxABgGFGxgxHl91dpovvWBQ64VnzQuzr1tYZyxYF5KqQAYLmwRAUaU3q27DivXERH9PX3x8l0ronfrrhRSATCcKNjAiLJzQ+uAY/09fdHV1p67MAAMSwo2MKL0bjv6CnXX5o4cJQFguFKwgRGldNrRb2ScWHNajpIAMFwp2MCIMrmxdsCx4vElMbG6KndhABiWFGxgRCmtLI/Zd3/msOvF40vi3NuvdlQfAFlzTB8w4pyxYF5MbqyNrrb26NrcERNrTouJ1VXKNQCJULCBEam0sjxKK8uj8sKGtKMAMMzYIgIAAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASpGADAECCsjoHu7e3N7797W/HT37yk4iIuOKKK+J3f/d3k8gFAAAFKauC/b3vfS9+67d+K2644Yb47//+7/jSl74UtbW1UVFRkVQ+AAAoKFkV7AULFhz8dU1NTVRVVUVHR4eCDQDAiJXYHuwDBw7Erl27YsqUKUl9SQAAKDiJFeynn346Kisro7KyMqkvCQAABacok8lksv0iHR0dceedd8bf/d3fDViwFy9eHBERTU1N2U4HkBP19fVpRwCgAGW1Bzsi4uc//3ksXbo0rr322mNavU7jDaulpcW85jWveY97XgAYjKy2iLz77rvxpS99KS6++OI477zzksoEAAAFK6sV7AcffDC2b98eTzzxRPzHf/xHREScfvrpB7eDAADASJNVwf7rv/7rpHIAAMCw4FHpAACQIAUbAAASpGADAECCFGwAAEiQgg0AAAlSsAEAIEEKNgAAJEjBBgCABCnYAACQIAUbAAASpGADAECCxqQdAEa6zubW6GrriP6evqhorI2Kxpq0IwEAWUi9YG995sV49eE10bW5/WDBmPHZP4yK2bVpR4Mh1f9ubzxz1R3R3dZxyPWKxtqYu/ymKJ5QmlIyACAbqW4R2frMi/H8//pKdG5ojf6evoiI6NzQGt9feEd0NremGQ2GXMuSFYeV64j3/x/YtGxlCokAgCSkWrBffeipAccUjOGls7k1Xn34qXjlvu9E54bNacfJCzs3DPyPyJ1+jwCgYKW6RaTzxYFLRNcRVvYoPLZBDKxv+9sDjh1pZRsAKAz5e4pIJpN2AhJgG8TAxk09ZcCxsupTc5gEAEhSqgW7omHg0xIm1lTlLghDxjaIgU1uHPhG3qONAQD5LdWCPf2a+QOOzbjx8hwmYajYBjGw+tsXHnGluqKhxt9/AChgqe7BrrywIX5n+U3x6kNPRdfm9oh4f+V6xo2XO6ZvmBg39ZQBS/ZI3wZRPKE05q++5/1zsH/t77+/+wBQ2FI/B7vywoaovLAh7RgMkcmNtbHl8R8OOEZExexapRoAhpH8vcmRYcE2CABgpEl9BZvhzTYIAGCkUbDJCdsgAICRwhYRAABIUFEmk5snuixevDgiIpqamnIxHUDW6uvr044AQAHK+RaRNN6wWlpazGte85r3uOcFgMGwRQQAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAEKdgAx+G5556L+fPnx8MPPxwREY899ljMnz8/1q1bl3IyAPLFmLQDABSSc845J5599tno6uqKCy64IK677rr4kz/5kzjvvPPSjgZAnrCCDXAcJk2aFH/wB38QL730UnzqU5+KWbNmxfLly9OOBUAeUbABjlNDQ0Ps378/2tvbY+XKlVFcXJx2JADyiIINcByam5vjjjvuiMrKyuju7o7+/v60IwGQZxRsgGPU0dERl1xySSxYsCCWLl0a+/fvjxUrVqQdC4A8o2ADHIN33303Lr744igrK4uvf/3r0dTUFGPHjo1vfetbaUcDIM84RQTgGEyYMCFeeeWVQ6699957KaUBIJ9ZwQYAgAQp2ADHYMeOHfHQQw/Fxo0b044CQJ6zRQTgGKxbty7a29ujvb091qxZE3V1dTFnzpwoKytLOxoAeUbBBjgG8+fPj9NPPz3WrVsXO3fujPXr18f69eujuro66urqorq6Ou2IAOSJokwmk8nFRIsXL87FNAA5kclkoqio6ODrsrKymDNnTtTV1cXYsWNTTAZA2nK2B1vBBoaTXy/XEe8XbgCIyOEKNkAh27NnT7S1tcX69etjx44dB69Pnz49Zs6caYsIAAfZgw1wDJ566qn4r//6r4iIOPHEE2POnDkxc+ZMNzkCcBgFG+AYnHfeedHd3R0zZ86Murq6tOMAkMdsEQEAgAR50AwAACRIwQYAgAQp2AAAkCAFGwAAEpT1KSJPPPFEfOELX4i9e/fGzTffHDfccEMSuQrW+vXrY/Xq1dHZ2Rlnn3123HDDDfGhD30o7VhD7o033oi/+Zu/ic997nNxwQUXpB1nSD311FPx5JNPxt69e2PWrFlxzTXXRHFxcdqxhkR3d3csX748tm7dGuPGjYs///M/j+nTp6cdK1HPPvtsPPfcc9Hd3R3Lli07ZGzlypXx7LPPRklJSSxatMhZ1wAck6xWsHfu3BmLFi2KJ554IjZs2BBf+cpXYsOGDUllKzi7d++OZ599Nm666aZYtmxZnHDCCfEv//IvacfKiW9961vxkY98JO0YQ+7555+P559/Pu644464//77o66uLsaMGb6nXf7bv/1bVFVVxf333x9XXnll3HfffWlHStykSZPit3/7tw+73tzcHC0tLfFP//RP8Rd/8Rfxj//4j7F3794UEgJQaLIq2I899lhcfPHFceaZZ8akSZPi05/+dDz66KNJZSs448ePj9tuuy3Ky8tj3Lhx8dGPfjS2bNmSdqwh98ILL0RZWVlMmTIl7ShD7j//8z9j4cKFUVZWFqNHj46GhobDHpk9nPT09ERtbW0UFRVFXV1d9PX1DbtHgtfV1cWMGTMOu7527dq46KKL4oQTTogzzzwzTj311Pjxj3+cQkIACk1WBfu111475Eem06dPj9deey3rUMNFZ2fnsC+de/bsicceeyyuvPLK2L9/f9pxhlQmk4lt27ZFf39/3HPPPXHXXXdFa2tr2rGG1IUXXhiPPPJItLW1RXNzc8yePXtY/4Pi1+3YsSOmTZt28PXUqVMPeUQ6AAwkq4L985//PE466aSDrz/0oQ/Fz372s6xDDQe/+MUvYvXq1XHRRRelHWVIrVy5MubOnRvl5eVpRxlyPT09sX///li7dm1cf/310dTUFEuXLo2enp60ow2ZM888M0pKSuKrX/1q3H///XHppZemHSlndu/eHSUlJQdfjxs3blj/WQOQnKwK9qRJkw55w3nnnXfilFNOyTrUcPCNb3wjZsyYEbW1tWlHGTLbt2+P5ubmuOSSS9KOkhPjx4+PUaNGxfXXXx9lZWUxY8aMKC8vH7Y/tdm3b1988YtfjEWLFsWyZcviyiuvjL//+78f9j+p+KXx48fHe++9d/B1X1/fIQsKADCQrAr22WefHZs3bz74evPmzXH22WdnHarQrVy5MrZu3Rp/9md/lnaUIdXS0hJ79+6NG2+8Ma6//vrYuHFjfPOb34zVq1enHW1IjBo1KsrLyw/ZJjB69OgUEw2tt956KzKZTFRVVcXo0aPjoosuigkTJkRbW1va0XJiypQpsW3btoOvt23bNuy3fAGQjKwK9hVXXBFPPvlkvP7669HV1RUPP/xw/Omf/mlS2QrSmjVrYu3atXHrrbfGCSeckHacIdXU1BRf//rXD/5XV1cX11133bBe0f793//9WLlyZRw4cCC2bt168DjG4ai8vDx6e3sP7jPfvn17vPnmm3HyySennCw35s2bF2vWrIm9e/fG66+/Hm+++WbMnDkz7VgAFICiTJZHAjzxxBNxyy23xN69e+Omm24a0edgv/HGG3HzzTdHaWlpjBo16uCP0v/qr/4q6urq0g2XA1/+8pfjggsuGNbnYB84cCAeffTRaGlpidGjR8fVV18d55xzTtqxhkxbW1s89NBD0dPTE2PGjIk/+qM/GlZ/vu3t7bFkyZLYt29f9PX1xYQJE+L888+PT3/60xHx/k+jnnvuuRg7duywPAMcgKGRdcEGAAB+xaPSAQAgQQo2AAAkSMEGAIAEKdgAAJAgBRsAABKkYAMAQIIUbAAASJCCDQAACVKwAQAgQQo2AAAkSMEGAIAE/X/jgsAZi5O0UAAAAABJRU5ErkJggg=="
[ "no trend", "positive trend", "negative trend" ]
null
0
engineer
grade-7
laboratory-safety-equipment
true
false
Select the fire extinguisher.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAAja0lEQVR4nO3de3gcZ30v8O9vZnellSVblmznQi52osaSd3fkZCGJkhScBsIlhQCpHnKhEM5pSMPD6dOnUCgUKIWWUiiHkvO0XMoJkCcFDj5QLoWUBqhIgRQOItZeYhMc4oCDjZF1W0nWXub9nT+0sxmNpdVtd9+Z3d/nefxo3tFI+u56fzuzM++8LyCEEEIIIYQQQgghhBBCCCGEEEIIIUQLId0BRP0kk8mOycnJF9m2/QoiuqxUKnUAaCt/Ox8KhWaZORsOhw9...
1
math
grade-4
interpret-stem-and-leaf-plots
false
true
A crayon factory monitored the number of broken crayons per box during the past day.
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"
[ "13 broken crayons", "12 broken crayons", "10 broken crayons", "11 broken crayons" ]
null
0
science
grade-3
identify-properties-of-an-object
false
true
Which property matches this object? Select the better answer.
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"
[ "transparent", "salty" ]
null
0
math
algebra-1
domain-and-range-of-square-root-functions-graphs
false
true
What is the range of this function?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAH8CAYAAADrBti4AABq4klEQVR4nO3deXRU54Em/Kf2Ku1CEpIQSCAWGYHEKrAwGByI7diJHciCk5PE7nF32pk423yTmZyeJN2dz+PJme4kE7eTSXvabTtz+ptM3MHuGCwINhiwZCOQQSCxCQFaECWppKpSrXf//pAlUyxGBfelVOj5ncOxVar76NW9VbeeunrrXothGAaIiIiIiMgU1lQPgIiIiIjoTsKCTURERERkIhZsIiIiIiITsWATUYKysjI0NTWNf33+/HkUFRWhq6srhaMiIiJKHyzYRJSgtrYWra2t419/+9vfxl//9V+joqIihaMiIiJKHyzYRFPIyy+/jJdffvlj71NbW4tjx44BALZv345AIIBvfvObt2F0REREd4abLtitra3o7u42cywJ9u/fj0AgICx/+/btEHWGwlAohHfeeUdINgD09vbigw8+EJbf3t6Oc+fOCctvamrC0NCQsPyGhgYoiiIkOxaL4a233hKSDQBerxeHDh0Skn306FH09fWhr68v4Qj1lcYKdjwexw9+8AO8+OKLsFgsE/oZzc3N6O/vN2vIV9m9ezfi8biQbFmWsXPnTiHZAODz+fDee+8Jy+/s7MSJEyeE5be0tODixYvC8vfu3YtwOCwkW9d17NixQ0g2APj9fhw4cEBYfldX1/ibXiJKDzyCTTQFGIaRUAD2799/3TeYtbW1OH78OP7bf/tvePzxx7FgwYLbNUwiIqI7gj3VAyAi8VpbWxEKhca/DoVCOHbsGJYsWXLVfe+66y5IkoTdu3cLPSpHRER0p+IRbKI73JVHr8dc7yi2zWbDrFmz8MILL8Bms92OIRIREd1RWLCJ7nBjR68vL9OGYYwfxb7Sj3/8Y3z1q1/F4sWLb+cwiYiI7hicIkJ0hxs7en2tDyru378ftbW149/7t3/7N2zfvl3YBy2JiIimAhZsoklGURS0traira0NbW1t2Lx5M1atWnXV/fbt24dt27ZhYGAARUVF2LJlCzZs2JBwn6NHj44fvb68YFsslvGj2K2trVi6dCkA4NFHH8Wjjz4q8tcjIiK647FgE00y7777bsIRZE3TrrrPwYMH8fzzz+Phhx/GsmXLcOTIEfzqV7+C0+nEmjVrACTOvf640+wdOHAAS5YsmfCp+IiIiOjjcQ420SSzZs0avPDCC/irv/qr695n27ZtWLx4MZ544gksWbIETzzxBGpqavDaa6+N3+dac68vd+VRbCIiIjIHCzbRJONyuZCfn4/MzMxrfl+WZZw/fx7V1dUJt1dXV+PChQuQJGnCR6/HHDhwQNiFl4iIiKYaFmyiNBOJRGAYBrKyshJuz87OBgCEw+EbHr0ew6PYRERE5kuYg53MC+zQ0BDC4TD8fr/pgwKAaDSKM2fOwOVyCck3DAOtra1C5p0qioJ4PC6ssEQiEcRiMWH5fr8fNpst4cIkZgqHwzh79ix6e3uF5Guahra2Nlit5r9/VFUVsiwLW/fRaBSRSAStra3j6+fChQvIyMgYv8/IyAgA4OLFiwnjGLuMdVtbG1paWgBM7Oj12H0OHjx4y8+HkZERnD9/Hl6v95ZyrkdRFLS3t8NuN//jI5qmQVVVYds2Ho8LfSMzMjICTdOgKIqQ/EAgAEmS4PP5hOTH43GcOnUKDofD9GzDMKDrurB1L0kSotGosPxwOJz0fudaF5Eiotsn4VUqPz9/wgtGIhFkZGQktUwyfD4fcnNz4fF4hOT39PRg2rRpQrLj8Tj8fr+wdQMAuq4Ly4/FYnA6ncLyh4eHkZOTc90pELfq4sWLyMvLE3KRFEVR4PP5hK0bm80GRVGQn5+PYDAIAMjKykr4eWMl+Mrn31gJz8nJQVZWFuLxeFI/u7a29pZ/r0AggKysLOTk5NxSzvVcunQJ+fn5wgp2f3+/sG0bDocRi8WE5auqClVVheWPjIwgKysLeXl5QvIHBgaQm5sr5KCKYRi4ePGisHUTjUYRCoWE5Y+dBUjkawoRmSvhVaq8vHzCC44VyGSWScaFCxdQXFwsbGd+7NgxzJo1S8gR7FAohL6+PmHrxmq1QtM0YfmhUAgej0dYfm9vL6ZPn46CggIh+e3t7Zg5c6aQI2GxWAznz58Xtm68Xi9isRjKy8vHC3JhYWHCzxubCnLl8+/kyZMARp/Hy5Ytu2b+s88+CwAf+wHKWx1/UVERiouLheSfPn0aM2bMgNvtNj1blmWcPn1a2Lb1+XwIBoPC8hVFgSRJwvIHBwdRUFCAsrIyIfmdnZ0oLS29auqTGXRdR1tbm7B14/f7MTg4KCzfMAxYrVZh+URkPs7BJkozmZmZsFgsCIfDCbePfS3qLwNEREQ0MSzYRGnG6XRi9uzZOHHiRMLtJ0+eRHl5uZCju0RERDRxLNhEaWjz5s1oa2vDb3/7W7S1teFf/uVf0Nrais2bN6d6aERERFMer+RIlIbq6+vx9NNPY9u2bXjzzTdRVFSEb3zjG1i7dm2qh0ZERDTlsWATTVILFizAq6++et3vr1+/HuvXr7+NIyIiIqKJ4BQRIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1EREREZCIWbCIiIiIiE7FgExERERGZiAWbiIiIiMhELNhERERERCZiwSYiIiIiMhELNhERERGRiViwiYiIiIhMxIJNRERERGQii2EYxtgX+/fvn/CC0WgUdrsdTqdTyMBCoRAyMjJgs9mE5AcCAeTl5QnJ1jQN0WgU2dnZQvJlWYaqqsjIyBCSH4vFYLVa4XK5hOSHw2G43W7Y7XYh+cFgEDk5ObBYLKZn67qOcDiMnJwc07MBQFEUyLKMzMxMIfnvvvsuAGDt2rVC8iORCJxOJxwOh5D8kZERZGVlwWo1/9iAYRgYGRlBbm6u6dkAoKoq4vE4srKyhORLkgRd1+HxeITkRyIROByOtNzn345tG4vFJtU+/9577xUyFiKamISGU1tbO+EFOzo6kJ2djZKSEtMHBQBHjhzBvHnzhO2w3n33XdTU1AgpYdFoFCdPnkxqfSZjYGAAw8PDuOuuu4Tknzt3Di6XC2VlZULyjx07hoqKCmEvdk1NTVi0aJGQAi9JElpbW4Vt26GhIfT396O6ulpI/ljBFjX+9vZ2lJaWYtq0aULyDx48iOrqaiElT1EUHD58WNi6CQQC6OnpQU1NjZD83t5eKIqCOXPmCMk/deoUCgoKUFRUJCT/8OHDuOuuu4S8QTAMA42NjcK2bSgUQmdnp7B8r9eLcDiMefPmCcknIvMlNJBkjug6nU5kZGQIOwpss9mQnZ0tLB8Y/X1FFGybzQabzSZs7OFwGOFwWFi+y+WCx+MRlm+325GVlSUs32KxIDc3V8hR1LGj+6LGHo/H4XA4hD7ugeSe68lwOBzIzMwUlm+1WpGTkwO32216tizLsFgswsauqirsdruw/KGhIaGPTYfDcVv2+SKO8Ou6LnTbGoYhdJ8fDAYhy7Lw/QIRmYdzsImIiIiITMSCTURERERkIhZsIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1EREREZCIWbCIiIiIiE7FgExERERGZiAWbiIiIiMhELNhERERERCZiwSYiIiIiMhELNhERERGRieypHgARJc8wDOzYsQN/+tOfMDQ0hMLCQjzwwAN46KGHUj00IiKiKY8FmygNNTQ04JVXXsFnPvMZLFu2DIcPH8ZLL70EACzZREREKcaCTZSGGhsbMW/ePHzta18DANTU1ODMmTM4cOAACzYREVGKcQ42URqSZRmZmZkJt2VnZ0OSpBSNiIiIiMawYBOloY0bN+L48eN4//33IUkSmpub0draivvvvz/VQyMiIpryLIZhGGNfbN++fcILGoYBi8UiZFDMT23+2ENCZH66rpvJlH/48GG0t7ePf11TU4Ply5d/7DLHjh0DANTW1t7aIK9jsqybqZjP5y3zL/fpT39a2FiI6MYS5mA//PDDE17w2LFjyMvLQ3l5uemDAoADBw6gpqYGeXl5QvJ37NiBhx56SMgOMRQK4YMPPsD69etNzwaA3t5eDA4OYtmyZULyT5w4AY/Hgzlz5gjJf++997BgwQIUFBQIyd+5cyc2btwIh8NhenYsFkNTUxM2btxoejYAeL1e9Pb2YuXKlR97v3379uH06dP43Oc+h4ULF6K9vR1vvPEGNmzYgHXr1l13ubGCncxzPRmHDh1CeXk5iouLheS/9dZbWLt2Ldxut+nZsixj7969eOCBB0zPBgCfz4ezZ8/i7rvvFpJ/7tw5SJKEhQsXCsn/4IMPUFxcjLKyMiH577zzDlauXImsrCzTs3Vdx86dO4V9PsHv96O9vR1r164Vkt/d3Y1gMIiamhoh+URkvoSCnWzZtFgsQt+xp2v+WKaosYvOv/LniMpOx/zJsG0lScJLL72E++67D4899hgAYMmSJQiHw3jxxRdx9913w+l0TujniMBtm5r8K3+OqOx0zOe2JaLbjXOwidJMf38/otEo5s2bl3B7VVUVotEo+vv7UzQyIiIiAliwidJOTk4OgNE/G1+uq6sr4ftERESUGjwPNlGaycvLw+rVq7Fr1y7k5eVhwYIF6OjoQENDA+6++27k5uameohERERTGgs2URr61re+hddffx1vv/02Xn31VUybNg2bN2/GZz/72VQPjYiIaMpjwSZKQy6XC1u3bsXWrVtTPRQiIiK6AudgExERERGZiAWbiIiIiMhELNhERERERCZiwSYiIiIiMhELNhERERGRiViwiYiIiIhMxIJNRERERGQiFmwiIiIiIhOxYBMRERERmYgFm4iIiIjIRCzYREREREQmYsEmIiIiIjIRCzYRERERkYlYsImIiIiITMSCTURERERkIvvlX4RCoQkvqCgK4vF4UsskQ9d1RKNR2Gw2IfnA6O9rsVhMz41EItB1Xdi6icfjUFVVWL4sy7BarcLyNU1DNBqF0+kUkm8YBsLhMOx2+43vnCRJkmAYhrB1E4vFhG7bMaLyVVVFLBYTlm8YBiKRCBRFMT1bURTh21bTNGH5kiRBlmWh21b0Pj8SicAwDNOzxzJFjT0ajQrdtvF4HIqiJJWfnZ0tZCxENDEW47K92TvvvDPhBePxOGw2GxwOh4hxIRKJwO12CyvYoVBI2A5I13XEYjFkZmYKyVcUBaqqwuPxCMmXJAkWi0VYAY5Go3C5XMK2bTgcRmZmppA3T2Nv/LKyskzPBkZLjKIowrZtU1MTAGDNmjVC8mOxGBwOh5A3N8Dots3IyIDVav4f38bKu8htK8syMjIyhOTLsgzDMOByuYTkx2Ix2O12oft8j8cjbNuGw2Fh+3xN0yBJkrBtqygKNE2D2+2e8DIbNmwQMhYimpiEV8FknpCtra3Iz89HeXm52WMCAOzfvx+1tbXIy8sTkr99+3asX79eSAkLhUJoaWkRtoPr7e3FwMAAli9fLiS/vb0dHo8HlZWVQvKbmppQVVWFgoICIfkNDQ1Yu3atkCIQi8XQ2NgobNt6vV709PSgrq5OSP5YwRY1/ubmZlRUVKC4uFhI/u7du7FmzZqkisZEybKMPXv2CFs3Pp8PHR0dqK+vF5Lf2dkJSZJQXV0tJL+lpQUlJSUoKysTkr93717U1dUJeYOj6zoaGhqEbVu/34+2tjasW7dOSH5XVxeCwSBqa2uF5BOR+TgHm4iIiIjIRCzYREREREQmYsEmIiIiIjIRCzYRERERkYlYsImIiIiITMSCTURERERkIhZsIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1ERJRmOrwaOrxaqodBRNdhT/UAiIiIKDn/oyGGo10qstwWLJttx/LZdiybbcf8Eluqh0ZEYMEmIiJKO6V5VlwKWNEf1HHglIIDpxQAgNthwYJSG/7DQx6WbaIUYsEmSlPxeBy/+93v0NjYiGg0itLSUnzzm9/EnDlzUj00IhLEG9DRPaRjZoEVumFHZ7+K8z4dqgpYLEBcMXCsW8WOIzK++ylPqodLNGWxYBOlIVVV8ZOf/AT9/f147LHHUFJSggsXLiAvLy/VQyOiWxSVga5BDd1DGrp8Ok52eXAxkIHBPwYgq1ff3wBgswK6Mfr16nkOPHmf+7aOmYgSsWATpaGdO3eio6MDf/d3f4fZs2cDAGpqalI7KCJKSlQCOvpVnBvQ0TU4+qHFLp8Gf8S44p7O8f8rzLagotCGhWU2TMu24niXir0nFOgGUJxrxQ83Z2D5bL60E6Uan4VEaaixsRGLFi0aL9dENHkpGnBhUENnv4ZzAx/9d2DkyiI9ymEDZhVYUV5oQ0WhDZkYRo5tBPevuQsux+h9LgV0PP1yGN6ADgD4d+vd+GK9C9luy+36tYjoY7BgE6Whvr4+LFq0CL/5zW9w5MgRRCIRLF26FH/+53/OaSJEKXRhUEf3kIaz3o+KdPeQft37zyu2YXaRFZXTbZhXMlqoZ05LPINuV5eCYFAeL9fA6IccS3JH/333U/xAI9Fkk1Cwe3t7J7xgJBIBAFitYk6lLcsyBgYGEA6HheQbhoGLFy8KyY7H41AUJan1mYzh4WFEo1Fh+eFwGJIkCcuXJAmDg4OIxWJC8nVdR19fH2w2819wFEWBpmnC1k0wGEQsFrthvizLOHToED75yU/iiSeewMDAALZt24af/vSnePrpp2/4c0SNPx6PY2hoCIqiCMnXNA2XLl2Cw+G48Z2TpKoqdF0Xtm5CoZDQ51UwGBS634lGoxgeHoZhXPuo661SFAX9/f0IBAKmZxuGAcMwTFs3UdmC3oAVfUEr+vwWdA8Z6Bmej/+yNwDtOl16eraOWfmj/yoKDMzK1zEjV4PtypfQKNAbTbzJ7/dfc7/w5N0WTM82ADWAK3+1mTNn3tovSUS3JKFgDwwMTHjBWCwGTdOgaWJOdK+qKoaHh4UVbADo7++HxWL+n9MURYGqqkmtz2REo1HE43Fh+ZFIBHa7uD9uyLIMv9+PaDR64zvfBMMwMDg4KOTNn6qqQrdtLBaDJEk3zDcMA4sXL8bKlSsBALNmzcK9996LnTt34ujRo5gxY8bHLi9q/PF4HH6/H/F4XEi+pmnw+XxC3jzpug5d14WtG0mSJrRtb1YoFBI+/rESL8LYthXx5mmsYCe7boaidvSHnegPO+AdsWMg4kR/2ImQdP3HX45LRUm2gtJsGTNyR/9bliPDabuieSvAkG9i44hEIuMHna40cJ3jFCzYRKmV0KKWL18+4QVbW1uRn5+P8vJy0wcFAPv378ddd90l7M/dfX19WL58uZCCHQqF0NLSktT6TEZvby8GBgaE5be3t8Pj8aCyslJIflNTExYsWICCggIh+f39/ViyZImQF+pYLIbGxkZh697r9aKnp+eG+Q6HA2VlZQn3Ky4uxs6dO5GZmXnd5Xfu3Akgued6Mpqbm1FRUYHi4mIh+bt370ZNTQ3cbvPPkCDLMnw+n7B14/P50NHRISy/s7MTkiShurpaSH5LSwtKSkpQVlYmJH/v3r1YtGgRsrKyTM/WdR1er/e6634obCTMje7s13BhUEP8Ou8l7DZg5jQrKj6cI12UEYc03IlHN61Ahsv04aOrqwvBYBC1tbXmhxOREJyDTZSG8vLy4PMlHv4aO7LodDqvtQjRlBeVcdUHDc8NaAhGrz3tJdtjQUXhR0V67P9n5FsTpnb4/TG0tUWFlGsiSk8s2ERpqKamBvv27UMoFEJ2djYA4Pjx4wDAC80QAejwjpbn8wM6OrwK2rtW4NlDgWve1+UA5hTZMHe6DZXFNlROH/1XmM0zchDRzWHBJkpDW7ZsQVNTE5555hl88YtfxMjICH7/+9/jnnvuueH8a6I7hWEAF/36VdM7eof1a3zY0A2bFSgvGD1jx9zLivSMfCsEzBYkoimMBZsoDRUWFuKZZ57Byy+/jJ///OdwOBxYu3YtHn/88VQPjUgIX8gYn9LR2T/67/ygds0rGwJAca4Fc6fbMLfYjtlFFlzqeA9/9vkNt3XMRDR1sWATpamZM2fihz/8YaqHQWSqqAScvWx+9NiR6ZHYtedJ52VYrjoiXVlsQ8ZlH0XQdR0NvZHb9BsQEbFgExFRCoxd3XCsRB86WYlffqBiMBS45v3dDmDO9I/mSc/9sExPy+LcDiKafFiwiYhIqP6ggQ6virP92uiHD/uvdXXD3PH/m11kHZ3eUWIb//Bh2TQxFzUjIhKBBZuIiExhGEDPkI4zXg1nLqk4c0nDGe/1T4NXkmcdPxItDZ3GJ1ZVYmF5Nuy86jcRpTkWbCIiuimn+kYL9FmvhtN9Kjr6NUjXuDhL7ofzpOd/eER6bM6057J50nv3DmNO0VyWayK6I7BgExHRx+oP6mgfyMTBASd8B6M4++FZPK7kdgB3zfjoA4fzim2YM92GAs6TJqIphgWbiIgAAKG4gbPeq8/gEZEAoOTDe8mwWYHK6dbxM3ZUfvjhw9I8nk+aiAhgwSYimpJO9SWeT/psv4bh8NVzpV0OoLbchhzLMBZXeLBqYQGqSjmPg4jo47BgExHdwaIScMb74QcOP/zQ4YVB7RpXOgTyMy2YX2LDghIb5pfasaDUhlnTRo9Kt7ScQUlJCcpYromIbogFm4joDhGI2fBeh5pwBo8+/zWaNIDiXCuqSm1YUGpDVakN80vsKMrh/A4iIjOwYBMRpaGx0+Gd9Wo41afi1MV8jMStAMJX3XdOkRULPjwiPb9ktFBnuVmmiYhEYcEmIprEVA04Pzh6NLrjw2keHf0qotKV97TCbtWxoNSBBaW20UJdMnpGDyf39EREtxV3u0REk0RMBjq8WsKc6Q7v1afDA4Bs94fzpT+c5uFWLqHIE0F1dfVtHjUREV2JBZuIKAWCUQOn+kYL9Kk+FR1eDb3D154vXZRjwYIS+/h86Xklo6fEu1xnpwrpqqPaRESUCizYRESCXQroaDlnxaGOImw7H8GZSyp8oatPiWexALMKrFhQYhufM11VakOOh/OliYjSCQs2EZGJOvsvu3z4JQ2nL43Nl7YCKATw0bXEF5SOnhJvXokNd82wY36JDW5HigZORESmYcEmIrpJPUM6TvapONGr4WTf6LxpWb36fhkuYHaBgWl2P9Yvn4kFpTbMKbLBZr36vkRElP4SCnZ7e/uEF/T7/YhGowiFQqYPCgBisRjOnTsHl8slJN8wDLS3t8Mi4Lq+sixDkqSk1mcyQqEQYrGYsPyhoSHY7XbEYjEh+ZFIBOfPn4fX6xWSr+s6Tp48CZvN/AtiqKoKRVGErftIJIJQKCQsf4zIx2Z3dzd8Pp+QfEVRcPr0adjt5h8b0DQNmqZdd92EJBvODTlxbsiBC8MOdPmdiCpXN+Rct4ZZeTLK81TMyldQnqegKEtFLBZDIBBAqSMGyQecMnkVBQKBjx3/rQoGg1BVFYFAQEi+JEno6OiA0+k0PdswjPF9vgjxeFzoPnlkZCTp15RFixYJGQsRTUzCq5TH45n4gnY7XC5XUsskw2azCc23WCzIyMgQkm21WmGxWISNXZZlyLIsLN9ut8PhcAjdtm63W1g+AGRkZMBqNf/woKIoQretqo4WMZHrBkjuuZ4M0c9bq9UKj8cjrGCPbduYYkWnz4ZzQ3Z0DtpwzmdDIHb1G7ZMp4E5BSrmFKiYV6RhXpGKHPeVH1R0AHBA1/Xx8YsQjUahqqrQ/YLT6RS+bUUVbEDc4x6A0G0bj8eh67rw/QIRmSfhVaqysnLCC4ZCIeTn56O8vNz0QQFAb28vysrKkJeXJyT/xIkTmDNnjpAj2KFQCP39/Umtz2T09vbCMAxh+WMFT1S+1+tFaWkpCgoKhOSfPn0aFRUVcDjMn8wai8XQ09MjdN3Isiwsf4yofJ/Ph+LiYhQXFwvJ7+zsRHl5Odxut2mZsgqcvqSh7ZKEdzoteOVs4TXP5uG0j86Zri6zY2GZDQtn2DGrYOJv4nw+H8LhsLB1bxgGJEkSlu/3+zF9+nSUlZUJye/q6sLMmTORlZVlerau6zh16pTQdTM8PCwsv6urC8FgUPh+gYjMwznYRDRlaDpwbkDDyT4NJ3tVnOzTcG5AgzbepwsB6LBZgTlFNlSX2bDww0JdOZ1zpomIaGJYsInojtU7rOPkRQ0nLqo4eVHFGa8GSbn6fmXTrKgqscAePYfNn1iMu2bw6odERHTz+BJCRHcEf8RAW6+Kkx+e0ePkRQ2h+NXnmi7Isnw0zaPMjuoyG7LcFsiyjD17LqG2fEkKRk9ERHcSFmwiSjtRCThxUf3wyPToEeprXbgly23BXTNG50svLBudP12Uw4u2EBGRWCzYRDSpySpw5tLoUek9ZyrxTycl9A7Hr7qf0w7ML7n6Q4gCPsdMRET0sViwiWjS0I0PP4Q4Pm/6yg8hFgAwYLUAs4usH5bp0UI9r5gfQiQiosmBBZuIUubisI6TfRpO9Ko42afi9KXrfAgx34qFZTbYIufwqXvmorYiAy5eUpyIiCYpFmwiui38EQPtvSpOXNRw8uLoKfJCsavnTednJn4IcVGZDdme0Xkeu3d7UTNzPss1ERFNaizYRGQ6TQc6vBqO96ho61FxvEdDf/Dqi7dkuDD6AcQZNiycacfCGXYU53LSNBERpTcWbCK6ZSMxA8d7VOw6VYhLRxzo9AWumurhsI1+CHHs1HgLy+wo54cQiYjoDsSCTURJMQzg/KD+4ZHp0X89Q2NHp6eN368w24LFM+2oKbdj8Sw7qkptcNhSM2YiIqLbiQWbiG7oWLeG1m4FH5wfnfIRla++z/wSG0pcQ6hbkIU1i6ahNI+n9CAioqmJBZuIEsgqcLxHRWuXiqNdo0eoZTXxPtkeC2pm2rB41ujR6UUz7XA7gObmk6io8KCY5ZqIiKYwFmyiKS4qA61dKo51qzhyQcHxHu2q+5QXWrG03I7qmaNlunI6CzQREdH1sGATTTEK3Hj39Oh0j9ZuFaf6Egu10w7UzLJj8Uw7FpfbUTvLhiw3P4lIREQ0USzYRHcwwwAu+HQc7x6d6rFP+TIiRh7+9H8i4/cpzbOiZpYdNeU2LJ5px1xeEZGIiOiWsGATpTlN0/Af/+N/RG9vL379mxfRPZKBtp7Ro9PtvRrC8csv5pKHHAzgofpZqJllx5IKO/IzeXSaiIjITCzYRGns/KCOba/9ERf7vACAzb8IwrAnXtClZpYNSyscWDrbjj/9/n/ADhnfeuCvUjFcIiKiKYEFmyiN9Ad1HDqn4vA5BS3nVQT8wyg6+xriOauRGWiE0wYsmm3HstmjR6drZtnhvOxZvgfXOL8eERERmYoFm2gS80cMfHBBxaFOBUcuqOgdTjw6ne/9PXJmrUbNrFKceLcR//rdXEzLz0rRaImIiAhgwSaaVGKKBe0DmWjaGcPhcwrODSQW6myPBUvKR49QZ8VP4vcvteOXP/oH7Nu3DyfeBey8UiIREVHKWQzDGP8EVFNT04QXDIfDsNvtcLvdQgYWCASQlZUFu13Me4ChoSEUFBQIydY0DaFQCHl5eULyJUmCLMvIzs4Wkh+JRGC1WuHxeITkB4NBZGRkwOFwCMkfHh5Gfn4+LBbzP7yn6zqCwSDy8/NNyzw7nImOoUx0DmegK5iR8D2PQ8O8/DAqp8VQmR/FjOw4gNHH2P/+3/8b1dXVWLVqFQ4fPowDBw7gL//yL5GRkXGtHwMAeOeddwAAGzZsMG38lxsZGYHb7YbT6RSS7/f7kZubC6vV/NOc6LqOQCCAadOm3fjON0FRFMRiMeTk5AjJj8Vi0HUdmZmZQvJDoRCcTidcLpeQ/EAggOzsbNhs5r9LNAwDw8PDwvb5qqoiEokgNzdXSH48HoeqqsjKmvhfp9asWSNkLEQ0MQnttaqqasILdnZ2Ijs7G9OnTzd9UABw7NgxVFRUJLVDScZ7772X1O+bjFgshtOnTwvLHxwcRCAQwPz584XkX7hwAS6XC6WlpULy29vbMWvWLGFFo7m5GfPnzxfyQi3LMo4fP37T2zamWHCiz4K2iwbaLgKdg1aol52GuiBTQ0VOGGsW5mDRDANl+QCQ9eG/jzQ0NMBisWDr1q1wOp3o7u4GAMybN+9j33iNFWxRj81Tp06huLjY1Dcgl2tpacHcuXOFFHhVVfHBBx8IWzfBYBAXL14Ult/X1wdFUVBRUSEk/8yZM5g2bRoKCwuF5B89ehRz5swR8sbeMAwcPHhQ2LoPh8M4f/68sPz+/n5EIhFUVlYKySci8yUU7GTe3ff29iIzM1PYEQGbzYbc3FxhR4EBYNq0aUKOcoZCIdhsNmHrJhaLIRqNCsv3er3weDzC8u12O3JycoTlA0B+fr6QI+SxWAxWq3XCYw/FRudQH+tW8cEFFWcujbXp0cddYbYFd89zYEmFHUsr7LBKA+jpGUBd3fVL0uDgIBoaGvDUU0+NvwkaO2o9bdq0Cb1xEbXuHQ4HsrOzheVbLBbk5+cL+cuZLMuwWCzCxm4YBvr7+4XlBwIBSJIkLN/pdCIrK0tYvtVqRV5enpCDKro+OtVK5NhF7vPD4TBUVRW6zyQic3EONpGJ/BEDLedVHO1S0dp19Rzq3AwLls+2Y2WlAysr7Zg5LXGqg9d745+xa9cuyLKM5557Ds8991zC95588kmsW7cO3/72t2/5dyEiIqKbw4JNdAuiMnCoU8Hhcypazivo8iUWarcDWFoxWqiXz7GjqvTWp608+OCDqK+vT7ht//79ePPNN/HjH/8YxcXFt/wziIiI6OaxYBMlwTCAvnAmXtkfx8GzKtp6VWiXdWq7DVg8046VlaOlurrM/MuOFxYWXjUPtr29HQBQUVEhbG47ERERTQwLNtEN+CMGDpxW0HxWwaFOBWFpIYD4+PdnF1lx9zwHVs9zYEm5HS4xJ0chIiKiNMGCTXQFVQNau1UcPKvg4FkVZ/u1hO+7bSrqqzxYPc+BNQscKMgy/4OyyXrkkUfwyCOPpHoYREREBBZsIgBA95CO5k4F751R8MEFFbKa+P3qMhtWz3Ng2Swd/guHsWnTptQMlIiIiCY9FmyakqIycPicMn6U+lIg8cOJRTkWrJrrwN3zHFg1144s9+hR6lgshsYLKRgwERERpQ0WbJoyTvVpONg5Wqhbu9Srvr+y0o66uQ7cPc+OecW85jgRERHdHBZsumP5IwbePzt6lPpQp4pA1Ej4fnmhFavnOnD3fAeWz7bDyWcDERERmYCVgu4ox3s07O0px+/+KYaz/YnTPjJcwMo5DtTNteOeBQ4U55p8/jwiIiIisGBTmotIwHsdCprOKHj/rIJg1ABQBkCHxQJUldrGT6G3aKb556QmIiIiuhILNqWd84M6ms4oaDytoLU7cS51ltuCOVkD+OzaWbjnLhey3ak/hR4RERFNLSzYNOmpGvDBBRWNpxU0dSjo8ydO/ZhTZMU9C0bPSV1TbseunU3YuGg2HA6WayIiIrr9WLBpUhqJGXjnxOjUj0PnFMSVxO+vmmvHmgUO3HuXE8W5LNJEREQ0ebBg06TRHzSw94SM/acUHO9WoV920o/CbAvWzHdgTZUDdZUOuHk5ciIiIpqkWLAppU5f0vDuKQXvnJRxbiBx6sf8EhvuXejAPQscqCrleamJiIgoPbBg022l6cDZ4Uzs22fBoa4g+oMfHaa2WoClFXbcu9CBe+/iafSIiIgoPbFgk3CSArx3VsH+k6MfUgzFKj78jgGXA1g114H1Cx1Yu8CBbA/nUxMREVF6Y8EmIWIy8O5pBXtPyHivQ4F82dn0Mhwa6udZ8cklWVg9z8ErKBIREdEdhdWGTBOVgQOnZOxtV3CwM7FUl+RZce9do1M/IhcPYeFdC1BQwE8qEhER0Z2HBZtuSUQC9p+SsaddwaFOBYr20ffK8q24b5ED91U7cdeMjz6k2NRnXCOJiIiI6M5gMQxjvO00NDRMeEFN02CxWGC1ivkgmqqqsNlssFjEzMlVFAUOh5gjqIZhQNM02O1i3r/oug7DMGCziTmzxo22bVy14bS/ACeHp+FcMBe68dH98l0xVBcMo7pgCMUZkWsuz217faK37ZEjRwAAy5YtE5KvaRqsVquwbcvHzvWler9wq7htr+9mtu2nPvUpIWMhoolJ2Bts2rRpwgu2tbUhLy8PM2fONH1QANDU1IRFixYhNzdXSP6uXbuwceNGITvzcDiMo0ePYu3ataZnA0BfXx8GBwexZMkSIfmnTp2C2+3G7Nmzx28Lxw0cOKPhreMKWi4knk5v1jQL1t9lx/qFdswvyQRQ+LH5zc3NmDdvHqZNmyZg9MBbb72F9evXC3kxjcfjeP/997FhwwbTswFgYGAAvb29WL58uZD8sYKdzHM9GS0tLSgvL0dRUZGQ/L1792LNmjVwuVymZ8uyjAMHDmDjxo2mZwPA0NAQzp07h7q6OiH558+fhyzLqKqqEpJ/9OhRFBcXo7S0VEj+gQMHsHz5cmRmZpqeres63nrrLWGP+0AggJMnT6K+vl5Ifk9PD0ZGRrBo0SIh+URkvoSCnUwhsVqtsNlswo4IWCwW2O12YfnA6O8romDb7XZYLBZhY7fZbLBarcLyx7atxerAex0KGlplNJ5RoF42/WN2kRX3VTvxiUVOVE5P7ojW7dq2IvJVVU3rbTtG9GMnHfcLY3/MEzX2O2W/kI7bVtdHDwpw2xLR7cI52HSVziEXDnZn4PDvgwjHP5ovPbvIio2LnNhQnXypJiIiIpoqWLAJwOhlyhtaJexsldEzNDbFw0BJnhWbFjvwyRon5hXzaopEREREN8KCPYVFJeCtdhk7j8po7f7onHrZLg13z1bw+bVFWDyLpZqIiIgoGSzYU4ymA++fVdBwdHRe9di5qrPcFqxfOHqk2h09jcwMDypZromIiIiSxoI9RZwf1PFGi4Rdx2QEoqPzql0OYNNiBzYtduLu+Q44PuzT7e0pHCgRERFRmmPBvoOF4wZ2tynY/oGEU30fnQKkfr4d99c6sa7KCY8zhQMkIiIiugOxYN9hDANoOa9i+xEJ+05+NAWkKMeCzyxz4ZEVLhTliLmQAxERERGxYN8x+oMGdhyRsOOoDG9g9JyvVguwZoEDj65won6+AzaeWY+IiIhIOBbsNCarwDsnZWz/QEbL+Y/OAsKj1URERESpw4KdhnoDNrzWWoD/vCuAqPTR7esXOvDQUifWVvFqX0RERESpwoKdRt45oeBfmyUcueAB4AEAFGZb8OhKFx5d4UJBFo9WExEREaUaC/YkF5WAP34g4V8PSrj04dxqALirKIon75+ONfO5CYmIiIgmE7azSeqiX8fv35Pw5lEJUXn0tmy3BQ8tdeKeCj8sMS+Wz5+R2kESERER0VVYsCeZQ+dU/P59CU1nlPHb5pfY8LlVLjxQ64TTDvT2DmEglsJBEhEREdF1sWBPArIKNLTKePX9OM4Pjk4DcdiATyxyYkudC4t5yXIiIiKitMGCnUIDIwb+cDCOf/tARig2evny4tzRDy0+styF/Ex+aJGuTVVVvPHGG9i3bx8GBwcxffp0PPLII7jvvvtSPTQiIqIpjwU7BS76dbyyL44dR+Xx21ZW2vH51S6s4yn2aAKef/55tLS0YOvWraioqMChQ4fw61//Gna7HevWrUv18IiIiKY0FuzbqNun4+X9cew69lGx3rzSicfWuDFzGi+zSBPj8/nQ2NiIr3zlK/j0pz8NAKipqUF7ezt27drFgk1ERJRiLNi3wflBHS/ujeGdkwoMA3DagUdXuPCVtW4UZnMaCCVvy5YtWLVqVcJtpaWluHDhQmoGRERERONYsAU6c0nDi+/E8e7p0TOCeJzAljoXvrTGzfnVdNMKCwvxpS99KeE2VVVx5swZLFq0KEWjIiIiojEJBTsWm/i53zRNg6IoSS2TDMMwIEmSsHxg9Pe1WMwvuse6FbzUWomz74QAABlOA59dYccXV9uR5QKAOG7l11IUBZqmCVs3qqoK3ba6rgvftvF4HKqqCsk1DEPY2GVZhq7rSee/9tprGBkZwac+9akJLSty28qyLHS/MLYNzKYoo2+EJ9u2nShFUaCqqrB8TdOEb1tJkmCzmX/WJF0fPTuTqLFLkiR0v3Az+3yPxyNkLEQ0MRbjsleqt956a8ILyrIMq9UKu13MQfB4PA6n0wmrVczc5FgsZvoO6HwwB+90l+JCMBsA4LGrqC/rR/2MQTht5pU9VVWh6zqcTqdpmZdTFAUWi0XYtpUkCQ6HQ+i2dbvdQt48jZUAt9ttejYwWmJUVYXL5ZrwMt3d3di5cydWr16NJUuWfOx9m5ubAeCq6SVmkSQJdrtdSEkCRvcLLpdL2LaNx+PCisnNbNtkqKoKwzDgcIj5oLQsy7DZbEK3bbrt88eMvbEUtV+4mX3+pk2bhIyFiCYmoUEl84RsbW1Ffn4+ysvLTR8UAOzfvx+1tbXIy8sTkr99+3Zs3LjRlBfqpg4VL++Lob1XAwDkZQBrZvThP3yxGh5n4S3nX6m3txcDAwNYvny56dkA0N7eDo/Hg8rKSiH5TU1NqKqqQkFBgZD8hoYGbNiwQUjRiMViaGxsFPbi5fV60dPTg7q6ugndv7u7G7/97W9x77334umnn77h/ccKtqjxNzc3o6KiAsXFxULyd+/ejXXr1gkpMrIsY8+ePcLWjc/nQ0dHB+rr64Xkd3Z2QpIkVFdXC8lvaWlBSUkJysrKhOTv3bsXdXV1yMrKMj1b13U0NDQI27Z+vx9tbW3CPmDc1dWFYDCI2tpaIflEZD7Owb4FHV4NP38zimPdo8W6MNuCx+91Y/08GcdbB+BxinmhIwJGX9SfffZZVFZW4qmnnkr1cIiIiOhDLNg3IRA18I9vx/DHltHT7WW7Lfj6Rje21I3+6TcUkj9ucaJbFo/H8dOf/hQejwff//73hU3nISIiouTxVTkJqgb83/clvLw/hqgE2KzA5pUu/MUn3Mhy86wgdHvouo5f/vKX6O7uxne+8x14vd6E75eWliIjIyNFoyMiIiIW7Anaf0rB87tiuOgf/TT6ijl2/D8PZ6CikBeIodsrHA7j8OHDAICf/exnV33/Bz/4AVasWHG7h0VEREQfYsG+gXMDOn62I4qjXaNnASkvsOJbD2ZgzXyuOkqNnJwcvPrqq6keBhEREV0HW+J1BKIG/tee0XnWujE6z/rfbXDjc6tcsPGgNRERERFdBwv2FTQdePWghH9+J4aIBFgtwOY6F77+CTdyPJxnTUREREQfjwX7Mo1nFPzDrhh6hjjPmoiIiIhuDgv2h17aF8c/7Y0DAErzrPjOgx6su0vMFdGIiIiI6M415Qv2uQEdz7wWwelLoxeL+dYDHjxWL+ZSxkRERER055uyBVs3rHhpn4SX98eh6UDldCv+3y9kYXYRp4MQERER0c2bkgW7w6vhxfYl8MXjsFqAr61z48kNbthtqR4ZEREREaW7KVWwFQ3453fi+JfGODQ9EzPyrfjJ5zOxsIzNmoiIiIjMMaUK9t/8IYJ3TigAgKWFl/Df/+IuZLp46j0iIiIiMs+UKNgDIwZ+8H/COH1JQ5bbgr/+XCaGT3ciw3lXqodGRERERHeYO/4Tfa1dKh7/nyM4fUlDeYEV//z1bF7mnIiIiIiEuaOb5qsHJfzDrhg0HVizwIGffD4THmeqR0VEREREd7I7smDLKvDMaxG83a7AYgG+/gk3Hr/XnephEREREdEUcMcV7IERA9//lzDO9mvIcAHPfCELq+fdcb8mEREREU1Sd1TzDMcNfPe3IXT5dJQXWvH3X85C2bQ7fpo5EREREU0id0zBjsrA9/53GF0+HYtn2vCLr2Ujg/OtiYiIiOg2SyjYXq93wgvGYjHYbLaklkmGoigYGhpCPB6/8X01C378RwfO9FsxK1/Hf7pfwshwBCM3WK6/v9+cwV4hFotBVVVh6yYYDCIejwvLj0ajQscvyzKGh4ehKIqQfMMwMDAwAJvN/AsIybIMTdOErZtAIABJkoTljxGVL0kS/H4/DMMQkq/rOgYHB+FwOEzPVlUVhmEIWzcjIyOQZVlYfigUgqIowvLj8TiCwaCQ5xUwuv59Ph/C4bDp2YZhCN22kUhE6LofGRlBLBZLKr+kpETIWIhoYhIKdk9Pz4QXDIfDkCQJsVjM9EEBowW7v7//hi+kqm7BC4dm4IzPhTy3gr9c2YvhfhXDN8g3DAPd3d2wWMy/0IyqqlAUJan1mYxYLAZJkoTlj4yMwGazQZZlIfmSJGFgYACBQEBIvq7r6O3thdVq/vQgTdOgaZqwdR+PxxGLxYTljxH52PT5fAiFQkLyVVXFxYsXhZQ8XdeFbltZlhGPx4XlRyIR6LouLD8ajULTNEQiESH5qqri0qVLsNvN/8Pq2Bs+kdtWlmWh6z7Z1xQWbKLUStiT1dXVTXjB1tZW5Ofno7y83PRBAcD+/ftRXV2NvLy8695H04H//H/COONTkZ9pwT/+eQHK8osmlL99+3bU1dUJKdihUAgtLS1Jrc9k9Pb2YmBgAMuXLxeS397eDo/Hg8rKSiH5TU1NqKqqQkFBgZD8hoYGLF++XMhRzlgshsbGRmHb1uv1oqenR1j+7t27AST3XE9Gc3MzKioqUFxcLCR/9+7dWLp0Kdxu888KJMsy9uzZI2zd+Hw+dHR0CMvv7OyEJEmorq4Wkt/S0oKSkhKUlZUJyd+7dy9qamqQlZVlerau62hoaBC27v1+P9ra2oTld3V1IRgMora2Vkg+EZkvbT8BqBvAf/l9BO91qMhyW/Dc49koy0/bX4eIiIiI7hBp2UgNA3jmtSgOnFLgcgD/46tZqJyelr8KEREREd1h0rKV/qIhhl3HRucH//SxLCwsE/OhGyIiIiKiZKVdwT58TsUfmiUAwH/9YiZWzb1jzjRIRERERHeAtCrYEQl45vXRT7B/91MebKg2/0NsRERERES3Iq0K9t9vj2JwxEBtuQ1fWO1K9XCIiIiIiK6SNgX7wCkFfzouw2kH/npLZqqHQ0RENOk8+eST+LM/+7Pxr19//XXMmjULnZ2dKRwV0dSTFgXbHzHwX1+PAgD+cqMHJXlpMWwiIqLb6m/+5m/wr//6rzh79iz279+Pp59+Gjt37sTcuXNTPTSiKSUtPiH4j2/HEIobWDzThsfqOTWEiIjoWmbNmoWvf/3r+Mu//Et0dHTg9ddfx6JFi1I9LKIpZ9IfCvaFDLzxwegp+f7LZzk1hIiI6OM8+uij2LNnD5599lmsXLky1cMhmpImfcH+/xrjAIBNix0oL5z0wyUiIkqZzs5OPP7443jkkUewbdu2VA+HaMqa1FNEwhLw2uHRc15/dZ07xaMhIiKavHp7e3H//ffjv//3/477778fc+bMQXNzM1atWpXqoRFNOZP6kPBbJwBZBVbMsWNeMa/WSEREdC0DAwPYtGkTvv/97+MLX/gCcnNz8b3vfQ9/9Vd/leqhEU1Jk/oIdmOHAcCCL97NDzYSERFdz/Tp03Hq1KmE2370ox/hRz/6UYpGRDS1Tdoj2CHZgRN9FmQ4gdXzeMVGIiIiIkoPSR/BVhQFhw4dwsGDB7Fq1SqUl5eLGBdODeUAANZWOeHg7BAiIpqidu3ahWAwCEVRsGLFilQPh4gmYMIF+/JiHYvFAAD79u3DPffcI2RgA2EnAGAu514TEdEU5vP5AIwW7ebmZmzYsAELFy5M8aiI6OPcsGArioLDhw/j/fffHy/Wt8NQbHTe9Yz8STuLhYiI6LYxDAN+vx+vvfYaDh48iHvuuQfz589P9bCI6BquW7CvdcT6dnhxbxwHTivo8OXAALDtkISFZTaU8vLoREQ0hVksFgCjRbuvrw+vvvoqCgoKsGbNGtTU1KR4dER0uasKdqqKNQD8j4YYXj0ojX9tAXDkgoonfhPCv343B9luy20dDxER0WQzVrQBYGhoCG+88QYOHDiA+vp6LFmyBFYrD0gRpdp4wU5lsQaAUNwYL9fG5d8wgHDcwO/fk/DkfbzYDBER0eUMw0AgEEBDQwMOHDiA1atXY8WKFbDbJ/WZeInuaBbDMAwAeOWVV3Dx4sWUDcSnz8BB9bMwDOCyN+cYPRM2UGY5haWOPakaHhERUdqYNWsWvvrVr6Z6GERT1vjfkWy2SXK2Ds4CISIiuiU8ek2UWuNHsG92iohZl2ENxQ08+NMgAMAYO2w9NkgA/26929QpItu3b8fDDz+cMJfNLKFQCC0tLdiwYYPp2QDQ29uLgYEBLF++XEh+e3s7PB4PKisrheQ3NTWhqqoKBQUFQvIbGhqwadMmOBzmX6AoFouhsbERmzZtMj0bALxeL3p6elBXVyck/9lnnwVg3vP2Ss3NzaioqEBxcbGQ/N27d2PdunVwu82fLibLMvbs2YMHH3zQ9Gxg9FRrHR0dqK+vF5Lf2dkJSZJQXV0tJL+lpQUlJSUoKysTkr93717U1dUhKyvL9Gxd19HQ0ICHH37Y9GwA8Pv9aGtrw7p164Tkjz1vr8cwjPHXsqysLKxevRrLly8Xsg8kookZf4vrcDiwZs0a1NXVpWQudrbbgi+sduHVgxKu7LyZLuCL9bxcOhER0ZixYm2xWJCXl4f6+nrU1tZOnr9IE01hV/0NKZVF+7uf8iDbbcH+UwrO9msoygbumuHAdz68nYiIiEZZLBaepo9okrruJK3Li/btvNDMk/eNTgXZv38/amtrkZeXKfxnEhERpZMZM2bwQjNEk9gNPwXhcDhQX1+PlStXpvQ0fkRERFPdtGnTcN9996GqqirVQyGijzHhjxlfeUT74MGDWLFihcixERERTXlr167FkSNHsHbtWixbtowXkiFKA0mfx2fsiHZGRgby8/NFjImIiIg+VFFRgby8PNTW1qZ6KEQ0QXwbTERERERkousewZZlGSdPnkRbWxva2tqwefNmrFq16qr77du3D9u2bcPAwACKioqwZcsWYed/vlWGYWDHjh3405/+hIGBAezevRsPPPAAHnrooVQPbULi8Th+97vf4cCBA4jFYpgxYwa++c1vYs6cOakeWlI0TcPf/u3f4tKlS3jxxReRk5OT6iF9LFVV8cYbb2Dfvn0YHBxEZmYmbDYb7rvvvpSOK52ee7fi8vXv9XqxY8cOPProoylf/zdD0zR873vfQ29vb1o89oGP9jvvvPMOZFlOq/3O5fv8wcFB/OlPf5q0+/w78TWXaCq7bsH+3e9+hzfeeGP8a03TrrrPsWPH8Morr+Dhhx/GsmXLcOTIEfzqV7+C0+nEmjVrxIz4FjQ0NOCVV17BZz7zGUiSBLvdjpdeegkAJuUO93KqquInP/kJ+vv78cADD8But8PhcCAvLy/VQ0vakSNHMDg4mOphTNjzzz+PlpYWbN26FSUlJdixYwd+/etfw263C7uwxI0cPHgQzz//fNo8927F5evf5/NBUZSUr/+bdeTIEXi93lQPY8Iu3++sXbsWc+fORTgcTpv9ztg+/9Of/jRkWZ7U+/yJvOZOpec9Ubq77hSRz3/+83jhhRc+9opvb7/9NhYvXownnngCS5YswRNPPIGamhq89tprQgZ7qxobGzFv3jx87WtfQ2lpKZ544gnMmzcPBw4cSPXQbmjnzp3o6OjAj370I6xZswazZ8/GZz7zmbSbBz88PIzm5uZrHpmZjHw+HxobG/H5z38en/70p7Fo0SLcc889KC8vx65du1I2rm3btqXVc+9mXbn+y8rK8NWvfjXl6/9mBAIBHDx4MK3eFFy+31m2bBkWLFiQVvudsX3+V7/6VcyYMQN/9md/Nmn3+RN5zZ0qz3uiO8F1C/bYhxgzM699HmpFUXDx4sWrLstbXV2NCxcuQJIkc0dqAlmWr/p9srOzJ+VYr9TY2IhFixZh9uzZqR7KLXn55ZexYMEClJaWpnooE7Zly5ar3hCUlpYiEAikZDyyLOP8+fNp9dy7FZNt/d+sV199FVVVVZg5c2aqhzJh6b7fSad9/kRec6fS854o3d30hxzj8TgMw0BWVlbC7dnZ2QCAcDh8ayMTYOPGjTh+/Djef/99qKqK5uZmtLa24v7770/10G6or68PGRkZ+M1vfoO/+Zu/wd///d/j7//+79OqZBw7dgxHjx5Nqz9lFhYW4ktf+lLCGwJN03DmzJmUXeAhEomk3XPvZl1r/auqmtL1fzOOHTuGEydOoL6+PtVDScrl+51f/epX+E//6T+l1X7n8n2+oihptc+/Ujq+5hJNZXYAeOaZZ9Da2jp+429+8xsUFBR87IKGYVzzdotl9JLm15o/djtd63d68MEH4fP58LOf/Wz89i1btuDBBx9MxRCv61pjl2UZhw4dwuc+9zk8+eST6OjowN69e/GLX/wCf/u3f5vC0V7tWuPPzc3Fiy++iM2bNyMjIyOFo/t4E3kuHD16FCMjI9i8efPtHh4AQNf1a94+WZ57or3xxhspXf/JUlUVL774Ih544AFkZmYiGo2mekgTdvl+53Of+xxUVcXrr78+Kfc71zK2z//FL34xfttk3OdPxGR/zSWiRHYAePLJJxN2+rm5uSkbkFmu9Tvt27cPO3bswOc+9zmMjIwgKysLf/zjHzFz5sxJNS/yetvj3nvvxWOPPYbe3l64XC6UlpbihRdewNmzZzFv3rxUDfcq1xr/H//4R8iyjIcffhiHDx9O4eg+3o2eC62trWhpacFXvvIVlJeX3+7hTXnd3d3YtWtXWq3/scf+Jz7xCXR1daV6OEkb2++0tLSgpKQEGRkZk3K/cy1j+/wtW7YgHA4jMzNzUu7ziejOYwdwU/Nhx941X2nsXbbNZruFYd26K38nSZLwz//8z7jvvvvw2GOPYfv27Xj44YcRDofxT//0T1i9ejWcTmeKRpvoWtvDbrfD4/Ek3DY2F6+np2dSvdBdOf7BwUH84Q9/wFNPPTVp1vH1fNxzobu7G7/+9a8xf/58PPLII7dxVImudxW3yfLcE6W7uxtvv/027rnnnpSu/2Sk02P/WtJpv3Oly/f5W7duRUNDw6Td50/EZH/NJaJESV/JcYzb7YbFYrlq3tfY19f7oEaq9Pf3IxqNXvWCUFVVhd27d6O/vx+zZs1K0ehuLC8vDz6fL+E2RVEAYNK/SOzatQuyLOO5557Dc889l/C9J598EuvWrcO3v/3tFI1uYvx+P5599lnMnj0b99xzT0rHkpmZmVbPPTOMrf/CwkI8+eSTqR7OhF3+2L9SOjz203m/k+77/Cul22su0VR30wXb4XBgxowZOHHiRMLtJ0+eRHl5Odxu9y0PzkxjF3To7u5OuH3sT7aT/YIPNTU12LdvH0Kh0Phtx48fB4BJf8GHBx98MOHDXa2trejv78eePXvw4x//GMXFxSkc3Y3F43H89Kc/hcfjwbe//W0cPXo0peNxOp2YPXt22jz3btXl63/jxo2w2296t3XbXf7YDwQC6O7uRiAQwJtvvpkWj/103u+k+z7/Sg6HY0o974nS3S29Um3cuBG//e1v8dvf/hbLly9Ha2srWltb8Z3vfMes8ZkmLy8Pq1evxq5du8aPyvzbv/0bGhoacPfdd0/6eedbtmxBU1MTnnnmGXziE5/ApUuXxv9cPmPGjFQP72MVFhaisLBw/Ov+/n7IsgwAqKiomNQvdLqu45e//CW6u7vxne98BwMDAxgcHERnZyeA0SklqfjQ5ubNm/Hzn/88LZ57t+LK9X/u3DmcO3cOLpcLQOrW/0Rd/tj3+XyQZXn8T/mT/bEPJO53li9fjq6uLrz22mtpsd+5fJ+fm5uL4eHhtNrnX8tUed4T3QluqWAvWbIETz/9NLZt24Y333wTRUVF+MY3voG1a9eaNT5Tfetb38Lrr7+Ot99+G4ODgygqKsLmzZvx2c9+NtVDu6HCwkI888wzePnll/HKK6/AZrNh7dq1ePzxx1M9tDtaOBwe/1Dm5Wef2bZtGwDgBz/4AVasWHHbx1VfX59Wz72bda31f/lFNVK1/qeKy/c7r7/+OpxOZ1rtd8b2+Xv27IHP50NhYWHa7POvZao874nuBDcs2AsWLMCrr7563e+vX78e69evN3VQorhcLmzduhVbt24d/5Dj9T44MhnNnDkTP/zhD9Hb24uBgQEsX7481UO6aZ/85Cfx2GOPpXoYN5STk5Pw+I/FYmhsbMSmTZtSOKpR6fTcu1lXrv/du3dj3bp1af3n8EceeSRtPqQJfLTfGTuLSFlZWaqHNGFj+/wvfOEL4x9ynOzupNdcoqnspi80Q0REREREV7MYl529vrm5ecILjoyMwOFwXHUKJ7MMDQ0hJycHDodDSH5/fz+mT58u5Ai2qqoIBoM3vFjPzYrFYpBlWdgcwlAoBJvNJmxu6/DwMLKysoSdhWBgYACFhYXXPZ3drdA0DX6/P2FOuZkkSUIsFkNeXp6Q/LfeegsAhB2BDwQC8Hg843OkzTY4OIhp06YJOSWZruvw+XyYPn266dnA6EVbIpEI8vPzheRHIhHouj5+ZT+zBYNBuFwuYX898Pl8yMvLE/IhVsMwMDAwIOxDpYqiIBQKYdq0aULyY7EYFEVJas7+qlWrhIyFiCYmYU9WUVEx4QXPnz+PrKwsFBUVmT4oYHTuZWlpqbBTDw0MDGD27NlCsmOxGKLRaFLrMxlDQ0MIBALC8ru7u+F0OlFSUiIkPxaLoaSkRFgR8Pl8KC8vF1LCZFnGyMiIsHXv9/vh8/mE5Y8RlS9JEqZPny7sDYLf78esWbOEvPFWVRV+v1/YuhkZGUFfX5+wfK/XC0VRhJ167uzZs8jPzxd24GBkZARlZWVCCrxhGEKfV+FwGJIkCcsfHBxEJBIRvl8gIvMkFOxk3t17vV7k5OQIOyJw+vRpTJs2TdgLNQBhR7BDoRAuXLgg9GhJPB4Xlu/z+eDxeITld3Z2Cn2htlgsKCoqElLCYrEYbDabsHVjGAZCoZDw07eJyu/q6kJeXp6wfKvVisLCQiElTJZlWCwWYWO32Wzw+XzC8sdKnqj83t5e5ObmCss/ceIECgoKkJWVZXq2rusAxD3unU4n+vr6hOXH43Houj7pT+tIRB/hHGwiIiIiIhOxYBMRERERmYgFm4iIiIjIRCzYREREREQmYsEmIiIiIjIRCzYRERERkYlYsImIiIiITMSCTURERERkIhZsIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1EREREZCJ7qgdARMlTVRVvvPEG9u3bh8HBQUyfPh2PPPII7rvvvlQPjYiIaMpjwSZKQ88//zxaWlqwdetWVFRU4NChQ/j1r38Nu92OdevWpXp4REREUxoLNlGa8fl8aGxsxFe+8hV8+tOfBgDU1NSgvb0du3btYsEmIiJKMc7BJkpDW7ZswapVqxJuKy0tRSAQSM2AiIiIaByPYBOlmcLCQnzpS19KuE1VVZw5cwaLFi1K0aiIiIhojMUwDGPsi927d094QUVRYLVaYbPZhAxMkiQ4HA5YrWIOssfjcbjdbiHZuq5DURS4XC4h+ZqmQdM0OJ1OIfmKosBiscBuF/P+S5Zl2O12odvW5XLBYrGYnm0YBiRJEvbYuda2ffPNN9Hb2zv+9Ze//GVkZWUlLNfS0oIjR45gy5YtmDZt2nXzDx06BACoq6szeeSjZFmGzWYTtl9I522r6zpUVRX2vFVVFYZhwOFwCMkXvW0lSYLT6RSybYH03+frup7Utv3kJz8pZCxENDEJDSqZuZsnTpxAbm4uysrKTB8UABw8eBALFy5ETk6OkPy33noLa9euFbIzj0QiOHbsGOrr603PBoBLly5haGgIixcvFpJ/5swZuN1ulJeXC8k/fPgw5s6di/z8fCH5e/fuxZo1a4S8QYjH4zh8+DDWrl1rejYADA4Ooq+vD0uWLBm/bf78+YhGo+Nfl5eXJ/xura2t+OCDD/DYY4/hoYce+tj8sYItap720aNHMXPmTBQWFgrJP3DgAFatWiWkyCiKgsbGRmHrZnh4GOfPn8eKFSuE5Hd1dUGWZcyfP19I/vHjx1FUVISSkhIh+U1NTViyZAkyMzNNz9Z1HXv37hW2bYPBIE6fPn3VtC2zXLx4ESMjI1i4cKGQfCIyX0IDSebdvc1mg8PhEHZEwGKxwOl0CssHRn9fEQV77AiwqLGPHdkXlW+z2WC324XlW61W4dvW5XIJOZI39gef27ltZ8+efd37d3d341e/+hXuvfdebNmyZcI/R+S2FblfAEa3rYj8sb+oiBq70+kU+ry12+3QNC1tt63FYhG2bXVdByBu28ZiMaH7fLvdDpvNJvR5RUTm4occidKU3+/Hs88+i8rKSjz11FOpHg4RERF9iAWbKA3F43H89Kc/hcfjwfe//31h8+WJiIgoeXxVJkozuq7jl7/8Jbq7u/Gd73wHXq834fulpaXIyMhI0eiIiIiIBZsozYTDYRw+fBgA8LOf/eyq7//gBz8Q9kE6IiIiujEWbKI0k5OTg1dffTXVwyAiIqLr4BxsIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1EREREZCIWbCIiIiIiE7FgExERERGZiAWbiIiIiMhELNhERERERCZiwSYiIiIiMhELNhERERGRiViwiYiIiIhMZL/8C1mWJ7ygrutQVTWpZZJhGAYURRGWD4z+vhaLxfRcRVFgGIawsauqCl3XheVrmgZN04Tl67oudNuOrXvDMEzPTvdtO0bktr0d+wWr1fxjA+m+bW/H8zZd9/m6rgMQ97i/HY+dZLet0+kUMhYimhiLcVkL2blz54QXVFUVVqtVyAsdMLrDstvtQgowMLqjFbUDMgwDqqrC4XAIydd1Hbquw2633/jON0HTNACAzWYTkq+qKmw2m7BtqyiKsHWf7tv2gw8+AAAsX75cSH467xfSfdvejudtum5bIP33+YZhJLVtH3zwQSFjIaKJSdjTJ/OEbG1tRX5+PsrLy00fFADs378ftbW1yMvLE5K/fft2PPDAA0J25qFQCC0tLdiwYYPp2QDQ29uLgYEBYSWpvb0dHo8HlZWVQvKbmppQVVWFgoICIfkNDQ3YuHGjkBe7WCyGxsZGbNq0yfRsAPB6vejp6UFdXZ2Q/LGCLerFt7m5GRUVFSguLhaSv3v3bqxbtw5ut9v0bFmWsWfPHmHrxufzoaOjA/X19ULyOzs7IUkSqqurheS3tLSgpKQEZWVlQvL37t2Luro6ZGVlmZ6t6zoaGhqEbVu/34+2tjasW7dOSH5XVxeCwSBqa2uF5BOR+TgHm4iIiIjIRCzYREREREQmYsEmIiIiIjIRCzYRERERkYlYsImIiIiITMSCTURERERkIhZsIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1EREREZCIWbCIiIiIiE7FgExERERGZiAWbKM1pmobvfe97+MIXvoCRkZFUD4eIiGjKY8EmSnM7duyA1+tN9TCIiIjoQyzYRGlseHgYf/jDH7Bu3bpUD4WIiIg+ZE/1AIjo5r388su45557UFJSkuqhEBER0Yd4BJsoTR07dgxHjx7F1q1bUz0UIiIiukzCEWyfzzfhBSVJQjgcTmqZZKiqikAgAFVVheQDwNDQkJDcWCwGTdOErZtwOAxJkoTlx+Nx6LouLF9RFASDQRiGISTfMAwMDw/DZrOZni3LstB1EwqFIMtyQv4//MM/4MSJE+NfP/vss8jOzsYLL7yA+++/H4qiIBKJABh9TMuyfMOfI2r8sixjZGREyLoHAF3XMTw8DKfTaXq2qqowDEPYugkGg1AURVh+JBIRmi/LMkKhkLB8TdPg9/sRj8dNzx7b14jcJ6uqKjQ/Ho8nlV9YWChkLEQ0MQkFu6OjY8ILhkIhRCIRBINB0wcFjBb4np4e2O1iZrEYhoEzZ87AYrGYnq2qKiRJSmp9JiMej0NRFGH54XAYNpsN4XBYSH4sFkNvby8cDoeQfF3XcfbsWVit5v+BRtM0oetekqSrHjurV6/G0qVLx7/u7+/Hjh07EI1GUV5ejo6OjvEX3nPnziEjI+OGP0fU+CORCPr6+oS+8T5//ryQbavrOjRNE7ZuFEVBNBoVlh+LxaDr+oTeYN2MkZERSJIEv98vJF+WZXR1dQl5c2YYBnRdF7pt4/G40H2+qqpJ5bNgE6VWQnutr6+f8IKtra3Iz89HeXm56YMCgP3796OmpgZ5eXlC8rdv3476+nohBTsUCqGlpSWp9ZmM3t5eDAwMYPny5ULy29vb4fF4UFlZKSS/qakJVVVVKCgoEJLf0NCAVatWCSnwsVgMjY2Nwrat1+tFT08P6urqrnufwcFB/M//+T/x1FNPjX+4cXBwEABQV1eHnJyc6y67d+9eAMk915PR3NyMiooKFBcXC8nfvXs3VqxYAbfbbXq2LMvYs2ePsHXj8/nQ0dEhLL+zsxOSJKG6ulpIfktLC0pKSlBWViYkf+/evVi6dCmysrJMz9Z1HQ0NDcLWvd/vR1tbm7D8rq4uBINB1NbWCsknIvPxQ45EaWbXrl2QZRnPPfccnnvuuYTvPfnkk1i3bh2+/e1vp2h0RERExIJNlGYefPDBq46U7d+/H2+++SZ+/OMfCzt6TERERBPDgk2UZgoLC6+aX9ne3g4AqKio+NgpIkRERCQeT9NHRERERGQiHsEmugM88sgjeOSRR1I9DCIiIgKPYBMRERERmYoFm4iIiIjIRCzYREREREQmYsEmIiIiIjIRCzYRERERkYlYsImIiIiITMSCTURERERkIhZsIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1EREREZCIWbCIiIiIiE9kv/6Kzs3PCC4ZCIaiqCkVRTB8UAEiShIsXL2JoaEhIPgCcO3dOSK4kSZBlOan1mYxgMIhwOCw0PxqNwjAMIfnxeBx9fX0IBAJC8nVdx4ULF2C1mv/+UVEUqKoqbN2HQiFEIhFh+WNE5UejUXi9XoTDYSH5qqqiq6sLdrv9xndOkqZp0HVd2LqJRCKIxWLC8oeGhoQ+NsPhMAYGBhCPx4XkK4qCnp4eOJ1O07MNw4BhGMLWTSwWgyRJwvL9fj/i8XhS+XPnzhUyFiKamIRXKUmSJrzgWLlOZplkGIYBSZJgsViE5cfjcSH5siyPj18ERVGgaZqwfFVVAST3eEiGpmmQZRk2m01IPjBa4kXkq6oqfNvqui4sf4zobSty/JIkQdM003M1TUvrbauqqtD9gq7rQrft2LoR8cZ+LFPU2GVZTuttS0TmSyjY1dXVE15QURTk5+ejvLzc9EEBgM/nQ2VlJfLy8oTknzt3DtXV1UIKdigUQiAQSGp9JqO3txcDAwPC8tvb2+HxeFBZWSkkPxAIYPbs2SgoKBCS39XVhbvuugsOh8P07FgsJnTde71e9PT0CMt//fXXAST3XE9GOBxGeXk5iouLheRfvHgRCxYsgNvtNj1blmVcvHhR2Lrx+XyQZVlYfmdnJyRJEpYfi8VQUlKCsrIyIfn9/f2YN28esrKyTM8e+6uWqHXj9/sRiUSE5Xd1dSEYDArLJyLzcQ42EREREZGJWLCJiIiIiEzEgk1EREREZCIWbCIiIiIiE7FgExERERGZiAWbiIiIiMhELNhERERERCZiwSYiIiIiMhELNhERERGRiViwiYiIiIhMxIJNRERERGQiFmwiIiIiIhOxYBMRERERmYgFm4iIiIjIRCzYREREREQmYsEmIiIiIjKRPdUDIKKbE4/H8bvf/Q6NjY2IRqMoLS3FN7/5TcyZMyfVQyMiIprSWLCJ0pCqqvjJT36C/v5+PPbYYygpKcGFCxeQl5eX6qERERFNeSzYRGlo586d6OjowN/93d9h9uzZAICamprUDoqIiIgAcA42UVpqbGzEokWLxss1ERERTR48gk2Uhvr6+rBo0SL85je/wZEjRxCJRLB06VL8+Z//OaeJEBERpZjFMAxj7IuWlpYJLxgIBOBwOJCZmSlkYAMDA8jLy4PT6RSS39fXh9LSUlgsFtOzFUWB3+/H9OnTTc8GgGg0ing8jmnTpgnJDwaDsNlsyMrKEpLv8/mQnZ0Nl8slJP/SpUsoLi6G1Wr+H2g0TcPg4CBKSkpMzwaAWCyGaDSKgoKC8dv+7//9vzh//vz41//+3/97/OM//iM0TcOaNWuwYMECDA0N4a233kJRURG+/OUvXzd/165dAIAHHnhAyPiHhoaQmZkJt9stJN/r9aKoqAg2m830bF3X0d/fj9LSUtOzAUCSJIRCIRQWFgrJD4fD0DQNubm5QvKHh4fhdruRkZEhJL+/vx8FBQWw280/7mMYBi5duoQZM2aYng0AsiwjGAyiqKhISH4kEoGiKEm9eV6xYoWQsRDRxCTsyZIpDbIsIzMzM6EImCkQCKCwsFDYznysYIsQj8cRCoWElbDh4WGMjIwIy1dVFU6nU9gbhJGRERQUFAgr8F6vF8XFxUJKmCzL8Pv9wtZ9MBiEYRgJ+V/+8pcRi8XGv54xYwYsFgtWrlyJL37xi+O3ezwe/P73v4ckSaioqPjYnyNq/JFIBPn5+cJK3uDgIKZPnw6Hw2F6tqqqQt88hUIhyLIsLL+/vx+qqgp985eXl4f8/Hwh+cPDwygsLBTy5swwDHi9XqGP+2g0Kizf5/MJzSci8yUU7LKysgkv6PP5kJeXl9Qyyejs7ERRUZGwP3cfOXJkvKiYLRQKoaenR9i6MQwDiqIIyw8EAvB4PMLyu7q6UFhYKOzN2bFjx1BaWiqkhMViMXR2dgpbNzabDZFIJCH/Wj/LbrejoKAg4Xtr1qwZL9g3Gp+o8V+8eBEFBQUoLi4Wkn/ixAmUlJQIKWGyLOPkyZPC1o3P54Pf7xeWH4/HJ7Ttb5bX60V+fr6w/DNnzqC4uFjIG29d19Ha2ips7H6/H/39/cLyVVWFxWIRlk9E5uOHHInSUF5eHnw+X8JtiqIAgLBpVURERDQxLNhEaaimpgbHjx9HKBQav+348eMAwAvNEBERpRgLNlEa2rJlCxwOB5555hm0tLRg7969+P3vf4977rlH2Ae5iIiIaGJ4mj6iNFRYWIhnnnkGL7/8Mn7+85/D4XBg7dq1ePzxx1M9NCIioimPBZsoTc2cORM//OEPUz0MIiIiugKniBARERERmYgFm4iIiIjIRCzYREREREQmYsEmIiIiIjIRCzYRERERkYlYsImIiIiITMSCTURERERkIhZsIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1EREREZCIWbCIiIiIiE1kMwzDGvti7d++EF5QkCVarFQ6HQ8jAotEoXC4XbDabkPxwOIysrCwh2bquIx6PIyMjQ0i+oijQNA1ut1tIvuhtG4vF4HQ6hW7bzMxMWCwW07N1XUcsFkNmZqbp2QCgqipUVRW2bd977z0AQH19vZD8WCwGh8MBu90uJD8SiSAjI0PItjUMA9FoVNi21TQNsizD4/EIyZdlGYZhwOVyCcmPx+Ow2+3Ctm00GoXb7YbVKua4j8h9vqZpkCRJ6D5f1/Wktu19990nZCxENDEJe8q6uroJL3j69Gnk5OSgtLTU9EEBwOHDh1FVVYXs7Gwh+e+88w5Wrlwp5IU6Eomgvb09qfWZjP7+fgwNDaG6ulpI/tmzZ+FyuTBr1iwh+UeOHMGcOXOQl5cnJP/AgQNYvny5kCIgSRI++OADYdvW5/Ph0qVLqKmpEZI/VrBFjf/48eOYMWMGCgoKhOQ3NTVhyZIlQkqkoih4//33ha0bv9+Prq4uLF26VEh+T08PZFnG3LlzheS3t7ejsLAQxcXFQvIPHjyImpoaISVV13UcOHBA2LYdGRlBR0cHVqxYISS/r68PoVAIVVVVQvKJyHwJDSSZd/d2ux0ul0vYEQGr1QqPxyMsHxj9fUUdCbNarcLGHggEYLfbheU7HA6h29ZmswnftpmZmUKOwNtsNlgsFmFjD4fDQrftGJHb1u12C8u3WCzIzMwUcoRflmWh2zYej8NmswnLdzqdMAxDWL7dbhe6ba1WKzIyMoTk67oOQNzjXlEUoft8l8uFeDwufL9ARObhHGwiIiIiIhOxYBMRERERmYgFm4iIiIjIRCzYREREREQmYsEmIiIiIjIRCzYRERERkYlYsImIiIiITMSCTURERERkIhZsIiIiIiITsWATEREREZmIBZuIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiExkT/UAiCh5hmFgx44d+NOf/oShoSEUFhbigQcewEMPPZTqoREREU15LNhEaaihoQGvvPIKPvOZz2DZsmU4fPgwXnrpJQBgySYiIkoxFmyiNNTY2Ih58+bha1/7GgCgpqYGZ86cwYEDB1iwiYiIUoxzsInSkCzLyMzMTLgtOzsbkiSlaEREREQ0hgWbKA1t3LgRx48fx/vvvw9JktDc3IzW1lbcf//9qR4aERHRlJcwRUTX9QkvaBgGDMNIaplk6bouPN9isQjJvfy/ZhO97m/Htk3Xx04qtu2zzz6L1tbW8a9//etf4/7778fg4CB+9rOfjd++efNm3H///RMaG7fttXMv/6/ZDMMQnp/u+4V03baTcZ9vtfL4GVEqWYyxvT6AHTt2THjBscVEFFRgdEclcgeRzvmi1/3t2LYWi4WPnWu41roPBoNQFGX86/z8fJw/fx5NTU1YvHgxSkpKcOnSJbS3t+Oee+7B3Llzr5s/VtSXLFkiZPzcttc3VpK4X7i2dN62ovNvZt0//PDDQsZCRBOTcAQ7mSdka2sr8vPzUV5ebvqgAGD//v2ora1FXl6ekPzt27fjoYceEvJiEQqF0NLSgg0bNpieDQC9vb0YGBjA8uXLheS3t7fD4/GgsrJSSH5TUxOqqqpQUFAgJL+hoQGbNm2Cw+EwPTsWi6GxsRGbNm0yPRsAvF4venp6UFdXd937SJKEr3/969i4cSO+/vWvj9/+wgsvoLGxEU899RScTuc1lx0r2KJefJubm1FRUYHi4mIh+bt378a6devgdrtNz5ZlGXv27MGDDz5oejYA+Hw+dHR0oL6+Xkh+Z2cnJElCdXW1kPyWlhaUlJSgrKxMSP7evXtRV1eHrKws07N1XUdDQ4Owx73f70dbWxvWrVsnJL+rqwvBYBC1tbVC8onIfPwbElGa6e/vRzQaxbx58xJur6qqQjQaRX9/f4pGRkRERAALNlHaycnJAQB0d3cn3N7V1ZXwfSIiIkoNngebKM3k5eVh9erV2LVrF/Ly8rBgwQJ0dHSgoaEBd999N3Jzc1M9RCIioimNBZsoDX3rW9/C66+/jrfffhuvvvoqpk2bhs2bN+Ozn/1sqodGREQ05bFgE6Uhl8uFrVu3YuvWrakeChEREV2Bc7CJiIiIiEzEgk1EREREZCIWbCIiIiIiE7FgExERERGZiAWbiIiIiMhELNhERERERCZiwSYiIiIiMhELNhERERGRiViwiYiIiIhMxIJNRERERGQiFmwiIiIiIhOxYBMRERERmYgFm4iIiIjIRCzYREREREQmYsEmIiIiIjIRCzYRERERkYnsl3/h9/snvKAkSYhGo0ktkwxN0xAKhWAYhpB8YPT3tVgspudGo1FomiZs3UQiEciyLCw/Ho8DSO7xkAxVVREKhWC1inl/ZxgGAoEA7Hb7je+cJEmSoOu6sHUTDoehKIqw/DGi8hVFQTgchtPpFJKv6zqCwSBisZjp2aqqwjCMtN22sVhM6H5BlmVEIhGh+/yRkREoimJ6tmEYQrdtKBSCqqrC8qPRKCRJSio/Pz9fyFiIaGIsxmUN9sCBAxNeMBqNwmazweVyCRnYyMgIMjIyhJQkYLRgiNoBaZqGSCSCnJwcIfmyLENRFGRmZgrJj8VisFgscLvdQvJDoRA8Ho+wbRsIBJCbmyvkzZOu6wiFQsjNzTU9GxgtqJIkISsrS0j+2HN83bp1QvLD4TBcLhccDoeQ/GAwiOzsbCFvznRdx8jICPLy8kzPBsRv23g8DsMw4PF4hORHIhE4HA5hb55GRkaQmZkJm81merZhGAgGg8K2raqqiMViyM7OFpIvSRI0TUNGRsaElxH1HCeiiUloOMk8IVtbW5Gfn4/y8nLTBwUA+/fvR21trbAd4vbt27F27VohJSwUCqGlpUXYDq63txcDAwNYvny5kPz29nZ4PB5UVlYKyW9qakJVVRUKCgqE5Dc0NKC+vl5IyYvFYmhsbBS2bb1eL3p6elBXVyckX3TBbm5uRkVFBYqLi4Xk7969G6tXrxby5k+WZezZs0fYuvH5fOjo6EB9fb2Q/M7OTkiShOrqaiH5LS0tKCkpQVlZmZD8vXv3YuXKlULegOi6joaGBmHb1u/3o62tTVh+V1cXgsEgamtrheQTkfk4B5uIiIiIyEQs2EREREREJmLBJiIiIiIyEQs2EREREZGJWLCJiIiIiEzEgk1EREREZCIWbCIiIiIiE7FgExERERGZiAWbiIiIiMhELNhERERERCZiwSYiIiIiMhELNhERERGRiViwiYiIiIhMxIJNRERERGQiFmwiIiIiIhOxYBMRERERmcie6gEQUSJFUdDa2oq2tja0tbVh8+bNWLVq1VX327dvH7Zt24aBgQEUFRVhy5Yt2LBhw+0fMBERESVgwSaaZN59910cOnRo/GtN0666z8GDB/H888/j4YcfxrJly3DkyBH86le/gtPpxJo1a27ncImIiOgKLNhEk8yaNWvwF3/xF7hw4QKeffbZa95n27ZtWLx4MZ544gkAwJIlS9Dd3Y3XXnuNBZuIiCjFOAebaJJxuVzIz89HZmbmNb8vyzLOnz+P6urqhNurq6tx4cIFSJJ0O4ZJRERE18GCTZRmIpEIDMNAVlZWwu3Z2dkAgHA4nIphERER0YcSpoh0dXVNeMFwOAxd12EYhumDAkaP0nm9XgSDQSH5ANDd3S0kV5IkKIqS1PpMRiAQQDQaFZYfCoUQj8eF5UuShP7+fmFF0DAM9PT0wGazmZ6tKAo0TTNt3fyv//W/cPr06fGvv/vd747ne71eAMDg4GDCzwsEAgCA4eHhhNv9fj+A0cf16dOn8c4771z3515r6klGRgY2b958K78OYrEYBgcHEY/HbynnejRNw8WLF2G3mz+7TdM06Lou7HEfDoeFPq/8fj9UVRWWH41G4fP5oKqqkHxVVdHX1weXy2V69tjrlMh1I8uysPzh4WHEYrGk8isqKoSMhYgmJuFVKpkyK8syLBaLsAKsaRpCoRBkWRaSbxgGAoEALBaL6dmyLEPTNGHrJhKJQJIkYfnxeByqqgrLVxQF4XBY2Au1rusYGRmB1Wr+H2hUVTV1227cuBFr165NuE2WZQSDwfE3INFoNOHnhUIhAKNl9vLbY7EYAGBkZAQnT55MeiyGYdzy7zW2bXVdv6Wc69F1HcFgUFjBNmMdXI/o51U8Hhe635FlGdFoVMg+Exh9bo29uTebYRjjjx0RJEkSum3HCrzIA05EZK6EV6na2toJL9ja2or8/HyUl5ebPihg9Cjd/PnzkZeXJyS/u7sbtbW1Ql4sQqEQwuFwUuszGb29vRgYGBCW397eDo/Hg8rKSiH54XAYc+fORUFBgZD8ixcvYtGiRXA4HKZnx2IxDA8PC1v3Xq8XPT09qK2thdvtBjB6JOrynzd2pLqsrCzh9kuXLgEAFi9ejJycHDQ0NMAwjBs+xsfuc999993y79Xc3IyKigoUFxffUs719Pf3o7q6enzdmEmWZfT39wvbtj6fDx0dHcLyOzs7IUnSVXPzzdLS0oKSkhKUlZUJyR8aGkJVVdVVU5/MoOs6ent7ha17v9+PtrY2YfldXV0IBoPC8onIfJyDTZRmMjMzYbFYrppiM/Z1ZmYmli5diuzsbFgslhtO47JYLMjOzsaSJUuEjZmIiGgqYcEmSjNOpxOzZ8/GiRMnEm4/efIkysvL4Xa7YbFYrpp6ci1j5XvdunXC/vRPREQ01bBgE6WhzZs3o62tDb/97W/R1taGf/mXf0Fra2vChxQnchSbR6+JiIjMx4JNlIbq6+vx9NNPo6WlBc888wzef/99fOMb30g4am2xWLBu3brrZvDoNRERkRi8kiPRJLVgwQK8+uqr1/3++vXrsX79+o/NWLp0KQ4cODB+5pHL8eg1ERGRGDyCTXSHGzuKffk0ER69JiIiEocFm+gOt2TJkvG52GN49JqIiEgcFmyiO9z15mLz6DUREZEYLNhEU8DYUewxPHpNREQkDgs20RRw5VFsHr0mIiISx2Lc6DJvRHTHeOmll2Cz2fC1r30t1UMhIiK6Y/3/Pj2eGsxNElEAAAAASUVORK5CYII="
[ "$\\{y \\mid y \\geq 0\\}$", "$\\{y \\mid y \\leq 0\\}$", "$\\{y \\mid y \\geq 1\\}$", "$\\{y \\mid y \\leq 1\\}$" ]
null
0
math
grade-4
measure-angles-with-a-protractor
false
true
Is this angle acute, right, or obtuse?
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"
[ "obtuse", "right", "acute" ]
null
0
math
grade-5
regular-and-irregular-polygons
false
true
Is this shape a regular polygon?
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"
[ "no", "yes" ]
null
1
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACpDUlEQVR4nOz92ZNd2ZXmB/7OfM6dZx8xTxEMRgbJZCazMsWqrKG7Kq3UZjLT/6R/QLJ+k970ILNuU6klK6mquyZmFbM4BocYEAAC4XCHT3cez7ln7od99r7XwWAyiyTICNCXGQyAw3H9Dnvttda3vvUt7QezPH9UhqrBtV3btf0atkjhkxWcR9A04b9qiK/r1451bdf2m1nVgEdl8edluvm6fu1Y13Ztv7lJP4rzzdf0389TubZre/Pt2rmu7dpek10717Vd22u...
1
science
grade-8
use-punnett-squares-to-calculate-probabilities-of-offspring-types
false
true
This passage describes the scale type trait in common carp: Carp are large freshwater fish that are often raised for food. Before a carp is cooked, its scales are usually removed. Normally, carp are covered in small scales arranged in straight rows. But carp with mirror scales have large scales arranged in scattered patches. Because mirror scales do not cover the fish's entire body, carp with mirror scales are easier to prepare for cooking. In a group of common carp, some individuals have normal scales and others have mirror scales. In this group, the gene for the scale type trait has two alleles. The allele for normal scales (A) is dominant over the allele for mirror scales (a). This Punnett square shows a cross between two common carp. What is the probability that a common carp produced by this cross will be homozygous recessive for the scale type gene?
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"
[ "4/4", "1/4", "3/4", "0/4" ]
null
1
math
kindergarten
fewer-and-more-compare-by-matching
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMwAAACGCAYAAACR4WX4AAAkDUlEQVR4nO2deXhcV333P+fce2fftFirZcmSLe92EhLbZCFpFieENCxJCXtSaHnoSwMlbymFUl7e56Vl6UJJSEopLTSlAbJBMA3ZIGk2xzZxvMmb5FWyFstaRiPNeu897x9jx5ukeKQZ2YHz+SdPPONzz/3+/D1z1t8RSinVm4WOJCQcsBUajeYYpoCwAfMDUO0B0ZtRasPIua6WRnP+syoCZnsy/z+1HlgQzLtJo9HkSTiwewx6srAnCXLEzn+gzaLRnEnYyHs...
0
math
grade-3
fractions-of-a-group-denominators-2-3-4-6-8
false
true
What fraction of the shapes are circles?
"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"
[ "7/8", "5/6", "1/2", "3/8" ]
null
1
science
grade-4
compare-properties-of-materials
true
false
Which is the scratchiest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAm7klEQVR4nO2df3AU5f3H33uXXHK5JOQXEEiiIQlJJBGQBPkhvxtpRVrtgIqtI+qMWqbWVmrpjHUYq9RpS7EzolXH0cqPVtFMWyhCRSo/CwYSkkIChBASJHDkF+T3j7vcPd8/8n22e0+eZ2/vctxtYN8zO7v77N7e7rOvfX+e59lnd6Xj7YTk2IAYMwwZCqo6XUB1N2B3APFhwJy4wXSTAaShUCnGDOTYBqe7XP9LNxlAGgqlKH9O8r80U2h2xZAhsQwoDelOBpS...
1
math
grade-1
purchases-do-you-have-enough-money
false
true
A chocolate donut costs 47 cents. Do you have enough money to buy it?
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"
[ "no", "yes" ]
null
0
science
grade-4
compare-strengths-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material.
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"
[ "The strength of the magnetic force is the same in both pairs.", "The magnetic force is stronger in Pair 2.", "The magnetic force is stronger in Pair 1." ]
null
0
math
kindergarten
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA5AAAAEJCAYAAADiusiGAABk20lEQVR4nO3de1zUVf4/8BeIAwLjheHiUMmACpmMVlSgpqKUdgO7WCmt7UVxv7WWbNtlF3dra1fbrXYXauu3K7bbpou26ZZgW1IYaAmWVDKogTqMXQYHGRWHQRhQfn/QTIBzOTPMDXg9Hw8ezuWc83mLMzXvOee8T0B3d3c3iIiIiIjILQICAnwdApHHBPo6ACIiIiIiIhocmEASERERERGRECaQREREREREJIQJJBEREREREQlhAklERERERERCgnwdAPneOdN...
0
math
kindergarten
count-to-100
false
true
How many ovals are there?
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"
[ "92", "82", "83" ]
null
2
math
pre-k
count-pictures-up-to-10
false
true
How many boats are there?
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"
[ "6", "9", "3", "5" ]
null
3
math
algebra-1
identify-linear-quadratic-and-exponential-functions-from-tables
false
true
Is this function linear, quadratic, or exponential?
"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"
[ "linear", "exponential", "quadratic" ]
null
0
math
grade-4
identify-faces-of-three-dimensional-figures
true
false
Which shape has a square as a face?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAkw0lEQVR4nO3deXxTdb7/8VeSpk1XutIUukIXaCm2gCCbgKCIggp60XFXdGbU8c7m/f1mdByvznjn3vmNo3NHR50RFXdQcaGyyL6UHVq6b0D3dG+6pema3x9pY4sFC01yTpLv8x8fHMTzrQ/fnnM+eZ9vFCaTyVTTDSUGaOuDXhOCINiImwJ8VRDnBaHuoKjpMpmOt0q9LEFwPXP8wK3YYP5FmDskeJvTKQiCbbT1QWEH6LqhyADK1l7zb4jwCYLt+arMWQNo7wN...
0
math
pre-k
represent-numbers-with-pictures-up-to-5
true
false
Which shows 5?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAk9klEQVR4nO2dW4wc13nnf6e6q7r6PtMzPRfODMkxSVOhKBGJLDqwkUSKJS0cYZMgyDpB8pY8Ow8bBMiLAD8EecqD/LjZIMAaSIxsYATYtZGLnQgQAngVy7Co8CKKlxmS3XPr7rn0vbqr6uxD9ZBz75oZNqun5/weOGDXqdv3nX+d+/mElFIuteB+HSoO2BKFQtEjwgKSIbgUg3EDxJIl5X+Ug34sheL08eUUhO/Vvf9MGnA57qlToVD0hooDd2uw2ILP66CVbe+...
0
science
grade-5
animal-adaptations-feet-and-limbs
true
true
Ospreys eat fish, mammals, and other birds. The osprey's feet are adapted to grab prey. Which animal's feet are also adapted for grabbing prey?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d5wkVb3+/z5V1TlMzjObc2YDLCy7ZFiiIBmRpJhQRL5gvOo1/LxeMXCvCRADXBS9SlYk57Asm3OemZ2cQ+fuqjq/P6q7p6enZ3dQFPXW83rNa7urTp1U1bXnOc9zPkdIKaWu65imiQ0bNmzYsGHDhg0bNv45oSgKmqYhhHivq2LDxr8kFJs427Bhw4YNGzZs2LDxzw/TNNF1/b2uhg0b/7JQbOJsw4YNGzZs2LBhw8a/BuyxvQ0bfzso73UFbNi...
0
math
grade-5
multiply-unit-fractions-by-whole-numbers-using-models
true
false
Which model represents the product 2× 1 2 ?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANwAAACOCAYAAABaHGZ9AAAD7ElEQVR4nO3YsWvUdxjH8eeSKHjRdgktnRSh7SDO1qkOXfs/aP6E/gXnmsE/Qbp3s6vD3ZQgdNPBWo4EBC0GBGMOtR6/DseVWiWD+fq5q75ecCTHwXPP3cObQHpd13WPX1X9Mak6mFa97gpoZK1XdWa16ut+1Zcnq3qPX3bdnWeLXgs+fpc+q1p7MJk9+epk1bfrsxqBNg6mVfcPqx69qvp9UrXy7PXsBbFBe2dWZ21VVT2fVq1M//UC0N68rb+6qpXFrgKfFsF...
1
math
grade-7
perimeter-and-area-changes-in-scale
false
true
Look at this square: If the side lengths are tripled, then which of the following statements about its perimeter will be true?
"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"
[ "The ratio of the new perimeter to the old perimeter will be 1:2.", "The ratio of the new perimeter to the old perimeter will be 2:1.", "The ratio of the new perimeter to the old perimeter will be 3:1.", "The ratio of the new perimeter to the old perimeter will be 4:1." ]
null
2
math
pre-k
select-solid-shapes
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAXy0lEQVR4nO2d708bV7rHv2PP2B7D2GATww0JPxIIdJMo6RXZ5qbRJlIqbbW9q676Zld91X+tb/bHm2qzu61aaSs1uUmTu0QKudAWAikGQtZQbLAHPB7P2HNfHJ+xjQ1lbI+Zsc9HqqqQ2B7sj595znPOeQ5nGIaRyAMrWUAuALoBBsNx8BwgeYHJIDDoA7iEahj/ypz2ZTEYJ+edEMAvZ8kf/sMHTPUQqxkMpyEXgKUD4N954GUW8GR08hdMWoaTkbzEUQDYLwC...
2
math
grade-1
select-two-dimensional-shapes
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJIAAACaCAYAAABCKBHjAAACe0lEQVR4nO3US2pVWRSA4XVuHg3LV0upAVTVEJyKg3A6zsGxOAMffWOvSEwgqVxONQ6CPRV+vFz5vtbebFisxs9e1nVdL+5mPt7MXO1n7teB7zpdZh6dzPz1YOb5+cxycbuuby8PvRbH7MXjmdMPN9vlz/OZf/7YKoPvudrPvLue+XQ38/5mZnd5vz2IiJ/x6GRrZmbmy35mt//mAX7G12b+W2d2h12F34WQSAiJhJBICImEkEgIiYSQSAiJhJBICImEkEgIiYS...
2
math
grade-8
apply-multiplication-and-division-rules
false
true
The number line shows two unknown numbers, p and q. Is pq positive or negative?
"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"
[ "negative", "positive" ]
null
0
math
algebra-1
identify-linear-and-exponential-functions-from-tables
false
true
Is this function linear or exponential?
"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"
[ "exponential", "linear" ]
null
1
math
kindergarten
cones
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAX10lEQVR4nO2dTWwb153Af2+GFCnqw5Iox7Ys+aOOFDSA7SIF1g4WjRsD6cGB00PcW5JTgyzQ3QRtekrby6a7uTRoku4C26Z7WDunTX1YB/Ypa8cusHZ7SCMVSDaSF7Yj2bIjUaIsiRTFmff28DgjUqJl8fvr/S4Uh+TME+fH//zfx7wnlFLq7ipcT8CiC47CYKg7AgK6bBiOwI42EHdTSv35fq2LZTBsnSPdEJhI6Ce72uCxDm21wVBvLLrw5TJMr8J4Aqz7jn7...
2
math
calculus
find-inverse-functions-and-relations
false
true
The graph below shows a function. Is its inverse also a function?
"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"
[ "yes", "no" ]
null
1
math
grade-6
which-figure-is-being-described
true
false
Tammy made a 3-dimensional figure out of cardboard. The figure had 5 vertices and 8 edges. Which figure could Tammy have made?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMwAAABSCAYAAAAYTjvBAAASVUlEQVR4nO3dfVhU1b7A8e8gYIoyaKAW1gy+cCUq4RxIKwuIczzoSUET7VoKeNQ6ioBvHfGmDOlRrq8gpF5PypDWPaIG1FPKk8KYxXPEN+xq6lFsSEWCzAEBX0D3/WNi5yAgM8yA1fo8D08Pe6+99m8mf+y11l5rb4UkSVLZLThXC9duQ72EIAg/sVdA904wsCv0dgRF2U1JKqzq6LAE4cE3xBnsz9Yaf3nEEf7DyZhNgiAYXbsNZ2rg8i34dy3YVdUbd4hkEYR...
3
science
grade-2
identify-mammals-birds-fish-reptiles-and-amphibians
true
true
Mammals have hair or fur and feed their young milk. A kangaroo is an example of a mammal. Select the mammal below.
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"
null
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1
engineer
grade-6
evaluate-tests-of-engineering-design-solutions
false
true
Which of the following could Lindsey's test show? Lindsey was taking part in her school's engineering competition. To win the competition, she needed to build the popsicle-stick bridge that would hold the most weight. She could use only 200 popsicle sticks. She had two different design ideas. She had to pick one of the designs to use in the competition. To test which design was strongest, Lindsey built two prototypes, each with 200 popsicle sticks. She then added 1 kg weights to each prototype until one of them broke. The passage below describes how the engineering-design process was used to test a solution to a problem. Read the passage. Then answer the question below.
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"
[ "which design could hold more weight", "how much weight a bridge built with 300 popsicle sticks could hold" ]
null
0
math
grade-7
identify-linear-and-nonlinear-functions
false
true
The graph shows a function. Is the function linear or nonlinear?
"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"
[ "linear", "nonlinear" ]
null
1
math
pre-k
one-less-with-pictures-up-to-10
true
true
Count the dots in this group. Which group has one less than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABDAAAAFYCAYAAAClCwyGAAA1K0lEQVR4nO3dfXRV9Z3v8c9JzskTeSAnCRBohmcwEqAiRWnJtLRTxo630qV2tehaM0Wt2E6tzkxb63g7XTO1rVbqI9PWmcpqaeXOrYhVF05xbK0X1KtFLAbBEJNACCZAEkxychLywLl/UBy5kJ2Hs/f57bN/79c/Wcuc/H7f71fXWe7P2ee3Q5ISAgAAAOCKRCKh1n7p7bjUPSQN8n/bADAu4ZBUkCnNzZMmZ0khEWAAAAAArmk9mdCrXaarAIBguaRQCpsuAgA...
0
science
grade-3
animal-adaptations-feet-and-limbs
true
true
Flamingos live near marshes, rivers, and oceans. They eat small crustaceans that live in shallow water. Flamingos get their food by walking through water, or wading. The flamingo's legs are adapted for wading. They are lightweight and keep the bird's body above the water. Which animal's legs are also adapted for wading?
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cYaUrMmTlVmgr37HkPrgurgxoedzdKL764NvaBHqH9j4x/oK2CqwELJ4nobTE9+OrMYJYVJGbmUWngkIaGpvwcIkpn5g2IF0cQnieoqmpCe35SCWR0sXXhtRQJh3bdiUnswCQKGNrGRi9Q2MvhKE2WkdJRTmxJh8HQWpKxt64xb43Fi1aRCQS+ca/iy++GIBzzz2XE0888V/enqKiIu69995/+XF+KJYuXUokEmHmzJnAj9c/SXwzLr74YoYPH/5TN+MbkRwjFvvvvz833HDDT92Mfxt069btW5/BkUiE5cuXM2HCBCKRSOCwl8TexOOPP05aWlri9f/KvbrXIvie5xEOpxCJRGhsbESIuHzDCZInZZBg6qN966yDkYlIfjzaH18JiEMGzVTKauKFsEmxcXF1/Bgo8IkitAAnBRdDQzSEIxURB5o8P5Di2GJKdn/W610bgxISYxTSODjCtVaJ+DgSfO0RiUTIDIVo0j4h6eIKgVA+OBF8fNuR2hDzBTocwZEKQRhfS5o8DyUVDVVlVFdXIt1U3LQ2ZEUyCDsS3/dRSBQQ2Nsk3GmCml2Wk4sdUhsBVgevAzW+iaeFxjX3JmFrKR0b8feDRNK4Fl1rja81LvHcgsBhSFnnG89YpbkjNE0KhAz867XENwakJdWe0aSlRChsX0hDfTlRD3wpiIRScEICoTUhN4bjhtHaw9UOxgETuBHFE7DjNpgiyKXQxiT+xdhcBWN2THqMsQXVlNdcAkWQMBsIpqRjJ4taE402kFXchXb5+ayd9zGhcIpdkZEmyNE2wXizCcpGEli6KjytiEajNDU14cc865wTTIZEIu/BuhgZCGo32AncvwN++9vfMnTo0F3eb9++/Y/ajvvvv59+/fr9qMfcG7jsssuIxWI/dTOS+DdGcowksTs8//zzRKNRAMrLy/nZz37GTTfdxDHHHJPYpmPHjj9V8/YqiouLmTFjBl26dPmpm5IEe4ngC2Fw3TBezGdbbSmhkBPIOeI2hlidvpEY41tiLwJNuRTIIEqP3KHttv7tQZqiInBPsUmqKigyZIyw0XDlY30MQwihcI1CRX2qq0poU1AE0gUUWisrG1E2eh3XUGvj2GJMQhDTNuHXEbZtroFGr4nioo6kiCY2bN9MipuGxBAzkCqakEFSa0paLvW1m6iuNqSG06mNVlBTWUGaNNTUVdG//5GcePBw1i37gs++WsS6qjKc9EJynAw8v8lKbgw2sq0twUT71iLUgK+FtY2Me7woW7zKIBI5BDt08jsSbLWKE34r/3GcCBJh3XG0CaRBVstuJzu2541WiIDA2npNNmnYMTaM7ymfsBQoIcjLySAlJYX6+jRqa0upqy5BGg+kwM1Mo6ioA9lhiZDBbEXbIloOVupjRAt3zETegvWwd/GNh0YijB0BRgu0sastxshg+8AD39jxorTGb2pCSisviqSmsWrtGtatW01mRi6+bxOkHSPwPYPjgpBWMhXDD8aYwUXgN8XYXLMZ4dgcAmNsMnE8fm9VZFZmZPveXoNoNBo3WvpJ0b9/f44++uifuhn87Gc/+6mb8L3Q/Mc4iSR2h+QYSWJ3OPTQQxP/37RpEwD77LPPv8XzeG9iw4YNlJaW/tTNSKIZ9opERymT0GanpKQALYtB6SC50RJFGXwW9363rxsbG1FNMUvghLMj+dTfob9PJL9iq8HGkyfjRaG0r/FFyO4rI5v7fn0vxREoqSzHCVmSZzVAcd25thIiRyEdG49NCUtCYXAdy0NxwrTLzaayYgsbS8txIxnEtKZegVaC2qih3vOoaqhjS+kWNpWU0tjYiFdbQ8ecrtx68a2M/+1Enr/3NZ6840VOO/xybvrFX3nm9ud47oqxdNaKLTXVaBlYcApLnqV0Ldl3XISwcpZE3kHAGJVSVmcPOMJSf2k73V7cRGGooP+NazX/gSWoMdhJF46lqo6LFgRWmQZXxK0+7f6t+4/tf0cYHOkinXTCaWls3lrGzPmfsW7VfPZpl8ILD9/Bx5Me5p/P/YmHf3EBqZVrWL95Fes3LKOmMUpaSpZdtZGulTE5TiIR1yas2uuOtk5G9pj2fJQmSGQGoV1sorST6I/42AN2VL/VPloZQiEHJySJRb2Evt8YewxfBQnJwkqvVFB4K56EnJubS3ZmNtI4CXceIUSQ2KwTuv34WN+5INd/EubNm8dJJ51EUVEReXl5HHrooXz44YeJz5ctW0YkEuGDDz7ghBNOoKCggB49evDSSy/xxRdfcOihh9KmTRsOPPBA5s6dm/hec4nO+PHjKS4uZs6cORx22GEUFBTQp08fnn322RZtefrpp+nZsyfZ2dkcd9xxLF++nEgkwquvvprYZtasWRx99NHk5OSQl5fH8ccf3+K4Gzdu5Pzzz6djx45kZ2ez33778fTTT7e6P5ov6R555JGccsopu2wzcuRIjjjiCMAmu991113079+f7Oxs9t13X8aPH/+tx7jgggs4//zzmThxIv369SM/P5+hQ4fy+eeft9ju5Zdf5pBDDiEvL49OnTpx880309jYmPi8pKSEMWPG0LVr18Sxx40b12IfHTp04NFHH2XkyJFkZWVRXV29S3u+7zX+vsdvzTVyXZfJkyfTr18/MjMzGTRoEPPmzduj/pkxYwZHH300hYWF5OfnM3z4cKZPn/6t12Zn7K798TFSW1tLdnY2DzzwQIvvxGIxCgsLuf322wEoLS1lzJgx9OjRg5ycHIYNG8a0adMS23/11VdEIhH++c9/MnDgwARR3Bvtb8016tixI+PGjWPs2LF069aNgoICTj/9dLZt25bYZtasWRx44IFkZmbSr18/Xn/99VYd/5lnnmG//fYjMzOT9u3bc9FFF7F9+/YWfXX77bfTrVs38vLyGD58OJ999lni89bcX991jvHx/cknnzBq1CiKioro2LEjN954Y8J4AWDChAnsv//+5OTkUFRUxDnnnJMg6v8KrFy5kiOPPJKsrCy6dOnCc8891+Lzbxvfv/vd7ygoKGgx3gEee+wxsrOzqaqq2u0xv2ssAvz9739nyJAh5OfnU1RUxBlnnMHq1asBmDZtGj179gSgd+/ejBo1arfH8TyPsWPH0qNHD7KysujevTu33HJLYuUr/pswbdo0Bg8eTG5uLoMHD+bLL7/k+eefZ99996VNmzaMHDmyxWTiu36v/lexVwi+44Tsf4TB85oCstXcPSVwaAk80+PmItZ7XuEpn7ycHDLS0tEBWdKAxlpdJjTXxia/Kr+Ze4vSaBykdkE4hD2DFCGkNnz0+XxKfENqSrr1NzcE1VFtQqjrOlaVH3irayCMxNWQ4jqkupL6aC2bKkrZXltDRX0F20q3UVG6ibqSlTQ2rEeoGoxXQ66rGdihkKN7deOAojbs16E9vbv3ZuQJ19C1z5H07H0ssUbNlzPeYuID93LLL//IZ28tY1jnfWjyoxBYaWKcxPkKbYJE5LiFp8RT2kp6zI7JkZWkNEt+JUiqbeYaY/tdI2RQiAkrUbJCfA/H1YSE9YOxbkgOGNfuTzoYo3CkLRQlww5auCAdKsu3UbZ2JSmxrVx00qG8+sRDfPTWFEaecglF7Y+iW+ZQfnbJb/jn3//Bk7f8mruuupZ9itqyqWwrkVAqQsSsI1GzkRgfHxrrppSwBg3sPEEmEq2bu/jYyP2OiaWI94dQ1pNe7ajYK6WLMOD70eC7CgK3nMTqgZbWhhQ7WUpLSwtyBALXpGDSKYWLcOPe+Db/wSjfugGJ/zwf/Gg0yimnnEIkEmHKlCnMnDmTIUOGcNZZZ7F582bAEi2AO++8kz//+c9s27aNQw89lGuuuYY777yTV155hc2bN5Ofn8+NN9642+OEQiGqq6u55557eOmllygpKeGCCy7gmmuuSRxn7ty5/OIXv2DEiBHMmTOHiy66KLEKEJ/Arly5khNPPJGioiKmT5/OtGnTyMjI4IQTTkj8EF9++eVs3bqV119/nfnz53P11Vdz3XXX8cEHH+xx/5x11ll8/PHHLUhxdXU1H3/8MWeffTYAt912Gw899BBjx45l3rx5XH/99dx8880888wz37jfUCjErFmz+OKLL/j888/ZtGkTbdq04fLLL09s89Zbb/Gzn/2Mo446ijlz5vCXv/yF119/nauvvjqxzeWXX87s2bN57rnnmDt3Lrfccgu33HILb775ZmKbcDjM008/Tb9+/Xj//fdJT0/fpT3f9xp/3+O35hpt3LiRp556ivHjx/Puu+8ipWTMmDGt7p/6+npOP/109tlnHz799FNmzJhB//79GTlyJJWVld9y1Vvi2/ovMzOTE044gcmTJ7f4zkcffUR1dTXnnHMOWmtGjhzJ7Nmzeeqpp5g9ezaDBw9m5MiRLF26NHEMgLvuuosbb7yR8ePH77X2t+YahUIhHnzwQfr27cuKFStYsGABCxYs4J577gHsmD/zzDPJz89n1qxZTJw4kb/85S8tJgC7w6RJk7jqqqu44IILmD9/Pn//+99ZsGABp512WuJZP3bsWJ555hn+8Ic/MHXqVLp3786IESNYu3Yt0Lr767vOMT6+b7nlFm6++Wa2bNnCxIkTefzxxxMTlRkzZnD11VdzzTXXMG/ePCZPnkx5eTkXXHBBq/t6T+C6LjfccAO//OUvmTZtGkcccQRXXXVV4nn4XeP74osvpra2lrfffrvFfl977TVGjhxJTk7OLsdszVicO3cuF110ESeccAKzZs3izTffpL6+nnPPPReAQw45hEmTJgHw+eeff+Nz7o9//CMvvvgiTzzxBAsXLmTcuHG8+uqr3HXXXcCO34Snn36aqVOnsnbtWpqamjjnnHP49NNPmTt3LosWLWL+/Pn86U9/Alr3e/W/ir0i0THaDkzrnS6DSKoOXFA0xli3GltgyhaZUsYSU6VsNdc2hYXUVNbg1dbhSIOvFCEZsrp0RLMCV7oFmRNCYKRCSYlQGt+1bYk11PDO1NfJzysiLXCDIU4EZZy0gVEGpW3k2JU2ahuWLlr7NOoowwb0oX1mJmE0KTJKUWEnehV3prB7X5pEJhu+XkRjUwO9evYkLz2HrML2mLSMoGs1dVvX0xCN0SYvi+oVC/EbYrhpaeRF4L2PZ9J31EEU52XjRT20Epa0A1p79mGnReACww73IK1xZaD/bqb/sCQ/HpEG8AOCa60tpRSBq5DV21uiax1olNFoEUhlbHYyMizACFzp4DhhFC6VZaWYxmpC0qcwP4tRIw7giMGDOPSww2nTfj901Oett2ex9Ks1bF+whF4dw7Tv1Y12vfbnuBN/QSxWSnXpBr5Y/ikVdekU5KYENQFs1D4+acERza6x1baLwNZUGVvISxgrvVJGo3wfx3GDHA7VrCBZIFUyDkb4GG21/wKNG0rBdQXKDyoSB2PNEnc7IfC0QoYlvtFsrygNPPSt5l4EycBCBvkbUiK0QAWj1srTDPwbcPxoNEpdXd0u70ciEUKhUIv3HMfh/fffp3379uTn5wOW5I0bN47PPvusRXTmrLPOonfv3on/v/TSS4wZM4aioiIATjvtNMaOHfuN7YrFYtx6660UFxcD9gfq7rvvZvHixXTo0IEXXniBtm3b8sc//hHHcejduzcbNmxg0aJFiX2MHz+ejIwMJkyYkDiXiRMnJr5/2223sWTJEq6++moGDx4MQPfu3dl///3p3LnzHvflGWecwc0338yUKVMSP3BvvfUWSilGjRpFTU0N48eP59Zbb2X06NEA9OjRgwULFvDAAw9wySWXfOO+6+vreeCBB0hNTQXgvPPOY8yYMTQ0NJCWlsYDDzzA4Ycfzt13353Y7913380ll1zCXXfdRXFxcaKvunbtCkDPnj158sknmTp1KiNHjgTsfZWWlpYga9+GPb3G3/f4rblG27ZtY+bMmYlx+Ytf/IIrr7ySmpoasrKyvrN/6urqqKmp4bzzzqNPnz4APPTQQ4waNYpIJPKdfRHHd/XfWWedxejRo9m8eTMdOnQALMnad999E5OC+fPn8/777ydWfR588EGmTp3KY489xhNPPJHY1xFHHMFFF10E2Kjz3mh/a64RQJ8+fRLHLi4u5vjjj0+smEyZMoWKigoefvhh9tlnH8CutnXv3v1bj/3nP/+ZESNGcOuttyaO/fDDD3PSSSfx2Wef0b9/fyZMmMC9996beNY8/vjj1NXVsXr1avLz81t1f7X2HM8888xEftJRRx1Ft27dmDdvHqNGjWLp0qWkpKRw4YUXEgqF6N69O5MmTWLDhg2t7us9ge/73HjjjZxwwgmAzZ166aWXWLBgAR06dPjO8d2lSxeOOuooJk2axFlnnQXYe+azzz5rMXlrjqlTp37nWOzVqxezZs1iwIABiYnRddddxxlnnEFJSQmFhYVkZmYCkJOTk/j/zliyZAn9+vXj2GOPBWwCcnyiHkcsFuOmm25KTEZOOOEEHnnkET799FNSU1Pp0KEDhx9+OF9++SWwZ79X/2vYKwQ/PSON2tpaS3Acgae9wDudHcmHGqu1bvY94VhNdSTksnLlakASDqfYIlPaoALCJ5tp84UkSBC1MXchBFJbhxqEweDiC4UrXAoL26G9GEZJG60OIqxOM1IspbRe7RjCjiAmpHViEdZKMz+3Dcd070HlqnW079idqtJqNja1Id/vyObPPyTVbaDf4aeT26EIr7YanZ6BqpfU126lqbaGrPZtwS9jyfyFeCWbWPfVKqbOXcPhRxxDqhtm4apV+I71vhdO2E6SsPpxhcHBtTajQmDihveBXWVcbw8kJj3Ni1vpuOWNMbb4lJaYwF3HJuaCI12MVkhhZU9CaVxH4iDRIkJ9Y4z6WIxYNEpTXSkH9e3I2SefSts22fTsO5B+/Y9I9OWkia8z74vPKCtvomfn3khXIcMhYpVbmP3yajZ+9SV9BvfivDOuY/8+B/LE6y+xvckjKxLCli42SOLyFoEXLJNagm/zNgQGqUNoYez19gVG2cJVNllX2e2FQQUFrQQhDD6OAGnC2Cxtn9TUFLRy8KhFBhV8pbSTGgKpj5ECJawNakgIIk7cWtSAkMSUjzSakOPYwmxCt7AT/XcR6XyT9v2+++7bJcIeCoWIxWLccMMNLFq0iOrq6sREqaKiosW2vXr1Svw//lCPk0GArKysRHLyNxGQ/v37J/6fm5sLkIhGLl++nCFDhiRclgBOPfVUfve73yVeL1iwgEGDBrWYqGRkZNCrV6/ERODkk0/mD3/4A5WVlZxwwgkcdthhHHTQQbttz3ehffv2DBs2jMmTJycI/uuvv85RRx1F27ZtmT59OrFYbBdN9uGHH86ECROoq6sjI2P37krdu3dPkPud+yMlJYV58+bx29/+dpf9GmNYvHgxxcXFZGRk8MADDzBt2jTKysrQWlNRUUGPHj1afG93Sde7w55e4+97/NZco169eiV+xAEKCwsBqK2tJSMj4zv757jjjqNXr15cfPHFXH755RxzzDEMHDiQww8/vFV98W3tb46TTjqJtLQ03nzzTa666ip83+ftt99OuMt88cUXRCKRFseVUnLYYYe1mLzufJyePXvulfa39hrtnBCfk5OTuDe//vpr0tPTE+QerHQpPqHZHTzPY/HixQnyGccBBxwAWNcvKSXRaDQx0QO7mvHSSy8BtPr+au05Nn/+xM8xLmUZPnw4QgiOPvpoLrroIo4++mi6dOlC27Ztv/EcfygOPvjgxP+bj2+tdavu/0suuYSLL744Qbxff/11ioqKvlHz35qxmJWVxbp167j99ttZvXo1DQ0NCVlNZWVlop3fhZNPPplLLrmE0aNHc8YZZzB8+PAWz5I4mj9zsrKyyM/Pp6CgoMV78dXZPfm9+l/DXiH48Qtt9d2W4AgJvm8IFBWJIk1go/fK6GbR1UDK44RtNFcrwtLB1waCarZCgtQCz1c7NByBtMZIhSMdS3D9GKHAd11rjZQOSvk4oRCOMKBtFVuj417wNpobciSgCTsChJXttE/P5+1Z0/l0/jxycsLEVoTYuOkr1m37I4UpHqcOO547/+8Z1q3cQJUfpW1OJh/+dRx57dtTsWENue070SO0Pytnvk2dcsnLzqFWO3Rpm8q0qa/Su1NXHFdQvj1KXiQTdAxH2OixDApwKaXQIh7Ft4Wn0DuIPgRFl7TaIQ8REBIOMWOvRyiQJRkTrCtoheuIIOnWIB2HSDwJOS2NJt9he8kWnFg1HQuyKOpYQO9OvRhy0AGceur5uOE8wJLXhYs3sXT+F/zz1b+RnduOzu3z8TYt4aO3P6VBuGypbMd+HTrjpudQtW0Tn7++nv5HncSwIy9i+eqlPPLJFPKKuyacdOKIr85oHZQOs3b7CBwcR2J8W7RLOBIHEtH6xPcCaq2MQQifcNhFGReh7F6kDFPfWIc0PtKRRJxwsKoRl/kYQlKgsOPHqsMkjpRo7dsKxkKSnZaG53lEY9YnP+QIlBQYLyjy9m9C8e+6664WyV5x7M7tYNWqVRx//PEceeSRPPvss7Rv3x6tNd26ddtl27iMoDl2R+S/LR+hOaHdefvy8vJdnH7y8vJavK6pqdntD25mZmZi1eLRRx+lX79+vPjiizzyyCNkZmZy+eWXc+eddyYiUnuCUaNGcdtttxGNRvE8LxHtAvtjDHDccce1yAeJT/q2bdu2C8mIY3d9AbY/Ghoa8H2f//f//h+///3vd9lm69ateJ7HiBEj8H2fBx98kN69e+O67m6jWFlZWa061z25xj/k+K25RjtLiRKVtFvZP47j8NFHH/Hggw8yYcIEfvOb39CpUyd+97vf7bHs4tv6Ly0tjZNOOonJkydz1VVX8cknn1BeXp6QcNXU1NDU1ER2dnaL7/m+T7t27b7xOHuj/Xtyjb5pPIId57v7fHdyrzjq6+vRWu8S4Y2/rqurS5Drb9pPa+6vzp07t/oc43mDzRF//vTq1YtPP/2UBx98kN/85jdcffXVHHTQQTz00EMceOCB33iePwTNz3tPxzfYAEhOTg4vv/wy11xzDa+//joXXHBBiyh5c7RmLL7yyiuMHj2aX/3qVzz88MNkZWUxc+ZMzj///D06t/PPP5+srCyefPJJLrnkEnzf55RTTuGRRx5pMUnY+fnybddoT36v/tewVwh+Q2OUkBEoIzEyZJ1yFAhs8Smlrce8MU6iMqhUNnExFri22MqlOtDpW993az8YVFuVAmkMIcdBJXz3rXWilC7KKJtoKkNoYwjF3VmwBZcca6huXVK0wARuJ0IrHNf60kgpkbhox0c49uYqyitgU9l2tlVUEDYNdO3ShYtPPYdDhx7G/gOH848//IFZH3/Ihbf8hvmfT6dD7+4s/uILRE4+Rww7EnyPgSeeT3puAV5tBV9+8RAdU1PwQw5NqXWUlNeQQgjfaISWCYkJgoQtqNYCoTRCW6KrhIMIJEXSuBgUflCMSxhDKKhDgDGEAAeFJoQx2nrhC1vsyw15aKUJywhGSkIyxPbKWnTdZo4aWMxRh47k8CGH0bvPfsjUtgFVlaxcvor1G8uYPvUTFs6dR3FhJj07ZNA2N8SSxdNpMJJFq5bSo0dPDunbk/KKKsrWbqZr733JqC7jq7//kb7tbqJ9fhsKU1NBCFw0MWySsURgjMaRthJw3GHJmPjkTCcmOQkrUGwCtzKBs1BQ/VbEdfnaII0J+hU7JlFIVyKDyYUwdkwJaZDKVj3WwlptCinwhQLjE3IcfF/hhMJkZ+dTW1+Dp2qCCYaLVn5gD0vCzvWnRp8+fXZL8HeHV155Bd/3ef755xMP1n/VkvR3ISUlhYaGhhbv7aw1zs7OTvzoN0dNTU1ichAKhbjmmmu45ppr2L59O5MmTeK3v/0thYWFXH/99XvcrtNPP50bbriBqVOnJtp36qmnAjsI2bPPPrtbS9Dva4mXlpaWOI/dyXwKCwuZM2cOixcv5sMPP+Swww5LfFZWVvajWNf9kOP/0GvUmv4BKCgo4L777uO+++7j66+/5k9/+hNjxoxhn332YdCgQXt2wt+Cs846i/PPP5+KigreeOMNhg4dmuiD7OxsUlJSmDNnzi7fa75atTv80PbvrTGSnp5OTU3NLu/vLmG7+Xccx9nlfo3vJysrizZt2rR4b2e05v7am/dB//79efbZZ1FKMXPmTO644w5OO+001qxZs0eyqB+K1o7vcDjMeeedx6uvvsrZZ5/NjBkzePzxx79xv60ZixMmTGD48OEtVk53TuRtLUaMGMGIESOor69nypQp3HzzzVx55ZW89tpr32t//06/V/9u2CsE33UkSgW+9r5njWpsbqOVgtigKUbHI/oC13HwPB+ETFS9jc/A4xIHHawGEDi7GAx+/D3A19bPXWhrFUlIglCWjGmfsOtarbYQID0kDsKEIGSJoSPjEhdhi0ehUUKTEo5Q11TPpk0bcCKCkYcdwsF9+9G3z1DyszuQ4qSQkpXF5kXLcKXHMWeOpGz1QjKKu9NQ77Nuy0Zuu/V3pKakEYvVkxoOY0SI15+bwpRnniK3UxHdRozgoxVzqWhoIiuSijGWyMc8zyaEGoNSGmUcBIoGzyfkuIQkoDVSuyjlQdjHaIeIBE8LqwcXNtIfERKJREsHoZS9TloTki5aeUTCaXghh+0lZfi1ZWjls1/fttz6m9s47qRLwYRR0ubhlpWUI2tKeeqZN/lyzWZMXQ1ZaT6H9C4kJy8Lv6Ga+i2LKUqJkVXQk/bnnM+ChXNQGLJzM8nPCJMaScVPy8IvWUjVqkWc3HcYHy2cxpyyUrrmd8D4dXjKwcVBGWWP7YJR9lxl4K6ktY3m2xwFgxtyQe9wcgK7aCQwCGknC8bqdhI6f+nEpT+BPauvCLkuriMAjeMKlB1VdmIkbJE0rTTGtTkbWvuUlm+zxb6kBKHxvRjg2uNIcKULO5r1H4FoNEp6enqLqMnf/vY34Nsj8f8K9OjRg+nTpydWZ4BdkhcHDRrECy+8QCwWS0Sbq6qqWL58ORdccAHV1dW88847jBo1ilAoRNu2bbnpppt45513WLJkyfdqV0FBAcOHD2fKlClUV1dz4oknJojHgAEDiEQilJSUtFh+Li0ttXat35MUSCkZNGgQ69evb7HfWCzGpk2byM3NTfhtN5exzJ49m7Vr1yZkEP9KfN/j741r1Jr+Wbt2LUuWLEm4IO2zzz489thjPP/88yxdunSvEvzjjz+e1NRU3nvvPd56660WeQqDBw8mGo2ilKJv376J99evX/+tcoe90f69NUZ69epFLBbj66+/Tsh0lixZ8q1JtqFQiAEDBjBr1qwW78edogYPHkzPnj1JS0tj+vTpCbmK1prjjjuOiy++mJEjR37n/bW3znHOnDlorRk6dCiO43D44Ydzxx13cPzxxydWCn4stGZ8xzFmzBgee+wxHnnkEYYMGfKNK4bQurEYjUZ3WUmNS6Z2/k34tt+It956i/79+9OlSxfS09MZNWoUX331VSJB9/vg3+n36t8Ne6eSrTL4vnV3McK6nwhj5d9WimMr1mqEjdQrk7AzNIE1YZycJVxghLDEKyjilBKO4ITchLQnfuGM9vFkIOnwtfWk17biq/BtxVcHYwtgSYFwg8it0ISFg4zbdUof7QhC4RS2lm+noWI7Jw8bzG9+NoaxP/8DI08bS4+uR7Bt7QaqGuqoLi1n6fJ11GQPokPfI0jP682nMxazrb6M6+97kPTUNBpqSnEjKdBouPbKX3H/Hbdx3pknkdOvM099MZnyuhqyIumWzPsmMaGxfbHT0qNXT0jaaHXIsdaS0nVRgSWjJx1CEqS2KyOOBikdcG302pVhJAI3WBmIpKVSUxuldPUyBnVwGHvlaP70fzfwyl9f4riTr8KPhakp20b1mjW89eZUJr7xCY9MeJFPPnqftqEYhw3pyv49OpGTnUHZ+jWULplL7fJlZDuKcNNWOoYbOHHofkSrK4jEJBluhNT67ci69XTtN5D8dsXQvhMd2nbDlQrfeOCGEE6wemMErgah/EB2Y60pTVC1l6D6r+M4eEoFBaesD/2OP5tt4bjCrs4E+RvSseomIQQyKMgmQy7SDSYA0mCkdVwKhV2csLuDYEpBzFNEIiGyszKIqRhNnoeR9nPp7JAXAS3s1v5TcNBBB1FaWsrEiRPZunUrTz75JF988QWFhYUsXrz4GyNr/wqceeaZbNiwgTvvvJO1a9fy97//fReHiCuuuIKGhgauuOIKVq5cyZIlS7jwwgvJyspi9OjRSCm5/vrrufrqq1m0aFFiP/Pnz2fYsGHfu22jRo3igw8+4IMPPkho8cFGGC+99FLuuusuXnnlFdauXcu0adM46aSTuPTSS7/38QBuuukm3njjDR544AFWrlzJokWLuOSSSxg+fDi1tbUMGDCAlJQUxo0bx9atW/nggw+44YYbOPbYY1mxYgUlJSU/6Pjfhe97/L11jb6rfzZu3Mg555zDn/70J1asWMHKlSu59957kVImtO5PPfUUw4YN+8H3bkpKCqeccgoPPfQQpaWlLeQhRx99NAMHDuTiiy/m008/Zd26dQkbwieffPIb97k32r+3xshJJ51EZmYmN9xwA3PnzmXmzJlcd91136lPv/HGG5kyZQp//vOfWb9+PZ988gk33XQThx9+OAcccABZWVlcfPHF3H///UyaNIn58+cnXGwOPvjgVt1fe+sc33//fUaNGsXrr7/OmjVrWLRoEePGjaNLly506tQJgCuvvPIbncL2Nr5rfMfRt29fDjroIB5++OHvrD3SmrF44IEH8uGHHzJnzhzWr1/PtddemyD88+bNo7GxMTHBmDJlCl9//fVuj/Xoo48yevRopk+fnrhur7766g96Dv87/V79u2Hv+OD7lnQa6eArg8JgjMRXQfIrgHQCe0sSDifN9WUt7BzjWvOgifGkG9/3EwmYSqngtROQWkHMKDyjcXCQuNY/3RVoqZEhies5oEXgmOOgXA2Oi+NInNRUHBlm2fIv6NOpPZOeeJ0Hf/cq5517O1lt8tg8fw5zp71E90EDCZHBB29P58tN1XTo0p5Ynebhx16nx5HDOe/K3xLyNOXb15GWVcDsTz6j2/4HMG78fQwdmMeSgjy+FprCSAYZMgTGQyQcWaxmWzTzjIxF66jVkovPOpM2aSk0KYWRvpUVOS6ucdBC4xhl8wnCBiltVFo6dqKV4tqIMlIQSUtHyFQ2b9xEbqiS+8ZezuQX3+amG+7h/ItuIbtNLzauWE1NyWpKN25h0tuzmPb5Mt5+6WXWrdjEKcccRpcOqTSsWUL9tmXUrvmKLOPjqhpwqkjLycHICOVrvyDUWEGu20Bqairbtm2mZuuX7Fvgk+PAxq1bqNq8nBEFHTkwrzcVfhMughQnYlchwhK0QQkXY0RgxWr97u2osCRaSgg5O6oluyGJI+O6/Tixt/kVQhocVxByZOC7b5NqQ46L67ooY1ASa6Ma/DimRlKC/Vvy77gGKRTSsRPZUCiUGMe+BmQ4QfLRe+X2+tFx8sknc9NNN/HrX/+a/fbbj1mzZvHXv/6Vyy+/nOeffz7h4/1jteXOO+/kr3/9K4MHD+all15KeFnHIzbdu3fnnXfeYd26dQwePDjhBPHBBx9QUFBAZmYm//znP9m4cSPHHnssAwcO5J577uG3v/0tF1544fdu22mnncaWLVswxuxS9vyBBx7giiuu4Ne//jX9+/fn0ksv5dBDD93F0/r7HPPZZ5/l73//O4MGDeLkk0+mqamJ999/n8zMTAoKCnjqqaf44IMP2Geffbjvvvt4+umnufbaa1m3bh3HH3/8Dzr+d+H7Hn9vXaPv6p/DDz+cp556ikmTJjFkyBAOOeQQPvzwQ1555ZWEj/emTZuYM2dOC33398VZZ53Fl19+mfCtj8NxHN566y369evHueeey3777cc999zDr3/9628li3uj/XtrjOTn5/Pyyy9TUlLCkUceyeWXX861115L9+7dW6ym7oxzzjmHJ554gr/+9a/su+++jB49miOOOIJXXnklsc29997LRRddxK9+9SuOPvpolixZwuTJkxMOPd91f+2tc7ztttsYM2YMt912G/vttx8nn3wyxhgmT56c6N+lS5eybNmyVu3vh+K7xvfO20Yike90kWnNWLztttsYNmwYJ554IkcccQRt27Zl/PjxHHPMMVx11VW8+eabHHDAARx//PGMHTs2kUy+M1544QW6d+/Oeeedx4ABA7jssssYPnw4Dz744Pfuk3+n36t/N4impqYftIZx0003sbbpS8rLy1Ee5LcpJBaLEdMgdJwYBcRdN0sW1QpjbJEsZSxpC3IcEY5MaKvjBN/XGqdZdF8iEEZhZCDfkQLpCjAeKa4baPoNwmhCERcdWCuGQ471nMcm3PqewcdQW1NFbeVmLjrhBH55xe/JatcNo31MYx1vPn4fDSGHA4cexsq1pZSt/5pf/2Eix194K4f0zufZx57liLNO5NrLT6dy7XIyi9pT1HV/prz8KqPOOYsU4KJDupG23z68XbIFlxDZoTC+0WjfTlg0Ch0EXIzZsbSkfYVvwhTk51NRvg3QSBkO9PkGXzmgQTgmEZHW2k5gJD5CuzRJH2nCxDzFtspKasvXctnpJzL2hv+jfYf9EQJqt5dQW1uFSHHITo1QVdLAc699wpKvV1C5ejHdO+QwdPABVG/+muWfvYeOVbPvkKPwqmtoaGggI90hJSMdEc6gavtW2mcIan0HjxSc1AgVlR6+p+jZvR3hcJhQVgH5kSZ0xVJiOX14r7aG7U4jfm0UhV3h8b24131g/al2FDvbUUhKgxRg7HhxHGulmUi6xQHht/ieKx2bY0E8MVfiOBIhlV0FwDoySQQh6eAbbSP+0lpkmmDyoJUJJhzxfTuB1EpjtEAF17Gt2Y+HHnroh9xm/7MwxrB9+/YWiYfxQj8LFixosaScRBJ7C/369fve8q1/B/yntz+JHwZjDIcffjiDBg3iz3/+80/dnCR+IuwVDX55ZRWDhx5N37w2PPPmJLKy2oHyEaIJT4UQzQoC7dBEWQKk47aImsALfYfziK3maqx1pOtitLaSDM8jKyOT/NxsNm7eDCFDREasLCjQqGutkWEX47pU1tfSUNdIVn420WgU7Sl0KER6iqFdTip1tZX06tOGM479BaeceBXCwLQXHwXP4aHHx/H+nGXcdfev+dXtD0DtNsqqathctZXti99hu7MPd997DQcdvj/r531KTp9BtOvQj7FXXM0TEydw0dEDqV3yJUNPOJE5phG9bRO56SkoL+5R7yNwAwtLHaxuKBxp+8QNh0EbtmzZSGokDelohNAYrI+96xi0CAx1tA/CIRIWmJCgusbHr9hMhutTWu/RPr8N5x/cg6OGX8XJp10FxlBVsp2ayhJ0k6K+qYnefXrw6bvTeeGtGdRVVNI9y6dj1xz6DzmQLUsXULn4A3p2LabBzyNat53UcCbKg9SMfHLad2LDqjVkpKSQ3bM/9dtrCUebEE2lZEckJj2Tr1auR6Xmk5raSFh7ZEfS6V+QTuayNSwI1dJp3yLqy2MI7SEc6yZktCCmvB2TtoDcWx08YFTwmQqi9jafwRasCpyCJIkaA/Y9kZDSCEeitE9ISFwhrKVoEPX3jY+QBuI1F4IJgd1EoJSPdAQCxxYgUwpByB7TkXiebq62SmIPMX36dI499ljuuOMOzj77bEpLS7n11ls58MADW9jzJZHE3sK77777o+Qr/Kvwn97+JL4/GhsbWbNmDePGjWPZsmUJnXwS/5vYKxH8+dtncdKIn+Ft3sw/Z79FSnohHQo6Ul1TRkVNbYKo22qygWZcGWuDaSRG60Q01AgSlUSb+4k31zXHYeL6bAlhJ4QSBoMiLRzClQ5l5VupraugR/tCBrTLY8OWdfh5PSnMS6dq02r233843QrT2H/gQewz6AyQoKqr+dP9v6dvtwJee+lN/vrhDAq670tRimL9+jW0SUtlS6Ni0edT6bZPX4xOxa/YTLSqnNR2xYSkw+9vGsuDz05izKgTydq6gQ3bNtLjvDP4eN1aGuoqcd0w2oZ38b0dEqV4kbDghJGBVMRGom1hK4kILEh9XCcU9JfCMbawlislQqaydcsaijIVo884nd5derN20zr2P+gYBgw8BgGo+lrWrFpLOCVEWiTEimUb2bClhvqqMt58/Q18Awcf0JXexUXUVJRSUVKK01RJdoaDpzSNnkdqaiqVmzfi15TSsX1nGr0QJRXb2VpeSlGXfmQKRVVpNYWdupKXlQkhzdYtW6iqqSeW0Q6Vmkl9TSVSQlFmG2ZvWoHua5Cp6TgqQkRYq0nPs4WwRLP+iJN3Y+w1j4+NuBwn3o+O42C0FxTwsk47YHNDdsh8rHuP6wSVfKUMnFitFaZ0mlm6NhuD8eNro5AihO/bCahW9vogrRVpe7F/MoL/AzBp0iQeeughVq9eTW5uLsOGDePee+/9Vr/tJJJIIon/NcybN4/DDjuMPn368Mgjj/wgbXsS//nYOxKduqVsLd8OQH5uGzzlE9OgPQeJRhnr0y6lA0rT5Fk9uDLWu14ohVbGTgQCZ5M4yU/8GW3JrLAJtHEiZ5S1yfRUDNeBvKxMqusb8PxGjh+8L6ftvy/d9zmQoj4HULlhMV/NnEqlTqN9t55M+/RjBh11MkcOOYGn73+Q7JwUZsycRq/iCHMXrefZd2YipSQsHKKqiR6FBawqLcVNyeTqa26goaKOEccN4tBhw8gtaAtuCk71Jn59+fWkpLtUz/6U1dvKOOPqMbxSspaNZdspzMhG+cbqvZVCK2mr1dK8+qr1chTSYIwi5jk4RiNDoIVPiDDCt1HtUESitEM45OJ5gpKKSvz6zfzsuCO4/qrfUNBxYHClbMQfNA1VNWxev45YVNGxOIe1S7fyj/dns3VrCbUV28hN99hvn46k+oL1q5eQlxbBq6vDpKeSkppK2coVqLxMwiGPrLBHOCOHdm07kpKegfLrWbKhkmEnnUHf7u3Z+NXXbFn6FXM++pT0rI507DuI+vpyVq1dRZ2WxEIZlDc2YRxJ94JCUjqnEyqOMX3WPLZX1+Gk5tIhpw0h18H3mizhV9YvXxiQQmCETkwEbRG04PN4Aq2whB52aPcTpRSMQGiNG3GRjgalcdz4dbD1GLSjcHQwEXPtpNMRQR5JUKwtFouRmZFLXl4bSkq2Ud/YgAkms0mJThJJJJFEEkkk8WNir0h0Gr0YudltbGVPjLUUjEZxpEEJmZDeaK1sZFpKS2KVBgMGERQ6CkT4UmCESCgbjLHaGxVULI3LWKw1oUBrn3A4TLcO7aivbyTaUIJJTeHamx+hc04uom49VNWQ0+VADs3JJVZVy+LFS2nbsQP9uh7Ivb+8ifEPP8xRZ5/ML667mi/efplnp0y3KwpIosqjfcShrirw922s49EH7sII+PkVn9KmXWcQsH3JYt6f/AaR7HaYNUtYvXobh5x6JAtVNdtrymmTnmVJohD4nocTcoK0WoUIdOZIg0BgPB+pDdqVhBxsoVehcHDBeGgRsomhyjq6lFfVQ81m+uTFGHbcsdz2fy9g4lr0WCP1NbU01NbSFItRsr2WnOwIEUcy/dPlfPb5fDZv3IJqqKBPuzCdu/cgNT2L5R+9TFNVKfmDhlJa10R9dQPr16wjt7iYo88bTecePenYsSsyNQdkNkhNfXUVJ2XlYLwGqjdtw02T9Dp+EPscNpRlH3zEki9nkJLTkT77HsTWks18vWA+3QcOpR5FY30tAzMGctjQ4zi27wI+XzafrVs28u5n88gs6kS7rBx0rClBnH2vKeHNL4VEo1A68M838Sq4tj6ADAi57W8T1GiwRc10IL3RgWxK+UFhNSnxtGenRVJCkPcgpbR2mUYgjH0vFAoR86KUl5cS86JICb6vaGqKwY9nlZxEEkkkkUQSSSSxdyL4X1Uust72HiijaJLYQlfGFh5SJu5KIlC+TZx1Qi5eTKGUlUrYiL1NtlUtKooCxvqWK6US9obx5FthIOY3kZNdSLvcDJatXkJuTgHrS9Zy1OE/47m77wRRi9m+BoNCCgAXsgqY/eIzPPHERDZXVnDGZedxxPCTefGZV7h3/ESMCBNxfZq8GG5KhEOKc1i5oZStnrZkUWsenfgXfnHhz9FeHRLDo1dew1OvTeGEo4YQXTGfVKkJH34I02PbCDcajHRQniWGvtJ2AiMEwlP40jrEGE+Bo6yTjHHwjU8YbPKmcQAfIUJIYScIws1gy6b1dMyOceuYazju6NMhrSsIDUYRraki1hBl7brNNMQUTTVRsgqy6dqpgLde/pCZc5ZRWbmJbnkhOnbMJzMzE91YTunW1VRWbiYjI5NFny3GUbUUd+/OgaefxRkX/xJS2hAtL2H18hUQdlk+bxnlWzZRX19PUV4em5atpLyimlrPwwlncuQZp3Pk8QdQv24m29dtYPaU2aQW9aOuYjMzZ02j1/4HEsrPp76yFq+8hkuvGkO/QbaE+MJtn3P3n+9nebWic+fO5ISgPupbiZfykY6DQaGNSbjnaO0nVn/ixaZ830/UUBBBIay4M5MwmpAT19krZGC1ibYSICmDggCwo7ZCouCaleIo5QE2d8QPJEKuk0q+3zcZwU8iiSSSSCKJJH407JUIvtIGR4NyJZ4PKGhSgX5Z20q2UjoJXbTGoJqsjEJKifL8hO65eRKlTaSUaKMwxhIzrW1yY7xIkTaKsBuiuqaU2royMiOpVNVX0r19Ee//8wmujbhcN+ZyerbvjiCG2bwEoTKY/dlUli+byb5d06hQMWojHbn794/y0j/fQWBwhIunrfa9Q6qgXXqEJY6EGAij0cCBvfvZZEvts+GLOZTXNTDkyGH40WpkmiGvbVuWuB6qXpPiujQqD+k4aGUIuY4tZKV8ZNhBGoOLxjgGJQXStScbVhLlAr7ASaTWatLCKRgjWLZ8Hu3zHcY/8Ardex4Cxg3kJz7lm0poitYTM4qGxiYK83NI7dqGsEhn0tMvM3fxMjJCMKA4lf337U1FXT1bl32GaqphY3kJDZ5g1YyV9OrTmzPGnMKRIy8lI68TjWUlfDblRbasWM3XayqJqhhL5i2kU8dC+nftzooFi6mLxYgqRVZmiJrKMt4eP5HZ73/OEccfzNGnXUp+fj5P/XEiPQ89ngGD61E19WQ4Lqlp6ehIOk8++iiZeXn06zOI8665lKdvL+ax5/7E+8sWUZ9dTGF2JiIWReFYUi8lwqigpsIOcm/QGGXHWVpaGp7nJYi+UoF2P3C+8aXAMQJbg1liLUsFBgeDAR137om/b6GNAGntWe349tFGkZWZR0okHcr2xl2WRBJJJJFEEkkk0TrsFYIvtCGKwRgfR0h8BEZYvb0RgRuJ76M0ELiiJGwMhcSVEmVspdo4rDN8vPgTEERmMRKBDJxQbPIlyhBKdYnGPNoVdyZXOkxbvY723Xrz2P2/JVaxgvF/mojBZ9u6cpav/YKJjz/C5tR8UkLZLN1SyT9/+asEebOJq1EMkoKsMCf36sS05eupaPRtRV4jGD3iZIqKimxjIzmsXTCHNZvK6TP4ANpnGZZNW0tDYXtKG+tJazL4Kcb63UuJkKA9DUEU2djiqdZtxRE4SIS2FViFK3EMEAKDR0SGCIfS2bJtA6apjItPP4Frx9xJQdvumCaPsuotZGemULFhG9srqqirbiK3MJNBg/dl29ptbPxqK7Nnf8n0abMobpNGnw755ORksXDxQkrXzyMlPY0vF2+mqakMEU7l1vETOeXkk1j+dTmb1tdS9v6LfDz1IzZXNoBOJSY8vJoKBvTpTo/u3SktKWdbWTnpYUk44uLV1RHzouQXZyHqV/Daw/OZMfmf/PIv93Pl/0UYd/eT9Dz0RExTE8Q8RO1GQmkFZPfZl9Vl5Xz8xTQ23ryAq267nd/c/Qqjpr/AIy8/zZxtm2ib354UR6F1PEofFFIzJMYXgfwr4dQU/xM0mwTYugHGGFtHISjPbYydIEhJi30mEnqdYFziWOceYQLZjiAUChGNRqmra6AtRXvjNksiiSSSSCKJJJJoFfYKwTfCgBFIHFAGR1mVs5Ig/IAoaWGTbAFf6QS5t9Ic10Zam1WoDVQVQTTa2WGvKXwMNupq/fBdpGvQniQNwbqSWhpzMkitXE44pS333fVzzh91BaCZ/ddx/P6R5yhp0hR36k2n3BReff8jaqoaMWgcZFCJF4xwcCQcU9yO+WsrWVrdBEj27dKJnm2KOOHMc+jQsSP4HlsWzmDjyjXk5hewYf12OvRpQ2FeEdtzs2jcvprU1DQ7EUEmJizaGKsFlxKhDUKKQB9upTvGOBgh0MLDkRAOh4k1hamrb6R060p6d8nh+ivu4/gjLgUJOtZIXU0Z0ZpaohWwuaSMrKwsVFkdbjiFbWu38PIL77KhtIaaso30LA7RuUM2bTt1oXrzMr745CWyu/Zgzfy1lFRU07Nfe265fyIH9O3Pfb/8f6xcuZL2hbkoFKWVVWjP4Do+mdnp5BZ0JRJVVG1YS1nJFpywoR4HUR8jLeyQHXYQ0Rpco8gtlHjVmxl//b2Mvv1qDhuxkOlTprLvAccSi4Rww8X41ZWkp+ZxQPfeNAmf2soyHnnwjxxzxvkMPfE8Hinel9sevI6FtWWkZechtdXXK+KJtmGU8hKJ2vFxFS9fDnG51w65DkKizY4Kwp5WCAOu66K1t8OaU+yQ59j37JhUyq4sWYtOF601TU31aBPeS+XkkkgiiSSSSCKJJFqHvSPRMRpXRFAuSM9DIex7RtBktCXrUiRIetz+Mh5B1Voj5I6qtpgdCZFW37zD8pBABmGJmAAMfhCSbZJhCrwtFLs5PDnuL4QbttNh+M+p3baJe885hgnvzqBMpNCtXTu21UaZPm9hgtwTFB41NlWAVNfhlG7t2VRRxeySKgByhOTgngOhsC0HHTXEpmpWb+KtB+9gOW1JKyykMDWbss3LMXkZlJgoBkEo5OA1KVtQSUq0r0BYy9A44XcD+0YtrN2liMtAjEMoNYVtW7YT0ZXs37UbXYcexRVXP0xWZjti9dU0NtYTkmHKyuvRvkf19nIiGem0y8+kqbScFV9uZOHcRZRU1pOha0lNr6Vb105EVJhtXy+kLlpNXsfuzF64nhXlMa665Fh+c98Ets5bzv/7+ZWU+YJQmqYp2kA4korfUIsbcdm3eyfQsKW8hlq/iUhlKTluhCYZob6+HiUVMS9G2GukvKoWJz1Emo6RGUqjav1cnrrzj5z7q6torG1iw8JFdNrvADaWV5IekhgnSswLk52RTUaXHJytW9j21VeU7tOZwq778Yc7J/Dnv/yet1aupjArF0/5GK0S4ymeo2HHnErIveJjsLlTk9baetk7AmHs5As0rgjsMoPJqZQy0OtjC6cpYydujk0k19oBbEE3hcEJRRAa+OaijkkkkUQSSSSRRBJ7HXsltug4Dn6sifLt2wLS7iCFg6eV9R2XDiCbkS8SnuZxy0KlFMR98Y0A4VhC30zOk0hujEMrQCNkiKyww8ZNazh21Bgm3P8gXQ86k+Ijf8Ebd97ABSNO5U+vforJLqJr5yKqa2uYPXs65RXlGKERAsJCBOTeQSA4ul02VXUNTN9WhQA6ZWRw/alHsa50I/sM2oeenbpbgh6LsrnB8MbHM9i48itOGDmc4h69KBExttVXkh1KQcQ8Sw4d22aNwRESR4IrbCVeNyCVRgb9JzUID6UUW1avoHsO3HHVrTz+58nceuvfyM4spKGmFGU0XtRn8/YSmurr8BpjZLbJItVxWLVkDdNmruadKTNYu3kzaaqE9NQa9j9gEOnRGLVrv6J+/QZyiLB+bQnLKmJcf8dt3PfH53hv/AtMeOwxnOx8cjMkEePjxeqpq9pKut9IcVY6qUbjRZuorKygrraB9LRs3JiHqqvGcSE9NUKKlPgRgS98pA6xxWnLRxVQIRROdCv/+McM+p56MVtqVjF92gzSRZji/kPI694TX2i0Y6irqiQjty3hNMmqBYvZtKYEkZFHRcxvlnRtk1ttzYUdk0n7vkxs09LH3mmxrUxMHiWOkAgnyJMwlrCbYBKKFAjp2rHiuCjfXjOtQBBCOnbVKhm6/9/GqlWriEQifPjhh//yY5177rmceOKJiddFRUXce++9/7LjLV26lEgkwsyZM/9lx9hb/ff444+TlpaWeP2v7pv/NhQWFhKJRHb7161bN2DXPv5XYedxnsTu0a1bN+64444fvJ/vc68opTj//PPJy8vj7LPP/sFt+DaUlZURiUR47bXXdvv5j/Gc+nfGXongRxuiZLYt5IRDDmXajOnUCE1YhAlJS/Ljh0kUr1Jmp4iqCci8QRhbx9aSeutz7uDaqKqIh0KtE40UEild3JDAR9K7bREPPvM8Qw47nePyBC/cfQP3PfwXTEoW2cX5aC9GxfYo67eX29i/0KQIGeQQSFwUvpGM6FpAY2MjU7fVEjScgY7PJpNCUdt2jDjsAFtySsDSmTOY/dV63LCkbus8ZjxyBxVk4PUtQlesQSBQAmvdKBRaKaQI28UHHbOE0zVoDQJFCIV0JE44Fe3FkA2VnHvkIdxwwx9Jyyy2WQrKp6pkC8poqmqjGL8Rzzc0NPmkhxwEYT58/3O2V9USjUbxYuXkO9X06NyVrFSoWPgFtRXbySjIJT0rlUzTwIaaJv7vgQe47dzzuefqm6ltbKJT57Zs37yF+oZ6stJCSMenUSmyM7NoEw7h+Q3UNflkZKThRRvx8cERRHAQQJPySU2NoCtrCDmNfF0NX/mNlHmGVbEwI9IVaXM+443UCKf/4mrOP/PnzNq6gSEL5hCNpHHQ0P2Ieoa8rv1oUxBi8t9eJD8ri1OE4KXXlrCxvJK0zAx8rRKrQgmrVSTGgNYGKU2iQJbjOAkXprjsxpES5cdlY4JAgo9ROrBstY6ujjT4xlpsSmMrLwtpcJxQMJ5tuN7XMrDJ1Cj9v1vG9rzzzuPEE0/kwgsv/Kmb8qPgq6++4rTTTmPFihV7fd/FxcXMmDGDLl26tGr7+++/n379+u31dsRRVFTEo48+Svfu3f9lx0jim/HEE08wb948nn766R/leKeddhqXX375Lu+npKT8KMeP47LLLiMWi/2ox/yp0Zrn6L/qWft9niPTp0/nH//4B4899hjHHHPMXm1PEnuGvaPBNxpJKmX1Ho2+jxO2kUs/rqkPHG8ABA5ae5bwajDa2kdiFAI34YCihASlrGxCOPhaEVEaI0JIYQlWyHVQnseyDRvJadOWvKxMuodKWfLOi6yvqGPCY0/SmJKDFg7t8jJZu3obJbX1QXsgXThIqagLtDk+cERRNjlS8s72ehupNdA5LNnQEOXNyW9z2/ln0/PAQQgVw0iHaR9PZe7qTQw97ngiFatYvuQz0rr0p9yLoIzGyBSkE1RN1QLHDdsCV9gchJAAX9o+DAVe7dINUdtYR6Fs4pfX3sbBh19o+08JmmK1+LEmGhp8Gv0YYQw6PRuvopTUkMSvU8z6Yj7rN1fQ0FSDV1VJUaZgYJ/eNJSUsH3xV6S76fi+R1llBcIP89ys2Yz+5c1ce+aZ3PGLm4mpGG3bt6Nk+3qUaiAkPZQMoX2fVMehvKKelJQIhZkppKdFqFYgYhrHr6cJB5ORSl19LcbT5KfnEHWryZIpVJZuoWzddsJOGhXFxUyty6CrK3h+4ssUPPL/uOv+/+OSsXfz9XIIEyGU0kjf4nyWbK2gS3Eb/PpNPPLWIlaVbOX0A4vp7xs+qq6lIS+LTCPBhNAihqcEKIN0DEaFUSpKOCUdKQT19fVI1w4AE+TmqqBKrjAg5I5VJik0UkpcI9EQWLyCdAxaCIQ2SCPxiQWrLi6xmLITDazcS2uzl+6y/zwsWLDgfyraNn/+/H/Jfjds2EBpaekefednP/vZv6QtceTm5u6W8CXx42DBggU/6vGKi4s5+uijf9Rj7g7/i4SxNc/Rf9Wz9vs8RyorKwE4/fTTadOmzd5uUhJ7gL2iIQinpVGzbSPvT/8YLzUDgYvBRwd7b150CAItfbwSqBC4WuHrHbaFBnDMDutDqQwprsAJuxjj42oXJ+zgKYiFFHdceDr7ZSnapRku7TeIhZNe4JFHH6Y+K4eK2iaampqYu3gz2+vqrabaQJuwQwhNrQpWDAQc36GI/drn8ebG7Sg06cLQPkWQimSr73Agmv2PPAJIAb8R4VWTmteenIJ8KisayCzqRnanPsQybFQ503FxpI8QBqENYeETkh4hIXEFuA6osF0JSHEcUqUkOzubitoKYmUr+fW1dzL08Avxm+qo2V5GdW0pyotRXVLBkqVf0thQR2p6GqqmDjcmqN1ey5QP5/HV5m2Ul2ymcssGilIb6dE5n9XrFrNh5eeYhkoc3UBhbiqfLVnOXe/P4HMvjUvPOoMPHvszjV4NqTkpVG3fgIh6pKemkRvJwI9CU60HTU2EZSNLVyyjtKaJvKx0IqYeV/hEslPJyRDEovVUeZrUrAyEaiA9NY3CgmKO6dadnJwwToYgw3WpIMa2DJ9OfbN48vV32NLlaK677FwagWrRxOsffoTxq2lYO4Vf3vFLlm2u4IKTDuXvb/2TP7w2gzFjruH6YYeQUlNHvS9oEhqhHBxhAjcdgcFHCIf09GzCobRETocxwiq8hEZrMFrbhFkjMEi0lmjjoJVAodGBu5IR4CtbUEsLiWcAE0YrSVPUs9p+7MRWKWOP8RNjzpw5HH300eTk5NC9e3d+9atf0dTUBNhIYMeOHXn77bfp2LEjt912G/PmzSMSiTBv3rwW++nbty9jx45NvJ4wYQL7778/OTk5FBUVcc4557Bp0yYAIpEIa9eu5ec//zmFhYWAXbq988476du3L9nZ2XTr1o3rr7+e+vr6xD5jsRi333473bp1Iy8vj+HDh/PZZ58lPvd9n7vuuov+/fuTnZ3Nvvvuy/jx41u0s6SkhDFjxtC1a9fENuPGjUt8vmzZMiKRCJ988gmjRo2iqKiIjh07cuONNybyfb7r/HbGXXfdxaWXXsr69euJRCI8+uijic8aGhq46KKLyM/Pp6CggJtvvrnFcf7+978zZMgQ8vPzKSoq4owzzmD16tUATJs2jZ49ewLQu3dvRo0a9Y3XuTniS+tTp04lEonw+eeft/j8iy++IBKJ8MEHHwCWIIwYMYKioiLatGnD2Wefzfr1679x/zsvfY8fP57i4mLmzJnDYYcdRkFBAX369OHZZ5/91na2po+/q//mzZvHSSedRFFREXl5eRx66KF7JOvZtGkTF1xwAe3atSMzM5NBgwbx4osvAvDUU0+RnZ3dImp8zTXXEIlEWLZsWeK9v/zlLxQUFOD7fot9f5/vf9f4PfbYY5k4cSLPP/88kUiERYsWAd99Dc877zwuuOAC7rzzTvLy8njnnXda3Ud7iu86B4COHTvy6KOPcvXVV1NUVETbtm0ZO3YsJSUlnHnmmbRr144ePXrw3HPPJb7TXKLT2vt41qxZHHTQQWRlZTFw4EDee+89hg8fznXXXddim/gzMi8vj+OPP565c+cmPvc8j7Fjx9KjRw+ysrLo3r07t9xyy7euJmzZsoXTTjuNnJwcunTpwkMPPcQdd9zBfvvtl9imtLSUMWPG0KNHD3Jychg2bBjTpk1LfL675+jO+KZtHMfh97//PZ06dSIrK4uRI0dSUlKS+Lw1z9LmEp3d/VbsjDvuuINzzz0XgA4dOnDKKacA336PtfYagL2fevToQXZ2NkceeSRfffXVN/Z/c5SUlHD66aeTm5tLUVERv/rVr9BaU1tbS15eHvfff3+L7ZVSFBcX85vf/KZV+/93xV4h+MKHUDiFNrl5COODUPgYpAcq4ZRjkxrj0hutdeBYI/C1RjoaEQojcFBSYwXrEkME6WgijoNQkjQ3gkzRRByXZV/PZUj/Ptx8y595+6/jOUZX8uiEN5i7YimNOCxetx0Va6KsshGlosRr4xZnCbJdSbWxxbgQmiM6d+CIXm35x9K11MQMKY4gPzUFv0nwdcxjiFHsm5tB0WEHI5AYzxAtKcXJzic9M4dapXFSMvAI0+BB1DQSSgnhpFg9t3E1wrWJmm7IkBIWREKCFCVJDztox6Eiplm/dTPUreP31/+RQQecDmj8Jo1yPBxXkJaShgg7DDv+MLp37sCaFevZurGchQs38N7HC1lbXkFVQwPt2hl6Zvmk56Qyd/7H/PPTL3h+3kYW1kZ5d9l6xn20lI/WVxMzLueeezJOdTlLNq3DCUnqKsvJShWkRFxoaqSkrpLSrcvIknX07ZXP6acexbGH90U2lNNQXUqW1LTJzyLSJp9QbjYCj4yQg/QMWho0ivLaStpGwhzSaxC5fQ6jU+euFIlU9inuxAkHdaNvRg2zPp/B0J/dzO9vu5I+qSDC6cxYvIH9DhjIdeeeyoLlG3j3i0Vcf+FZxPw07nt5KgcdfC6DOgyg0a+nSfk0GdBKoJXCCAFSgXCoqamhuroSrSQoB4HN8TAtknF3SMNsdWXHFrAyOxyejCHQ+dvxrBUoBUrZCUK8loNSCq3iWvyfDuvWreOkk06iW7duvPfeezz00EM899xzCaIeDoepq6tj3LhxPPXUU1xxxRWt2u+MGTO4+uqrueaaa5g3bx6TJ0+mvLycCy64AIA1a9YA8PDDDyeIzCOPPMIf//hH7rzzTubNm8df/vIX3nrrLX77298m9jt27FieeeYZ/vCHPzB16lS6d+/OiBEjWLt2LQC33XYbDz30EGPHjmXevHlcf/313HzzzTzzzDOJfVx++eXMnj2b5557jrlz53LLLbdwyy238OabbwLWGQnglltu4eabb2bLli1MnDiRxx9/nNdff71V57czfvnLX/KLX/yCjh07snnzZn7+858nPrvrrrsYMmQIH3/8Mb/61a949NFHE5rRuXPnctFFF3HCCScwa9Ys3nzzTerr6xM/kocccgiTJk0C4PPPP29xnq3B8OHDKSwsZPLkyS3ef+211ygsLOSoo45i48aNHHfccUgpef/993nvvfeoqKjgxBNPTEwEvwuhUIjq6mruueceXnrpJUpKSrjgggu45ppr2Lx5826/09o+/rb+i0ajnHLKKUQiEaZMmcLMmTMZMmQIZ5111jcetzlisRgnnXQSK1as4JVXXmHBggWcfvrpXHLJJbz99tscddRRRKPRFhHzTz/9lI4dOzJjxowW53LEEUckxlYc3+f73zV+X331VQYNGsTZZ5/N5s2b6devX6uuYTgcZvHixSxcuJDJkyczZMiQ7+yf74vvOgewY+ZPf/oTI0aMYPPmzdx999386U9/YuTIkdxyyy1s3bqV0aNHc9111yWiws3Rmvs4Go0yatQosrKymD59Oo888gi3334769atS7iorVy5khNPPJGioiKmT5/OtGnTyMjI4IQTTkhMNv/4xz/y4osv8sQTT7Bw4ULGjRvHq6++yl133fWNfXDVVVexaNEiXn31Vd566y2mT5/OK6+8kjiu1pqRI0cye/ZsnnrqKWbPns3gwYMZOXIkS5cuBXb/HN0Z37TNK6+8QllZGW+88QbPPfccs2fPbtHe1jxLm6M1vxVjx47lL3/5CwBLlixh0qRJ33mPtfYazJgxg2uuuYYzzjiDuXPnctttt7UIOH0bbr/9do499lg+/vhjrr/+eh566CH+8pe/kJmZyZlnnpl4xsYxbdo0SktL/+PlpXtFPCAdg1YarRSO44I2KOXjC4U0YWujSVDEKvhOwsFEaJxwKrHaWkqqS+lY1AHjyaDqrEE6Ai0hZhThFBehfTzfYByf0SOO5Y+3PwzaMP3vH/LsO0tpMILUtFzKq2vJjoSoabLVRY20soze+WGEFiyvbQpc9w37t2vLSd07MWn+ErZEwQlBl5wQDXWaUm3YJzMNt66BuR0780ivrqCbaPKilFaWEzMOeE3gNyKLelCxdiX5HdKJ5ERYua2M3EgKyjUIDWHt0iRiaAGOESipCWe4bNtaRkQ30ql9JlmhLK69/J/06jMMrzHKimVfU9StIxnZGVRsrmB92TpSUyNEQy7RhkZSHcP8JWupU5KoNHjRaqisIa8ojfR22fxuwnNU1DaA4+Apn2VbSjHBvC6MBEdz2dnnMO/DT2hUkJmZjY41AR7VTXVs3rCGwhSfgwb1YH2V4c8ff0WbyFp6dOtM1/b57NezB1kZqbw3bS5lJXXkZ+WRnl6D8RWNysOJaUQkjZBIpVpF6RBy+XzLZpze3ShM88hpn0Nuh2544e20NSnMXzCboadcxm+ys/nH5KlUG82MGbPYd/DR3Hn3Xdz30B+Z8MqbXH/1lTQ0am58cDy1UUO/3v1QqoKlm9YTctMIOxKjBMJNQWgf34+CBOOLgKADAXEHcEMRhLDEnGaOTjbSb5d94itQpll0yCb5BvuROxyfhAm898VPS/AnTJhAamoqTz75ZMLfv66uLkEuhBA0NDRw7bXXcsIJJwBQUVHxnftdunQpKSkpXHjhhYRCIbp3786kSZPYsGEDAPn5+QBkZGSQl5cH2Ajisccem9B09ujRg1GjRvHee+8BUFtby4QJE7j33nsTkerHH3+curo6Vq9eTX5+PuPHj+fWW29l9OjRiX0sWLCABx54gEsuuQSwP8aO49C1a1cAevbsyZNPPsnUqVMZOXJk4hzOPPNMhg4dClgi1q1bN+bNm8eoUaO+8/x2RlpaGqmpqUgpd1mWPuaYY7j66qsBGDBgAOPGjWPOnDmcddZZ9OrVi1mzZjFgwIAEYbnuuus444wzKCkpobCwkMzMTABycnIS/28tHMfh9NNPZ/Lkydxzzz2J99944w1GjRqF4ziMHz8eIQTPPfccOTk5ADzzzDP06tWL1157jfPOO69Vx4rFYtx6660UFxcDcPHFF3P33XezePFiOnTosMv2re3jb+s/x3F4//33ad++fWLM3XnnnYwbN47PPvvsO1c83nvvPZYvX86cOXMSkdXbb7+djz76iMcff5x33nmHLl26MGvWLIYMGcL27dtZvXo1Y8eOZebMmVx22WUAzJw5k5tvvnmX/Xfv3n2Pv/9d4zc7OxvXdYlEIomx1pprKIRgzZo1fPLJJ4l7srXwfZ+6urpd3nddd7c6/Nbeg/vttx8nnXQSAOeccw7XXHMNQ4cOTdyX55xzDvfeey8rVqz4xgnJt93H77zzDuXl5Tz66KPss88+gCXCRx11VOL748ePJyMjgwkTJhAKhQCYOHEiHTp04IUXXuC2225jyZIl9OvXj2OPPRawSazvvvtugqzvjO3bt/P+++/z8MMPJ2RFzz33HD169EjUz5k6dSrz58/n/fff54gjjgDgwQcfZOrUqTz22GM88cQTu32O7oxv2iY7O5uHH34YgEGDBjF58mTmzJkDQE1NTauepc2xu9+KnZGWlpZ4RuXm5pKVlcVbb731rffYiBEjWnUNXnzxRdq1a8e9996L4zj07NmTqqoqLrroot22pTlOOeWUxDNk4MCBvPPOO7z00ktceeWVXHLJJTz33HPMmzePAw44AIDXX3+doUOH0qtXr+/c978z9koEXymNcCQyHEJ7iupoA44rCTluQp5jAt/6HYmMDlpbK8KGuhradCzmlovPI1ZZTqMShAS4GFKkQ8QNERGGiPERDqRISWlNCSMuvo2c1Fze+r8xHHnNrynVEjfVZWt5NY6BWk9ZEi+sR//AzvlkhR1WV8QC/3LonBbirL49mLlsLV9W1mLQtEsNEfGhLOqT5mpOzTLMMJIOQw8kU2SyfetGfN/HDadR0VBNWX0VjjF07NSd7C598Bp8jNKEXIFwHVzXwREaT3j2gRhyCYUdIm6EtWtX0yXb5f/deCcTH/gHjz70Ib36DKOxPopuqiQ33RDSsGHZWjasW01ZSTm11XWsmruE9cvXo2IC3diI1xCjZnsVkZggM1pCxLH68caGejwMnvIJy6DAE5p2IU0MOOzwQ+kUcZi1eCUiPZP0tAhKKVaX1VBdWkavbvkcdOJIXltQwqNvz2T+4uV8Mn8Rj788md9O+CePTPmM7Y2ac886hn07Z7N101pcxyHLjRBywzQ2RXEQOKEwMiWHorY59EhPwaSF6dKjmHaZ2dRUV5EaScF1Q4i6ct6b8g6x/U7khFNOJjO9DZU1TXw0+XmWrVjN//vdAxT33pfHH3+MVQs+YWh2FaZ0DZ9M3UCK25kexV2RAeGWjsI1yk4WpYsQDgg/KJJmV2+MsJVoQ6EIjhNCxcstGBKJuUoZ0A7aFyhP29fQzBGKHZWVtcEogdEORtiE8p8S8+fPZ//990+Qe4ALLriAJ554osV2exrNGz58OEIIjj76aP7617+ybt062rZty4EHHviN32nTpg3vvfcew4YNo3v37nTq1Imnn346EZ1bunQp0WiUwYMHJ74TDod56aWXOOaYY1i0aBGxWGwXHe7hhx/O6tWrEwQkIyODxx57jMGDB9OlSxc6derEkiVLdpm49O/fv8XrnJwcqqqqvvf5fRMOPvjgFq8LCgoSbc3KymLdunWceuqp9OnTh06dOnHppZcC7DZq+X0watQoVq1alVjOXrhwIWvWrOGcc84BrFznwAMPTBBDsPKJrl27JuQfrUXzPs3NzQW++Txa28ff1n+hUIhYLMYNN9zAgAED6Ny5M/vuuy/Quonq/PnzSU1NZcCAAS3eHzRoUOLchw8fzqxZswCbQDhw4ECOOuqohDxpzZo1bNq06Rv14Xv6/daO3+Zo7TXs1avXHpN7gCeffJL8/Pxd/uIrTTujtefQnEBlZWXt8l6cLFZXV39j277tPl6+fDk5OTkJcg9w6KGHtpiEL1iwgEGDBiWIZbz9vXr1SvTdySefzEcffcTo0aN57bXXqKyspHfv3gn53M5YtWoVWmsOOeSQFufSfGIRl8kdfvjhifeklBx22GF7fN/tDvFJTxwFBQXU1lrjkNY+S3eHPf2taM091ppr8PXXX+/yW9ba5/Fhhx22yzksX74csKukffr0SUTxtdZMnjz5X57H9GNg7/j4iRDGVzR5MUzYpX9xJxwBnm+dchzhYuvPOgn5QnMXHeNLpAizvbwO33HJkC6O9m3RIAwhKYi4qfjaEA5rZEgzoFMuzz5wJ9eOPJFf3P8sGoMbFsTqfdLdMBW+wQR+6IQExw/sQue0EPO2RPEwICT5juTsfv3YVFHO1M3bEEh6FoTJDhsqPUmj0Zya5SC9RkoBb8t61qyYh4l6bNu4nnlzviBaJ8nLzIXVywhrGHTGpWSkZeM1xMhKS7e5CCaGcEK0ycwnIz0F6VhnndUblnBo3748fv/fOfiQ89hcmoqqdSndtA6vsQTdECUtvYA1S1YQi/mkpqSRlpFqLSizU6neVMoHr39GU6PP9nWrCaVIRPUmMtul0b1fd0rLyqlRgXsRDp4GjNX/l2kBQnPtZaPxK0pJiaQT8gVNTTGiMR9XK7LDhjade3P/q9OYvugrtKcpEJJ9UgTpAqKNTbz2/oeMvu527npxBr0OHs6pxw+gobGKbXU+kRSXrKwspIlh6iqQTQ1k5ORRkJ3L5k2lhMJtqPejGAPhlBB5EUl9vSEtksL0L+ZS13U/zjjzFHLzulJd5/HSE48zf+ZHXHXx1eQVD+CFGYv42z8+IK2hnPXz5jL+kdfZvDqNtumdyYgYkC6e9sC4COOgkbiuixQGIXZYrxrj0NjQRFOTZ12cjGjmxkMiyTsu00kk4UqZiNgbIRI2mcoXKGXwPYXn/bQi/MrKylbZ12VnZ+/Rfnv16sWnn35Kt27d+M1vfkPv3r0ZNmwYX3zxxTd+58Ybb+See+7hqquuYurUqcyZM4cxY8YkPo//KKenp+/2+/Efp+OOO46srKzEX1wOs23bNjzPY8SIEXz44Yfcf//9zJgxgzlz5jBw4MBd9re7yGN8Ref7nN83Yef+jwc6wC6jn3feeRx44IG8+eabzJkzZxet8g/FYYcdRvv27XnjjTcAK8/p0qVLggDU1NTw0UcftejTrKws1qxZw7Zt2/boWKmpqbu819yytjla28ff1n+rVq3i+OOPJxqN8uyzzzJ79uwWORvfhZqaGjIyMlraL2PJWHy8HXXUUYl9Tp8+ncMOO4zBgwezdetWNm7cyIwZM+jUqdM3kr09+f6ejN+dz6M113BP7/M4zjzzTD766KNd/nZnobgn5xCJRHZ579vuy93h27YvLy/f7apX80lOTU3NbrfJzMxMEN3zzz+ff/zjH1RVVXHJJZdQXFzMueee20LT3hzxiUxGRkaL9+PR9vhxm5qayM7ObnHNJk6cuMf33e6w83O0+RhvzbP0m7CnY6g191hrrkFtbe0uz5ed+/ebEJ88xpGent4i9+uSSy7h5Zdfxvd9ZsyYQU1NDWeddVar9v3vjL3m7yFd8GubyGvfjuKCDqzYvB7hhiBB5GWiEqhSykbVpYvv+6Rlp7N1w2r+Om8+vbt2wegoSoQIGQGui9AKnxhGhnA80GFJnuMy8913ebMGhBFIYQhrQ3qqw1eVUZs5K0FozX492xHRjUxfWYIOPoiE4NReXUhLDfH2V0tpADpmpZIbkShl2FKncIF8FP+ogNScDA4ujrBq6UKGHno0GxatZNb8ReS260JhcQei6zbQ8NqT1P/sV6QV9iPLXUCdrkFoQ0Y4g7bZ+dQbaKqJIXxNZU0ppx1zDv93zWNIAcvnTqdWGbTXjlBqCqresHrjNlLDhqaGaipLFZs2bufQY4fi+A2YSA4iVIYTCROtbUQ7hqa6KkIhRWFuETXr1lBfXx9UxbVVc0EiAq99Xxl67tOHYT0H8NnfXyIsPGQ4QtT3SQuHaIw1sN9Rw/hgzmKWfW31gAZonylwtaQRDcLQK1OSozXPvPQ33prxOeNvuYTRo0fw1uSpLN9YSUFBPrmpYZpMI75pIOLX0rsgxLufb+ardRvonhOhRGbSqU8/srLDZKdvZ/4Xn9H1kOEsXbWOjB59Oe7c8wm93kjZvMU8NmECN500nyG985i/HKZtrKbz9kUc0X8An369kXf+NolO/QbTf0hX2rapprLWx/N8MBIhQZowGg+ETeh2sCsWvmdzHBxHNpPuiETSdyL5W4ZwXYnSHgiB49riVloFVqeJyrl2oqD0TxvBb9OmTeIh2lrs/CCOo7GxscXr/v378+yzz6KUYubMmdxxxx2cdtppCU1ocyilePbZZ/nVr37F+eefn3i/pqamRVt3fq854g/pZ599drfWbR07dmTOnDksXryYDz/8sEXUpqysrNUWk605v90Rk++DCRMmMHz4cH73u98l3tu5n38opJScccYZTJ48mV//+te8/vrrLfyps7OzOfTQQ3c7sWjtD+j3xZ6Mod3hlVdewfd9nn/++QTR+yYZ1e6QnZ1NbW1tYmU5jpqamgSROfLIIykrK2PlypVMmzaNu+66i5SUFAYNGsSsWbOYMWPGtzrM7Mn3v+/4/Vdfw/bt23PooYe2atu9eQ/+UKSkpNDQ0LDL+81XleJjYGfU1NTQvn37xOsRI0YwYsQI6uvrmTJlCjfffDNXXnnlbj3Y48+Hne/l5isY2dnZpKSkJGQzzdE8Sv2vQGuepXsLrbnHWnMN0tPTd/lt+LaVneZoTubBylSb3xejR4/m9ttv55NPPuGf//wnp5566veeDP87Ya9E8I1RNMYEaamZlJZtYcoX08jJyEEidyQjausuEPfCN8bg+9YSE18RioTp2KkDnl+PMh4S0CFBivDwhcKVkrCriEkozEpl8+dfsqba2l1qW4uWkkb4urIJEedUGvoUppBdW8+0RVup8mzF2oijuaB7J7rnFfLZyvV8XRcjKy1Ct9xUqhsgNy2PyqYYp3TNY5XMYLkPBwzowqknnsU++/QljM+XX3/N5opqsvMi5IYz8ASYitVsf2c8VetXE2rMIpQRJuSmYaSgNlZHWeUWlJBs3r6eQf0O4vZr/4S3Zjlf/u1xti9eQU6nfWmorMXxPEo2baS2rpqSkjIaoh6VZTVkZGfSWN9Aak4mZavWUr5hO4gmSurL0bEm6ks20aFDR9pmpbJixTIefmOKdQ0SQWdgVzSUsjfa+accz/blK1m6ZRvKieBGIoSkYXtlJZl5RaSF85nz5Qri3ZniaNJdqNKaAjdEGE1xlkNBhkMeULp5DWdcfwe3vzCdfgcP4bwTh5Cpyvl6xVKiUoKMsKWklOxIhO6F7Vi3cRuxugZU+Xo2fvYuCxd8RlZRLzq3a8e7jz9AXmqYBRtWUZ7WltN/di3DBg/Bly5/emch1WsXcUCHNgg0WzzDqo0b6N6umCwZYcPiT3jnhff4fEaMjLTOFBZmIB0/sXIkhEAKF4ED2ATwcMTFEXYsSylx3MBX3zJ1fE+Btg/u9PRMMBK09dOPR+ybRxZ3RJx+2mJXAwcOZM6cOUSj0cR7kyZN4uijj26xStEc8Yd/PKIO1oVg69atiddz5sxh9uzZgP0xOvzww7njjjsoKytrEf2J94NSCt/3W0TOamtrefvtt1tEzdPS0pg+fXpiG601xxxzDC+88AIDBgwgEolQUlJC7969E395eXm0adOGSCSSOM/mkbLZs2ezdu3ab40C7ozWnt/O2JNjgE0C3Fky8dJLL+12X3u67+Y466yzWLhwIR999BErVqxoIa0YPHgwq1atolu3bi36VUrZguDsbXzfPm6OaDRKenp6iyju3/72N6B1/XXAAQfskgQLNqE5rsctLCykX79+vPnmmyxfvjwhuzjkkEOYMWPGdxL8Pfn+nozf5q9/qmu4O+yte3BvoEePHpSXlydcqcC6tTS3nR00aBDz5s1r4YhTVVXF8uXLE3LBt956i3Xr1gGWaI4aNYoxY8YkkmF3d1ygxWpUbW0tH330UeL14MGDiUajKKVaXLOUlJRdclZa02970reteZbuLbTmHmvNNejVqxeLFy9u8bs1derUVrUhLpGLY968eS1kW23atGHEiBG8/PLLvPbaa//xybVx7B2CryCGj1I+DY1Rhg8/hk5tCqirq4VmpMdWuTU4bryyqEQracm/CiE9hRDaFiPCwTUSIwSOFIjA9rDBceiXruim6xFIECCChYhGP5bQVQsh6F+YQru0CBWV9dQZjcJFGDihQzZdsnIpqapixpYSEHB4/30J5+SQEW1i0aYtdM7JpFe7dnxQYWfgfQrbsPDLr5j7xUI+/GgGH32xkMzsDIqLOtKuKJei4lTy9+lBihCkyTrcbYZO4VxqTBXGkdQ01pKRkkpV+Rbatsnml1feB5tWEGvcjszJRkcbqHr1H2x77QVmPP0Cy5duJGRSKFu5ntJ129BRD6+2EmlixOp91m6sIOZ7eA31qHA667ZsIjUtTHZYoKONVNVHadLaRq6NvdS2v4JYfkYmhw4cyNeLF+KnZOC6Ll7MEuCMVElhx46sK6tg9dZSe92A9iEXLTWVTYowPrkpgs5tM6lXgsIUh7ywADSvvvNPzrrrKT7YWMnBxw1n5PB+tHUVjtRUNRo87TOgKBVqNesrDEW99+PgIQeR57h89u7bRPM7c+hRR7Lg70+T0VjB6o0rUG170KP3AIzWRAVMX1NN33ZZ5KSk4xlYWlrJurIyCvMKOLRzBwrUFr6e8T7vvLWMZWvSyMrKIzsjRJOOorTGESGbTKs0aIOUBEWtJMrYCsnxpEetNW7IQaNpbIpSU1MTyHhA+9Zy01bBtZp73xhro6l/GCnbG7jsssvwPI+LLrqIzz77jLfeeotf//rX9OnT5xsTxDp27EibNm2YNGkSvu9TVVXFjTfe2IKIvv/++4waNYrXX3+dNWvWsGjRIsaNG5fQ26akpJCamsr06dNZtGgRQgj2228/XnjhBdasWcPixYs5/fTTOeGEE6ioqGDFihWkpaVx8cUXc//99zNp0iTmz5+fcFg5+OCDycrK4tJLL+Wuu+7ilVdeYe3atUybNo2TTjopoVsfMGAAKSkpjBs3jq1bt/LBBx9www03cOyxx7JixYpvXFLfGd91frtDbm4u27ZtY8aMGd9qMdkcBx54IB9++CFz5sxh/fr1XHvttQlCNm/ePBobGxNa9ilTpvD111+3ar87Y+jQoXTq1ImxY8fSr1+/hE4d4Oc//zl1dXVcdtllLFq0iFWrVnHvvfcycODA7yVJai2+Tx/vjIMOOojS0lImTpzI1q1befLJJ/niiy8oLCxk8eLF37gaFMfxxx/PPvvsw1VXXcXcuXNZs2YNt99+e8JVJI7hw4fzxBNP0KdPnwRxPfTQQ3n33XdZu3Ytw4cP/9bjtPb7rR2/ubm5LFy4kEWLFlFeXv69r+GVV17JjTfe+N0dvQfYW/fg3sCJJ55Iamoqv/zlL1m+fDmzZs1i7NixLSY9V1xxBQ0NDVxxxRWsXLmSJUuWcOGFF5KVlZVIQH300UcZPXo006dPTzx3Xn31VYYNG7bb43br1o3999+f+++/n9mzZ7N8+XIuueQS2rZtm9jm6KOPZuDAgVx88cV8+umnrFu3LmGZ++STTwLs8hz1PG+XY7Vmm53Rmmfp3kJr7rHWXIOzzz6b7du3c8stt7BkyRLeeOMNXnjhhVa14Y033uCVV15h/fr1jB8/nlmzZu3i1nXJJZcwadIkQqHQd97P/ynYOwTfkbhYIp+fkcWcz+fy5dp15OTkJoo3xSP58X8t2Re2yJC20U8NKOMihIuQBmOs/7j4/+y9d7xdVZn//15rt9Nv7/cmN703kgBJSCCh9yLSBEEsiIgKFoqiM+BYwIFRQbGggmXGwUaQ3tOA9Ep6vbm9n3vqLmv9/jjJHbGM6ET9zXzP+/W6r9e9++yz99r77JM861mf5/MgMQNN2FAEbhZZmiBUVgso0KDx4YjlpSJAApNqS2muqiGV88gFGk8KwOe0qiiTQyWoUIiudJ4Mmqn1lYw0BHt2HKI359KT9zmjuZKOwQy+0kwZWUFDTS0tfUlaDu1i+YtPsWzFGtoHM4RLEkwaN5YTG2PMHQUxxyKwY6QGB5gTX8BxI2vZe2gtaTfFwfbdaN3L1277ETWJOvKhONaImUw8+z2MPP5Eena8RGJsPXWTRtGzdxM7N21l1IzjSCRiRMKKBeefTGkiyqaXVoFwcH1FJjDwswFx02J8cz1+dhBbuQT5gSMFxupIFl+hpUJqjcAudCpIDRAEQxD4GNImQGDIEBEjRFUkRCo7gECB1kSEpDqiQJtYysBwJLVxi8q4iZ/3mVDvYEujsEIiId3XxVe/+xjX3fefLO+LEWkay3HTJ7Do+EYi+V4i7ZuoMT0cx2EomSXlRJl63DwWzp1N356NHOrzyVSPY+VzL7J33TqWb3yTkYtOZdbYUaChJaV4dXcXkXACEwuhJT3JDmZPL+UT7z2LaxbPZlp1mL4dK1n178+z/KUc2qhnRGMt0bAm5xYyJ4YFtiML0i0pMKWBVEahl4MCQ1iFgvBAgzbwvSO1JkeKx4OgsIJ0NEOtUcPLkEdXrf6RNDU18eSTT9La2spZZ53Fxz/+cS699FLuu+++P/kex3F45JFHWL16NdXV1SxatIjLLruMcePGDWdPbr/9dq6//npuv/12ZsyYwbnnnovWmieeeGL4+j/96U/zy1/+krPPPpt0Os13v/tdgiBg1qxZvOc97+Gmm27i7rvvZsSIEcyfP5/Dhw/z5S9/mWuvvZY77riDU089la1bt/LEE08Md0y97777uOGGG7jzzjuZNm0a73//+1mwYMGwV3ZVVRXf+973eOGFF5g0aRJf+cpX+P73v8/NN9/MgQMHOPPMM9/RfXsn1/f7XHbZZYwaNYqzzz6bRx999B2fZ+HChZx99tmcfPLJ1NTU8J3vfIfTTjuNG2+8kaVLlzJ79mzOPPNMbrvtNj7xiU+8o+P+PkIILrnkEjZv3vwHhZEjR47k+eefp6uri1NOOYV58+bx3HPP8ctf/vJvaqX419zj3+fcc8/l1ltv5c4772TGjBmsWrWKRx55hA996EP8+Mc/5q677vpv32+aJr/97W8ZPXo055xzDjNmzOCFF17g8ccff9t/8qeeeiotLS1vC+jmzZtHS0sL06dP/7MNfd7p+9/p8/uRj3yE9vZ2Fi9ezLp16/7qz3Dbtm1/0n7xr+VYfQePBTU1NfzsZz9j9+7dzJ07l0996lPce++9JBKJ4Sz1mDFjePrppzlw4ABz5swZdrR54YUXqKqqAuAnP/kJY8aM4corr2T69Ol84AMfYPHixfzrv/7rnzz3j3/8Y+rq6jjjjDO48MILOffcc1m0aNHwapNhGDz55JNMnTqVK664ghkzZvClL32JO++8822Trt//d/SP8U72+X3+3L+lx4p38h17J5/B6aefzte+9jV+9atfMX/+fB544IFhs4g/tRp9dLLzta99jR//+MfMmDGDu+++m8985jN/4BR02mmnEQ6Hueaaa/5k8ut/GyKfz/+PUoy33noraw5vIKAQSJpakMlk0VYIS1oIFIoAkEcywQae56GUPpK9BxsINCgkUoJjCaRQGKY4IumBqAFaBngG1JYlGHhjCy9s7Cy4ovzOFYhCnpq5oyuQvouXzXFoSNKRyzGzJMIlzTUQKiMf+Hxz0x5sB26YO4Xkzi142Rw/GRREnRC3zRjNv63fySHX54rTFzFh0ghe37idqdOOI+ZofvX4Uqomz+LeL9zBjvUb2Pvrhzlvtk1pRS2rWhvZtu8wfUNh3nfn9ezpfY7DB/aTRXPhxV9g1sQTUf1d9PQNYJsStM/2/T2UlEnGTZ2JYzr079zA4d2HyeQ9hpIuViLK6CkT6N15gLe278O0orS2d9CX9dm0cxdjq+NMrg8x2L6P0RUx3ty+g6++uAGEGr4/ElBHnYyA+2/9CLNG1PPqhq2URsrxTUFXZw/u0BBTZs9gf98hvvTtnxITBhERMLfBoTulSWahT/lMaIhyygibjfuT1NeE+dm6IdJKUyYNMhSsTQNlAorSimoWzhjPaXNmcPzEBg6vXcaDz66CUScx8/h5JCogm+pn5IjpVMbibN28iedXraa9q58J40YxsiFC8/T52L2t3HXnFyg0lVWYZozxlQlOGO3wyob9tMoEt119LqeML+Wt7Xv5zbLNvLS7A6EloapJzFgwifnzGrBIsWXnbjBsMH0sTPBdAjRKM7zKJJBoFIGvhiemCD08QdUKELog7znS8yHwFb7vFzL82mBK6Szuv//+/8nXrEiRIkWK/BX09fURiUSGA+t8Pk9tbe1wwf/fikwmg+u6b3M2OuussygrKxuWkRX5/w/PPvssl156Kbt27Rq2Mv3fzjEpsjWRBAICHaCVwnEcAi3/y23EMAiCoCBjEIqCOMcgUEFBUoMm0CCMo77hR3TSCKRRsJjMmwEGkorSBDrZw7KtrQV5ji543AulQQgcRzKptgQLCEdLCSpK6NiwjUnxCBeMG8mgqxgRj/CL9RtJ+nk+d8pCRmQ6oTzK3oxNqj/F5TUJ9nX1ccj1SRjQ2FiF9g2CbJ721jbClQkSFaU0qTwzRtRR6Wi2vVrFtj17WdQwHnK91NeN5ODBZax6bjmf/NcHob8VlQmQ0TKG9u9EaXCcCKFohM69+4nHSoiEo/Rs24QTr6FiwlzijWPZ+soyMkEGdzDFxheXY2iIxEuxEiWUunB4/0GkKSkrrUCofmLZHkbVNPPIs60I1BH7xkKBrALEERd8BWS0ojQWwRGCLBov75H3A2zLIpfOk0vlMKSB0gGmhJAh8E2BtFyGkormWgdXaOrq45hmmKEgiSEklgADTRBAyPBpcgx293Xw5CsdPPnKMqZOncU1Zy3gfe+K8vS6w6QGuykpr0RKl8N7d9ARLqFy7ARumT2HR7/9b2za8hbz513HQFcXlU3juOrCs9ny/FPscSVDQZpEopoF8+cwfVwV3/jFOu75zr/TduVFfOjsBZxzyiy+/sgzfOOVreR63uKN3+xi78YZnHDGJCrqG5FBkoG+LF7gYdo2QnmYQqAIMKQBKiBQhX4MhcAejk5WARQB4sjqlT5arTA8AQD9/4dWtkWKFCny/yDJZJKJEyeyZMkSPvvZzyKl5P777x/uD/G35OKLL6azs5OHHnqImpoann76aV555ZVhN6si//+gtbWVjRs38pGPfISbbrrp/0xwD8fKB1/6KKWQ2kBTsCOUGhBHOtRqjmiUCw0zjnqDH10GCTQIYYIuaPQRBV201rrwXtPAljYRW5LzhigPRxgbNY90ppWFCFYItBaMqithfFMttiWoq6tjf3sncVtxxsh6BrMCu7KWXuXzejLH5TPHMXpwJ32HDyJ8+E1LhglRm0trLFYd7kIAMyeP57iFJzKU7MEKRYnEwoQ8aKxrovvQbg4c2Ed5RT2R0ia2bW/nwCEfO1xLudfJScdNYt8bz/HA7V9ElTWiTUnfmmcIdq9GD/RiG5LB1oP0HzzI/o1r2fD6anq6hzi4eR0rf/JTfvvwT2jtGkJGohgo7JCDDllkkwM4jkVVdQIlDUpCpRhBHuFmcQybtHLodWXB9aWgYkIIAweJ0hIlDLSEqto68p4EbaORpD1FNhC05wP6A4eRk2dSIQNMBVUhAzNsoZSi1BFIQ1AZjRCNV1BVXkYqVchumwgiponQGjCptQ3KHYOoMDC0xMBk65YN3H7fg3zl1xtpG0wjvW7yAxl6+w1SXgat+jiwdzu79rdy7cfuYGylxc9//SyRkjK6unqYetpFLJxSysmjImgtWLO3jV++sp146Ug+fek8mk145D9+w60PPcmaAYt/vvtj/OiudzO6pgII6Dmwlt9+95e8vHQXew9pEjUJ4mUmaBchJUJKLMMGHRxxXSoUiRcaZAmU8tHaO+IKZfyX5eYR2c7R7D784zX4RYoUKfL/KolEgqeeeoq+vj4WL17MkiVLOHToEE899RS1tbV/03M/9thjTJ8+ncsvv5y5c+fy2GOP8f3vf5+zzz77b3reIn8ZH/3oR3nf+97Heeedx9133/2PHs4x5Zhk8AOtkUIekSsYqCAAdMGUUen/6uqp9ZEgnv9yM9ECJQpBKFof8Sg/ErpLiRABGBLLEIRsyYDrkRe9fGBmhH95LUmf0EgtCYSiPm4wpbIS37fxlGbFxk3UV1Rw7swFgI0wJKNKqnjomeeYVBPmmkiGQ+0DjK2NcrjHZZfn8/ysCiKGYIMbYArJxLGT6c7kWLd1D0O+IBEN0ZUNyFqQ725jz9r1VNWOYMHpZ/La9pW4AwepbbQJSKGyTYycMo+tK37OU99v5vwPvJfyGR5D+/eAlyG5dS1+SQVjZk1AvrWBcH0DjWOnIfMZOresorp5PJ2bd3DoUIZIWTWhkjiOUERiAf39/eTSLoavKK+IU1Zuobt3U25F2PH6GjoHCjo8KQQCTVQHRKRBTgWEtERraMt5TC41SHo5Mv2a6ooElZE4aw90su5QJ80Zm7H11Ww71E1VzCBvSIJcQKeCCJoxdeVkRAnhbD+HVBK0xgCihkEW8DSUGQaeBmkUdHIxoRgTdticzbNjz24EEC0tp6puNHvbBxlbX0YylSUdKAK/jVjIZsEFV3DvnZ9kVV0Nk2bOxpw8g/bquTSoVcwud1jXl+fFTTuojErOOHE8N79rAd99Zi0r31zLqjfXMnnGTN576UJu+8J1vLBsPSufX0N77xCtm9fTvjlEy3HTOW5eLaVVGuVmSKezoK0j3asK6x2FZ1FjGAXf/MLqlB5+lhFHO98q/CA4YtMqCs21ihQpUqTIP4S5c+fy/PPP/93PW1NTc8z17EWOPb/+9a//0UP4m3GMKgnkkYLYAKX8YSvMINB4AfhBgB8oPD94W3ZTBeDrI91AKQSjBgaoQsGjlArDhBCasC3oGeimv6+Hxaedzyc+91EumVqJ0iYKRcKGRdMaiUXieG6OoaRLZc0Ips86EbtiDEZ5FY3l5azft4dd/QNcnHfp2teBH2QZ4WX5TUea+SMrOHXRSF7r6kMLOLnMoaQ0xLKlz7Nl+37q6+uJlcbRdr5QR2DGOPTKM3SufwOFpmbyTAYGBojkDpCzy3ByO6klx9ix0/nNg5/k1z/4GbqqmfCkGQjbxKmMUz15GonR05h+7nsYf9wiIokSrKoGRi55F+NOOp25Zy2irgTCqo+gYz/pQResUvxA0N/dSyAdolEDUweURmK4XgZsHzs5yDQhUVpjaMFJYcipQi3EKKEoA/5j6XPEwpqqSIJeXzDoQ8pzCZWWknQHqa1r5trPfIq01sRCAf1DPsmsZl8moKkUqkpt7ESI2soSUjkXDZgmhEIax7LIKZ9dWY+SEMTtI5+5hETYp9KBgoO8ZPO2t7ANm3w6xVAqRz6nUZ5PNtnPgfYOfMOhoqqO9WvfoPXwQZa/torauaezvVdw8fxmqk1w/YBnthyktS1FeUM115w+hUklhVWMbZs2cttdD3H/D59i5unH8YE7r2TGtHosoVAiw8ENb/DrH7zKGy+1k3OjVNeVEQ5rDCkBHykLtSFaB8NZegApQQg9vBJ1tJhca02gC5r9gGIGv0iRIkWKFCny9+UY+eAf+cX30QEEPqhAgJAYCIT4r9McdRw5GggVPPEBNOZRWYMShUYPBjghi1zgsWv/bkpszc8e/AZzxy7mrC+9QHddA+CjMZlaHyXIu3QPDtLV14+dqGDc6HHkMQhkjoTKkcsM8PM31jJPaCa6eYRyWTK1CSfmsCYd8MUzpyDK6niyLctoCZWeYnM6i2U4NDRW01ATo38gi0+Y0rJKREk5W3bsQGSHCOuA2ukn0tkf0NXpE3TvJxSPksl1EU93UV7bzItfv4Vtr7+JTNTgjBhD+YwTcWIJtA4QbgY/3YvK5wofipZolSM0ehZLPvFJTr/+KuacOpMR9SZlcoBs+wFOPW0GtU6KdN5AduwF36F6zvGMHFfHVSdEed+V47n+nInccEYDF904m6lNJYw0FJ+4qJ44cGgQnLIybDwsqWlLpdmaclHRGNPHTsGzykm3DTFBSBSCbOBTmTAosQwqy8ApKae8JEHIlHQmC9Xq5XZASVQRKAOBJKs0thLY0kILSc6HxkqH2rCBEgaOoWjv6GLT1m1UlZTQPZBCKokIFDnPZyDZj1SCuqZGBtraSPX18cbTS8l4ebZ0KjqVxYdOGUUERU//AP++bgfxcJiGhkouXTKVMyZXcdSPY+ea7Xzllodp6RnkXdefzoVz6mjUhVUkkU2y6/U1/Oo7y1j5/CCBLKeivpSSco00FH5Q8Oc9mskvyHKOOukE/yXFEQIpC1l7L9DDnW6LFClSpEiRIkX+XhyTAN/TIAOJkjZKH6l8lQX9j9YKJTTKL2SPlSq4jSAFxlHZjhAIaSC0ABUgDIlWPo6UeJkc1aUxrrvoIh6692dMTDTxwQ99lOdeXcNvX9yEAEaUmDRVVJE34wzkNQMDOcoqSomFbepLoljKR1qa595cz4ymOr77yB1cdNepnDNHMiUyxHOtiibglPxOVv/0Bd7MKsYF0JFX7Nq2l7d2bGfJgrmcMXUiOp9HCgvHshDhEG/u7GP9xm1UV9cwevw46mccT+vuNgLfoL8vwIiVIew4tVUTqZsyje/ddh0Htu7DqhiBliYoUejUa5qYTinSiSD8PG6yh2xbG5n2A+QHhsjkI9TOPZ2Zl76bBe86lQUnT6V6XCPvvuhEpJslPmI0VU6E7rDF2nKJd/p0NoyswZ7XhHviKF6L1XLchVM47cqJcM7pnHdaMxPbttDemyZdWkIun8e2Q5RUVlPhCMq0RATQOPY4rnn3Avp7Chr0ulobrTVV4RgymqCkNI7ycxwczCOQJMKSmpLYkeJnja2hNBEi5gjQCgWYUUFN1AAdYJiFR/D15ctoLIlSFTUZzLqgAxwnTIkdovXwARonT6eiroRDvWlC0iY/eBhpery4upWy+iaumlWJA2zceYDvv7aZE+bM5fQl87jk1OO5cHIFjiyo6YeSWX7ytV/x+pp9vOt9F/K928/jykllQMGuVaeH2PraMn750OuseKaVTK6C2oZSyuvjhOMCU/ggFCZHfPADD2TB7vWoHSmiENSbQmKK/xt2W0WKFClSpEiR/z0cEw2+40NXepBINI4tzWG/e08regf6KYnGcOwQrtJIwwA/IPB9hLQLTYaEwCDAFxIHCwgK3UVNhx17ttHQvIRPf/yboBXnzZ7Aqm17mFETRXgBGwc8RtbFyVtRBlIePYMpJk2fTmVlOXVVlQz19jGQ7Scmh5ji9fP5Rx6g9twbIUgTfv8W+OEX+e4vnueOs0bB8ZP51XMvoIBJIXjSCVMSsRjqS1OZHmCofYC+TBqtUwhtIyNRVFiw7NlnGQiFqRndSHzKPNRAH9mBTsJ2DjUYwY1EIeJgeKMZeGsHX7r6DD59/49oipl4Dc2U1FejBoboyw+Szwyi3QxOvIJwNMrOl1dQN2cmsVCEvW/uxPM8SupqGTv/JNLpIaJN9cybVUs6cKmM2hxs3c2zA+uwQ2XERYbB9ABSh/AyHaTjEaip5bsr97Jg9njOHxMl5echI3C1ImFZhE2HiBJgGahMO4fbbBZecyu7d29h3a4hhuqjZH3F2KoIbRmDuK0xvYC+bIAWUOaEsKwQhp2BjEYgiJVZxFI+BX8kST6nKA/baOkR+FBqGXR0tPHsC8/wiQ9/gMN9g3QPDiIlZN0sdVUVDKUyeMksuzZsZMLM6YwfP54nMeju6eXNHd186LqrmNj8Gnf9ehPPrtwKVpyv3ngpEwKNmzmO007QPPjEq+zs81FewNM/W4mVDnHXLRdz35kLuOT5N1n+5i6eW72XQ2mPfL6d7cva2b48St2EEUya20As4RArDxG3PILAJ5tRuPmAwPWwLAPte2hdcInCkCip0UYxg1+kSJEiRYoU+ftyTAL8dOCyaPYJHDhwiM6hJGHLxvM8Mr7LqfMXcnD/QdoGe3HsMIHnYRgGpjAJFIXuoVrhi4J/vdYF7bMMOfQPDhCL2bz7zHehgZ995Z95asM+AHYNephSU+0ooqEyegY9ulq6mHjcVOqbx9IQT9Dd2UJWZLj+w9cxoTpCacd61N43SD+4A7NpCs7i81kWTKSpaSXXfP0eOHCIpf3Pc05jhPElEVoP5Cndv4vyDJxYX0ubncPP5Wjr6oLObqqjZRhmBJTLjheeZXfVKCobq2isGEOQCXAMH509iMiWIq0Y+aEhaibNY8/K33Lf5+/khk9/gfKWFxmcfCK1sQzuilcZjDRglZZhhuMYKkrtxGbcTIYgmiAStujr78EdMNh3YBfx8mqUl2LOxGZaB/pIebBgZB2vr97NATeLbYYwzTC+7xONSPyci1KCGluwZXCIQRWmzksyrrqU7a3tVNkCVJ4BZWD4LjGlOLR5NePHvYeFF76f1f90PwdbMpRJaKxNsCudYnZ5mMA3yFFYuIk5AkMeaWaGREiF4QZIoQsZbq3wsWiuDyN2p0BaSAGNjmD/rp389Be/5d3nX0A674J28IMA0wqxddNakoP9YIWoG12PmUsyOJRDCHhj514mb2hm4bzpXNvaxsOre3n21dfZ19bJ12+5ivlz42zds4e7P34Njz65nKfX7UfogCeeeIH1hw5y+YfPYvSc8ZwxdSKzzkqy+VAr/Y6mq7uVzcu207ZjB+07dqIxqBw7goaGEsorHZy4hRm1MBwLaYNSJgYC/AA/nys8326xyLZIkSJFihQp8vfl2GTwLZtkKo3v+5hH3HSkFjiWQy6XJ5vNDhciCiEKlpoY6EAhpAEIhNZIXyNsgRQBZDOk3AEe+er3OPH4c1nz5M+57s57kFKjlInIeQRo6hqr8K0IqZ6DjB9VwbjxzSQcm4P79pL1UpRFJO17eqgaeQmpmiqSz36OcP+bVB1cT+itZ/j8XU8xbcEErJJS1jz7U7a7HvecOY9frtqFi6CmMspYr5/6hMm+AZfyugoGsin2HeiiflSCRExiWRbV0Ti9fYfY376d1liCkkQ5tiGJh+qxvAxde3eRT1Qh7Aizz76aXz72A75+333c+pnbKNm8nL6YTanj4va10CsiRNJJDu3cRunI8SRb93Fwy2bqJkwm3tCIFj5OIoG38U28lp3o8mpKKkbhVdexcf8KhlwXy4A8PqY2QJsEMkBJA0mAAcQJE2RcVu7byCUjp1Ih8+B7OLoXK+/ghkrxbJtYZRkrXnyB8y+9kMsueJF7lm5iWiUkjRBDhBhRE2NVTy9aS2JSU5oQGIbA0AYIF6EgZEIi4oDOIASkUins2ii1jkW761KuBPGoYIyEN19fwfGzZlBWVUHa87HsBL6w8Pr7C/KXeJSmkWOYFe1jRkSwMaNpSeZ58sXlTKk9l3dffCr9Q8/xn9sH2bNzPxfd8jX+6aNXctbMKbja4vM3X4V1/w94YtNhBBaHN+zhe1/+BYsvm4aZ0ARpRaI0VLADHVXGWWNOJpXK0X+gn/7WQfp7Bune3EnHkCJrSmTEQAsDIQShsImdMKgdUUZdcxnCDND6H9/NtkiRIkWKFCny/xbHqNGVwcZd2wmHo9imie8WnHQcabBq7Wri8ThRM0TacxGGxFSg0UfcSQwINPKoaF9qbNNm96E9XH3VFZx4/LnQuZ8PfvAmfDRCAdKnuTJOPOrgmqWkPY/Jk6cyZsRolG/Qengf5eUmp8QD/v3FNbz68ms0f/kznHXxeUyZfT665xAV5Yr1zy1nWQB3jAAe/Tq/+s8VSC1I7tzP6wf7UIFDT0eeU2bXUzGmms6ntrB2817Cgc/cyWOYVNeA6PWJqzxWPk9MOOjyMF1ZjxLfJRFJ4GGSFxZKZtD5LMJ0EHaUskkTeWblC2Q/18clH/4QZ45poCtdTaRa4fUkGeruRwcuQ12t1I4eQ1ldA8mOdtr7hhi/4ER050G2pxTZjiSlZglu0Aq9Hqs6VtOhBqmPNJJzs+RcD8NwMDQYlg+ega80gc4Ti0RZt2czp42bw4kTp/LkmtdpbBpFeU2CfMrDzeUwQ1Hc1j3s3TeTk674BN7S92EL8JRFoEx6+wbp6k0W7C5DgsqSMIY2CLSPRhMxBFbIIuQUilBtCeNH1SHxcaQCLckphW3ajCnz6WpROOEQIUuRyuSJVNSjZZh8NgUahFNC1JQ0VIf45CWz+OBP1pPXmrc6M6zZuZtLzzqJd1+wiK7kM7zS6uNmXe6474ccvOp8PnblGYRElvPm1tDfdpiV3R4KweCBNtb+wub4s6dR2QCD/f2khxRCm6TtNKG4Q/20Kpqm16NdRZDNYrkmbl4TDCUZ6E/huj6hSBjf0BBW2CKNsgyEhKKRTpEiRYoUKVLk78kxqQDMHrFoNLXADQq2gkopdBBQWV6B4diF7L6Uhay9MEBLJCA1GIbEFxonZOLrEDv2tqKyPVx02vmAzyff8y42dfYWOtciGFcWprKhgZS2EV6eMY2jGTVqCt0DGTradzN71iiufd+7Of+Tn+HR51/j1Y3r+fZLT3PFDdfTVB2jfPQUEhMX8vldWSoSIRa/61q6uwx+3ZZlpqNJ7+/kcNqlrjqOYfrU9Cdxd7Uy0NVFR1snHZ09zB03jkljGylrHI0TdQgZKax8mrAvqI2EaOvv4VBPH4EhCKwQsVgl4XCUiDBpO7iPsU1jmTrnOPZ07OHlpS/z4/VZVEUjpZOmUzV1AqVlZYw46XQaJ08iXlZG9fhJNIwfS1NjDVL7HN5ykH27D9NZPoZt/TYHcxG62ro5rXEJZQ505waxTQdBgBQ+piGRUpI/YutoCBMhDGK2wzN7N9FQqWjSmlzgkervwR3sINffQWbwMPGGBtY+/xxpq4lbrjiXEk9gVJUymHPRORelDTQKXyvKS6JYZoCrNGgTS2osQ+KYBS16PpAYVoK5U0ZSEwFQDEmbAdenuixOVGh2He5m2oRZHD7YwYb1b7Fxy1ZUpAQzHKessYIqOUQ+M8Bxp57MtXPr0UDWUzz68g76UkNMGDOC8xdN4JxmC40CKXj4Z09y0S3f4oAq5T2f+Cxf+9SVfGpBCXVGIfo+vO8Av3roFVYsPUw+F6VqZC11NWEMLUn15xjsT9Pf20dfKslAkKE3kiVT6eGPDFFxfD11ixoom1NK5fQKKkeVYzoSS8jCCsr/Merr6/nyl78MwLe+9S0ikcif3PfPvf63Ys+ePTiOw0svvfR3P/c75X/DGIvAc889h+M4jBgxYnjb+PHjcRyHpUuX/gNHVqRIkSJ/mmNj8REUDiWEQPi6ELhLWbDCDALwA5QhkAhMDAKlUGjEke62AZqQGaGrP83Bves5ZXo5P33gQRbOOIFXvv+v3P/SpsJItcSxoaJmBB09Awx0tjFl4jhGNzfQ1n4Ig0EuuOh0Fl9wHpW1NfihiTgVowlVNeDEJpLLJxjq7aUk28oz//5j1m3Zz5cvOgnHifJyV4ZdGupKI+w0wvhITNMkEYkyMgrRgU50/yAgyQrNUG8vERGA65MdylMaixCJupS6ecqETTySoDuT5MC+vXR0dNCXzeDmM3iZFF1736Knb4DzT76AWfPPoaS6lAPPPc3ra/axY/NbrFm7j+yBXXgHd2FX1JDpPEzXoUOEG8ZQN2s2mb5uZF0FU2aP57T3XMzcU6eS68/hl8epKhnHe054P27ffg4PdnHa7IuoDkcJpCTQAsMsmEb6Ok+gfapLKli/az3L0m0cN76RdFs3ZnYA4ReCZiViuNqiNCZZ8+pWLrzkBk5bVE8qlcOXFgMZj2TWK3z+CkKJGGWVJdiBAvxCl2JfE3WOPGpCsGbzLgKRZmJTGYJCnwTD1wR2nIl1Fm++8iqvrt3FvtYDPPvUk7z42xcwhcRXFqPq6qDzEDqbpLShkUvPnc+8KgeQdCZT3PefbxCvLmfq1OmcMncq548uQWhAwK7921ly8Yf5wm9ewTrrCj542x18433zWFwuC4WxMs32NzbwxHeXseG53XQmTcqbK6iuDmNaGkuAIcEQJtL1CdJp8pksqYF+Un1J0v1pMukh8p6Hj1Fo52CoY/IV+9/KKaecwje+8Y2/+Xneeustxo8f/zc/z/9VGhsbOXDgwD96GP9rWLx4MWeffTY1NTX/6KEUKVKkyB/lmEh0tCzo6oUQGJaJ8gOElIUOtZ4PUqIkSK2R0kAFBS2+LzSONFCuz/ZDmxlRX8KPHvwyl5zzXpQ2ya9cyk0fvhOBwtLgooiGEiQzOY6fNoLRY05lKG3S0bafyROqOe3cC2gYMxEyGbTvkTq4CzeTJZfsQPX3kB/sA+2RlDZ7Wtr4+g2ncs5Zp5M8tJ9lb25CI2mqjbCvNw9CoNMZokKTmDiBzKjJxHenCO9pwXMNyA8SsTRCmqRKKxEjR1LX30531yCe20+ZU07YNunr7qVvqI2qkEGQlXT0tWCGHKI6jesPUldfSV9PLyOqyti97Fn2rw1hO2HKFkwi2LiWbVsOUT5pJHRvI9XVSfPUqdRWVqFDccyp01Fd3TTMOIFTYwkGBodo23+Y8Y2LuH5+L9sGuzltyrns3bmclJcmbsYJXIFSPobWgIdWFnWhGM+2tTF51DTqt+8jm7SRkYBotJyQUgg3CVGLVPs2Nuyo4uT3fppf/vw+eu0KemKSgYyPQFGRCDNq6my69u2j1FYcykM+gMCBinCECIKM1kjbQYYrGF2Xx9jYi681jg05P8PcsfVsfOUgDzz4ANGwhc4OYQSKUDQK7iBN1QlWrXmT1K4hvvTFedSMHckH3zWX9h+t4EAOXnpzO+/7ym/41q2XEHVsykvDuM9t5PlDKQgKja/u/dw32bR/PSedvJDp517Iw6efwitPvsavX36TF9pAuVk2vbqFTct20TyzgdEzG6gbmSDuaAI3j+u6aNcg5wNSYMtCt2YATYAQAdIU+L5C/z9uojN58mQmT578Nz/P+vXr/+bn+L/KoUOH6O7u/kcP438V3/nOd/7RQyhSpEiR/5ZjksE3tCLQPkEQIAIFhkAaBd9zTAOFAuUTCEmgGHbRsYVBKpslr3y+csv7WPkfP+Hic65Dq4Af3vZB/unDFyK1IoJxRMcsiZUanDBnKtNnnYJLApUf5Pj507nk/R9m1Ph55EUFiRFTUVkXRyqqQ5qYm4GBLtyBPtzOTrp2bmFSZYJJlbW0bN7B4a37WH4wC4A74NKeckFrWvtSGNInYkVJ6gBtHxm31thpTUjHiCaieGaUvoE0hhnBsixC0iahXUrjZUSbJ1I2cQrJwCClPaIlFZTXNmD4Wfa9tYaQHaW2sgrlZTFkBu0NELLD7No5SEevwZ7XN7NzYyuhkWMRhqDl4AGGpEMEkJkUcrCdn37mFjpEnGnnXMCkanjrlV/TXHE21yz+JJb0SGWGELrQrEoYIMSRzqxAznOJOhG6ejr47WA302eOoa+tDZXxieskjsjioEgPZRBxg7dWPMfh3Bxu/MIDJFvXsHPQxQlF0AJSQ3k6e3oxQxYmAg3YQhCOWVTGwoRMA4QinVfUVNczakQN1hGBes4DN3CJOlFGxCUil0QFHtLLYjiCAddDGnEckWfd/ha+8/Rb/GLpq4yYMJUT5xzH+04ehRSFieMrb2zixq89TvW4Zo6bP41LTp/EiWWFMwmhEcD636xl+8bV/GLb6zzSk6TsojP5l3vv4qGbLuTSMyYwcXI5KI8D6/fx8g+X8/QPN7FhZT8DvRLLSZCoSVBTF6G8LEIkamDawZFC5sJ1S0NjGgopxB/5xvx9+N73vkdJSQmu6w5v++hHP4rjOOzYsWN423e/+12qqqrwfZ+uri6uv/56Ro0aRUlJCVOmTOGhhx56x+cMgoALL7yQmTMLXZ1/X6LT1NTEQw89xG233cbo0aOpqqri4osvpqOjY3iftrY2LrroIkpLS2lubub+++/nC1/4AjNmzPij57znnnt4//vfz8GDB3Ech29+85vDr2UyGa699loqKiqoqqriU5/61HDzsbfeegvHcXjqqaeYOXMmCxYsACCfz3P77bczZswYYrEY48aN4/Of/zy+/18F0+Xl5TzwwANvG8eHP/xh5s2bN/z3qlWrOP7440kkEsycOZPnnnuOxYsX87GPfext7/vvxvj7NDc386UvfWn4746ODhzH4T3vec/b9hs5ciT3338/AD//+c854YQTqKiooL6+nksuuYS9e/cC8NprrzFu3DgAJkyYwKWXXgqA7/vcc889TJs2bfg5+N2g9k/du3fCD3/4Q2bMmEE8Hqeuro5rr72Wzs7O4dcbGhr45je/yQUXXEAikWBwcPBt79da09DQgOM4tLS0ANDT00MoFMJxHO6+++7hfa+55hocx+Hf//3fAfjRj37E8ccfT3l5OWPGjOFjH/vYHxz/S1/6EiNGjKC8vJzLL7+cvr6+P7iG35foPPzwwziOwyWXXMLLL7/MnDlzSCQSzJkzh02bNr3tvV/84heHj3/VVVexbNkyHMehtrb2Hd/DIkWKFPlzHJMAX2mBLSwsaeCqANfzUZ6P1IJCcyuB0BKbAEv6SJ3HMsHzPHr7+sCCsy55L5WNsxBIVt37CT74te/TeMI4TmlwCAhwkcRikoWz5hILV7Fr+x5iZpaLLzuP8y+7gdET5uO1rOWlGxax4ivvZePSh/np977PQ998iB3b3qCsJsrY2jjVRpqGqM+Emghx3c+oUIps21625l0aDcXoiM32gTyGAK0D7OQg8X07sDZvgIPtlITi6HgJuYO7iOxaxxRHMF7kkHvWoHoOEAsZJCIOISGRyQGsTA8yk6K3u4dUOk8kFqK9bxC7ogHbz/HWqmcY7DxMOGISNkNkulrp3r+BrgN7ONB+CCMRon/PXg5ubCFvhskNJMmm8hCKonWA2TyF8267hWzXIZ564jXqzrmI6eNDtK1+kfbtu0h2D9Cf7qV/sA+BgVYKYUg838T3FYY28IKAWmnw8uYtBJPHcPrYMnZt20J+KImfy9Kd6sZVGbR0iFaX8MQv/p1Dmfn854OP4udaaNOFYlmd0wwM9iCcENkjsZBlC2wPDGKUhwtdY/tSLikzTnlNFfUmgKI7o9DKQlmKUeURbNtGSlBBQDhkkevuprq6mnx6kMG2TjJovvfNH/Haof0kJk3h7LMX8t4plWgCkIJX12zlmjsfo7J5OpdedQUfumA65zYZaF2QhnX353nx8S2UmDbd3bv4+tO/4MEDW0nNamLC+cdz9vtO4sqb5jJ1Rj0S6D/Qzuon1/KLry/n5/+2hqU/3MLrL7axZ8cQ3d0BthMlHnXALwTT6oj8TFr/OBedJUuWkMvl2LBhw/C2ZcuW0dTUxIoVK4a3rVixgpNPPhnTNPnQhz7EG2+8wWOPPcbatWv59Kc/zac//el3rDX+1Kc+xaZNm1i6dCmlpaV/8LplWfzrv/4rkydPZteuXWzYsIENGza8LWi98cYb2bRpE7/4xS948sknWb58OY8//viwE9fv88lPfpKbbrqJpqYmWltb+eAHPzj82j333MMJJ5zAK6+8wh133ME3v/lNfvWrXwFg2/bwPrfccstwAPuxj32MRx99lK985Sts2rSJu+++m29961vccccd7+geAORyOS699FISiQTLly/nG9/4BnfddRcHDhz4g+v478b4+yxevJjXX399+O/ly5fT1NTEypUrh7ft3r2bjo4OTj31VNauXcu1117LWWedxapVq1i6dCnpdJorrrgCgPnz5/PTn/4UgDfffJMf/vCHANx+++3cf//93Hbbbaxbt46Pf/zjfOpTnxp+/U/duz/HT3/6U2688Ube8573sH79en7+85+zYcMGLrroouFu0LZt8/3vf5+pU6fy/PPPE41G33YMIQTz588HYN26dUDhGdZa4zjO2+7F2rVrAVi4cCGPPvooN9xwA62trXzkIx8hkUjwne98h5tvvnl4/x/+8If88z//M11dXZx//vm4rsvtt9/+Z6/LcRwAdu3axUc/+lEWLVpEU1MTW7Zs4fLLL0epglTvBz/4Affccw+dnZ2ccsop9Pb2csMNNwCF70aRIkWKHCuOSYAvhUApTaDBMg2ijkWgIRASqQIMqZEohJIQGATCJO3liUUd5k+ZSGdrFx/77BfwvTy9O1/jE3d8lwsXj+MjH/koXWacHCCForm6EUEM7Sc5+4LpXP7eyzn+jMuobhpD5tB2fvSZm9jTvpevP/RLbrv7cTatX4nZXEfzSacTmngyXdER7Ez57B1StOQthrRASJ+XDvaigX87p4nmCos8EBgCx3QoCdnYapCEn6SMPiQZMAwGS2Jo06W6MsHoKWOpnXcyunE0ygwhAh/wiVsWTRpKMkkmNY5gVPNYQvESnFgIEYtQOWI0DQ1leG4vye5+BjMpzFAp2rcQEZMh1yfdexiv/zA7X3mJzc+t4q01O9n15gbygUdfex+dB/YRLqnn5HMW07ljC//0L0tRU0+lqSFO36Y1dB4+xHUXfJSTJsykp78dPwDXdQlEUJBJoUjlFfW142iISh5at5aGs89gfoPF4a1b8X0fK1RCwq4iqgMc0yBMjp9/+4dkgtnccsOdmLEUoPCEJqoNdFkVdthCcETHb4fIu4P4nkAJzUBe097VTzwmGVNrIoC0ELipLIYZYlRzjArpkh8aQkiN6/rk80PUjB7B7t174cjY9/QqXnz8l2zOZ6ibMJlrLz2F+dUGQmmkMHlz214uu/XfaDGjnPrey/jAOcdxQXMIjQZt0NvSzeM/fINIuJwzj5uB23eYF9YtY+e+/fQNJKkcVc6iq6bw7g8dz0mnjKSxLgp4DPX2cmhrO2uf282LP1nD0gfX8LN/20C4JeDE5hHYlokIfBQagn9cJ9sxY8bQ3NzMqlWrAOjs7GTv3r28973vfVsQtHLlSk499VQAvva1r/HUU0+xcOFCxo0bx3XXXcf06dN58cUX/+z5HnroIX784x/zxBNPvK0g8feZOHEi1157LaZp0tjYyJlnnjkcqHV2dvL8889z2223cdpppzFt2jQee+wxent7/+TxIpEI4XAYKSWVlZWEQqHh10477TQ+8pGPMH36dG699VYaGxtZvXr1295/8sknc+211zJ16lR6e3v5yU9+wp133sm73/1uxowZw5VXXslNN93EI4888rbVkP+Op59+mt7eXr75zW8yY8YMFi1axAMPPEBbW9sf7PtOxniUJUuW8MYbbwwHjMuWLePyyy9naGhoOCu/fPlyqqqqmD690BBu1apV3HXXXUyYMIE5c+bwsY99jM2bN9PV1YVlWcTjcQBKS0uJx+Mkk0m+853vcOutt3L11VczduxYPvShD3H11Vdz3333/cl79074+te/znnnncdnPvMZxo0bN3xf1q9fPzxxEUIQiUT40pe+xIknnohp/qGSdOHChcB/BfDLly/HNE2uuOIKVq9ejed59PX1sW/fPkaPHk1jYyOvvfYakydP5p/+6Z/44he/yNe//nUAli5dOnw/H374YQBuuukmHn30UX79618Pn+u/wzAKE/rdu3fz2GOPcf/99/PEE08AsH//frZv3w7At7/9bQA+8IEP8Ktf/YrnnnuOKVOmDF93kSJFihwrjo1ERwQooUlnM9TXVFNWVkYqlSpo8oXEFAZKCjwKHW5NIclkcjSOGEl5RQ1DPV3MmTkBw7LoWfEMX/i3W3n8n2/iquvu54m2NCAZUV/L3GnTKK8yed9HruCSaz7B2JlnEQ7F2f36Km5fNJetW1rZ12pQWhniof/8Ij9Y9irvftf17N54kF/cdy+vLP0lHUmXZGDRlx0iIwJ2Dgzw6uEO7rnqJN51201sT8mCW48SuPk01aMbqb7gQuzTl9A4ayIRLVCuiyyrpi9ahRcrQVWOQdTOwKqYROC5BOkOvKFOsskesoaFU11HOmTSmk6xbcdO8nmPTCoAK0QsWkp5NE4kXk40XkJZVS11dY3onEc6PUQyOUDfUA8plaK1/TADWc2211fzzNd/QHfSxReSAyuXs+m3r3Ha6QsZl/BpySiyiWo8rclnDU5oOJ8Pzng35WaIdD6LqQVCiII+XGksafLWoX1oFWLP7m185OmXedfnP8+Vi6bQvXMbMW8I7feSzvST81LYjiCa7+VHX3uI/S1j+dxd91IWgioTjNoKDgubKeOb0EAqABJlVDbUgu8hNKQUDAwMYDg2cctEI9FCc7gri5Q5mkbUM7ncxs9nAEmyuxWEQUNNNRPyXRga0BZtAvat2Mv6N1ayJfCpnzyZj192IpNKTJTyEVLyxoadXPPBz7Em8Gl+93v43HXncmmjRmiNRtC1s4VH//VlJow/g3dffBmJqIktAE/R35OmvzdPuC7KCRdM5ZKbjueam47nzAvHM++UJmbNrWXa5HImzyxhzrQoQ3aO3pzC1BIPD0OAwT82K7d48eLhAH/58uXMnDmTJUuWDAf4+/bt4/Dhw5x22mkAxGIxHnzwQebMmUNzczMjRoxg69atf1Sm8Ls888wz3HbbbfzHf/zHn5TSHOX3g8HS0lL6+/uBgrOMUmo4QwsQj8dZsmTJX3bhR/hdyQxAVVUVqVTqbdtOPPHE4d83b96M7/scf/zxb9tn9uzZpNNp9uzZ847Ou3PnTkpLS5k0adLwtgULFlBZWflXjfEoixcvJplMsnXrVqAQ4C9cuJC5c+cOf6YrVqxgyZIlCCFIJBIcOHCACy+8kIkTJzJixAje//73Awzf899n06ZNuK47/EwcZdGiRezdu/dtY/vde/fn8DyPLVu2cMIJJ7xt++zZs4fP+06Pe9JJJwH/VXuxYsUKZs6cyemnn04mk2HDhg2sWbMG+K/JwA9+8AM2bNjABz/4QfL5PNXV1QBks1n6+/tRSg3f19NPP334XO9617ve8TU2NTUxZ84cAMaOHUtJSQkA7e3tKKV46623ADjvvPOG33N0NaVIkSJFjiXHpMjWV2AZmnjYobW9i7znUlaSQAiNq9VwAa4lBIgA5QsqEuXs3L2PgwdaWHLmIu752CcRQYZxV3yU8dF6Xvvqzfx8a0vB5hDJqNpyZsxoYOHZp3PciReANkFD27Jf8dwdH6G5JE3JNIuBTo8JzVHGOIqXvv4jdq95FWl4VFaVUhKvI+RILMekNFFBWW0DnX1dfOYDERZedBl0t7OuvRetwdQBvtCYhkCrGAMZgVQJEqZNY3mCEidC574O6tP95LMefa6DL7MkLBA1jdi1I9ChKjJejkgqibl7H95AhpJ4GWVVFWQzaQ4fzlFRFkFjE3EixE2FClIEuQCFgSirwLdMvIEeUukhbGWg+9upbGgmv/1NNvzyN8y+5iqc0jr2bNpFom+Qd99wHrvX7qRbWJTNOIGs8Nmw9gWm2w7jSkfxRv9+DNsk54ISfsHi0vcxpCTn+Uwor2FP626u//mvuGXhEuamnuZAVyeyugzXBW1H8QwLiUtNWPHGytWcdvHJfOKm81izdhPrkpKhdC8VExqIvrGHDJJUOsu0GZOYWLeJg4dTBFqzde9hJkwaQVW8lAidZBTsS0lSvUOMbailrKwMDg0Wlu21B7FaZjZXMMqKsm6b5lCgEBpWtOYYt3oLG+prqGqczIIFC7h6zyHufqaFHBopYeuuHr5z73dYcN1FzJs3kztKE/DFR3m8pyAJSHV187UvfI/JxzURKi+jutymv6ufHBJbK7JDHm3JHKGwRbQhzriRCQzf5agBZqAVdsihazDNltb9hG0HCxPHMvANBe8s6fs3YcmSJdx6661AIcA/6aSTmDNnDu3t7bS0tLBixQpGjBjBuHHj8DyP8847D9/3+dd//VcmTJiAaZrDuuw/hVKK9773vcMa/j9HOBz+k68dnUjEYrG3ba+oqPizx/1j/L5FpxBiWApylEQiMfz70NDQH2z73fEcff3P0dvbO5wZ/13Ky8v/qjEepbGxkfHjx7Ny5Upqa2vZvXs38+bN480332TlypW8973vZcWKFXz2s58F4PHHH+fqq6/mjjvu4IEHHiCRSLBy5UquuuqqPzn2o9d4xhlnvC2rfDTL/bv1Er9/n/470uk0Sqk/uC9H//7dicOfO+6MGTNIJBKsW7eOwcFBtmzZws033zw8MVy5ciXZbKGu6miAv3z5cu666y42bNhALpd72/G01gwODg7XWfyuvOxokP5OKCsre9vfoVCIwcFBgiB42/F/d78/9kwUKVKkyP+UYxLgC0Piey6WDOGqACEM6mpq6enpIR14OIYABFoUTikME095WIbEkgFOvA4pI6AlIhqjf/MqPnv3tzAs8H0QWjFnQjlnXfIuxs84DfAJAjCkZvDFe4j7newTJj37FGEb/vOVJOt7/o3pU2YwYuII8HOE7RLiUZtYzMZySpEiRG9fBttzGFU3kd6N2+hYs4E1XXkAfAykAAZ66V63gRiSoGU/ZSqJNagRYYehZCs55VFT0ki2LEYy0chAvIRYaRnmYJqgqwNroJdMMkOFY1AxfhxJadHaN0Q20PQe2EpnVSNjJ00jO5QkErUxpIOIGBhOAj9cRihmYMQrCXo6GEqnyOZSZIaS1E+cj9O6jTeff4VwuJqm+jKGch6vP7MJ082T9S3MiE1FXTWNo2ex+uWnOJTswBQWrhsgfYHyHJTy0UKgtY9QBv2ez4jqGtr3buK9O7fxoYWLOCnpsWbfYSw7jPbT2EYE2woz5A5i64DVy7cxd/5VbOpp5XD/EPGojdtQxYyTxrJu1R5MNOnaKppmjke3bECgOdzaS8oOMXZWMyO3dbE70KRQ7E8GnFYRJqR9oKDtByivqWDO9HIS0XpOm9zBD7f2ojAZ1Iplr+3m/GkN/FYGvGf0CVx84YW0HP4h39+SxhMWELDslUPEy1+g/eRJNFfU8/F7b2L8o8/zleU7CRSsfX0l616HeE0pJ5w1mfGzyikJFAPd/ZgKpAG+m2fIy+P6CkMUOvYGBJiATubQCmJOjCBwkYaB54IS3rH4iv3VnHLKKfT09LB7925ee+017rnnHkKhEMcddxyrVq1ixYoVw/Kc1atXs2XLFl566aXhDCkUChibm5v/5Dm01jz44IOsXr2aT3ziEyxYsICRI0f+VeM9qmU+Gpwd5c+tIBwrjgaWyWTybduPBr1Hg70/Jqf43TGHQiEymcwf7POnsuZ/CUuWLOH111+nurqaqVOnUlJSwvz587nllltoaWnh4MGDwyseP/jBD1i8eDH/9E//9EfH+cc4eg9+9KMf/VHpTVNT03Bx619CNBrFMIw/mCQdvdd/yWTBMAzmzZvHc889x49//GOCIOCkk06ioaGBkSNHsnLlyuFC5YULF9LV1cVFF11EKpXilltu4bzzzqOrq4srr7xy+JglJSWYponv+wwMDAxvP1YOQyUlJRiGQRAEb3sO/jv5WZEiRYr8tRwTiY7QCsNy8FWAKTXRiMPhtjbS2SymFKANfAQ+Ai0UkgATTeDlaG5uZN3y5Xz4gW+BUGQPbOPO2z/H6xkTpSzQMLsCrv7wjUyYfmTJWJmIXDeBm2biez5HZbmkPuqzYEac9qRJfNwsaseehKaSdE7hBRH8rEdP3xAHd7exc8NWtr/5Gu1vLqdn63oGtm1F71zPnu2biWlNQpogfRQB2YE0QesGjL6dlFp56iIWFTYYAoL6ZrrHnkwwcR6liVrqhgYo2fEWwfLnCZb/ArV2OUbbISQKQ0r8bD+pvm5M32dEQw3VNY0M9XRhKYGyXXryHgNK0CctUtLBUB45P6B7SJGLVBGpH0kQrkJLg6HMIHZtMyFhk/HSHDxwGE+Y7Nx5CEpLKKsspXPnTkj67GzfxZdffYheHWBhESjwXIUvcnhK4HoaQ5mY0gAk2bxLdWkj42IRHl21gjcdlykj6vBTLoZUBNrFzfeR0x6B8ki17SVvjOfcuUvo79mNxiA1lGH08RM4d3YV6Wgpr+zuwB3fwJiaMBpI9yVp6+nBHDea5gT4SJCCloEkIhFh8pR6HEMCCoTBlLIIfa37KJk0kZPmTGBmiQ0UOiav71d0vLGXfO9BHt28DDlpBldfeBqXVIPQHkJK8oHklSd3I3YNsrNnF/+Z7eeEG87lvvedwqm1JYBCo0h29fHioytY+oMN7Nw9SGlNCdWNCUJhA2FIAjSWqY445CjChsAUhXFatgmGi7Q0SikCfBT/WF3t0SBw6dKl7Ny5czjDOX/+fFasWPG2AP9oVvN3s+VvvPEG+/fv/5MZZSgEW5dffjn/8i//Qn19Pddff/1wtvcvZezYsQDD8gooBNcvv/zyn33vfzfGd8r06dMxTfNthaxQuA8lJSXD40skEm8LAgG2bNky/PvYsWPp7e0d1sVDwVXnWASLRwP8oysyUJC07Nu3j1/84hdMmDCBpqYmoPCZ/n6G+D/+4z+AP7xfR/+ePn06juPQ1dXFhAkThn/Ky8uprKwcnoT9pViWxfTp04clY0d58803AYalLe+Uo5n5Bx988G2Ft/PmzWPVqlWsW7eOESNG0NzczPbt24dXCO644w5OOumkt7nnBEGAlHJYUvX0008Pv3a0CPl/ipSSiRMnAvDkk08e8+MXKVKkyO9yzCoAhRAIU2CYGhH4SMtAWIVuqdoESxR+pCVJuy55z8c0Q5hmiLLSGMue/gXfeOwn3P+Fj7PllVcKUp4gYGYM7n3wLqYsvAoEaB+UAOGYaDeFbljC2T97nRu+8lVefGoQq2kKJ88bjZccoq2rm/6uQXoPddB36DCDhw/gde0jNtRGlR6kxspTYaQI0UMyOUBJmcH35pVwUbkBClCCQQ1B42Tc8bOIj55BWXkllhGiLh6jUim8DevJvv4C3uaXUK07CFkuppHHtC2CWBSkJCQUlulgeT61oRANMQfbzRMfOQrKK9mx7xBb9vey9WArK7ZuZsDNE49HGHSz7N67hwOH99LS28pzL7/Gln0HSCuB299OfqgXP9VJND0EVfW09fZRWlfFpi27GOocIF7fQN/eVpY/8yO0kSNkhtFaoAKBFhIfgRkEqECgtMATAqE0wlDk3Awhw6E5ZvOjTevYFDOY1VROZiiDIyGVzJBMDqD9NCrZx6rX3mDS9Ou4YPZMOtoPobMuqUxA9ekLaS9L0N56GOE4nH7xCdRGDVKDeXJD/bSVRBn7rhMYiwIl2L4/y7a9HUw8eTrlJSEEiuqGOrra2/jlt/+d3miUsbOmcUKTRQlw1Gj+qVcOEj+QIplp57vrnyOy6CS+cPulvKtcorUPQtCf9fnP764g0aZR2V5+tPF18vPG8p47L+SWC6cyuSJ6xI4VWja38czDK/j3b21g84Y+sC0q6mKUxKI4mFhWIeAXvsSQILBRfoD0LaS2sM1CbYM4dl+xv5rFixfz7W9/m4kTJw4H7wsWLODZZ59l//79LF68GCgEdqFQiIceeoj29nZeeOEFPvGJT3D66aeza9euPyu/CYVC/OhHP+LNN9/ka1/72l811tGjRzNr1iy++tWv8sYbb7Bz507e9773/dmGQmVlZXR0dLBixQoOHjz4V50bCnKJ6667jnvvvZcnn3ySQ4cO8ZOf/ISHH36Ym2++ebjgc9asWSxdupTe3l5c1+Xee+992yrD2WefTTgc5pOf/CQ7d+5k1apV3HbbbdTV1f3VYzvKySefTGtrK7/97W+HA/x4PM60adP49re/PTxhA5g7dy4vvfQSq1ev5uDBg9x8883DY1i3bh3ZbHZYLvLMM8+wfft2EokE73//+7nnnnt4/PHH2b9/P6+99hrnnHPOsH7/j7F27VoWLlw4XPj6x7jlllt45pln+PrXv87Bgwd59dVXufXWW1m0aNGwFv+dcvTa9+/fz6RJk4af7fnz59Pb20tnZ+fwJGDs2LHDn92NN97ILbfcwle/+tXhCdtnP/tZDhw4wPXXXw8UfO4vv/xyzjrrLHbt2gUcmwnk0fv3yCOPcMEFF3D66acPF+D+Lg8//PDw97JIkSJF/hqOXfSh/IKtIeATYEpFyFJYtsIxPKQlQEqEVjTXVlFTFkcrF6VcpJRU19axcuUyZOebnDIWTrA1l9dJ7vvn97D4iruP6J0V0lQIAcqIYBKgcwPI8uPZsKWfsy8ay5kzLbZtbSGjFYZwCQtFSQgScYPquE15PIxhG7iuSzIzQF96kLTvk9WC8ROnMvO4SaR+J++a9YAsGL39WB0thLp7GDzcTn9HO2FbYyaiuCWlBPWjCRrGk3UqUJ4k74LMKbAMDNsp5IfdPDk/RQ6Ptu4hMtk8MhC8ueoNDh/Yj688UIKRVZVkkine2r6dAy37KCuPQyZDRLjEIwauNMjLCDrwEH6GbNcegu52bGUgcj5YFnve2oFtWtilCaY3TSEqLbJBHoECQ4HUSM8ojEtoXB2QzecIgkKNhAB8EeDYUaoNh1/t2oKuilMTZHBzSUwhURjowCcvXIYObeblV7cyf+a11EcVWe0jghzdfWlcpYmbDsneQfJVVZx5yRymzRvLkIgx2NdD6IRJXPi+WTQYin40a7ftI9FQwoUnzaYcE5lNsbOtlV0tPpvXvYme2cSs6RMYLwuNqwSSwwG8/PRGxpdE6Ey389O3VmPMW8wtN5zKBA1ogZaCvlyenz+8AqNbM7K+kpXbN/LaQBclp07kypsXccHZo6iIysJ9Ajp3d/HSY2t4/NubWfvMQTylqRxZylAQ4Lt+YaLkK7TycLVHQIChFUIU7qtU//Og4H/KqaeeSktLy9vcQObNm0dLSwvTp08fLvysqqrie9/7Hi+88AKTJk3iK1/5Ct///ve5+eabOXDgAGeeeeafPdfMmTP5/Oc/z9133/1XN5/68Y9/TF1dHWeccQYXXngh5557LosWLXqbO87vc9lllzFq1CjOPvtsHn300b/qvEd54IEHuOaaa/jYxz7GpEmT+OIXv8gdd9zB5z73ueF97r33XsrKyhg3bhyTJk3CdV2uvvrq4ZWLmpoafvazn7F7927mzp3Lpz71Ke69914SicRfnQE/SmlpKbNmzaKlpeVt/vPz58/n4MGDbwvwb7/9dhYuXMjZZ5/NySefTE1NDd/5znc47bTTuPHGG1m6dCmzZ8/mzDPP5LbbbuMTn/gEAPfddx833HADd955J9OmTeP9738/CxYs4LHHHvuT4xocHGT16tX/bZ3C5Zdfzre//W0eeeQRpkyZwtVXX83JJ5/M448//hffhzlz5gzXL/zus/27BdpHtzc0NPDwww/T3NzMU089NWzD+rnPfY5EIsFTTz3FwMAAN9xwAzfffDOlpaW89NJLVFZWDvdVyOfzf/EYf58bb7yRj3/845SWlrJq1SpqamqGfft/1yazpaVleGWjSJEiRf4aRD6f/x9FILfeeiurDq1FHu3kqTUYBZcWqQuZ/UKRrSTvBUgtqa2sJZ1M0Z8cxLQcLAcOHkoSLg2x7IvvosZNkUt1kzjjOnSqgqXPPs1vtuzgX/7pW6R3LOP1gwe49qL3gpcF26Hz5R+w/OsfonHhFaxavpaOfIgSO0qZkEQcKIspSgyNVB62CJChECVhiWM4WAaYRhiFRdSG1P4DfOTxLSwdKsiJ5hnwL3OqqCyzGTQc3jjs8ezWFiY2j2D6+AnodBIz043tumTdLH6gEVqgDA8FuFYYLxQicBxk5QjceBVBohQ3N8RQ2ifvG+R0mnxvHj9qM6YuwcbNB3ATccaWVVFfV3B60D4E2RzRmEMkamCHywlZYTL7NhGJlzMgTSwzQdi0iVVWMNA/RDhiU9JYy8yxY/jh05/l2e1bqEnUkQ3yqJyNHyhygUfgShS64HCkBbZlwRHHIyklpiE4nBpiTkMTl1VPZN1bB8nZYbIihi01EcAORelTEeYvOY29Hb/i6XUvMKKyGV/nMbVReAZMgTZMSuMRQjakcxnCFqBtqkbEyHd08PrjbzKmIsL8j1xALAix7N5f84PNXbg6QAMfO62S2TeeT40uYeU3fskDy1pJAaJgSsnNF42l8YK5rNm9m4hRyWUnzoc1a7jjy79lqycLnWY1lEZMLnvvicQnVdDW2kugFGY0RE1lDL+/h92v97J/Uxt72obwAaQApRHSZs4J9Zx3aj0tfp5cAKaQ9A52EguVEo/FyAcugQTtuZgqRCw3d7jpUJE/TyaTwXXdtxU6nnXWWZSVlQ03LPrfQF9fH5FIZHhiks/nqa2t5Utf+hI33njjP3h0fxuuuOIKPve5z71j28z/1zh48CD79++ntLSUmTNnAvDVr36Vz3/+8yxatIgXXnjhHzvAIkWK/J/hmBTZIkEokEIjTQMtC8EiQcE9p5ANDwg7Jvm8T0vrYYQWOOEQQRDg+YLm+gTdfd3c9UIPn7z+SiqDXlau7uLHP3uA7q7ddAz184Uv3ky2cwNv7t9MZeMEzp17AvnWPbz64McZdfaVHFy5lVdfPUDtyDpitYWOuhHpUxaOUx2L4ESqCDkGlpBYAXh+inwyxVC6n1zGpdP3sDyXM6tCvJrKMqhBGAYQQltVhICaoJO4L/D3dSCzKXImmPksEcfFcCTKieFrzaAdQZfHcVwTrSFRWot2SslnUyiyDBkhWvt7GBIx6ptH0JPrIGZrDhzoYtf+VsZOnUB5RQlWPofyg0Kzl/IwvgcMDCFSGWT9ODxlkMymcerGkk7mMaTAG+ynqrKGVC7LUEsLg5XVTG48gZe2bSeb8yg0HytIYoSy0dojUAGWYWKZJkJotKbQ7VYHBEpS7YTYNNDB9EgtZaai20sRMyS+jJELMtjCJhrKsvdQB40jFtMUXc1gtpfyWDVaKgIvfySbrRgczJILSULhAC0FysvT2+FSNaKJc250yKY02w+0YleFGH/9DBY++Bov7s4igDe2DTFy53YGpk1n6sXzmP7646zyNAiB0IInn93D+yfUMLKhlsP7O3hs+cucNvM4PvO5C/jxd1/hxdYkCslgJuDxH77OFdcfT9OkSjo6BzFyLt0tfYTLQkw5exQTj6+n71Af7QeS9LYMMJjMkRnKw65OTrzgeGY2V/CjN15FCourzrqe9q6DLN+ygkSsBMMDhIk0/nhH0iJ/mosvvpjOzk4eeughampqePrpp3nllVf4zW9+848e2jsmmUwyceJElixZwmc/+1mklNx///0YhsHFF1/8jx7e34Suri62b9/O5MmT/9FD+f8tS5cu5VOf+hSRSITLLrsMKSU/+9nPEEL8RY3UihQpUuTPcUwy+Ctb3sSWBoYAYfyXw8TvahaVkqALgaXvawjMQvdTAkxtgAgwLIu2zm6CICARj5Ia7KS8pox4SYKykCA92I4sLSNkDDBEJV+46X4a3noO6pqw62dx6cw59HiaGRoWjhWceGoD4+acie3EYWAIL58mk0rhDQ6QTKYIhlKQFximj2NahByLWCRKx94WXtzew9aUhrzP5ROjjI9K3HyG3iHFy91ghAxmjSyhzy6nWxnUlJiYpmSIKK4VIhcuISx9wl39aK3JpgJ8L4cutcnUNrLPC5FOZ0iEYmhD0tOXxculSJSUI4RHx+FeahqbqCqzcSREtYEwwInEkYGHn+6mbMwkcv19ZHr6iY2ZQ8fBPURNm/LqemxLEK6rJt3ZTXVjIyK3n28s/xE5QuAZCA05z8NzTZQoBKGGIRBaIzSAQko5/BO2TLryKSZGS5iYTjCYyiMjDjmrBMMII1BEYwl6XcmUE04nO/gSz258gqrysWjyuCrAEApDGJhC4oTBtAIMw8C0BJYpCbSLHQkjhAcqjwgkofoElYbH699/g1df66dLS265bBy1548Dw6Z0b5qfPLiSFZ0ptLAQ2uOMSWWc8uF57B7Mo4aypAKfxuaRjBGKlU+s5bUVB2nPFdRpMRMuv+54KmaW09PeD4Em0AIhNb6QOBGLWCiCHXiIXB7X9whZUQbyoDX0pbtJxGuYPfZ49rVsYl/XHsJOFFMGFCZSPonswmIG/y+gs7OTT3/607z88suk02nGjBnDxz/+ca655pp/9ND+ItasWcNnP/tZ1q9fj2EYTJ8+nS9+8Yt/4ANf5P8tvvWtb/HII4+wf/9+HMdh0qRJfOYzn+Gss876Rw+tSJEi/4c4JgH+6vY1WLIQ1At5pOBWgxYFhw2lfFRgoAOJ53loBIFvoIOjwaREmgJTG5hWQas+5OaIx6PEYwYq8AiZAiNsoIVPyLHw3H7SqQEufdetvP+Sj/PVM2azO+/y/qsW0VA3nvryUiw7gxrIkm87TKa7Fa+3i9xAHzqVIhCCkGURNgW2bSKCANMOow3NUCZNPBRjy45ufrqmhVMXjGX+lARZX6CUzY62QfYHFtVVtUgjxKE+H+nESZTZaCeGHS4hMpTE37WRTHKIfNYlm+5HVFaSrxlDOtGEtAVB4JEoK0cqSUdXJ36gkGaEnr5eduzbg69Npk+eRHnYhlweI2QSDoewjQBTacqaxtLVsg/R1Ud8/Cx6Bnop0SBrRuC7ecrqq8gnXUbX19E7tIEHX/4JTriUwDVQ2sPTGuWB6/sFKY6URyZlCnlk3cU0TaTpYWmHjO9SV1vFrHQJBzszxCIOHa6iKlFNyM1iOjF6fQ+jYRxTJid4cdl3wYqC8gg0mLaFISSRkEG0JITEx/czGBZYpsA0TbQvMG1NNBLHI4ebyxIqS1AdNeleu5/Xf7uPCeOqmXDpFA4O9FDbVE+sPcXPHlrByp1DKMDWkluvnwHTqunuSmIakmQ+wC6L01TqkG9JsmXZXtZsbKU3A2EteN/HT8SsjZDMBsjARQQGvvZRXkHGZIVDGDJAmxGy+RyZVBpD+0TDCUwCOno7iYaiRMMRXB2AlpgShDap8IoSnSJFihQpUqTI349jItGxDUkhUlcYhoHWArRGCA0GGMJAK11oWnXkNSkCtCEQysBQhSyykgoPDxyoKasiYsJgLkc4bmFJD1/nMJF4Xo7qRBmvH9pCZzYDbbu57nOfpnbRlYVhCMgocHt7sN0OIk29iNYt5PN5ysJRTMdG+hmC/iSBCLAtA1HVTMYz8TBwHInjZTFf/gUNQtN00ono2irSfSlynqIs7EI2hyslkXg5E+I+QzkFgUD1pVH5JKn2XWT7u1C5fOEejBhJUD0W3Bz7Xn8OI1rBlDmzsfJ5XNenNl6GLyxaug/R293D2BGN7Nm/j3VrNjJh3HiqyuNIYZLP+lQkwpRUluErSV/nABWWIpftxcEnyA4hqCctDOzAJxCK3FCGQ+l+hlyPkG2jtU+gFUKZBf97QyKUPmIV9/bPthDw23gqwLYs2vsHmFZXyjSzgd19SSqiJSidQ/tp3CBLZXUDgypPPgtVpdW0DXURDsWpi1Xhq4C+VAdShAibIbSRJQg0hjCQslDwKy0P24lhGzZojTIyZPr6aE+FKZ1Tz/nH1ZLsydOWHMTQFi27Wiitq+Vddy6m9omtLF+6jw5P8eJTO7h0QjXdjkU2o7ClwBjI0JL1Kams4Lj3xJl0Sh17Ng5y+EAfXTs7aahsLKwkBJBXLkJoTMci5EtczwcNgUqD1pTKCEoolO+SUVASK0Ngk3d9AsAPQIoAU0uGO2IVKVKkSJEiRYr8HTgmAb40NAJVCA4F+L6HNEyEAAIfhIGQAArDlBAcLb4FbQqU8vCDAMe2kULg+wEybGAJIJtF6AhKgWOaBKbCsG32de1j5uRpXH3iWVDRSF19we6sY/8efvLkt9mw9SWmT53PBaddTcoNGDnvPVRHykCApxWpoSRBoAmLFLKkhpyWdG9cgU4NYApJpjdNNFzP4uMXELHj9Pam0XmfIDAQdoJKkWBwyCXTOoDOu6jBQfL9ObxsD5abQeMTnnUCgREl292KrG0kGdhkBg6TcHyiI0Zhl1WgvRyWn8dL9uNJTVXUoSds4HkBYxvreP2NdTzfdoCp02bQ2FBLZVkF8fIa+oaG2LR9LaF8hpFNdbhYJIeGqIiEsRRYOZeQNGlTir5kQCwQRCNhAgUBHlpB4GtyCgyhC9nzwCdQBWnO76K1RgowhCDQPp0ZRbMJeqCXfjNFQ2MNqbTAkQovk8R2ysgPZDANB09DqRXGCcXwvD4QAXmVpzvdjUQRMo42QCv4xhtCkvMyBCpH4PsEwsO2HExp0X9oCD+ksCwbP+eiXIVpGAy09pCO2kw9ZwLNE6rY9XoL+ZYBUq0ZqHLw/DTSMpAKhJdnqKuNQWkRKytn0pkVTHJHMtifI5nKY1oCjSQWChP4moyXRxtg4COUBWiEEoUJgIZAgtRgyhBaB+R9H18JQOFrjQp8eHuj0iJFihQpUqRIkb8px6aTrQwwBBhSonSANMCQAo0qSHV0QY9sWCba9ZCmBb5AoUB4GEqAVdjPFBZ2VJIb6CUtAhLhMKg8gaExkDgGpNJdjBo1ie/c9RtUDlK5DAknwtaVv+Gmf7mCbak8X7nlfs49/hxMFeB2HqAkUkq+v4u2jlZqmhpwjBhkOsj0HGTts8+R6TvM1BlzIDeISvp4gx2EKsqIRENk+jPk0j5uUuFn87i5Ptz+blTKxczkSXopBvM5bNPCTXfS3ZfBr21k0vhpEK1Ad49mqL+baNRGm2PxShrJ5gpdUiO2h2PYOAkbf2gQP28wcfQoeoZSWCGbs5aYPPHsC+zfs4WJo+tJpwZZvb4DpU2GUj6JkhjdvoHjKrJ2lKTycXJ9mEYJg4e7iJiaPf1tHDd9EvWRlbRmXWwsNHmk0FgyQGmBEBrLtofddPSRAumjaC0JtMIUGsMQ9KUG0GGbSCRKOusRssNYtkFLVxcjYxWYToTuoQ7CZohcLsPB7HZ8aRKxYtgyj6EDlHZJB3miZmnhOdAQaBBKkfMDpAiQhoEUPjk/Q2AE6JzPcJNbQyPRSFPgJnN0DGawyuOMvXQGJPO0dA2R6hrEMsMYvsaTJkKDJQRSQqYnzYDQGEIPP6NKBdiWTcQqZVAl0YFCKx/hmwRCIxUoocGQBEqB7xKOVhAywnQP9JDOS0xpIYTG8wvNsIoUKVKkSJEiRf6eHJsMviUxhEAKgQrAlKC1wlACYRROI4IA/0i3QOUrMAVaKSxhgeEjlYFvQyA8DKWxbRuhBR4eTgDCBm0GaNMkM9TDzLmfIZ+VbN62jLknnMGGFb/hnm9/mDR5zpg1jUvO+jjl4YJPelXTZDaveoO+wS4am2ro7A8otTsY3Pgqr726inx/BxPGjSC5fzf5TAYzN4DtZtDZgFx/knxfkiCXIUhlyWddvHwW182QU4r+fI6MEsjBbtzRU6g571oOPf8iezbtJbblLUbNmoClFCVl1WSDgMBVZA2f/nQHbYfSNI+uQ2cHCZRLIAxi5WXYWlEWrSOZT2LGJ/DRG6cRmBrLjNLV2s7u7kM0Nk3gxJlz6WhpJVJWiWEYDHYfIKs9ol6KkoY4ybRPScjmUC5JEJpDY1UNe3fsJh4vx/dMhOkTzhl4gPIDCElQhT4DSI2UAgQoBaYBtl3QlpeGo3g9QxANUVJSi86nMXJdxMqbyKkIngrQbi+u0pimxBAKV0hMSxEyPQypyHkeJdFSmqvr2Nu5q9Dz1TJAKQxDIoQiOPJ7gMbzs0gpEULgu96R50riBRIVaAKtUL5gqDOJLyVYENia8kgJWVeTzeeGVyo8qZE6AAGW1BCArxXSKHRddnMePdmuQqt7KdDCKAT0vl+oGxECLTTaEyDB8zwyuYB0LiAINFqC8o944Rf1OUWKFClSpEiRvzPHJsAfLtAM8FQeS1rYlglHupOqQCGlwsBECHWk+6gsZE6FRguBDJlY6W4M00bESlC+h2XnkYaN6/s4hirIRGTAiMaRLHv1ETZueZX7Pvk9unZu4PYHLmZf1uArH/kGi+edRXlYMtDdSseuw7T2dJDLdDJuVDP7t+5mINjD+Usmsi8V0DCymdFzZpDPerjZHHgpvIyHN5DF7ekkO9CDBsIRh3QkIEWhkVQmF6J1KMmAVEyZOBMn4eCFK3BKRzL74itpnrWf/mSaro5OnHwGy46CsgsWlLEQ8fg4hoaG6Ojuo7Q0gpkXeFphaQ9HB8hMJ2VWDBWpwMDD1zYDQ71ELMncabNJxMuxcznqK+LYRoATLaO2tpaD+9+iQ4cIOlsJl5QQLR1JqCfDwa5Bjp98Kit3bSBPHMOQgENgeeD7OLaNZVlkczmkITBkwbvekAaGEBi2AkMTNQShjItd3kzP/t1EMjspr6xgUAji6SxViXJEKEEu248vcxjaQkiI2SZaBPgij2kLZE5hCBNfOvh+wcVIa02gAqDQEdk0TYJAoVQOtMT3g0InXi1QnkICnpcjwCTQhUmKIcHAI51yGTdqKmXRGta9tRKl/cLDqhVCCQgKz62QfmGlQoNWCo72bVACkIUgXxvklcLQGm0KvACEr9HaRPghMsrFcwO01oXOzTpAoSkk74sZ/CJFihQpUqTI35djEuBr3yeNJGKbjK6robt/AC/QCCGRFhgCfF9jCtBmQcrj+xLDA0MEaEvRNjDIhaefjpHs4cW1qympqC6kjaWmJGrhB1lA4gcabTsMdm1lb/c+Vq5dS3bHUioSBhdccC3vOu9mQDHY10nbgcO89Ouf0Wtobrrj8wzt38ery37OWe++iOygByUjmDR+Ir179mNZPr47iIuHh8APm4hRFTi2whtI0ZXxEZaJ8DN4XoByA8rSGUoDiS6N4ToWrYdaCbuSmqZGyhpHENImA4PdSJ3DG+xF2GG0EyfipnE9jRWPIrPgBxojZEAgSKa6UeEYMScBgUumbRtWqAzHjhP3MmhpEQ076MwQQTaPNG184WHaBiMqqwlS/biuTyAhlxrCz+coi5tsWL+eWZeeybjqKjZ39lIdqSav8himgWkZoH2UKrjZIAsSFhkULDItobAdE88Dx7KJRGIk2ztorGkil+6h59BBGhqmIE2fSC5PrCREWg8iDR9bgGlrpPRQQhYCYCWIhQ1yXg9vHThExI4TBAFaK0wDCrZOBUtVpRQqcEGYheBegSEtQBay8ljg+wSBwFey0JBKKGzTpq2jjT3pgyhcDMNEBRrPVYV6Ax2gVEFy5KMKxbBKozmStZe6MD8NIJcfgsBGCRPTttAqAKXxlIcXSMwj/R8MLfC8AMMQKF8R+PrISkORIkWKFClSpMjfj2MS4BfsDfPYTghPmgTaRwqJFrKg5TZNbCyC4IhmWksQAt9UoDSmMKhIRNjd3YMc6iNSEkdKCAKBbSpKSmpJDbQQoEj2dRBxFNPGTMMiRza5hZPPuJoFZ1xGTcNx9HS0knXz5FJJAi+LCkWYvmABKpXm29/6Hr25LFMbS3n5ty+R9gTJ0iiRkji+8tFCY2GTDbIox8aJlSIjJpEKEN29+EN9yFApaWUQUgGiXKG1xAs8stksUSeG7+bJ57IIN4fvB8StGIOOhS1sRDqJsByc8lLEUA7fd6kISwJDIDEIhIEpHfqzOdoGhzAEWIGkvCKOjUeQLKwEuAN9WDgFI3atyCLJD/ahDY/6ulFkcinSA72EDZPDB/djl5ZSWxpl65ZWLpl1Kf0rv0tKZ4hYYTQeUJBLgYeBRFEwRZI2OI4kYofQWpPKpBk/eiIj4pPZ0rmeapGiQzsoK0pIJunxwhCKkAjS9LmH8G0D0zAAhZYBUihs08A0BIEfYFgGYemg8UFrNBqtDdCFLPrRIFwIEylNlAKJIggCAq3QQuIpEFriK0GgNEopLFmoF8hkBgkIMAwb3ytk7XWhJxaGQaE9sDKRQhAEClNIpGWCFCi/0DkXrWmqGUnYitLa10Y6n0NqTSqVQ1omth1C+Qrf9UEUViHcnI9SujCbDf5HLrRFihQpUqRIkSJ/McesyDYcMsnn0yTTSRzTwDRBBwEYAokmkAFSGEgNng5AgxQKISRKCGLRCC1vrSAeKycaCeEHHo6WWAJ6etsImwa+N8iZJ5/HpadehvRieK5ixISpYEZJdg+ye/tbJBKloALi4QhlYZtJc07hYNsgj+95noPtHVx08WL69rfQcbiX0RObMK0obiZNKuehXZ/AU7impKqhgVgkTm6oG7IpIiGFL+O42iAuBFpauNkcystgagszHqGspg7P8+gbymNZNqZMk8v3Y4owIlKGES6ju20PMhkiHi9FOiaG9kErXN+jr6+TTdsPsObQAeoqE8ydPJ3R48aTQ7F29VpKE2XMGV+LzgzhGpK8YaFsmwHXY3AwRySSJYzGlBaheCm5QJMNAmQyRdhU7Dq4g5kjTuG64y/ia8v+k1iiHiHk70hLNAqBDBSmNDAtiTQ0mD4q0GgnR1OkGpmXVFRXsXvfbnqzgpE1DfhelpJEGR2pAbrDVYyZMJ+O3Y8TaB9D+himQCiBDhRKaDylEF6hoBUZIKUg8D20kAhhFqQxR5DSxLIjuDkPX+VBBHiBwPMlKlBobZB3vUJ23xCowCDwDQQG6DwCC0OauIGHkKCCgoWrlAauF3BEPIZvKKQPwpAoJVFHakaEGUdaJloJ/EAglGJEbTOEDNpbD4M0QFiFlR2l0AgEEi01QVGhU6RIkSJFihT5O3NsAnwCECZCCMKWiaZgrWg7BkoLgiDAPqLr7k0OkMnmqE404eVdfFFwGnGVz7zZC2k9sI88Ah+BHTERhiaTHaJ/oB0Ri/CR93+TLU88zVe+fz+fvOtO6l1NX0cLuXQG6ZgIAsoSDrFoCW8s38CWTVtZtnwlg5kUJ8yfx+wxI/jlTx5HVDVjhUqQdoTB/hTk8wjfx83nUbhkcj6hqIWQDtoKCDTY0TB+YJBND6DSA0hf4bo+GhOCgLzIgymJxmw8L49hmhhOBMfzyboDxKpGUKNr2bbrLXIa8q5LBpcgnaOjtxfpROnJDjJzbBOz58wimYK9hw5g5vLEtSaMR38mg2NYuLjIcBl5M4ZFCqdE0pdzSbX3UZ2I4wQeOlSKYSrcQ3uQwqCieTKvHerm+KrpTKx7mUPJNOVODF8fiUKlQGuQpiRkF7QlgSg0IPNknuqKOsqGTA53bCcvNWblFMxUK36uH2E5mF4fqYFO4k6EprKJGIbE0x4RM4RpqELAG+TxlcYJ2fi+QhEUsvKq4NpjGCZKqcJqj6GP1Aoo8vk8fqDwlVfw5tdhAlfj+wFKFTLx2hcEWqKlRCPJ+x5CWJhCoJWgMK9UgMRXEsPUBFoXtPshEykkrpsvNGpDogUopWnt3If2C9aXKvCIOAlmzDyNXfu3kHW3Y5kxEA6GYWAYBp7r4yuFoGC5WaRIkSJFihQp8vfkmAT4aAOhNKZlUAh3BaZQCBEgA4FhacAglUkxZtQ4xsTreGHN6xjRCIavMYWFqS1aU4P0ej75dBov00HakoRCFg2lCYYYYOz4E/H6O2ndtZrrPvYBTjh+AV5miFg8TjqVJZ93GTN6LGDy8m9+zfpte9m0dgWbNr/O6eddwsjm0exv76ZtII+fOkBpJEZDTQX5fAblefi5LLYdIl5WBYFgoP0QOp/H8/IIQKoMnpcn77nDnV5zQmJoH4WJCnx8JfEChRQmWS9AmwptCPChd6Cf6rI65kyRDKSH8GSCbD6PUWMzaspUIolyEvEQqYFeVr25mbZDnYwfXUtjeQmRumrc/4+99w7T4yrv/j+nzMzTt0q7WvViyU1u4I4NMtWY0EIJOIBNy0sooQZIQhwCoZkAL8QUQwidBAdTbHAwmOIiXDFytySrt+27T51yyu+PWW0sFywT2YTfu5/r0mXvs/PMnJ0z58x97nPf3zuus33bXfhClb6Fa6h4ScXGyKBE7+B8hidGGB6d4PYdu1miLUcuDEh9gXHvMVLRHQaMmQYbt4ecuOgYRrdehQx6KHiLRMx4rnMdfIlFCEUpDFBBiWanwUlLT6a/s4S95rcMt6ap9dXwxQohBbRL2TM+hiSid6DAb/f9F8YYKpFAkMfXe2/xQqKUQAhJGBZJTHtWcaYQRQghSNMUKe9XK8EbHBZrFYEqYpzBJAbvZR6XbwUgEEJh7UzSrPAESmKMoRW3KZe6qNVqNJpTmMyilCK1ubEvhCBLPU7noTVKgscipcZLgXYgpCcVEKkiUsMVv7qEtNOgp3sAYzztVozUwcwiJS/2ZoxDiTkDf4455phjjjnmeHw5RCE6HiPz0IVQeaQwSKmQQoN2CHKvrEvq1LoWk9kAJQzdqkDsLRONSTrT4xR2xfT3dHPsmqN54VPfRNYep9q/hMNWHgcmoXvhMXjree67PghIms064+OT2KRNMQpZsmAxE5MT/OQ/f8SvfnIF2/dNYiQsW3sGQ4sOY+eOLZRMD9ZXqHR34YshY/UYmTo6zSaFSpnugYWYuI5op6SdyVx1RXiEAZNlZMbgpSDOEryUKBlgjAdp8CIg0wEWg01ijPBk4w06YRnVNY+9u7dy+5ZtrJzfTUXn96pQLZIFRcYm6jSak/x48zC/+OW1nPOkE/mzc56EMYa0ldJp1hltxDSMoL+3j0B5svowstqFLkeUijWajZ1ce+21nLB6NfPWrCbTnpoKMEuPZCypMzU9QaVSZm8csUydymH9d7FzeoSuygBYk0eaEGBnFi+hCtBaM2l2ctrKJ3OSPYZdwxsxhQJR1iFMR/AIUmtI0w5TkyOkro+d8b1MTG2mVptPJD2elCQ1OCFyo9lleWiNkygBngDnUpIkQWs1o6ZjkD4AHGkmcM4QqICu8jw6cZtOcwznJN7lj7CbjeiRmNTOLhAEEqU1YSHKk4+to7+nl8ylNJtNvNM4YcicJzGOYimgWqkQdzokaYYQCrTEG4/yHoMkbbdwmSMoRnQXFyJUzASTNFodhJAoKTDOE6hwRl9/jjnmmGOOOeaY4/HjkBj4gfaAwAmHUB4hNZHKQxq8BS08be+p9c5j8z3X0MoUtb55bN+9g6w+yeHLBzjrmS/k8BVP5LBlKxhcfiQy6M29s0KgPHgBScfQiadRKmLXxnsZn9hHuViid8EQle4+brvlJt543uvZMtnhHX95PoNdw2zatZXbNt3G7cWQSm+N3pLlllvXc+Y5f0q1eyE2naSZZARaU+7qxjSbuGYda1K8SfMkYB1gTEwncQSFIiI1SKFI8Xmxo6iGx+a5Bc4CCqIC1mS4vvlgBUYKevsHKVRT2tUKt952B/fefi1Z2qDtPKsWLaUTaG644RaWD3ax9Kij+O2OCZrTo3Smp+jp70OHRY5ceyTFapl6fYKW6dCMBVOjY/zXt75Ouz7NC09+IquWHwmVblrNOiqQdIURSndhR4cpxhmlcpnpiXkcu/oNNO/6B9puN7XCIEophE8QBnRYRJPRps4Ri8/iGHMce2+7iYkoI5Vl5lVLdFxKVp+gUJvH9j2bGRuboNyXosrd9AY1TCYwLkVJQEm0nwlzIcYIjZIFnPdALpuK8GTWIJEoGZJmBpRESY8UCoNjbHoUZ/JnzFiPtR6NzuVWvUcisMLj9j97MsArSavVIk1TtFZMxzFZluGRCOWwKURRSCHM4/2dL5I5gzEdtPQYmy86tATlBMYHSJk/AyP1vXnRLe/y5FzvcglOBVL4maq2c8wxxxxzzDHHHI8fh8TAjwLyZFovQaQoJ8icp1AooLwjyQwmHadU7MMHAZ3xbUStiD85/VSe+qRnc9wRZ1DpO+y/T2gyOmMjxHiskezevZPJ3bspSE1pfi/eJFRKJU447licV+zeu4fLr7qK639xJauXL6JU3sdXvv1dVi2cx/EDXSx74hqCwX5cWOM3t25i8KhjWXP4Eaz/5c9RPf2csGo5E509TO7ew5K+Hqw1aJHrrWstaXc6RL3dVPokoztG8mRRKQijIj5QOKlyz60NcIUSvljCWoVJM3So0WkLLyVhdx+qWOaXV1/FddevZ3q8ztKlC3jaunV012r86JJ/5zUvOZt1zzqHz1/0ZW6/7Td09XRx7FFHs2rZEZRyfRsCr/GlKuWuPmSxm403XEshm+ZZJx3HSccewZiJsMohfUyjEWHUCNV2g1CX84JSxYB6Mky8dQnPWPIP7El/ys5kIyqoULQ9dHf10oh34XWFkyp/Sq2xhH3bbkaWM1IqFFSIb9ZxcYdkfDet8d3s3bWXkX1NznrBcsKeNo3xjCDITXecoyQkKRlBFLJm4Ey2jdzGdNpCoTDGoJRAqSAP43E2T7IVCmscUmnwHptmpFmKFxrpNNqAVRJr8lh5730eXiQCAKxzJFmGUx5nIcssSIlpthBCoKVCqnwUOOcwRmKTDo16iic/j9Quj+n3BuMUWgiEtEgDNnMY08ADSoQESuO9x4g8oRwHwZx9P8ccc8wxxxxzPM6IJEn+Rzp+b3/726kXfo1RAiUsGoWUuVKKIsQaGG01edLRz+C+O/6L7SO7ePJJZ3P2U1/OCStOhaCGizvEnSnaaUZQqDI2Nsp0K6Fcidh462206hMMdZVZePjhFHrmU+mq0NU3QL0xzu57t9NsTeJSy3S9jk8c/3ThR1m/4XYsjrKApfMGWL3ycBb3L+A399zKorXHU4x6GJvYjTQZW7bvwbgOJ59wNGee9ESstQTGEJiUQEInniSqDlDWguFtmyj2DiDQucKMV6QuQ3iBLlQxpSLtJCYxFlWMZiqhaqyCNE654vIr2LhxIysWLWJoQT+Hn3gS8+cPctN1V9FXLtC3aDlf/NqlLCpLevp7WLFsMceuOpxsuonttHCqiAqKGC0QvUM0E8fe4T3UqmV6CJke2YERmlKxB28dnU6Hgkgo2AwZ9JI4Q8dmlAZXkmSWiBLzVgwyFl+PnE4546nnkGUJmzffTqVVIMv6GNuzETt9L14WSLu7mRgbZ+/Gu5hfixgZH2GiVee+zcM85RVPZvDMKru37SFE4pSn6AukNsF6jxC5tGU5XECjsycPwxEKvMf53BvvvSfQAu89mfF5qA3gvCJNbF44TSqcIy8k5SVJlstc4iW5kGZebdZZsMYgFEih0Togy9I8FEkIrM0ACLScTQZX0udhR84jpCeUEicFQoh8d8BlKARyRjUnV/QB7/JFnhAgZ8Luvc//jsMqT+QTn/jE/2ykzjHHHHPMMccccxwkhybJVhsikRe0CiKNdx7vBFEkiROHqDepRZ4/edpzOeLIp7Ny2ekwNUK8eQMmLCDCMuONEUwG9269jzvv3ErayLh+/Q2I+d3809+9nSVLlqGLVUp9Q8RJk/vuuINOu41Rmq7e+ezYNkKhu48vfvSfuHXD7Zyy9nB2D49y+NonsigCX28SpSP86SmHI6KM62/5EYO9SxifmuTe++5E6pCnn/VknCuQph2SdotA5gmYSvcytm+SrFGnUAyxaUpoWlhTR5B7iwOt6YgO7Vhjs5TY1EmnFRR7QRUYrzfZu30n3d29vPglL6SnJ2JgaClJ6thw7TUYJ0go8O0vf5uTjz4SyTRjk23WrFpLqz0BzmCUxtoUbEyqCjS3bSWyhlVdFdpdfYw0Y+7etYvBasTScpkwrCF9jEsyTLGbIAxJ6g1U2kFPbqcYlvFFz/iubZSy5aTNSTZdt50kgqy1CFnfxaYdl5FNbmfhytVMBn0044TpxjhTyRhmX0qrUWfrtjZnv+Y5rHp+lXt+exc9YRUpExIsziSABeMJA4kxGVONrSgdEagAIRzOeZzxgJtRzRFYa5BSAhpjE7yTCII8cTWQSA1pJ0OYfAUgZF5Ey8xUlPVC5UW6ikVMliGlpFQs0HQzv/dgfV4USzmHdbn2v/fMLAjysCFnBW6muq6XAkRuuCNACI+znlAFZCKXfhVCIfEoJcisz/Xw55hjjjnmmGOOOR5HDomBP79WxWKJM0erOUa5q5uiLDAysYWde/fxnNOez8uf/Xq6B44ED3Z0Fx6LXX40qQ9ojY7iCj04P51rvR9ZYmLXPcRDgmWnnkBPVxfF7j50pZ/26F42/ea36FqVVqtOK0nZlWZ0xmPu23wXulTizX9xPuhcKnPF0FKy0T10RjajopByqGm09vHcM0/Gk7JtPMIUQnaMtJg3NIQTBmmahGSY1OGtoONzhRlqXUzbPCbbpTHt6RRvp9FCkqqIZjZMd3d3XrgqKoAq4WxInKVorVm6ehnd5QJJa5qkNc1tN97AvqlppkbrDAz0s/nuO3jK008ka1nuuu0eliwbYPvWTVSrFaKCIvaQxjGhFCQmo9VoUK32kIpuhveMUZSWoxYsABXSMTFp0kJnkMkSnTTGd9p0hZqgPA/pGuisSZq10TpEFSK6a5bJ0c0UwogwbrJnegQ/vIVlRx5Fs28BuzbtZHJsF6oxytTwMFlvL/fsbrPmxLWc9KKF/Pbu6+gKShjRwWApKUkiLD5zqKLEWIfUgoIqYlKLVh7jLB6HUhodBGQzicwIkCJXx/EiwFqL8BIdaox3iMwTqjJhoUwzadHuJGitUSo/x/56uNY6TGaR0tNstDAuTwAXItfll0rhMLl1j5ipHeZRWuW1AaxDS51/7h3C5bsFxicUCgV65g+SJB2m61OImeTgzEq8UDhn0XMqOnPMMcccc8wxx+PMIQnRWXzkblxqaNb3sWjeIM3WNDIIcYHmqFVP4ehjXshg32qak6PErTHwAc3mKK7Zoj6+F9NJCMhI4xYlYdB+mnLBE0nLnfeNMdLqZXDFkfQsWMzk2G6MUHgVklhLKCXtVsLo7u2MT0yxYOVKAjRh1EXcGOO+jXfTVyxTcRkidMhiiLcxiW0z0egw3gEQOFVj6fIl9PgMPzWG7SRkxmKylMRavC5CoYyQmnaasqsxQVEpVBAw2pjmV+uvYem8Xk5Yu4ZibxdR9wAy7KITt/Bpk0IALjO0mpMkImR6MmP35s00nGTl2rXMK2fs27aL3iUrqHpHlLZRtIgQBEGVrAhB1xC2GaNtDEGZeielFSds2bYJawNOPXw188oV4qDKRJxQH99B1qxjgvkUi0W8aTFQrlKIJGnXYnbVp5CTOzli0WJ0pwO6jPVtJjb/lk4K9emtLBw6nMkFR7DttvUMDA5x7U3rWdjdT5uEOzZspLurjzdf9BKm01tpjFh0GOCtIbMGjcOhMMLjnSLOUoxto4TGozHeM680QNu0mJqso8MIZ3MjWSBnQ3a80xgUPnVIBB1rEEZTK3ahooCJqTpxnCJVgJzRnTcmb4MSmnIxJEtzpRzvLY5cCtTaXC6zWq2SmgZJp41UIU7k1W6lAuFmNPExSKkxmcfajCAIiKIihUIJaxNazWb+JSBfnygsnlDDkugJcyE6c8wxxxxzzDHH48Yh8eD36m5SLXj+OW9k9cqT6OzYSNtBtdhLkEj2bdnGpmv+iyzLsC5DkyGak3SyDJm1MCYhVRGRdMQyICpImm3BsCwiCgNEnRbDd93A3o13U1m8FF0skvgOEkGzqWh3JikWi6w4bIik0yCTFt8ZZnrndpb0DSCLClwKBmIbI11AK4GWL9A3tJCCluzYtoM9O7ZTWzyI1ZJWZpBZhrcpuIxASNpNS8vDeNsSVrqhELCzkbJ1xygLBxczsGA+cWWAYq0PIRVp0kDPKKu02hlSFEhkN81Om1CFdM0bhOY0Q339NKeHWbBkIbX5vTSG91FTgsgpOlNjmKiDLg8QFQsUtSaZSqinKUIHtOt7mF+I6BkYYDqbpDk6SpwmeFlGeIkIQiIV45ymWKownDTp9SVk1KYoJfNr3SiX0ULSbOzF791IWKnS6emisGgBt+0dZey3N7A0bNJq7KOrZx6FQsrWbcPsyeB1r3sKXYPj7L1DoMoFXNLBe4tSGpxBIdBBQMcklHxId7iKKTtMK5tEe0lsDcYYgkjjnMcYA4DzYjbPIUksPoxAemxqwAU4JM12Cx9neBPmHnkhEYhZLX/ldB7mY1wee2MdXnh0kCfDaq0JggBHgEkNIHEiL6ylhMeZfAcgCHK9/Sw1BCokCjXWQRyntFotJAIVaLSWKC1RaV75N1ASIeZCdOaYY4455phjjseXQ2LgVwtd+FIfQi7h57/8KV1DKzjp8BPJdm1haucNyPoeuqM2SdxmYnwnmXWkiaFYqaKKRUJdRQUlZCRRIiBJHbHtMNkp4IBytYJUjsxnCBOTdhK0k2TWkrUTSkGACAs025PYzGMDSzY5Rqkg8MrhnEC4jMQ7VBSAVxSKvSxWES0T02mM0BjbzbwlK0mDiLRQJItiTNJGaEkjLdAymtFmQhpFxB4GVZEklSStCY498jiqAYw39lEqRyjvyDop7WaDZprSnBzGeUmp1oPyEIUhTdvkvrs2cMpTnowOFYsWDkJjlD133kLdZIy2Ew5bvoQlJxzLrru24FsZVZfg4gzVcDA1hlEpq/qq6PmDNIWHIKFZt1hC+rrKlL0AXcCYjDhJCaIC1hfZUZ9mga8zP5CUClVsexoX9FIuaLIFS7jqrm30lyfp6l2A6UyzpADbpwxpNsyKw1YweecN3Ldzkmc960hWP12wZfN9hFaT2CZW5N5t59sImVc1NqaNdSlShRQKfajmBHiFkYrJ5ijKS5QOAYfFIX0wo2tvEU4iwwhrTK6E4xx4TTGMEB6aqUMCWoc4D9ba/1bTmfHSJz6vkuulR0qRq9vogEKhgM1SJqb3EEmBkiEWEErkxbAICEOJxeGtREqPkA5rJMY4kHkyL1qAsDjvkV4gtQTpwDls5g9Vpsscc8wxxxxzzDHHQXFITI/u7iW040l+dvlHCAsZS5truXl6nCNPeDL9C1+CdTHeWG766VepHXU6q4dWYuIOxVKJ1q47aY/vodPJiLM2U9Mt2o0xGo0GqSoTFeeRCotXmpH6BD1RlZ7uftKsA41pQiRBWCZL2gjhiITATkxjMktmPDabJowUVnmCQkgUlHFhRKvTwmctJJZSrYtjTn4SXT39qEBSn+6wdapJd9d8Eu8RtQLxdIosdBjsq1Jv5dVtXRYzr6uHcqlGnHUIlaMSagrFCs2kxXS9xfDYOKVakXIhoqwURmtMathw3bX09PQwuHgxcWOCkX27qe8dpX9gIcJ0qJZDFh55GEMrj8XumiQY6mf+vEF27v01heVD9Bs4qryAMO4wvG+MzMCCoQF2JlvzSJG0SRLVqLfqjIyMsKC7imnXqeO5+77NdBYv5+jli6DTwivNnvH7yOoZm8dH2bV9G6uffAr1XTsZHd5N3DuEDgq0JsfZdMtd3Ld5kmecfSTn/u1xbN1yL77jkQWHMgbpQUqH8BJvLVIAHjQKaxO2xb9EihAdBAgDKghyZRzvMQ6EkDhrsM6TGYmQijBUeGvJshQtNEJorPFYlxIi8BJCrUlTg0PkEpdOIIXNDXpkrlMPICRCCqwzxEkHazOKKq9Aa4Qn8wJlIUCilKJY6SWLG3TSBkFQxHlPlqYIpVFSYrxBScVgbz82M0w1JkBKBIrMWoR1h2KIzTHHHHPMMccccxw0h8TAL+oKVlqOWnMmg/393HjTj7GlXsp3ee7ZM8zznnUeor2PRUeezILFa9H1UZyKGN9+K429mxFpi9RrOh1LTXmieUso9IdIkWAySTv2bNxxPROTLQYGVhK3GpikRRRGoApMNqYo9fZQpkSnNY6f2k2aOQKX4pXHM5+eBb04LfGFiHbiCAUEXWW6KlWEDrBeUgjL1DsZ01ZQ6x6gt6+Lm2+/l0IxolYuETfaTO1tEQaSYqHCSAbNeAoRSCoqxWuDlaCiCp2ROsY4lq46jFIhpLl7G62sQ9xsMrJvH2uOPIyhhfMZ2303tUoXlbBGz2E9SKGp2TKHP+EYTNLg17/4NtEaxbFHLmHrzttor27RCX+DlxFBXz99SYnueT1o22H+YI0VC05mbMcUU8lefnTF99k70WJo5Spi30Op1kXgQ+YVIwZKRcbHx7l78210LzuCOybb/Pbqq3n60WtY020ZbhZp+ZDp0UnkRAfpJ1hYyKhnvbz4jWdw8ov62L5jI1kqCQOP4b/VaZwj/388wjkUARKLlQnaFvOqv86D9ggrMM5gjAAnkVKTuAxjJGImuTaJY/Aq99JbiZwx0PG5pKVSQR6O5PMk2UKhgLUWY0AJifWgJLiZBFrnHUrliwqlAlRUxCYxIYrEOjKbgVIY42hMTuW7CkLnRbiER4cBeIuSEmwhPyeaINRIofEKjHUYbwiDuSTbOeaYY4455pjj8eXQBA8ISVelD+s0v73nTgYWHsm8sJ+fXP55ulc+kbGJPbjmMIuWn4jYexc77ryBibFhlIkJtEeVygivCaKUNPbUnaSnr5vAhYyN7mJ45ybCCI46bDHt0fvoxA6nQ5IkYXjfCNXBJRy9aCHTW+8jbicUCoooaWFMTJw4SrUSVvVhVRFvDIH0FLvKqFIBHQREYYU0TTFZi8b4KNnYTmr9g7RbU5RESpwpRusZnWaDom1THViMCAJC2SQIJKFy1OtTQEpERDy5h6nhexBRSEkYRrdsp1nfhwwjvMlYsnoNCxctI0vGaDVTeroGKcqEPbu2gHUsPGIFzXCCbTtvZqprhIpeyu59dzMydROyMsi8aAF7xzZxd+MywqBCsVBhqr2Npy68gOWLn8gevsGSxWfxjuWr2XnP7TRVhY13b6TZbjC8bQdVUaA3cPz4pquxseeUIVhULDN45kmI+jj7rObO//oehxcDBqsBxf4Wp559LmeuXcemzmWkS+rs2b2XTt0RBQFOGqQDrRTe5QmuzHjOrSM3qF1eOCrB4QUgHMIpECkgCAKVV741EEVFBJYkdTMe/TymvrenD6UUU1N1Wq0WkQ4wxuIcGJNirUOi8iq1fn+CrkMqMNaT+9I9BR2iIo1SAukdYaAoVHqwaYYzjsxHNLMO3oNGoLSiGVuMkyAMSnlCJxFBAEiktyRJQjZTsVcphfcGFQRkfs6DP8ccc8wxxxxzPL4cEveiVhWs00zXRwmL3RSryxjbdycLl6zl5CNOYfem63E4Rn/7Izb8/JtM79mCb4wS2zZpVCMIeymjiWREFBZZ2V2hF8l927ewbXyCNWvXcuzaU5g/byWFRptkbBdhOkbFd7Cd7WgxRRZnWGlApUyVyjT6ajRLJdSylXQdfSTb92zDuozMO8JQU6r2EBW70aqIcxaZNOhMDWOmRrCdSQqlkEqpwLLlS1m6YCHaeYTSiFIPWWqZjlt09fXjvKLeHKWx5x66i0UimzK8aSMmNXT39tCcmMIldXrmL2T+/CUsW3sy84cW0ty7lajTZqi3j0X9ZaqBpVYqIoc0d7U3cPM9v2CKCYphN/HIMJv33kmlsATf6TA2uYVIR/QUeikLiWlP0VPs5p7bLuVL17yG21r/xtXbv0hw+hmsOed5yN6YNaes5ujVx/CUtcdy1IoFTI6Ns6JviGOXrUHt3UJt3330UkckTfoqPTztsEFOPmkBz//As3nRx8+m76maPasdI6Vxdty9hbhjCEJITJvMGMyMV1wqgZAzHnwn8F7QNlMMdp/KQOVYnO/gfS5PqWVecEoHCiUlQpJXiZXghUNID3icc/gZIxokzjmyLCOO4zzWHo/Wcib23WMzg/D5uZF50q1zEClJX63CwLxeess1Brv6WTG0nGV9Qwx19bNscBGL5g2xqGeAVfOXsLR/kKGB+czr6qGvGNGtBQUV4RKPETrXw3dmprCVy2sVOEtqDFEQUghCtPzDefA3b95MFEW/89+SJUsAOO+881i3bt1j0o6Pf/zjLFy4kMHBQQCGhob48Ic//Jhcaz933nknURRx3XXXPabXeSB33303URRx/fXX/17f/+xnP0upVDrErfr/L8cffzxvfetb/9DNeFgeqX3WWl7+8pfT29vLS17yksevYYeQ+/+Nf6hxd9555z3iXHfxxRfPzolXXXXV49q+x5sHziOPds798pe/TBRFs6IXfyj+7M/+jLPPPvugj/9j6N+xsTGiKOLSSy99zK91SDz4yglamvhj2AAA31lJREFUSUIYlGhNTNDsmc+ZTzmPPdvuYKTRodt65LY7mRrbQbVvPqrjaQhFd9cgWhXZPbKNfbqL/gUrUKNb2bpnnOF4F3fctZ6lxz2N6IizGL/nNiZ33kqrUuHoJ5zO/N4eduzazWkvOA+HYmpslGpvN8PDW5nasYXG9BTLV64i6hrgt+uvo1TpRUSKYhAQqSLGpkhr0TZECUt9cowszigpyeLFKxGhojXZRouQ0CX095UZaw7TciEDtSrTzRaN8WkqhYiJ0V30lDy91Yi9m27FqYilK1bRbk9g6jupVqp0dfUQVmu022PY+hhHH3EcuhKxedcm7p5s06jvpRll1FtjhBiisEwgFe12B6UkUaGLTppQT9oMVvvQwjESj1OikCePipBmewM+lFT0fJLWVi658jxKhT5E9xgLh57Kyq4T6EwsJMpCpjr76PPz2Tl2M7FPaTUNyxedxs47rqZdKPLkP3kW2+uXM2W2s2+PIIk3ce/kd6mUFqPDXpzpkPm8EJixGY5caSZXsxFgHc45QBLpiIn2JiQZWhdA5J5+Sy5T6Rw46wCf50uYPNwnCou5cW/zczaa04yNTVAoFOnp7kd6SJMO1hmUDAhDjTEOKTzeu7xKLnnIkJSOrnKZeT01wrBAKEPKYYFKpYsg0iifq90YAOfxSUY7blPP2hiX0RMVSI0nNRn1RoPJuAPGkVpwwOT0FMqBLmi8EMRph0BIQikOxRD7vVi4cCE//vGPZ3/+xS9+wYUXXshXvvIV5s+fD0AURY9pG9I05YILLuCVr3wlf/mXf/mYXuv+DA0N8ZnPfIaVK1c+btcEKJfLAFQqlcf1unMcWhYtWsS1117LsmXLHtPrXHPNNXz3u9/lX/7lX3ja0572mF7r8eAPNe7++q//mle84hWzP7/2ta/lqKOO4m1ve9vsZ4cffjidTudxbdf/Fj760Y9y9NFHH/LzPtbj5LWvfS1pmh7y877sZS/j7LPP5pWvfOUhP/f/Jg6JgW/xhMUCdAy91R7ak21u2HAnscnoCi1Lqo6sqakuWktzssEYdXxpIXePjrJ9ajvbR3bSSTKqIi9gVM8svUsPZ9naM7npxp/zkW99meNWHkZRtCh097N8bBeTd13Fjvou1vVE2CQBLxgSRVYvPIoTDjuJe3f8lsrKw3H1KZb29TC4fCUtCkRBRFofR4VFvCiTmRhpHdIKenr6yNQ4QSaY3ruXdhoTdc8j0wJjJUcsXYTykDkYm5ygWisz2UyYmm5w3JGDuOlRKpGif+ESpkZ20hjbTbmnhzCUaJUwPb2Hxb1V6pUKv9p5J9Omzej4dorCE9QExUBTUiFBsYjAEacGKQXOh0xNjaGVwIkWHT+PSHlElkCoEQoy1yHUPaTOkxqPVj1UZYZzw4QyYM/Oq9m05XK6awsIdBEdBNR1H/UlWwhlRFkXqMs7qM0X1IIWv97xVUTWwRmJt44oKrN04ImMN4bJ4mmULGCFxWYeicMjMNbO6NALpNQgc0Nbqwpxsg+nQOli7vm2Dic9ic3QPkIoj/IeY/M4eqUlAo+wASogl94kT7gVQtDf349JDHv3NBH7veTOo4QkEwYQMxKVDi891UqBBQPzqRYraBXQW6lSCgsEQYUo3D8MHEmWy3bKgqBYqlBoN2h1WtigwlRrGi0tCwcH6W/H7GtMoK0BJ2ilCSLM5TqlFzihsN4hvQR1KEbZo6dYLPLUpz519ufh4WEATj311MfccNlPo9HAGMPTn/501q5d+7hcE6Cnp4fXv/71j9v19rPfsN9v6M/xx8eOHTsYHR19XK41OTkJwAte8AL6+/sfl2s+lvyhxt2RRx7JkUceOftzsVhkcHDwgPkPcg/v/4vcf/FzqHg8xsljtei99dZbH9XOwB8rhyR+wPsQEStK8xZQnTefZHSETXfdwm9+fQ37phrsiUNuHUu5c98E12zaxK93jXDlptu4Zfs9TDSmWdI3xOGDCymFJVpKY5Rj06YN/PC6a9hUn+KsNb2MD2+ituRIirbFD376VW7fexvWt/juDz7Ed378QX74yy8wYVOK1X6uvOtK/nPTj7lxx22UVQ9nP+91LF+1lvFtGwmSFoOLF9PX3wP1ScoY0slxoqKmWitSCDyqPUE6ugeXGKLe+RSKIaFN6SkWKRTL1J2jt6cLXaoyFbdYLKcpJxmV3nnYEuzbvYnhPdvwrkOadRBKs2fnCKPbRyj3Leeu6WFuue8aJic2M7+3SF9fke5imYKKkF7ivUfg8mJJ1pKmMcJkOJESBTWa9Z2MT+wjCqt4KRDe4Z3AGINPPc5BxzlQJbQsYygjhaC73IWIp2jX72N6eDO7xq4jrhvaEw2mhveya8+v2Du1nfE9e0mnJ3CpBZfhtKaVNmgk0wglEGGBzCZIl8tPSjETDuPyLWdrbR5iM2NgZy7LC2ChUFrkIS3eEQUhgVRY5/K2O4E3DpM5hHc4k+FcClgk/7074L1h3/Ae9uzZhZQSrTVSC6y1uJmQmSCUKA2BFhSCkEX9Awz09FEtVRno66evu59aZT61Wg/VQo0orKCDCkVdIVQlrNA4GRDpEqVCHx5FT6WHgXlLUapGtdJDf3cXi7p7GOruYUF3L1EY5Pr6QqCZyQH4I5LI1Frzgx/8gKOPPppqtcoJJ5zALbfccsAx3/nOdzjttNPo7e1lyZIlvPOd73xYr9hVV13F0NAQkHtMarXaQx73H//xH5x88sn09fUxNDTEC1/4Qu67777Z33/hC19g0aJF/OpXv+KJT3wiPT09PPGJT+S2227j61//OkcddRT9/f0897nPnX3hPDBU4Nxzz+XlL385X/3qVzn66KPp6+vjlFNO4YYbbpi9jjGGt73tbSxYsID+/n5e//rXc9lllxFFESMjIwAkScJ73vMeVq5cSaVS4bDDDuPv//7vZ7eya7Ua559/Pn19fQBce+21PPWpT2X+/Pn09fWxbt06rrnmmoPuE2MMH/jAB1i7di1dXV0cddRRfOELXzjgmD179vD85z+f7u5uli1bxic+8QkuuOACjj322NljvvzlL3P88cfT3d3N0NAQL33pS9m1a9fDXtday/vf/36OPPJIurq6WLFiBX/1V39Fq9WaPeZlL3sZ5557Lu9///vp7e2d3S269dZbec5znsPQ0BD9/f285CUvYfv27b/z7xwZGeHVr341y5cvn/07L7roogOOWb9+PSeeeCLVapWjjz6a733vew86zy233MKzn/1shoaG6O3t5fTTTz9gu/7Tn/40CxYs4Kc//SnHHXccvb29rFmzhm984xsA/OpXv+Kwww4DYM2aNbzoRS866H44mPbdnwsuuIA/+7M/A/Ldtj/5kz8BYNeuXZx77rkMDg7OjsNvfetbs9/73Oc+x+LFi7n88stZvHgx73nPex507le84hU861nPOuCztWvXsnjx4gM++/M//3Oe97znAYemDx6rcXeoabfbvOpVr6Kvr4958+bxzne+E2vt7O9/1zP885//nCiK+PWvf33AOW+77TaiKOLKK698yGs+0v296667iKKIH/3oRxx33HGcfvrps797NPPuQ/HAEJ3169dz0kknUavVOO644/jJT37CunXreMtb3nLA9zZt2sRTnvIUarUay5Yt42tf+xrw0ONk2bJlfOhDH5r97r59+4iiiHPPPfeAcy5dunS28OMjzRUPDNE5mLkOfnf/RlHE1q1bed3rXje7k/1QHOx76cYbb+RJT3oS8+bN4/DDD+crX/nKAef54he/yKpVq+jq6uIpT3kKd91118Ne81BzaGLwoxCcoDnWoj7RIbUaRZGF84fYvHET37/lVu4d38MvfnsPm8Yn2TW6j4GFS1nSO0gYLKLVhp0tTzvsZaLeYE8jZaodg2nQ2z3Ek854JVVd4t4772bHeIfF85fQVewj8BGDPQtZMX8VQ9Uav7rze/zjD9/Lv139ebyGJ/avIiPhhr2b2F0foa/X8Isdv+R22yAo9zB/Xj/lUoGiNtT6uolqNbTpEG+5nU46Sf+CASoYKnGHquqQGkPSSRkZHabZbjExWeeklb286GlHkvgm03GGUL2UwzL9lTKoMoc/4ckktsCe3aOsOfxEbNmxa8cGli5cTE9XjZIg93Z7gxQOXxZImWHIcu14JEI6RGCQJiVNNQO1tWgZ0LGWJIvJMo9zntRbvM63GJTxpHFMajXOpFgnMGlA24YYakS1VSg/SBIbOgasK6CpIWOFtRleeWJjMCYka0/QHNtBnDTwWALLjMa8IiAPhdEiD9eRSoDKE0v3a9F777HSEymNMxYBEGqsdygfgHA4G4APCKOAMJIIkXvqCyUoRAHO/7fxLhU4nyACAdKD9/nglR4dKsJA4Z3Be4slZai/myMXr2TpvCUsGVrMUN8Q/ZUByuUagVIYKVC6gJIROipRLFWoFqpUC1UKxSphGNJV6GHlkqNZPG853VGJcrnKou4hqqUeKpUKC7v7WVCpEWmNxRKGkiD0SPWHjWF8NOzcuZMvfvGLfOELX+C//uu/kFLy6le/evb3l112Ga94xSs466yzuPHGG7n44ov53ve+97ChN2eeeSZ33HEHABdffDFbt2590DE333wzr3rVq3jWs57F+vXr+eEPf0ir1Zo1fACCIGB6epovfelL/OxnP2Pr1q0kScJLX/pSrr76am6++WY2bNjAb37zGz71qU89ZFuCIGD9+vXcdNNN3HDDDezatWvWmNjPpz/9ab74xS/ywQ9+kPXr17NgwYJZ40nO7BK95S1v4atf/Sof+chH2LBhA//4j//IZz/7Wd773vcC+SLp85//PLVajVarxQte8AKOOOIIrr76aq699lrWrl3Lc5/73FnP7SPxnve8h0984hO8+93v5pZbbuGv/uqveOc738m//du/zR7zhje8gQ0bNvCf//mfXHbZZVxzzTVccskls22+9tpr+cu//Eve9KY3ccstt/CDH/yA8fHxB71478+nP/1pPv7xj/P+97+fW265hYsvvpjLLruMv//7v589JgxDbr/9dn7729/ygx/8gJNPPpmdO3fyjGc8AyklV155JT/5yU+YmJjg7LPPnsmheWhe//rXc/311/O1r32Nm2++mXe96128613v4oc//CEA09PT/Omf/il9fX2sX7+er371q1x88cXs27dv9hxxHPMnf/InRFHEFVdcwXXXXcfJJ5/Mi1/8Ynbv3j3bP9PT0/zf//t/ueKKK9i7dy8vf/nLed3rXsfGjRs57bTT+OY3vwnADTfcMHufH6kfDqZ9D+Td7343F198MQB33HEH3/zmN0nTlGc/+9ls3LiRSy65hFtvvZUXvOAFnH/++Vx++eWz973ZbHLRRRfxxS9+kb/4i7940Ln3j9H9C8/h4WF27tyJ955NmzbNHnfdddfNekkPRR88kEM17g41H/jABzj55JP5xS9+wXvf+14+85nPzMZEP9IzvG7dOlasWHHAogvg0ksvZeHChQ/rdX6k+xuG4Wzb3va2t80uIB/tvPtIxHHMi170Imq1Gtdccw2f/vSned/73se2bdsOuN9aa9761rfyjne8g1/96lc8+clP5g1veAO7d+9+yHGybt26AxY911xzDYsXLz4gH2PTpk3s27ePpz71qb/XXPFIc91+flf/btmyBYBPfvKT3HPPPQ95nUfzXvrQhz7Ev//7vzMyMsK5557Lm970ptn55tprr+VNb3oTL3zhC7n55pt5z3vew7vf/e6D7qv/KYfEvygSj8OTdWLGp5pYI0k6HQwprpOx8MjjWNVVYmLPjwi7epBSM7p3iunpDq2kTpq1iAoFPAoZlKiQoWs9RFIzMVHnK9/7IT3FEkEySSzKVAsCaTJK3T10pqdQhYgsbZK294D0LJu/hJKYz4Ytd/Dr2y9jd2OEp59wNqNT29iy5x7Wb70a+7wP8OJjn87Ujrup9i0gDar0DAwQb7qJUm+VpUvWkviAeOttiEZGVAjZPdVkaqpNO0swVrKoT3PSqvk0OwVWH7uAHbt2kTYzXLPDjp3jtGxIdv0dlJRlcNkKFqw6jM2TV2MMSC+xZKQoNAYhA7zwSJsiowBnBcaCjBy1Yh7yYrwhs012jW+hFGkmJ3dSrfTSVYhIkgSDQCnQ0iN8nugqswyBxgsLWLIMlApo+UlMmqEEyEBiMTghECrDYvBeooVlurWdSuUwXvnCf+bXN3yOrfW7CWUR4QVOODIrUdoDGYEWGCcRVoEkD7HBI4RECYkXCiFTvHMIX8BjcTPeeaU9zlq8VUjnCZTHSoUUEcZbBDoPdfEgnUMrgUWTpQ4nLEpoEDNefCHJrCFSmpULl3DC8uPp6x8kior5JOoAJMHM82uMwRswXpBZAx5UGKJ0SCALRFGBxBqmpidIkphKrZdO3MB7SU9BM5XUSb2lWqwSaMl0PEHsPEoohGQmsP9/P/v27eO6666b9T6/8Y1v5P/8n/9DvV6nVqtx4YUXcuaZZ/LBD34QgFWrVvHBD36Q888/nw984AMsWrTogPMFQUBPTw8A1Wp19rz3Z/Xq1axfv55jjjkGrfPp6C1veQsvfOELGRkZmfWwpGnK29/+drq7uwF41rOexac//WmuvvpqisUiCxcu5Mwzz+S222572L+v1Wpx4YUXUiwWgdwD/epXv5p2u02pVOLrX/86z33uc3nNa14DwPvf/35uvPHG2W398fFxvvGNb/CRj3yEF7/4xQCsXLmSe+65h8985jP80z/90+xLGnJDoV6v87KXvYzDDz8cgE984hO86EUvOqjch3q9zhe+8AX++q//mj//8z+fvee33norF154Ieeffz7Dw8NceeWVfPKTn5w1LL72ta+xatWq2d2TO++8k0KhwCtf+UqCIGDlypV885vfZMeOHQ977Ze97GU8/elPn43bXbVqFS960Yv4yU9+MnuMEIItW7bwy1/+kt7eXiB/aQoh+NrXvjbbV//2b//G6tWrufTSS3nZy172kNf7+Mc/jlKK5cuXA3DYYYfx+c9/np/97Gc897nP5YorrmBiYoJPfvKTHHHEEQB86UtfOiDWWynFlVdeyYIFC2aftfe///1cdNFF/PrXv571xltree9738uCBQsAeO9738unP/1pvv3tb3PBBRdQrVYB6O7uplqtHlQ/HEz7HkipVJq9Vk9PD7Vajcsuu4x7772XG2+8cdYr+b73vY+f//znfPazn+U5z3kOQgja7TZvfvObH+Sl389ZZ51Fq9Viw4YNPOEJT+Dqq6/m2GOPpauri2uvvZbDDjuMzZs3s2fPntkwlkPRBw/F/3TcPRY87WlPmzWQjznmGC666CJuvPFGXvziF/OFL3zhEZ/hV73qVXzqU5/in//5n2fH/Pe+9z3OPffch12UPNL93c+Tn/xkXvWqV83+/Gjn3Ufixz/+MePj43zmM5+Z7cdPfvKTnHXWWQcct39nZf8z9vd///f8+7//+6zX/YHj5KyzzuLtb3/7bCX5q6++mpe+9KV8/vOf57777mPlypVcc801zJs3j2OOOYb3ve99j2quOJi5bj+/q3/3zw2VSmV23nogj+a99Nd//dezfXDeeefxwQ9+kNtvv52FCxfyrW99i8HBQT784Q+jlOKwww5jamrqgP59LDkky+OJyTGmG23GR8eYmpimOd2hXKsxv2+IarWLqU1buHb9bRSq/Qgvabc7dDpNAqUpBxWKYUSWWCamJhFKIpTAxZLh8SmacYuoCk9+0vNY3D9A3GkyljnOPO0ldGeSlumQxilOaLQqolwvQlcYGb2L/7zuS6xaMsTTVi/j2jt+zs6pYYb6l7Kk1s0Pf/V51u/cjO0e4Ie3XM5//uJf+a9bf0F4ytM44RVvo2v+Yvz0JC7xNLxj9769JOPDDC4coq93kGpQ4Dlnn8SKZb0cfdrTeelr3sbyrgrjW/dw375JmoR0lwyDdoJK13zm9Qyxec/NXHvjLxkcXEYxlESzRZjUjGfa460kbjlMBtZmgKNYKBM4RZKaGUO5zd76BKcf/+ecsfrZWCKmWzFp4kliSyfxxLHMKwLHjjiOSZKUVidFoMAJkk6Kcw7jHIlJyEyeFOuMwCUSmwiM8SAEqa+yacwy2UkRNqQTQycVJBas9bPPQWbzsBQxIxXpfK49j8iTZoXwCBTFQi/lSg2wCOnRekayUoJzNt8JkBIhHGnWxhoDOKRwKJl7dTKTT0BSeaRwWJ8RRRFKSpK0RU+5zAnL1/DktaexaOEKSoVyrqzjFdIHYAXCSQQBSkYIoQiCiFKpQrncg5ZlvJOkqSU1BQJZpKvSS2/PPLAC7RWBKoAqUVAllAqwTlEu1Oit9lAOQiKlCP+IQnRWr159gBG+fxJrNBo457jlllse5J0688wz8d5z++23/17XrNVqbNu2jec973kcfvjhLFmyZPZF/0Av9+rVqw/43v7t1/t/Nj09/bDXWrly5ayRAcwuPiYnJ2c9m6eddtoB37n/i/e2227DGMNJJ510wDFPeMITaLVaDzJIDjvsMFavXs15553HhRdeyK233opSijPPPPOglHI2bNhAmqYPec/vu+8+ms0mmzdvxjl3QLv3v2z3s27dOoQQPPWpT+Vf//Vf2bZtGwMDA5x44okPe+3+/n5+8pOfcMYZZ7By5UqWLFnCl770pYfsk/u/JG+66SZOPPHE2Rc2wOLFi1m+fDkbNmx42OtVKhX+5V/+hSc+8YksW7aMJUuWcMcddzAxMQHk6kTlcnnWIIE8rGXhwoWzPwdBQJqmvPWtb+WYY45h6dKlHHXUUQCz59nP8ccfP/v/YRiycuXKA7bf78/B9MPBtO9g+M1vfkOxWOSYY4454PMTTjjhQffv5JNPftjzLF26lJUrV856VK+55hpOO+00TjnllFmP6rXXXsuCBQtmY9cPRR88FP/TcfdYcOqppx7w87x582g2m8DBPcOvfOUrqdfrXHHFFUAeXnPPPff8zqTNR7q/+znllFNm//+xmHfvvfdeuru7D+jH008//SFzQO5/n+7/Pngo1q1bR71en921vfrqqznjjDM48cQTD3jmzjrrLIQQj3quOJi57qHaDQf278HwaN5L988tu/+zDfmYOf7441HqvxPxfte8e6g5JAb+jvv2Uo9jRvdNMz7WoNNq0R5PqNcNkjwJVrsMbQJ8KlAZEDuSLMV7j6KI84JSqYwyCmccjVaTMCiDD9BpxlU3/YZd0wlhEFHQAbdt2cTWxjToIA9nSQPStJCHfTiJM57xvdM85YUf4f+89AOY6WEKQY00gcwXOHrBUn55zRf4my+8ics3XMXi5cu5/AefYsNUh8GVxyKjEkFXP0nfIJ1KP0Gpm1WDQwhrqOoIoRvsNoInPPcdHHvGCxA9K3jC6Wdjw4Cu+QtZOjTAYHcVXZvPxvu2EWEZHds8E0ZSwJgMKTR4O2NYW8SM1CQ48Bk6EHgL052YKWORpoDJEgQBzgSMp13cuXsT+8ZGkbJAmgmcVVgDxjuMy7Xl40zQiQUmkySxI04sqRWkmcA4j7UeiyfNMuLYYYzMY/8TRyGcj21v5Lv/9XKG69vBS5y3pDYmUpJKsRspQqzJJTGl1Ac8zEIItJAEUiKxKJX7zdM0RQiN8wI7oxVvyRcH1uU/O+dyBaEgl94Eh/C57r0jDwlCOPASXB4fnaYxS/rmc8qRT2DtmifQ0z1E7voXhGGUH4tCylzDHucRQhAEAUEQzOj457KaSkWEURHtDXEnodWMyToO6SPCsBsZlLBCYY0gJKQclpFeIH2BSlSipEOiP1SG7e/BAxNDhcgVgLz3tNttjDH84z/+I7Vabfbf/pfE3r17f69rXnLJJbzsZS/jxBNP5Ic//CE33njjg+J+9/NAr3ehUHjQMd77B322n/sbGQ/8Tr1eJ8uyB6nf3H/Bs//F9sBcgv3feeCLTynFz3/+c/70T/+UL3/5y5xyyimsXr16dmv7kdh/vmc84xkH3PPXve51QL7jst84+F3tXr16NVdffTUrVqzg7/7u71izZg1nnHEGN91008Ne+21vexsf+tCHeMMb3sDPfvYzbrzxxgPCtfbT1dV1wM/1ep2f//znB7S3VquxZcuWhw3lyLKM5zznOVx11VV89KMf5dprr+XGG2/kuOOOO+BePFT/3f+Z3bx5M8985jOJ45ivfOUrXH/99Q+Kk4b8uX7gAqtcLjM1NfWQ7TuYfjiY9h0M9XqdSqUyO/b2U61WH/R8PfDeP5Czzjpr1rDab2ydeuqpBxhb+733h6oPHor/6bh7LHhg/+e5XfnccTDP8NDQEM985jNnczcuvfRSTj311Nm49AdyMPd3P/efXx6LeXd8fHzW+35/Hsqbff++vf/74KFYtGgRq1ev5rrrrmNkZIRNmzZx6qmnPuwz92jnioOZ6/bzu/r3YHg076WHer73X+uhxszjqbB2SPyLe4cnKTQT6mNNrEnplCISo1DTDdpZDCKl1lXGeo/WAciATtbCOo9xGSAQqST2GegA6YpIF9NotLDOoG2B6YldeK0JVZnIWPbsuCMPi6CA9QYwaOGwWjPRmOaoFUdz6lEn8X8/+Ra6ayUGB1eDc6hQYlsJqjRI0txCs7WT/tIifnL9dbTTjJ/+/FKesmYt3ZUqu7Wkk3m0yOgpKcbjOnvHRll77DGsv2sP133mWxx93DMYrArWHn4khb4FrFqyiHpbIBzUO5Jrbr6d5fMHKVQz9uwdpVTuxyYxCksqBWFFoB14HEppBI5Ag1B58ipIkrZHeUvsAlYMHs1kfQeRVvzmxs+jixFd5R68cyiRJ7gqIcj2x7rj8IQ457DWoqVFBxKPAATSQiEMAIX3GudMXuBJhgiZ0UkSMILBriHSVJBlHonECUVi8p0H4cB4UDI3ZoUHyB/wPAZfAAqBxlpJJ22S2TT3mmuBtQHGmdnCVELk0pnSS/AesCitkc5j0lxz33mFs55QCqx0KB+RmQ6D87o5ctkRDMxfRlCoklqL8PnCQooQTx6zL6VCSo1z+T2TUmEyh/f5ROCFw6YGawRSaKSWZDbBZGk+0flcLacgFOXaPCabk8SmhRWWQJYp6RDpJ5lMsz8iE//hKZVKBEHAm970Js4///wH/f53JSv9Lr785S+zbt06/uEf/mH2sz+ElN3+xUO73T7g8/t71/a/eOv1+gHH7De8HsrgmjdvHh/5yEf4yEc+wt13382nPvUpXv3qV3PEEUdwwgkn/M427b/eV77ylYeUuFu8ePFsPOkD79kDvYJr167lK1/5CtZarrvuOi644AKe//zns2XLlgctnKy1fOUrX+G9730vL3/5y2c/f+Df/VB0dXVx+umnP+TL8OFebDfeeCO33347V111FU960pNmPx8bG5tVeyqXyw95/fvv2FxyySUYY/j6178+u/h7qDAk7z2tVusA46Ver8/WhHggB9MPB9O+g6Grq4tGozGz4/nfRn69Xn9Eg/6BrFu3jne84x2Mjo5y7733cuqppxJFETt37mTPnj1ce+21szkVh6oPHi0HM+4ebw72GX71q1/NueeeS6PR4NJLL+WNb3zjw57zYO7vQ/FYzLuFQuFB9xse7Jn+fTjrrLP49a9/zfz58zn66KPp6uritNNO421vexs7d+5k+/btsx73RztX7H9WHmmuOxQcqvfSQ42Z/8l4ebQcmhCd8XG23rudyakx2u0WrclpmlMTTIyM0Dc0j9NOP5G4nhInKSa14ALKhRCNwdqMLMuw1pJ5Q5p4jAkRgcKkbUpBiU7SBmMoqACcILYWT0BkI9LMYq3H4Mmcx6QWLx3IIokvkk1uZHjvRsJiFe0cxqRUyn1suus69k1MMji4jEh62sM78Uqz+d5b2TU1yeC8+bQmE1zcATzj9SZjIyMsXzaf0WSE7cMN6uN7efazTueubVvReKTIiI1FNEYJnWdPIiiXIk494RjiaspoY4wiGiM8vqAIQkXoQWlHFAUI6ZFSEgT5g+yxGJPiXEZChvMJjUzSMhqTJnSVF1LRPbkWvE1wLn95xbHDZAFp5klTjUkc1gmyLJf7tEaSJRZjHNZ72qmh2c5oddLcwLVgjCczkmZsmUqg09bYjqATS5odRxKXaXUM7XYT40CrAKk0UuUefIGcMfQlTjhSY8hmjGkQaB3BzCJDyBnlGS3zBYPwudKO4r8r0npmCl65GTUdP/tPAg0zRv9AL6sWH01PdRDhIY07pGmC9w4lA9xM7L1SCiln9PqFnFlYKZQKiKIiUVRE63BGmchiMoG0glJQpBBVQAaYzNJupUSlbrpq81CyABa8EzMJwiq/Dw/wxP2xIqXkhBNOYPv27axZs2b23/Llyw+ItX+0xHH8IM/Rv//7vwO/2xt/qCkUCixevJibb775gM/3J8ABs/GYD/QKX3/99XR1dbFq1aoDPt+6dSuXXXbZ7M9HHHEE//Iv/4JSijvvvPMR23TMMcfMKonc/5739vbS399PFEWz17y/N77RaPDzn/989ucbb7xxtvDW/hChCy64gLGxsYf0lFlrMcYc0C+NRoPLL7/8EfvkiU98Ips3b2bFihUHtFlKORvz/kDiOAYO9MRdf/31bN26dfZ6q1evJk1T7r777tlj7rjjjgcl2ZbL5QN2dr797W8DD36W7q9k1Gw22bhxI2vWrDngmP3fOZh+OJj2HQxPeMITiOOYW2+99YDPb7jhBp7whCc8qnM95SlPYd++fbNKUz09PZRKJY499li+853vsHXr1llj61D1waPlYMbd483BPsNnn302vb29XHjhhWzZsmU2L+ehOJj7+1A8FvPuqlWrGB8fPyAkbf369b+35OX927/fwL/mmmtmFzKnnHIKW7Zs4T//8z9Zs2bNrJLTo50rDmau+33b/UAO1Xtp9erV3H777TM1gXJ+9rOfPcqW/v4cEgO/Pj0Kto1OE9K4jc0yssyQWUujkdCcbuKNQOuQZruOjyRLlq7CdSzaaqQzWAEucVgj6CIhzhIGFyxH+oAFK45i3elPoTk5ToYDE+ISSyYtiRVkTuGsIrESjKJaqnHPfTfxq99cSfeCZfR39dJJEhLAZYp6YonCMsUwD1lpG02h3JUbjNbRbjaJ4zbJ+B7SLGaspZmiSsMpjj3ryexttEhIWbJggLCnmy17J9k0PEGpf4A08/iwxIQq0Mhg1ZLDybqL3L77bqrVKlEoqJQCIqVRMo83V0qhtM8NTxXkiacSlIwoF3rwKLzRCKEZ3nsXtpmADYmzjHYnodNRdFoB7Zai01FkRmKsJzN+NlbdGg9o4o4n7ji8U9gZSco0cZiZ+Pl2nBEnhk6W0mg64pbGppJO25L4II/bt5BlFm88OAGUgBJxClnq6STpTPGrvAKtNSpfhBn33w+62x9nn8t8Ihwei1QOIV0eW6/AS4/3+WJBaIEOA6TPlwZRoLDekDrLUavWsHJgKaWohnEQpwk2M0hPHpoj8h0Ma8C6fIDmiw2NFBo3s+Pgbb6AUGiCIMzj/b0lw82ELSU0p1tY61FS05xssn33brIsoVysUQmqZDalaRJkENFdePBW6B8rb3/72/n+97/PhRdeyKZNm9iwYQPnn38+69ate9i4zEfixBNP5KqrruLGG29k+/btvPnNb56d3G+55ZbH1Zv/whe+kO9+97tccsklbNmyhQ984AOzagiQb2Gfd955fOxjH+Oyyy5jx44dfOMb3+Dzn/88b37zm2eTsfazc+dOXvrSl/KpT32KjRs3smnTJj784Q8jpTwgzvbhqNVqvOY1r+EDH/gAl1xyCVu3buVXv/oVz372s2fjQVesWMHxxx/PRz/6Ua6//nruvfdezj//fAYGBmbPc+WVV/KiF72I733ve2zZsoUNGzZw0UUXzcYBP5AwDDn22GP5xje+wZYtW7j99tt5wQtewLOe9SwmJibYuHHjw1a4fN3rXkez2eS1r30tGzZsYPPmzXz4wx/muOOOe9iQoGOOOYZCocBFF13E3r17+elPf8pb3/pWnv70p7Nx40ZGRkZ49rOfTbVa5a1vfSs333wz1113HW95y1sO+DtPOukkRkdH+epXv8revXv5/Oc/z0033cT8+fO5/fbbZz1pWmsuvPBCrrvuOjZt2jQrDbhfIWO/0XTFFVdw9913H1Q/HEz7DoZnPvOZHHHEEbzhDW/g5ptvZsuWLbzvfe+bVe55NPT19XHsscfy2c9+9gCv8WmnncZnP/tZjj766Nnq0oeqD34fHmncAXz+859/zCptP5CDfYa11vz5n/85//zP/8zzn//8h5UBhoO7vw/HoZ53zz77bIrFIu94xzu49957Wb9+Pe9+97sfdgH+cDxwnECeILx7924uv/zy2WeuWq2ydu1aPve5zx1Ql+DRzhUHM9cdDIVCgWKxyDXXXMOGDRvIsuxBxxyq99JLXvIShoeHede73sUdd9zB97///dmwrseDQ2Lg10oh0qd0XIdFywaplcpkWUYgYXx0itQI5vV3Uyv3IVxEPN7izts2kagIYQTeSVya0picYvlRazn7qU8nm5hgqj7NeLPDtq07uPHue4mKNYQxpN7kcesZeKFwIk/2DHyG155Oy1EKu+mrDZBlCZ3MYVNP4HJpRpHlyi6J0zRTSHxGwzu0KjM6Oc345ARBljEyPUJWqFHUijgsc9K6p3PZ5T/mu9fdysDAALEzDAwM8Pd/9zZe/bfvoDZvEX3lMqNhlT02Ynn/ArqrXdyw4w5GJ/bRU6qRESNwM7Hfecy59wLnXL6T4TKcy/DeUyxUKBZqMzrznswYpC+xYMFqDIapekIrFjgT0uoI2qmlFXtaDU+76UnjAGs01kYzsfeeJIF2bOkkjsxo0kSRxoq4LUhjRZIEdNL8v5kRM4axIzWCjs2wRmKtx8sMgWI6hal6h+lWmif0ph5rPEIqpFSk1oBQQK6Ln0fxeBwW8Ln2vRcIFJGOcuUfuT/BGIRQZC7Dz3zfS48OJIHyeDK8F5QjzdL+1YSqgqODtwnaa4RSCK1J44zpiTrNZjO/x8ZgbV47AOex3uG9zxcvxpAmhiwzmNTirMQkgrhpyRKPy2wev6gDYmuxNkP5/BzNuIMOytSKVQKhwO3/e///wfOf/3y+8pWv8B//8R+ccMIJnHPOOSRJwpVXXvmQMZ0Hw3ve8x7OOOMMzj77bJ785CczMDDAF77wBZ72tKfxhje84XH15O0PW/mLv/gLzjjjDKampmYlzfZvD3/yk5/kFa94BW95y1s44ogj+OAHP8h73/te/u7v/u5B5zvzzDP54he/yDe/+U1OPvlkTjvtNK666iouueSSh43VfSAXXnghf/EXf8Hf/M3fsHbtWl7zmtdw+umnz+pRA3z9619nwYIFPOMZz+B5z3se55xzDmeeeeasJ/s973kPr371q3nPe97DscceyznnnIP3nh/84AcPu8N08cUXY63l+OOP59xzz+WNb3wj//iP/8iSJUs47bTTHlZDf+nSpVx55ZWMjIzwlKc8hVNPPZWf/OQnfPe7333YpNB58+bxxS9+kZ/+9KccccQRfOQjH+FLX/oSb37zm9m2bRvPfOYz6evr4zvf+c7seV//+tfz5je/mZUrV846Dc455xze/va38zd/8zcce+yxrF+/nn/913/l9a9/PV//+td53/veN3vND37wg7zjHe/ghBNOYP369XznO99hxYoVQO5Ff+Yzn8m73/1u3vrWtx5UPxxM+w4GrTWXX345K1as4NnPfjbHHnssP/3pT7nkkkt+LwP3rLPOYufOnQcY+KeffvoBoRKHsg9+Hw5m3O3cufMA7fzHkkfzDD//+c/HGPOIqigHc38fjkM97w4MDPCtb32LTZs2ceKJJ/LOd76Tj33sY9RqtUdV2fyhxkl3dzfHH388O3fuPEDH/7TTTmP79u0HGPi/z1zxSHPdwfKud72L7373u5x99tkH1PbYz6F6Lz396U/n4x//OJdeeimnnXYan/zkJ/nc5z4H8D8aMweLSJLkf7QP/va3v51weJw4S3HeE5ZLpGlKqDUITaFURgaSUAQE5TJ7RkY56dRjMI1Jfv3bOwlKEVmWUe4vMzk8ShKFZC6jNbGbNiAIMFmCSz2FcpGUDl45tIACFhmpPG7cWIQO8CK/ad57JAKkIAoFQUHSaiYE2STF6gCZUVjpsanHZQ6DJHOWLfsmeOPrL+BpfYv59je/xpJla7h7850sWLIC5xM+dskXKdQWUg4CUgeR0jQmdtO1+nB+/PFP8Z1P/DM37hpmQf98uoKAvnKRTe5Odk2O0l0pI6IM7yRCGkKde/G1ljhvMM4gEURRhLMCrQuYNCF1Bq9A+ADnMhqdhK5qBZeBcxIpcwM1M4DPCFWIEhpj29S65pF0YurxJFZAIAOU9ARKgJeYmZCXKHQIm99vryzOZ2itcTY3zhEeZz1KS8LIEXiFEwWEsihlkVqgtUZ4R6AFoZY4AcZ6tPIIoWZ2EQAf4ESMDhOyrIgwEYViFWPzpCtjUuxMErBzAofDJCBUvh4N0EhhSVIHPmKoZ4AgiqiWeukpdaMlFKMS5VJPLpMfG4KoTBQVCaKQQAXg5axajxcS7wRpnJJ0OrTTBGs9nWZKms3sJiCI4xSlI/qG5jEyvIPpiWGE8CglsNoRmxbCeYLIEoSOZnuE6XiSePyI2cIec/zvJcsypqamDlDm+dCHPsRFF130II/i/yba7TZpmh6gRvGsZz2Lnp6e2RCVOXI++9nP8s53vvMhY5Dn+MPwxzruAP7mb/6GK6644kEhVf/bmZiYoFQqzRrGSZIwODg4m1j/v5W5ue7RcUiSbKcnhwmiMqqgqU9NE0QBNlAUdUSgPc1Gna55C6iP76IgHPumpmmNTxIFAd7kntlmnJFGknh8mA4ZhUo3yVSDRDiEDgiUI04MUbWCswkiSckKEmIHUiBlgLceYyxhGNJOYqJAETqBkYL2yDSqez5/89p389VvfYbNWUqlmC8mHIq02WSsM00QVKlqxe13bWXKQHViBK9DCpHkW1f9nHL3ABVdZF+zTV8pwGHo6Z/P6O59fPt732fP7n0oJ1g61M+tN2/HHhVhZIJHEOqAQJfpJE2cFwgPKtA471FCMlDrJ/GGqXYL7xVJWkftT07NwJiMUlTlqEWL2LpnD85BIiySAO0VqUlAS6SSBFFA0hKMT0+B9xij8FKQWE+oNNYAOKQXiMCTpBKsR0qL9LnH3rQtYagIgjLSxXml2kxghMcKAT6lWJIIKREohFN4BNZ5Mi9wNg818lKgHDjp8SicyijQjTbz8IxhVJM4bpKlAu9SpMgV9JWweCGRXhAoR2rzbHiHw0mNEBmFQoBQEikFQSjIsgTnJcUI4iRBWU+1UEWHBbwAZxypcQgFWkuyLKXdySA1OGNpxjGtZkaz2cE6CTM7RMqnhIFGBZYtW7ZgTYJWIcZnSCnQSqOFxWKwGNLYUghLEFri8UMxyuZ4rPnYxz7GJz7xCS6++GKOP/547rjjDi666KLHpMz7oeQFL3gBw8PDXHTRRQwMDPDjH/+YX/ziF3z/+9//QzdtjjkekT/Gcbdx40Z+9rOf8alPfYpLLrnkD92cR0W9Xufwww/nrLPO4m//9m+RUvKJT3wCpRQveMEL/tDN+53MzXWPjkNi4Hd1VYiTNiYLkIGkoD2ByA00EOhCyM69OznmSScTxU1+/LNf0Dt/kLAQIoSg02qw/d776B4cQpQitI9wxuIRmCRDhBqJwHiDTBUiyzVafEuhQ7CiQxGFyLUNaSWWBf3zSNotUusQmSV1gqFSLz9Yfws7G9NEqkKn5TDG02lPsXzN8TylWOFjl/2AQGtuv/6njCKRQlIMQ7bu2sFIPE1fpYe4Pc6qrojYCNpS4L2kFIAa28W9W3YRDi5kZKSJ0CGbt99Js9ykHEVkQkI7JsVQUiFKObQKcTajUCjRM38hzcY09U4bpzyhU5gMhAThPdYpUitomRrW7sFk4HweP55JA1ZiEguRwyQpWabomGQm1h2CmQIcaTazNSQEToC2M9KceJSciUX3CiE8JvV41yKQAc5kOAVpkstKhoEnNpYQcD5GCU2xWEQpibUGgcoTUrwGKfDOoYUAbQhtlVu+P8qqMwoUl6RMjrRxLl84CC+ROk9Ydc4TSU2hXKaVWTpxivEOaTylQgktNc45umu9CGdxKiYSFTrtjEjGFGrdqDCgEzdyOUwdoXWIEkWmpzrEnQaFYogUkvGJOuOTbRrNNtPNhI61edKz9IQqJNSCKAzRMq/WawNFqajxwhCG0G47okAjwipTjREKKmBB11KGt/6RVLr6f5x3v/vdxHHMe97zHoaHh1m0aBGvfvWr+du//ds/dNN+J1/72td417vexUtf+lJarRYrV67kS1/60gEl3ueY438rf4zj7tRTT6Wrq4sLL7yQc8455w/dnEdFrVbjRz/6EX/7t3/LunXrUEpxzDHH8KMf/Wg2J+N/K3Nz3aPjkIToLKk47v7NnSgZEnbVWLlmNTtvv4sUR6FYzotb2Zjq/AVYk5G1JiEskWZtxuqTiGqNJx93FL9cfy31MMC7jHYrRgKdLCUgwguBEynGeYSE0HuMEqjAgBB4LOVQ4r0lTjJqtRppmpJkjkh7grBAZlrsGRth2dASUudpNVOkCImTJguHjqSrUOVnN/+Ulz/1JQzfuBNfrWDIGOgpsm10Jzdu38rUVJO3/dUb+fCL13HM2S/nvkxRCzW1ZSu44Kln8Il/+Ci1w46gt2cFSRhgypuZSMfoKdaQ2uNJCSONlgIlBDqwhFGuuOKVxsUxwjicEjMFnTzWCJLMEYQaY2FyeppyoQvnDKnzFIOQzFqMsTPSkhbn86Ra5wwi0BSKISZNkTiUkFgPmXeoQONNHk8vlUHqDHyAsAolAZEhpUaL3HsutEAoEFqhpUAHDqyiEFmCwM8o4WjwAqUdQZRXtZM+xHuXq14qg6ZCMpJBOUOWFHGcJwI7l8tUWmtJY0HmPMWwSDms0Ixjmu0U4XKpzlBHBGGB7nIXlUIZITxRsULRFqBjqfQMUKrUEDavM1DQJXSUx/l32hlYAEe5q4+9O/Zxz6ZtjNfbWDzOQeY8mbWEUqDDiEIYUAkLBAqKBUlXd4nEd0hNh1q5QBRKjG2R2ZiObWClRWnPni1dcyE6c8wxxxxzzDHH48Yh8eBvuvtuan1VWh1LoVhmbHiEaRvTW6ySmjbogEIhpDmyg1hKevv6MDYjjR1KdJA+Yk+cS7hhDI4U4S1tr1m7+jh279jOZNokEBKHRXiB9w7nLd5IPAZrUgJKuXGGYmyqjtYhSdbG+QBkQhynrFi8lkhq9uzbRiWqkllHFPWwc8fd3NXusHzpEQRxRDI5wZJ+QX0yZti1uXtyFKVLREGLOzft4xUXfpcxygx0Fel0WoSFiHvv3U5XVKKnJJieGEXUIkQxrw6bOiBRFIIIk2W4QINRkEJoIJKWlCTXhncB3oITDhBYK4mtxMUO6QJKupd6p838ni4GnGDndB2hItLMILwl1BqDA+kwqSNSCpP4vBKuEgiRF3Jy3mOyLJd1lAYlLCoLkSLEeZ+r0MgQrTVGpggc0mqkEAQuT0q1XhMEkr7uZZRKkunGHuKkRRQFSAXO5PKfQgu8h0BJHCGp76CWKrK2Q9iAYkGRJgJjwXsDThKGAS7NJTa9aZFZhxZ5oS0nPEKGREGBNDW0TYtCGDFZH6X/yFM5etEabr/lGqYTg7eG3tp8pAxo1Vt5zkdYoBnHTNebjNx+L7t3jNJIHfXUYuxMewUoFdCRkiiOaQUhnZJhXrVMhKARN1FKYYyjPt1ARVCqakxiiMIQozNanTrw6PSr55hjjjnmmGOOOf4nHBIDv9pXQhEQZx0a9T20ZInu7m6yJEboAKkFsbGoQkhRGJqNOkoJ7tuykXd98lOsNpOcfd7rOeyk0xBxC28lgdLgFZu2bicxMQhJx3gCIfHOgpBIp0hNh0IhpK+vxvh0HY9CqwitIE46zOsdBJPkOwKqzPjEBAKoqALWWoSQOBtTLFWxMqQURuy9dQPeW5asWM0dG+5m48gOJpMWFV2kb3AZP7viB6RxzBFHHEGz3UaoiLgxzUQjY16xj2ppkMBYFg12c0N7mHaqKUQO5VKsz9vn0wwhAyTgTEoWKPAK63PDPpC5t96afMGiBKSpw/iESIaYpIPWy1kyNMSOm67DypRAarx3eXy9yPXsEZq0k5Eq8F6QK0Ltl+QUZFmGlHkFXeE1Xgi8T+9X+c1SUBJpJAJHWNAIJ/MFlXbYNCMMSwghiNNkRu9X4LxAOglCYFxebEpHAUVVJLWSJB5FtBwlXcBJmYtUivx6QkhUIPFYlJZY4+mYFB1ESCHJMoOQkkqlgraSOGkjyzVqQZmiiGiNT3Cn2Ugry7DZNFFYwGOZnhonSRJKxTLj4+Ps2bOPkfE6jfoUU42MZpKRZA7jPE5LgrBAiEaGESpSaJvRaU0zZhLwFSKfx/GXSwEC6JgWE3WPdBlFKSgWNBQK/OFKtswxxxxzzDHHHP8vcmgM/K4iu3fv5dh1T6O747n2uuuQKqI0v4c0jolbGaFWOCHIhMX5lGaasXDJAHffvZ1t8RRLli3GxjaXv8RjEVhviDOLM3nMuNMSiUZ4Q0dYvIUAQVjoQniFSScICxKZeRweZwWmIxDovGrpTMEkm2kCYfBa5DHrSqOcot7ocPTigD6hGWkk3PrrjVT6NaYdUIoDpAlwWZPevvk4a9k71qBUFGTWoAhYunAh2bZhpvd06KSezkpHPYspBgFxnFIRlmIU0swsoQJvLEGUIq0m9SAQIBRKyLzQFBphJAiDEqBCELHFIOivLWR4ZAc7d++grAK8NwihEUqTS1IqksTmuQpYbGr/WxJPqBkN+HzXJDOOLM0LP4UBWJeC10itUNoSdzIUgiCUBEEAWEyWK+MgPUmSsHd0B1EgkEqhdH5N73ONSGcFSnm8dSQ+I7MdimGVrrBMJzM04ibeCwKdF77KsgwlBFYorE2ACKUgySwyMyghESog7qRETqIKmpCZaogqIK3vZXx0O1LUCLSmVi4yOTnK9GSTcqnG1m07uXfjtjyRud0idYrMGFJr8d6jnM+fJ+tQUuOwdGREBYeSino2hZCGLlskKEPScpRCTalSohm3MN7QTiFtJjg6QPehGGZzzDHHHHPMMcccB8UhMfALhVxbdXzPPvZMTjC4fBGdOMNpgzEpBBIpLUZZvLU4KUlNSqV3Pld95wvU2036Fy2l0aiTeIcXAuE92gcIYfECQq1p1ieYzjLm9w2A8yjhSV1AY3iYkleUqmViE+OdRCIIg4CJ1gRaO7Qo4XxCIEKstqSZwNs8AdRZ8ElMB8uzT3wGw9MbuWvLKK3RCQ475TgaW+9EhQWEd6RW5+oq8Ti1QpHMVcniNr29vYTFAjKqUO3phdhw39QwaWapFDTbxuq86fw3kuy8i+9cdyULB4YQwpPaEIsA61DSI2Ve+Cp1KSYzRDLEe8/kdIMVy9aybHUPP73hl0SyG2klBadoWI8SBaz1ICUaiONcuScINd5JgkAjpZyp/GuxM5kX1nmclciZBFxrPGFUIgjzRYAzuSqPVwa8Ik0MOsxQKsA6UNLhEWQmQRIQCo0QzCj3GLSWFArl3DlvElIZI7AI6Wk5S5LlizqJwhiDsx68IzOSLFXgIzyCvBaWQEtFZizWOBLfIYgqBC5EGEnTxnjTYQqoFir4uEE5qrF7eARhHFqEbLjtLjZv2U5iPCoMED4jSy3Sg5QaGRZxzqG9IBWOVGRoZwmtxGlIsiQfOIEnczFJvYMuKlodSdVGVEqeVprhpcQai5SPvdbtHHPMMcccc8wxx/05JAa+LwT4uEOkYhYvXcDt92xByBJxZ0ZCUCsyaZFCob0kTmOUKjI1NkxYKzPYU6Pe6WAFKDTGZeA0mbM4Y5FasmPfKKeeuY4zhiI+8+0fU+ntwmtBd6XAkO6m1akzHXeQOsj1YIRBWEEhKOCdIDEOrQJiD9J7pBckmUD4vJLqVKdJd28PLhPsmtqNEgY9r5cr7r6TJINaqGknjgKOvXt38/dvfxPZ2HY+8PUrKfaXEM2YieYYvqePyvx5tMeGadsGzgbEqWd+1zxuvu0eGuP3MK97Ps6CUhneCDIX5DHl2lHA084yCmGAFpp60kFKRRQV2Tm6h4nWFEVVJUsN1im8FmA8TgjwDqEscWaolMrYNKMVJ0ihCQJNmhmMyb36xgmEy78nlc116mf2TnqrPQSBYmpyPM930Lnx6wSkqcFZh9IGvEAqiZCgVQHIjXql810EpQKKxRJCeJzN8DIA5zBe5CpJqkUoNUJq0szhnEAIsFaRZZC6DINCeZ8vEJAYPE7lIUBKqTwROUuoxx1Cme8qiBSmOo4wLNGcHiNuphSLZdJWzKZtG6k3YkQUInOtUALpCZRGak/qWiAUWhcQAhLrCABtOnllXi0JJRSEJ9CWODaozFM3CaiUQGnSNAXvCVFIcUhqyc0xxxxzzDHHHHMcNIfE+ogUeOrUFq0i6BvEZk2CsqBcLSOjIC8GJCRCSDJvMM4hrUFrTWpTmklKhiMIQuoTI+zaswevAryXCCVxnYzQZIyPNdk86pBYXKaxHU+7aelftJRCqUa9lS8SrM2wXiN9SNJxmMSiEJgEXCIwqSDxeUy68OCsphGnrF2yBrNrL7tHp+id38W4GeWurduJiiEmtaTWsWLJQhYsGOD7123gshu30d9XxLRjBmvdlISmUKlhRICseqYzj8wEItNEKuDODT9nYnqKMIywXpKmmixWeWhIopAxWKNIkoRy11KWLlpGO21iM4dAI7IOE8O7kUoQhCo3hjMPEoQzCCfIUmg3Mk448gRqlRr1VoYx0KxntNuWzDi8F0gvc6N+pjrtfjvUZIJWwzE93sak/r89+87lic1WYF2Id/mOgPAS7QWZsblXXGiEleBDvAhw1pNlGZmBLAVjJPgoD6EyliRJSIzBWos3mlYMsc/lO5VSCO8wGaQuP09qLAQi3/3ILBLw3oFPkC4vmhILR5KljI+P0pyawKSWHbt35fr11uIjixUp0pm8Ci2ezFkyDw4PwuKlJYwkBQ2h8wjpsWRIHN44WnGG1CHFKMQrhZIGKT31jsF6iUQhRX7eOeaYY4455phjjseTQ2LgpyJhwdA8Ru++lQ2/vZH+hYvQ0pFhkE4gIoHSkJgY61IC70gxJC7NQ0VEXsF1fGScdef8CR97/WuZ2rOHdpqRtgyFQomjjj4GMb6Db//wR/QMLSbQBqnApDHX/fpm7tszQbXcjU893kmUyVVe8sJIYKzDepeHg3iJSS3WZjg8YQSZFhy5cBnTO+ukJiMoFAm6uigHEeWwRMdaQlK27BslFZpNt/+GLXt3ERRL6FKJFd29BEoTZwmu3UAGmslWG+sg857UZJQqfWSJZmosxhjodDQ+E2gjIBNYmVfg1WHE8L4t3H7vrRRUhA4DjHGYVBCoEs4onCVXqSFFGI9BYhAo7+iulbjmppvZsXeSogzzcJYkAQTOStLUYDOTe5rRCBeQdgCrUCim65M0Wy0yk1fHlc7ijCBJJBYPXhCGNYKwkof7CIV3Ad4rnFR44bFYrPUknRRjHN5JnANjM4wxWJcr5sSZwXQyOokith5ngIzZhYUSEqUEOI/3AmsEadtgTL4gNM5inSAqVDA6IHWeRqOBRNDb3YPWIZPtSeJWEx0onBKz+vwZjkbcpJnGpD4hMy28tyilsd7Qak0TaIiKBWyeVYATHqcccatOFic4pXDOUg4rKJsrDwmnCKRCeYXS4aEYYr83n/3sZymVSn/QNjwaVqxYwQUXXHDIz/tnf/Znj6iVfDDHPBSXXnopURQxNjbG3XffTRRFXH/99b9XOx/L/rp/Ox8r/tiet/POO49169b9oZsxxxxzzHHIOSQGfkcojjvpz+jvDuiqFnDKYVWGw+KVw/uM1CREgaAQatCSwAvcTDVRnCBEMrxnF2vW/QlnPuMcWmO7yWRI5g1Na2jHKaVqF4MDfYSqggwqDPYMonWIxxBqCTi0VAgvc8PTeqyXWPKQi2JUwnpHYiHUAQUd4pG044QFQ0tZUu1j1/ZtRGGBRKSMJx2U05iOZ7C3m+5aD62pvGBStaeXarmAbRti4zl89XIqRY0KFUFJMxk3SJIEoQOMl6SJp9my9HYtZfmS5UxPNdHCkAqJQyIDj88ibNuRJp7RqSZHHf0klvcNMT41ThCFCKHyxFUrsUbirEAITeYlyjNTDEyTofKSzh2LJ8y/IwKyzJKmdkZlJ6+Q62xu7HoHaccgRUCoIySKQGm895gsl7j0zoKVOKvpJJZOJ0EgcZnMF1MGXKroGAleob3IF3A+v4bD47wkzRxZ6kkyQWZCtO5GywhjDFIL8BJrBN6q2cdUapUr+1iBMzOLBWNotGKmGin1ZkKznZC0M4RVSBWhdUQrSWi1p1DaI4RHCIHx+xd+lszGGJeRmTy2Xvi8YrDHUShGpFlMy3TIbAy2RZY0SH1GbC0TExN0Oh1AkKUp3gpCled0CB9g8XTiuRj838XLXvYyvva1r/2hmwHAa1/7Wt785jf/j85RLpcBqFQqh6JJcxxi/jc9b4+Wz33uc7z2ta/9Qzdjjjnm+CPhkMTgl4XnlttuYNURJzBx83WkXqODIs4Y4qyJlJpQh2gtyZQhcxIQ9ImAKZnSsW3itMXyw5bzrY+9ny/HMT0rj8XGcV4QKvXs2LWTaqGLNDXs3LOVKIpIkgRjMspREes80gpSl0s8CsGMzKPHWE8UKEIV0HYpTkJ//3wmx8bzBNZ6h5OPOp6wlTEST+NtRKw8rSwjDBQmTgiDHjpxnSiKkA4sDiykPgM8OzZuo2s6Q4cljE1pupgslYhMIbTBeEmpmGvCj9VTJscm8QsCunSIdQ4rHEo5vJQYKwhtgbs27wEsykekMXgk3jtSl8e/O+8Q5IWtjNF4bzFeYBObh4hIyKyduRfgRG4Yaw9eSYzzWAMicoSBxjhLluS7KVpCpIo4Z3KD2DuKgUTZAGPAkiCVAycgMwQFj/z/2PvzcNuuss4f/YxuNqvZ3dmnTXLSENJAAjFEmoTGgAp2iBaCXBEFSqlrWbeQi6UPWnVVtKQKFat+oCKiNPYobdmBqEjoiRDaNKQhyUlOv5vVzTlHd/8Ya6299zknEK1jsMr5fZ71nL3Wms2YY871nO/7ju/7fbXE25DGn7qREZXENjHdC5kCEm8FLkZ8VCAVuSzxfkBtQduIlpHGg4gSBIQQsDYQvELrVPzbNIGJ8JQmdcl1dQOkcXohWR9tUFcVAcdybwmhNaP1cVoZkBFkRAjodDpIBEaaebY9OIcMkGVdvPJoKfBepKJj74kyEkSGxTCxDT5aut0ueS4wSuKlR0iB9RLbtAT/K+FTn/rUv5guhN/4jd/4v32MGbGfEf0W/7LwL+l5+8fiU5/61Nd6CC1atPg/CGclgy+DZ3TiZm4/dD9NSA2IYl0zqgZcdfV17N27mzw3qTNqiBR5TrfsoCJkUbDU62K0xquS41++n/XjGygdGXnHo6/8Ovbv2sVw6Lh37TC9/iKPefhl7Ot3GQ9HSHKcFfgYsA3sWlil2+3S7S6inMA2nk5W4hrL+uYmRmpyk3Hs5BpV48iFwvrAwf4y/sQ6lTD0FwrGOlI1AaMkKjMcPnyMyWiMVhkhgBGQ6ZImePav7qEz9gwrS71uCRPH0NZIkSXCayMqQmwE9953iFvuuosf+q5nctniEoNRQzXNeDeV5+j6AC0kvY5h7eitHD9+lEwV2NqmLDrgfHLCEVESmkC0gsYFxk2D9GLqvCNACiBZgyZ5TkwBARJnA9El2Yt1Gh9mnXMTQfdOMhzU1BNobMS5DNQCyIIQHfiIDIbGSrww9PJdaN2jcgFhA3YSGE0itkmrDc5rnFU0dcR7AcGgUETvGAyOMVhfh5hhrcLWEuE00UkmtcJN3Y6EUIQQiDFl4q13IBREj1IKleWYsoPJNc43jCcTtM7Iii5SZAiTEbRM3XungYOWCmMMeZ4jtEJolVZLlGQ8TgFBViSZVIygtUb4gJCBuhmxduR+XFUTfI0Lnto6UDAYTxisTwjN2fiFnT147/nO7/xOrrrqKtbX14FEHL7927+dAwcOsLq6ynOe8xy+/OUv79jvq23zb/7Nv+G5z30ur3nNa7j44otZXFzkCU94AjfeeOMDjiXPc+68805+6Id+iD179sw/V0rxC7/wCxw8eJCFhQWe+cxncvTo0fn3zjle+cpXcuWVV7K4uMgjH/lIXv/613/VaxdC8KY3vYlLL72UhYUFrr322h2kabtE5wtf+AJ5nvNnf/ZnXHXVVVx33XXzc7/0pS9l7969rK6u8oIXvICNjY35MRYWFnjhC1/Irl27ALjhhht42tOexp49e9i1axfXX389H/zgB7/qOD/2sY/x+Mc/noWFBS677DJ+//d/f8c2H/7wh3na057G0tISKysrPP3pT+eTn/zkjjn6SuP8mZ/5GXbv3j1dgdrCa1/7WhYXF+fPxqm48cYb+dZv/VYOHDjAysoK1113He9///vP6vj/+q//mjzP+djHPrZjn0984hPkec773vc+4ME9t9vxQM+b1pp3vetdXHHFFfT7fa6++uodz+0/9nl7wxvewOLi4lQCmfCjP/qj5HnOzTffPP/sN3/zN9m9ezfOOY4ePcqLXvQiLrzwwvk5Xve61823/aZv+ibe/OY389a3vpU8z7npppsA+OM//mOuvfZaVlZWOHjwIC9/+ct33NPnPe95fN/3fR8/+7M/y8rKCn/+53/+gONu0aLF/104OxIdpwkq6caFUAzXjuKlZmVhmbuP3k0TLEVp6C/2WVpaol90yKSBoqRblDgrIHiktSws78I2iuGoZle3x6dvPcTnb7+VC3Z3uf7qR7N/ZYXV/ReiRD81V6odnaJgqehQe4d1Hlt5NjYmEM1UxiJY7vcgBOrgcI0l+oDMDOPRhFxJLlzexYlDx1FGk5cZA1cTQkwSFinJjERrg4xgtERIDcJhm0g/77HUzQnKEcYWqQomjUVEjxARHySBiLUOLQVBOnZd8mRWVg4yGE3IomR9WLO6tJtvvuhhjNZHuFqSdxfoFSXAlNxCEApjCkAjMBiVYz34GMiyAqkzhIhorVPWPkREjEgEamo/GkLAueQgI6JDxEhdebxLzjSBSJAaF0l1EjaR6tHEMnYNUitkNATnCUhcNNQWRpNANYmpu7CLuCZST8B5iXfQ1B7bpICnsQHnIuPBBCFKHv3Ia5ENOBdpnMI5j7WWGAUxZESpgFTkG4NGiFR0O572Ttgc10wmkUkdcY3HqAxQrA8aNiY1dW2ZNA2btsLLiNYKk5tE5rUhqpAafmlN1ulSdDtkZUamDdYnSU+WGaSUFLrANoHMFFz/pKckQnTiJJNRReMaNicDqmGDHTtC/S8rg//yl7+cm266iXe/+90sLS1xzz338M3f/M1IKXnve9/LX/3VX3Hy5Em+5Vu+ZVq3wYPaxhjD3/3d33HHHXfwuc99ji9/+cusrq7yvd/7vYRw5jm44447AHjNa16zg/i87W1v4/jx47zzne/kLW95Cx/96Ed55StfOf/+J3/yJ/mVX/kVfuInfoIbb7yR//gf/yMvf/nL+Z3f+Z2veO0333wzf/RHf8Qb3/hG/uzP/oyqqnj2s5+9g4jNkGVpNeeVr3wlP/ZjPzYndK9+9at54xvfyH//7/+dj370o1x33XX81//6X+f7aa35jd/4DRYWFhiNRnzXd30Xl19+OX//93/PDTfcwJVXXskzn/lM1tbWHnCcQghe/vKX81M/9VP87d/+Lddccw0vfvGL+fznPw/Abbfdxrd8y7dw4MABPvjBD/KBD3yAXq/HM57xDO69994HNc4f/MEfZDAY8L/+1//ace63v/3tPPOZz2Rpaem0cVVVxXd8x3eQ5zl/8Rd/wYc+9CEe97jH8T3f8z0cOnTorI3/+uuvZ8+ePbzrXe86bWx79uzhqU996oN6Jk/FAz1v99xzD294wxt4/etfz1/+5V8ipeRFL3rR/Pt/7PP21Kc+laqqdgSPf//3f895553HDTfcMP/shhtu4ClPeQpaa374h3+Yj370o7zlLW/hk5/8JD/+4z/Oj//4j/Pud78bgD/5kz/h6quv5jnPeQ6HDh3iiiuu4D3veQ/f//3fz1Of+lQ+/vGP85u/+Zu84x3v4Ed+5Efm58iyjM9+9rN8+tOf5l3vehePe9zjzjjmFi1a/N+Hs0LwrZgwHG2y0DvAY677Rq674uvY3NiALENMRkShybRhUtXsO/d8OmXJOLiU4Q5gnSPLOhS6w9BOePh5iyxoxfqg4jMf/zBf9/Rv5ed/7N+zcfgY9x89wQc++lG+fPzENHvrEBhi0ORKc3xjjc3hBILAKojB4WOg318kBkAopDSooKjHDbHs8H3P+3+xOG649e5D6Kg42TRs1DXBOoQSZDrpqYNK7i5EmTzbY8R6x65uhkawOYkYYxiGEaNxg9EFISRHlSZIgpcImbG/s8gv/sov8rFbb2XvQpe8UIyO3c/ixY/j3/zgSwgb68S8g68lsQkQM4KX4BW41Nk1yZAEQgkKk5HnJb3uMnlhcK7BNgGtMnpFiRKSuq6JQRA8eB9QwiAiCALReyQCkHgfp1nyQBQpcAg+2Vr6pqauGxorcQ5CABEgNJa1zQ2qYYUMkiCTnaWIYG2gmgSsTY3JopfYRjCuHNXEgSsgGu659zCNrTAiEoOi8QoXFToaoodqaGlqgVKGGAXOSmIQ04JdidIZ1lom4wqEIQbJoKmY2IbaOyZVzXA8JhApiw6Li4v0+32yzFCU2TyLr41MWn0pybKUyS9k0uZrbVIG3wiM1qyu7mOzdgybhsdf+xRsVTNc3yROAsI7pDII87Utst2O173udbz1rW/lXe96FwcPHgTg9a9/PUII3vKWt3DFFVfwmMc8ht/5nd/hzjvv5O1vf/uD3gZSpvPVr341RVGwtLTEK17xCu6++24+8IEPnHE8syx3r9djZWVl/vni4iKvec1ruPrqq3nWs57Ft33bt/Hxj38cgM3NTV7/+tfzspe9jOc///lcfPHF/PAP/zDPf/7zefWrX/0Vr//YsWP8/u//Pk984hN50pOexH/7b/+Ne++9l7//+79/wH2e8pSn8AM/8ANcccUVAPzu7/4u3/Ed38EP/MAPcPHFF/OSl7yEb/qmbzrjvvfccw+bm5s873nP47LLLuPyyy/nV37lV3jXu95FnucPeE5rLT/1Uz/Fd3zHd/CYxzyGX/u1X8MYwx/90R8B6X70ej1++7d/myuvvJIrr7ySN7/5zVhr+d3f/d0HNc4LLriApz71qfze7/3e/LPDhw/zkY98hBe84AVnHJdSive+97381m/9Fo9+9KO5/PLL+dmf/VlGoxEf+chHztr4lVJ813d912kE/53vfCfPfvazUUo96GdyOx7oeTt8+DBvfvObue6667juuuv49//+33PzzTezubn5T3reHvawh3HBBRfw4Q9/GIAjR45w++2384IXvIAPfehD8+0+9KEP8bSnPQ2AX/qlX+LP/uzPeNKTnsTDH/5wfvAHf5BHPepR/PVf/zWQfhNaa/I8Z3V1FaUUr371q3nyk5/Mz//8z3PxxRfzjGc8g5//+Z/nD/7gD+aBnhCCO+64gze+8Y086UlPms9BixYt/u/H2ZHoRJXI+eYRBvoA+x7xzcThGjFGeou7UNFQVTVSZtx2510MmgoZBE1jMcawkOdgI7iak8MxT/zGb+GixVWOn1zjgovO5f67DvPzb/lffPZL9zAaTagmA4KtcB56iwsMm5oTm2OiFCgyCt1DBEH0kOUlsXHceueXkSYjOo8PEms9ShnuPXqc0SjSHTpODtfplCUjM2GzbtDS4K3HOUeGRAWJVql7q4gSLSS5yThnaYk4qbAxkhnBiJrNSU2OQEiFjwHpFD4oggOTFeztd8GDQ2Arz3n7zueWG2/gx//Hb7Gwbx91M0YFRYyCpmmIMXWMJUS0NOBhMmmoJqn7qo4x1TxMLFUjCCGQqUDHdBBCIlDJzSZGpNA4L5BSsbCwQGZKQogQQESBEorgLSJIZCzwIiKdphQ5wmqaOlJXDdEqbBWggUJ1UEIT8VgfmTSC0VjiKkXVRFyjcFbgbCAIUrGtE5g8YzwZcv+xQ1P5U0SEiJ5Kcqx1uMpDUHgHdeVSF92okEiaSYOrJb3OQiqujrAxbjg5qJhMu/dGAcOmIssKenkXSbr23GRIKcm1ppOXFEUnWXeOhgjA+UjlHFUAYTRICARCjHTygpP3H+VTn/g41ajiU5/+DJWL2OjpLi6wa+9+EAE5LxT+2uIv/uIv+Imf+An+8A//kEc/+tHzzz/xiU/w9V//9Tsytueddx4XXnjhXAbwYLYBuOyyyyiKYv7+EY94BAC33377P2qsj3/843e83717N4PBAICbbrqJpmlO08s/+clP5vbbb2c4HD7gcR/5yEeyvLx82nluueWWBzWWpmm4/fbb+fqv//od25z6foaHP/zhXHLJJfzgD/4gr371q/nUpz6FUoonP/nJX9VpZiYJgiT7ecQjHjEf56c+9SmuvvrqaVfphF6vxyWXXDKfnwczzhe+8IW8733vm8uf3vGOd3DgwIE56TwVxhiapuGlL30pj3rUozj//PN55CMfCcDJkyfP2vgBnv3sZ/OlL32JL3zhCwB8+tOf5o477uC5z30u8OCfyQeDSy65ZAfxncl3BoPBP/l5u/766+cE/4Mf/CBXXXUVT33qU+cE/4477uDee++dH7fX6/Ha176Wa665hgsuuICDBw/yuc997rR5nSGEwI033njGccUY+exnP7vj+rYHNC1atPjXgbNSZBtsJNjI+mTAFz/8v/hENWFh30VIP2FzI1DkPUJUuGiJ1hODoarGqCzHNRGtCnR0TBrP3k6H3/79d1MEz+7lJTpFyaGbP8XJYWDf3j0IDF2tqUdjAoFqYgm2AQF1nbJMblrkqLwguog1ERMNTW2RUk8ddiTaRCSSPbbh9ju/jDMarSWNjMQQUDpZbkYf8YCYvaJkqVeystjjeDNhEcN4YwLCIDLFsE4rCCpqrAtIIioTabJixriyGKVQISJjxIWI0RlucIITh+9m3759ZCESZQCpyVXEAWoqubHWpS61xtBYi3cBi8dN7LRZlEAEqMeRpl6ntjPJTsQFgY+C4Bq6RZflxT1suJNUVUWUye+9NAYlMmxM8yBixJlIEyJKJt18lILahuRWYzKUNFS1RTiBDKkjLzicLpCAtRGUoMgycimJ0dEEqGsPaAwCW6fjhRCQUiFdRm0dwYNRJNvNyhLQRBTRg5AB7ybY9RqjcmTIsE2NEJJu2cW5mqoOSVuvJG5sEcKkVZjgyYqCXqdDWRQcObbOgb0HuOKKi/nYP3yG9fWKssyRCLyfdlhWCikEo7pCSUlnYRlna05unuScg/tYWT2HqqrY2NhA+kiQVers+zVECIEXvOAFc63vdmxubvLpT3+ahYWFHZ83TcPhw4cf9DZwunPMrNB0u/b7weDUAlWxbQJnRP+bv/mbd3w+kwEdPnyYiy+++IzHXVxcPON5xuPxA45l+zWPRiNijDuCGHhgxxylFH/zN3/DL//yL/Pbv/3b/PRP/zQHDx7kZ37mZ/i+7/u+BzynEIJ+v3/aWGfj3NzcZO/evaft1+/3GQ6HD3qc3/md38nS0hJ//Md/zI/+6I/yjne8g+/7vu+bW9Seii996Us8/elP5xu+4Rt405vexP79+wkhcNFFF53V8QM88YlPZP/+/bzzne/kEY94BG9/+9u54IIL5gHXg30mHwwe6HmLMf6Tn7enPvWpvOxlLwMSwX/iE5/INddcw/33388999zDDTfcwMGDB3n4wx+OtZZv//ZvxznHL//yL3PppZeitebZz372A455PB7jnOPnfu7n+IVf+IXTvr///vvnf5/63Ldo0eJfB84KwW8aR2M9WnYJfgxuiDJ9nMsSEdUehcI6T4yCk+Mxj7vqcdz8pVs5OZ4gRUTpjFw7Kgzu5BoTZci7XYajCVne4xyV9PbOeqSKKJORRUc9aZBCoJQgAjDtTisEzjYp424FUUr6nT6NrbA+stTpsTlY56KHPYxzsyVuuPtj5Krk8MZJqgWFCQodNU4BHiSRIKeadjwezZG1DaSUrOYl9dGjRFvhfcama/BCEoQkU5Kqabjv0Abnn7cXFTzjoSDLJUJ4tFdoFfBGkRcL7Osu0ExC6g2gA0YqZFQo75NUKITUlMk7tMqQUlPXFqnTrUxWkCStOhEQeOHwViGFBuERMTVfqmrP0aMnsXVFJhWeSPTgbCQINy9m1cZgkHjn8IBSEKKYPjyeQV0nbX6QZLnC1hFtJFEJcB7nIkopNAJrFU0TsTUp2y8EiIASKjXqch6lM4JNKzzJ6ScisgwhDM6PU7OqGJFSI0JGCBbvIk46CKk5VwiRummw1uEbS1bkCKXwk4YQIyPfYJAsd3poA+ubI2zt0L0+tx86yXjUUOSGEEjjk4IQInnRpalrxnaIUNAMGnSuyco+4zpij56krio6eYbWOcGHs7RO9k9HjJHXvva1fPzjH+elL30p1113Heeffz6Q/vO/7rrrdhT0zTAjhA9mG9gi3zNsbm4CnFHP/U/FjNC96U1vmstmtuO88857wH1Ho9GO9zMy+WAdb2ZZ99l1zfBABamQVh9e9apX8apXvYovfvGL/Oqv/iovetGLuPzyy7n66qvPuE+MkclkQlmWO8a6e/duIN2PU+d6Nq79+/c/6HFmWcbznvc8/uRP/oTnPOc53HDDDfzar/3aA17L2972NpxzvPWtb50HD3ffffdZHz+kPhjf/d3fzbve9S5e8YpX8I53vIPnPOc5820f7DP5v4t/6vP2Dd/wDRw/fpzbbruND3zgA7zyla+kKAquvvpqPvzhD8+LrwE+/vGP89nPfpb3v//9PPGJT5wf4/jx41xwwQVnPH6n08EYw4/+6I/ywhe+8LTvtxcRt2jR4l8nzgr1qCypM6qPjDeHxFrhXfIi91EyHNX4qDAqNV3qZDkn1k5iK0sMU/tBW+F8zYn1MZddcQmPvfxhbBxfR+kktamjQHqBlhEVYDzZwDrIRbKDjDFZMTrnaKwjhEBRFHjvcT4ihCTTOToqulmHoijYnNRcvLqPOGyoAhRCQKfh0ImTCKnJVTqnjKCSSIdM5GhdUDU141HD/t17KcnYGFcEJfA6UgWHERopNHXlMSrn6Y88iKotk8ajlcXD1IPe4zyMqwlKGTJZICPEINCqmzrH+kS8vUvXKEJMc0mS4mhjkFJDCGnboPAxZepNlqVtrcNaS2r1q5BBU1eOtZMbVCEQ0ISYPOgntWVce2IQSf4j01L67Pw+CCQaFTU4gW8i3lpiTEW0ISqiS/PumgBOpMLaOtAMLPUo4GxquhUagbca6yRBaITUhBCo6iY5+lhQGARZmq9gkDHVW+Q6NQAbTgJVrbBVZDSsGI1rxo1lNKppqkiYSpKqsUcIQ+1tulZt2KiHHDkxZnPkKMoO9957L1/4ws0opUAGHAJvMxqfGl1tDiaMBo66CjQu4GNEeIkLkvW1ESdPbhA8RA+jiaV2X2N2T8okP/e5z+UXfuEXOHDgAC960YvmGchrrrmGL33pS1x00UVceuml85eUck62Hsw2AJ///Od3SApmTiSXXnrpVxxfsrN9cHjUox5FnuccPXp0x1hWVlZYXV39itr2z3/+8ztWE2auLZdffvmDOnee51xwwQWnSUBOdZGZ4c477+Q973nP/P3ll1/Oa1/7WpRS84LTB8J2rfZwOOSWW26Zj3Pm8rK9OHh9fZ1bbrmFa6655h81zhe96EV89KMf5X/+z//J4x73uAdc/YBUZNvtdnesDPzBH/wBcPo9/N8Z/wzf8z3fw6c//Wn+5m/+hltvvZXv/d7vnX/3YJ/JM+GheN727NnDFVdcwbvf/W5uueUWrr32WgCuvfZabrjhhh0Ev6oqgB0yoY9+9KPceeedp4119l5KydVXX82Xv/zlHeO68MILMcbskKK1aNHiXyfOCvvQUVFPGhqpWd17HiJqEIGmaRDBEhDYEKmdQMoMExTHThynxkO0LHVX6BdLNF5TKNjYHHP78QFKpmJWRyT6QESB1NShYd+uPWgDzjeIEFNW1wdiFCihCdZT146LLryYTlEyHo85ub6O9REsnDx+nEE94dHnnMPGkfvwQuKlY7PocvklD+P85ZKNKqCExOjkYpMJQy4URIXAkGnJ7oUlzGTEYDBCixynM6oQ0JkCEThy/yFWLrqCH33FT9Gsn6CpBbnuTgtbIUqB1hmrS4vU40laxhYO4ZOtpncSHwUuxNS11UcynbPUX8KgiVGQ5QopZZITzQKmkIpkx+MGnE8NmJRk4kPS2gtBjIF+0acjMlzdEIPDCJJ8SClcSJnyqqqxPhCI+ADegvAKbyG4CC6iKPBOUTeO2lpqp2gajSBPxcUxZdWdiIQYiXgIpO60NuCbiK0ivlE0k5COGyKlkRiTYStL01Qp4AsS7w0CjXeR4CLWeZoQycsOKwsrlMpQTyqs8/goqCcNddUwsRa0YVwHhqMG23is9HRynbrUElMGNCqULIjCMJoMWBsM2RxbvPegHFpL9NS2M4RAdCH56escKSWN8yAUga+xPmcbiqLgTW96Ex/72Mf4pV/6JQB+6Id+iOFwyL/9t/+Wm266iS996Uv84i/+IldddRWf+MQnHvQ2AMvLy7zkJS/hi1/8Iv/wD//AK17xCi6++OIdeuxTx1OWJR/84Ae56aabUgD6VbCwsMCLX/xiXvnKV/K2t72NO++8kw984AN867d+Ky9+8Yu/6r6z8X3uc5/jv/yX/8IFF1ywI2v61fCc5zyH97znPbzxjW/k85//PL/6q7/6gJrve+65h+c+97n86q/+Krfeeiu33XYbv/iLv4iU8rQ6g+0wxvCqV72KD33oQ9x+++38p//0n2iaZk5wX/KSlzAej3nJS17Cbbfdxuc+9zle8IIXsLCwwPOf//x/1Dgf8YhH8NjHPpbXvOY1fP/3f/9XvPbHPvaxHDt2jDe/+c3cf//9/MZv/Aaf+MQn2LNnD5/97GfnKwZnY/yQ6h8OHjzIT/zET3DFFVfM9f7w4J/J7Xion7frr7+eX//1X+eyyy6bk/frrruOv/zLv+TOO++cd9B91KMeRVEUvO51r+P+++/nfe97Hy996Uv5pm/6Jm699da5rG55eZlPf/rT3HTTTZw4cYKXvexlvPOd7+TVr341t912GzfddBMvfOELuf7668+4QjLDv/t3/44f+7Ef+6rX3qJFi/+zcVYIvhKaytfQbHLkxHGcBOsCgpSRzbQC66lqT2MDaqprtnXDOfv3gag5sbHBkUP3EVTO5qETHL7nCOfs25uy8nWDUIFxM2IwGJPrnBAV1vvUs0ikDqIygo4CLWTKdEeYTCY0zrJndTdZlhEF1NEzGI3Yf2Af5/eXuPXO21DCI6Vkw2qk6UwzxxKkSPKhMsMHS8AiZKDQhsF4hPHQcT7ZUyrJpp8QaktO6t66f/9+1g4d4t////4nTbmK1MllIkMmkl8pclOw0F0h+mm2JmqUUtTVCI1AC41Qah68SKkZDye4uiH4SFNHJuMGkGRaJ1mN1kgUwafuto2S4D2ZczhvCVP5zdjWNLVPHvLSTM8hyaJColAxPSKpE21yBJIRvEurJEiBNBnORpwPSAxa5Hgfycno6RJExmDSEINB+QLnIAZFDIqgdBqrTEW1zoLzAiGT/Egpgw2OyWSCrepp0axhUgfWNyu8j5S5SnUDStHr9VheXmZ1eYVetwQiOA9CIJREBfBVkwqSmxrvk63mxmjEpK6T3r6pGdUNVRMQ0ZL3Mhb7S/Q6XfJMInVEZ4pup0NRlFgCfurWRIxIqfBC4BqHa85s2fe1wlVXXcV/+S//hZ/7uZ/jH/7hHzj//PN573vfy9GjR/mGb/gGnvCEJ/BXf/VX/Omf/uncUu/BbAOJLD7jGc/gWc96Fk95ylPI85z3vOc9O7TLp+LHf/zH+dM//VO+5Vu+5TQJzQPh1a9+NS95yUt4xStewZVXXsmLX/xirrvuuq/YodRay+Mf/3ie9rSn8cxnPpMnPOEJCCH4kz/5kx3Fnl8NP/3TP83zn/98fvInf5InP/nJfPKTn5zbT55qB/rkJz+ZN7zhDfze7/0ej3vc47j22mt5//vfz9ve9jYe/vCHn/H4zjn6/T4/93M/x4/92I9x1VVX8bd/+7e85S1vma+EPOxhD+PP//zPueuuu7jmmmt4ylOeAsD73ve+uQzmHzPOZz3rWeR5/hU13wDf9m3fxste9jJe8YpX8OhHP5oPf/jDvPGNb+SHf/iHeetb38p//s//+ayNH1IS4ru/+7v5zGc+syN7Dw/+mTwVD9XzBvC0pz2Ne+65hyc96Unzz57whCdwzz338KhHPYrV1VUgybje8IY38L73vY/LL7+cV73qVfzWb/0W/+E//Afuuusunv70pwPwIz/yI9x///1cf/313HjjjTzrWc/iTW96E3/0R3/E1Vdfzbd927dR1zXvfe97T6uB2I7Pf/7zO2xCW7Ro8X8nRF3XD3698gx42ctexsbgH/i6xz2dleD5q7/7OxZWdhFEINcFbtywsrpECAEfJXXlUVoQqsBkYnES1jeHnHQN3/jIi/jgRz/NJ44OWSoyep0+62ubIFLzpX4voycld50YYpREFyZpx31ySzEmOZZEUuMjIZLuttfr0y86DMYjdKbRUnPnoXt4xtO/mW9fOsC73vEuvNaoc3bxhfGI9WMbrCwto3Tyhg9EYkznsCGiEGQ65961YzzlEY/ket3n1i/fx0QpTixKPnPoLjxZKsqMkeHmSXCRlT27MDKiTReUpzQKrUTKQkdHVhjkVHbjQ0Oe56mTrAsIEclNhoiRiW1QOiOGwOZ4xHhkUSRSj0rNqgC0kQQkjYWs0PSVZKksOTkaMbSeMssZVRNs1SClwGiQWiCixEQxbe4UkTpSFDlRCqLzyJh89IUCZTQiAlKwuNThsvMuxNma9Y0T7Nu1GyciJ08eZ+QmNLXD20jUApUlUmWbMTF6pE4BDCGSF51pplxSZiXWOqpRWqHx0SUP/aBxdUPZMSwtLLLQS0vS/X4fpGAwGKSOt1XN2sY640lFjLN7J7DWTpuySZpJjRSalW4faSSNTT763keUkSwtLbFYFFgRqaoxwnv8dA4IoIQgkwqhgOjxIaAyhRICpSRZsZtf+ZVf+d/5mf2Lx/d+7/eysbHBX/zFX3yth9LiH4EYI09+8pO5+uqr+R//4398rYfTokWLFi3OEs5Kka2i5Au3HqITazoLBSooKm/JcsnXXXkpXz50mKgURmQYGRA+sqlqsiJn7fga9eYQtbqHJz7neXzixpuohzUqyzh27DBKd8m0Zm39JNd+w3dQbhzic3d+mJWVVWwzRqpsTua9azBSJSLqAz5Ar7uIcI7NzU2k0VM7SEeWlzxi9wHuveUObK7oFQVrzrExGXFg/y4yqdgYWVSQSOkRxtBMxmQyOcbMfPD3lh2YWLyDIAWVczRAZiRSwYLJ+bqHX86JkxuEPGP34i4aJwjS4uoGZ0fkJiMiqStL4xxZrinzlH3O8wLdzxExoERqWCVGEZMXZFmGEtA1DavLu1lfX2dzOKYocnwIRGzKahtN15QUvS57D6yyMNjk+PGTaJNzYGmZYbUOPqSAQiWtcZHlWFsnUqxMCjq8J8s0Wa5pmoZmMqZpGoLzSFPSM11kDGRGsWfXPnoLK4zqDfbuWqLXO5dDJ09wcjhEqyy5EQlBVJpJM0JNnXgynSOUpLINWZ6TZxnOCjomUNeW0WiALgUry6uUZZeIJRddXAyYLEMpQzUZkQmN6pRUyiBVoBwVKKPRxuCdQ3hHdCCkIdqGIBVKSqSUKK0pioJ+r0O3zBDKJNcmKdm7fw/V5gaj4TpNkBA1/TzHmJwQIApB3YzwPlnA+vgvq9FVixaQVjbvuOMOXve613HzzTfzh3/4h1/rIbVo0aJFi7OIs0PwdcHo0Bdo+l0Wyx6jKtk/5v1lls57OIcO3482HbyQGCMJNqJsYFgP0CJgtaA6fJQX/8B/QGeKc/YsMak2Wer0EbnGx8h55x7gUx/7BCGHxz/+UYzWx2AUu5e6OOcoTCL6w+EQ23iCSE2bmOqkXfBIr6hcQ+Mt3YVl8s2auw/dTVSSsYqQd1hUA7CRYZxgkEhi8r0X8MhHPoz1tTGHT2xgXU23k3HuwgKTw1/GC7BasWv3Alf0DXZ9SLHU5bzzzmFlZZXJ+klOTsZ0ewuI4KkGE6TyWL/CpLZT2UtN4ywgWOj1iNJROU+/32eh30VKiW9qpE/e+NJoLrnoQjIt0DLjxPE17jt8P5VLLjk2BIwu6fe7eO+pGsvR4yfJleS8vXuxPgUjuw5cgLeeoijITOrWqoxCOgc+MAmBZpRcMTrdgqoZ0e11wAaOHz6KF4Fjmxtcev5FHL7vPo5UA3SRI46epN8r0VLitGHPnotYXhrjbCAKiVKCxU6PPC+RRiJkpJmM2dzcYGM8wvokT5rEhtpNqJ0lK3tk2iBFTq+7jM4kNB4vIz4EjNEU+SIbx09SD8dU9QRpchYXO2RKIY2msY5IYLHbYalcxIqAcHWaX5fmVpuMbn8ZpRReBsqygxGpgddif4HY7KZxNc41jMdjmjpQ1RYkFHnGgunQ7feJMXL06APbMLZo8bXAF77wBZ74xCdy2WWX8fa3v51zzjnnaz2kFi1atGhxFnFWCH6hBeWBgyilWOh3uKjT4b57DyGaCZ/4+IfpLy3SIWdtuEkVAnYkWDs5IOqANFDqHPIxB5e7+FxTNR4jl+n3uhilGbkB403HpBqw2l1AR8+jH3kBZdZl1AxB9VjqlRS5ZDIcMak9SImShsmoYb1eo6khTByVbbjz0H0841sfywWm4sZxRMkS8ow6jxQmw7sGrXPKfslS1yC0QuSCRz76Gu69+TMsLS0xtjXnX3oB51aCfzh2DCtLXN7h3AsPsjQc4A94so5Gm5IijilX9hDHG3gn6JQ5C52SPE/ZaucctWsQSqbusi4SnUcYUCq56OjMoKRBL0qMMdOC4ghSEIVgbX2AzLvs3X+QzWqI85ZSZ3S7XUyR45xjMNlAYujkPXr9DsFaBuMRUitKIiozWKEoshx8RJcKqSXLPiBWBTZMi0x9ajZlrWNhZYk8z3BKcs/aGqOmJhfg7QSpFKE2OCOJKpBpRZEtg5B4Z2lCQJQ9lMmQuQIiwUJ/uaDfrxmNBmxUFcIGorP0ypzC5NS1pao2OXrEsriwQtHLEV4hQiAGS65LFno91tWATr9AkjoOa5GjtaFfpB4Cea9LWZZIH4jW0+12EUqwtraGt57gGgIKLSUiRKKMuKahKArk4gp+tEkz8NSTho3NIUu9Pr1OF13mLO9agijTfP0rIPhtBvj/LDzmMY9hMpl8rYfRokWLFi3+mXBWCL7USwitKIsuu1YP0ikzlm2g0+0RpOLE8aOM6wGZ6lMowSF7nCsvOZfPffEORi7SX8xYMCWNlTitUEZTrVlGdY2NDXmjcMazb3EfB/asctXFB1lfG1A1htXlfWRZhlcKk5d0u7upJiMa6+cuCXm+h8ZWbOaOJeH48pH7een/96dYveUWfv0330X/4HnsvWA/a0fup9fvInDoGCkWuuzZtQ8nPP1uwcm1TfTyflaiR44GXHL5VYgP3cikavBlie4UlL0SO9kEo1nfGPGox1/N//upX89P/9IvYbur9DNwUqJzQwygEHQ7fRaVoFd25lKY2lnyPMO6Ghc8ucmSbrxpkr1cTHISXzdMoiO6mnG1QQiOhW6OMd1pkari5OYmvW6fA3sPMhgMCERqZzE6Y2nJMNwYcM0TruXosfu4+7770dpgtKSJnqzTI9oGQsDZSN3U6CLD1lXSo0sYTSYIFxgeP4LWmiAE/cUeWVaw3O+x2F+YuvZETJ6RS02MOSLT5NKgtSKKVBzcWUyNroSS9Bcn7KpHDCvLZFKTm2SzWlUVla1wgA+W8dhjq5raWbRQjIoJ3YU+C2YJWzXUlaWz1E8lwlpTFgYVwQfARnqLS6g4DZiUZmFpFyp6mqbBx4DKc6KTnDhxAqklg9GQ9UP3IHxDYTRLS0vs2rULnSlMntEpe9RVxXi4if7au2S2aNGiRYsWLf6V4awQfG0iwQu0NBw9ei9CeHav7kIKQzMcIH0kSkETKw7fcwKWFyn3nQ+fuZO87JCXHWIMHFtbA6UpikDjxngRUFEQOx0uPLDK8mIHoUt6e89hffQljAzErEPWy8iyDFs7ijyj2zEMx2M2Rx6ZZeROcWK9JgrHaDzgUY+6ks/87ce47e8+wuJSh+gdWa/D7noFU/ZYXOqSq8jh48c5uXGcDHBVyYYekOc5GRCd5/ZPfZpz7z1CXi5wfLLJSmc/qpAs71pBxEhfaQyRD91+iL3nnIuVBUZAlpcErQnesqQzTFEiJahMU+Y5VVVhrUWISBAFEY23jlA46rqeZ/2dczjhkV7i+xqTJ3KslJo7ZWRaMhk3jKuaTqdHXVsaVxFjB6cCS52SfrfH7XfeQQyO0mQYBForGusYj4dkaBpX08SGbq+kEALV67F3dS/j8ZhJU7PUr5hUDRZHWZYUWY7OBaZbolUXXRSUuqDMC5QSSCmR2iAiKGUoTJaakznHcDJMkiqp6eRdOgvJ4UihsNZTNTVVPZrOkWBjs+JEdKjgWej30VqTaYPOcqr6OE74qatSYDweE0UHJSQgyU1gPK5YXlqgMJrBeEiWaXLdBTFmbbiOcJFup6DXz6ldxUKvz8rKMhFPoRSqKOgUJXVlGYw3GY5TIW53YZE8zzl0/wNb1rVo0aJFixYtWpxtnBWCv7q6mjqHuoZO3qHXW0BIiceSlzmru7ocuf8oR09s4mSDXFvnz9/1NnavHqCbd6ibMZPGsv/AboQLHB9t0l9ZYG9Z4uuINJLFXcvI6FldWcKONjl4zrm4GICI1h3KLCOIBpREZ5qlzFDmBbaqyYoeZb/Dqq0YNzUHL7iQu//qr/jEBz+CL0o6+0t2n7ePztICZdlFm5LoA2sbY0bDDUSRpWJJ79BCQdQs7t3LJbt3cfzGm6mDoPEZS3vOZWVlD1ats7CyjFSCZjTmk5/9NLv2P4zxaEAdI0pHtJfETKM6hn5/iTzLCLbBE+kvLiWyWzcQAyFKRtUI6y1ZXiJiasm+MVxP8pqswBHJOgEpFHVdMxyPiMGTFT3OO2+Bk5sD6npCt1vSl33KwhDwhAj9xQWKbk5hCrABGxxRS8qmxLoajcGTg4os93oYrZlUDWXZxSjDRjNGBks9GXL4xBEmvmYSK5bMEsZpvIyUWYHUJVIqtFZTZ6LUfVhphZgW8gaRGqFFJJW3WFujyeYuTCEKjJapwDZGxsMRaqlAaAM+uf1kWrKxWTEajOn1euzeu5tqXOEnNUqmTHyMgl53gcVOj7oZcfRoxa5du+h2FxiNRqxvDhlXIzr9HrlMjj1am9QN1xu6C4tIrajrEYNRzca4opMXCDRZ0WVxKteZhAa4/Wz8zFq0aNGiRYsWLR4UzgrBX9y1mzzPmYwqatsgtCEvFNYKVs85l+Vun+Hwo+zLUuvyyaTm/AN7qZykqkfoTKGaSLQ1dEqW9QpLS0tEIakmDqkFnSKn7C/QW1ykX+SoAEYqgoLx5gAbIyt79hJDwLkGnUtir48IkvW64rFXnM9qVvD+L9zG/v4qXzz8YfrLS9x97F4uvOw69p3zMI7eey9Zrhlsjjh85DhCZiws9fFeICI47/Eyp6kmGO9hYqlqiyolTdOQLRcs9pcYOgWNYuTHOAQdrTl09D5kNcELzVAKtHbsXtqNFhmVbfDBkktNpjUuBKQyCJ3ceiKePM+ITcRai5sW0RZ5l8Zb6hjJhWY8GeJDDY1jMhwijeHYyXWiDxA9tWswJiM0jrLI2LW4xGBSITODynJkZjC5QgaPiwFtckSVil+Xij7BRWIEp3N6q4sI77GNJdeG0biiCYHFxWXUZIhzDbk2dDs5EYcdr0PpkNEQMUilUUqQS00IDutqjDGUps/q0jLHjx3BTiwxz6aNzCA4j9ECpKZxjqoeY0NqZLXULXDTxlmVaxiM12hGDULAxkaRXIomDYjUpMrahsHmJiezksWFHusbGzTWs3v3XrxPDkRNPcFZS+z3md5uRpMxTb3G0bUTLCykgl/nHBM7wXd7SAFIQWVr4iggzVn5ibVo0aJFixYtWjxonB0XHWUYj8f44GnsiOFojU5nCVOUHDp8H4etpWMWyIxnvFCj9CYCia4idRM5dmKNK695NCtlj7/55KfYtXcfQknKTsnScoEgIKJGeHDVhFB0k7RHBXz0xG4X4yVKKZRRlFmOiwGrGmprGa2t0bvuSYjRJpWLxLUh960dpYqWvOyx74ILGG2sI6JkbX1IPSWbVRWpa89gMEAJhVCC+0/ezSUXnkepNCfvOJx03EIQomBl/ypLhebIaMRQGYJrwA6pfWoRVSz0yLXAW0mQgV6vR5kXDIcDNpsarTWdTgejNFGkBkm1s+A9rklyFGstlW0YVxOMMqlJj2sYVjWucUyqirIoWFhaZDgaMxoNqGtLCKnAuNQZS0tLNFFSO0GmDc2oZjSp6PU6FFmOEAIBNMDSym60jNjgyZBU4wl1XROCp1NkoCK2mhDDhPFoEx8svW4fofsoFck6JTJEQghIHQh+gqWh31lBCoVSOZk0oDwmy9AqZ1TXUBhK0yM04GIE7wnRETyM64rRaMRoNErdKbsFSqQgazQZE0Igz0u8TcHe+vETVDZgbY3Qgr2re4nBUDVNch0a9iiKgqMnjrMxHLCw0CPXqenXcH3M/cfXyLOMslvgQ02ep34Lk7oCAkqmZ+/E2kkybTCZZDIZpcZdzVfvltmiRYsWLVq0aHE2cVYIft0Mid7RNBElFKGp2XDHMU1BrnPwNZO8w7mL+/DhEMGr1LCo8Ww0lsXlJfav7ufYkaMYndMtugQfiLJIFpPVAB8MRZbR7WiiTE2dCi2JStMxBQBCQu0dIUQyCqSUaKkw+/fyhY/fwHBsufz8C7j/fTdwoq6oqgmLB88j73U4dvgI9aRmY7CB9x6tBKN6k8lwSFZqThwfUlUjolKI8mIqXxOGA2pnGUwqlhaWGU4aPv6F2zhx6Ai6zMg7JX2dU3YLOmWSoDgfCdrTKQ1RBproyfMCISRVVbG+vo4xhl6vl7avGqy31HWN9z55/Iswb+ollaIvS4ZIiqJAq4y10YBOr4tSNdY2xBgYVeNUE1HXDEcDvNAIESm1IsSAMTmCiDaK6COFMTTRU48nOKWoYoOSgk6h6Zkk7xExJH/+6MmKnF27e+iocN4zcDWCLM2lzkEHbF3Ry0uEVlTVGIIgmoqOKYlCUTUOwnrywDfFfEzB1clpqJ4wqS1RgFRQ5gZ8w2hYU9uIALy3NI1jMqw5sb6ZCoEjCJlR5Dkbg3WOHVsj0xnD8Tq7V5eIZDgnqccTJsMR48GQTqeHc47NzXVG1pIpSWfcoeiUeCEIAiaba2S5pDAFdT0hBE+eaYxNrkWpsNifjZ9YixYtWrRo0aLFg8bZ0Q/IiBaa8XiTuhkxcSNc8JgJ1FkXFzzKHuf4PXdgtGQ8GWGtR9UQa8viwb185pP/wL1r97Gway+TyYhqcx2zeZLDR4+hhcZkinP27mVcezLTwZWBYS7ITSraTIRTsthbxMXAaDLEx4jJCrKsQIzHyDJDDE9y3113YMqCtaMnuejiizDK0jQWFxoO7FqksZLBZETebXC1o5qMkbkkekWpDJ+96XNcfPGFlErjvaX2NZ39BzmxscaR++6jIzPyaBkN1xkYw6LdTddpxGTCpmvomhLnS0aTMb0yJ1NZkqd0S2xT0e90iM4xmQwJShCxSBUYjMdY75ASrPWEAFJlhOBo6orxeMjmYMSwqsiyjNIYfLCA5NwD+6jHFustIgqGa8eZjNYRqiDvGZZiSQgdiIJOluEyjYwCFyZULhXdiiCwwlEFx1bmWqBzjbeBPF/Ee0sUFTkwadaoa+jkBbmSeKXoLK4y3BxjqwFKKZrJOgMEShlynVNkqcFXqDyT8YCoBVIojFKYTsny4hJrgyG1EmidbCjHa8cZjCZIIagGIzarhvXNIZsnTzAe1eRlQV4sk2lNcJ61o/ekItwyZzAYsLE5psgNBkk1nJBnJbZucMEznIwZjiYQI1pvptUClVZsrKuJPpAZSVYWKARNpgl4cB6jNEFrMrKz8jNr0aJFixYtWrR4MDgrBH9YjzDR42JFcBNsM6KuLTZIdOFReDwSKSLDsaUsIj2pODqeoFGs3X8P65UDk1FXE26588v86It+kPy+L/Pf/+pvOX/f+fT6HU6UilxqKjnAuw4d26U2E5yvGQwnyCARuUGESPCesixTx1kpiNbhjeHkPQPW1zcxThB1h93n72a4PsBXm+zetUwUknvuuxsXA4PBxpTgj5A6Z6lb0EwaQlNT1JFYW0JmyH2f9XEFJ4+zurqCEJFMRQR9vB0yHh9nuGGRIpHVfFFTVRFjNKLXJe916OYZhMiklvT6yzT1BjZoolBYqWmaAZmWCALRBxpbszZYZ1JZMqAJySu/09UUWUHwqdhYmQKBor+4TJFVTOoxEJBO40gkWQsBQUCAqh4xqYbkVQchBFIlr/3JsE7OPEKkzsEy6fpzrZC5wk4mVPUQj0drSaElGY4m1lhbIVWfQmecOHkEpQydbocYBHmegwholZFlJVoVEJPLDsHjnMNHidQC5y0nNtfZ2NigqlIQiRS4oFLnYClZcw3VZEC0Fq0zvBtSjSOTUYOWBp2pJEESilJkHD10jGFVkxmVuvRmGUpNUAODECLZXAaJw2KbGiHSPE+sg9CgXWQsLJ3QsH/XLoyASe1onGdiG/xkwu7F887Gz6xFixYtWrRo0eJB4awQ/ByVrBmlRfb7dPodZOOIOmc8OE5dB7oLSygruLs5wVVXPYnbbvwkTdygzPo0zqKFo/aaSdPQK3IOTRQZBZddfA7LvR4hQDMeUCwv0Sk75CqHELFNReMtuQwgA6PxEGs9F557kKqq8NKxaEoGOM7bv4ujn/sS42rCYH1I78Budh3Yw8bxNbr9Dk3TsL6+jjCeXApM1kfpHBUcg40B1jaopUXM0i4uXtnD8N7P0DjBsZMbPOyxF/CMp30d73j/p8nKDoUpQQSULCm0pN/poBBkWU5eJPmQVAItVSrSFAopJSbvMK43QRq6y6vUdQ3esZiV1OMxzld4IotCsNTsYjweoYIh7+RsDgYURY8YYG1jPfnOG4NWSaq0uncfG4N1fAxonW59bjKMUWhdpI6sTcr+50U2LSBtCK5h38oKJ9eOMqgnCGEQUaBExEaLcnmyxix1CuWkpFCpIy5AriMuapAKoyRIRZTlnMQbmZPnOQGJbwJGaYxRuOjwBKILjCcVVdNgrUXpgDbgGoeIBkRazZiMxmipUNIANdbWOB+wkwFZluEQyEYjtaG2YwbDId45MmnSSsDYMRpN0HlBjAIVJQoxlYSplJn3AXtyjbGdYIzC5IbFImN3p0dHZyAjnoAk0lUZ1piz8RNr0aJFixYtWrR40DgrBL9baKz3mLIgeLj00isZrR/n7ntuY2HPflQMKJljJxUH8t186fbP4zLD/vMOooLCRY0LHiEEqujT7/e54zMfIcs0V158KRaViJhQBG0oOl1CXRG9J1Oac3btRRI5srnGki7QRYkXCpVlnLO0m1xqesKzJA2fueNOGiE4uVFzwTV7KbtdhutrlJ0MGSTdAwdoXMN4MgEUE9tgdMnu3efgfINSgtjvszBsuHtjjFKKe08c58df+ENcsr/k/3nLOzn/wocxbhQxjsmUBjJcjCwtLydpiNZIrQjeTQtaJT4CCIIL5Dr1FHDWI4JARInzFpREigLvHQHIihU8OYXJ6HULmqbB2gkOhenkqVjXefrdPkWeI6RkdXUPVV0ni1EfCCEQhcQ6R1EUrK6ukGUFWmqM0SgRGVYTut2CYrHDxnBAYy1KSmw9AiXIZI7REqm7RCGw3uFcxEiT5DFaomIgBJfkLQG8tTgiQoAQCuVSx17vIx5DTfLEDyFCDGRFgclz6mZCaXPoLTKuKibNkOgzRioFSs1wQF2NqCZDJtUA6x1CGlzweO9RrgZtyLICZTS5znC2xtYuZfwRNMMxKImTMjXdsh6yHGVUconCkReSXlGwb3WJfr9LpjIGg3WyTpI5gSBYQWUjeXE2fmUtWrRo0aJFixYPDmeF4C8s7yWKJBMxUXDi6DFq59m7+yJUmZNJxWS8SZU3yIlFiRFNHilMhtRdQszwMRKQoDS6zLl0aRdeOJogybOSbl6gBSgjUUbPiXLTVJSdDmvHT0AU6KJMmv+g6Ha7KKVAa/bt28+Jj3yaO+47TNZfoI5wyTVfR7/s4Pt7yXLB5mhE1TgK2aG/sIxzDi3A6DJJfzBU9Ziiv4C/7wtMBjWum7N7ZTcfvfEmvrSiueqqq1jsdtBaIeUKIQiEySjzjCJLmWLvUzBjdGruBDJ1gA1gQ0MzaiilJaDwMhJdANGgsojwCqEkg+EGg3FD1UyQImfJLrK4vJvGVoyrCqUMRmqUTLKgKMAJgRGCokiFrkYqYhQYI1EqdZIlhrS6IBXeh2mvATh6coOiKFCyQIhIBKQpIXqsqKnriLKavOyQZQXRRCAQgqXyBZlRKCPxLiYJk/ZEAsqUlLrEheT0IzKFdRMIAW8dMQp8dGBz8qxLp+wTi0gIEKVhUo/Z2FijqmvG1YTJpKKqxygRMSqj21HYJuBcRCuDkpEYA66u8DFL9QRWYJSiaSqEVggt8CHNezVqQFo0FuNTbcbe1RXOXdnN4tISRbeHsDXjyYTe8iIiRDY3B0ShyI3EjoZQLJ2Nn1mLFi1atGjRosWDwlkh+KbbA69QwSJQZJlIDadMRrQWFx1dYYjDMTEfUgqDGI8o8g7DScP6cAOdFRAVjkAv9CDPEcqghEQKQeMdsizplgXdoiTGiI8BpQtOrG8gs4zVbgcXPM42KKWQSlHVDuk9+3XBh2+8kQ0XWBh5lg+ssnxgLydOnMDaADq58/gYMCqnWxQQJZmSeAQuSDq5opMZFvaucE9dMWqG+AiyUzIaHGF15XwOHryA4OvUeMvn2FBPAxKFt/WU0IMPDlcnC0UtNd5qolSgI0LljOyYKBoa62mGFUHUIB2CgkzndMsOzjnwEScb6maIlAKFoMxKvPcE7wg+NcoSWqGNASTdsgNGoaOgaRq8T0Q8adMB5xDCTom+xIcaHx2D0SYxOELwID1Ki6lHfcQ5h5QBoQQxGqQiuciQ9P3OC2SURC8QMeLkNMgRyVGpthbrGtx0VYFpYKGkTg2wvEWKGiE1MUZGoxGbgwHD8YggIOIhRIzOKbtL2KZiUVia8QhnZOqyax2VdakY1nt8vYkyEiEUTRMQPuAnEZHngKSe1NjGg4pUtUXgOHf/Cg8//xzqScPa2gZF7VnIJdZZovME58mFpI6O4COdopXotGjRokWLFi0eWpwVgi9lIq1aGhwKnZUQLB5PUfaI9QgPLPQUpoHBYIOYGcbVBGdT46FoBIVWLOULmKxAKo8TmlxqlFL4YLFOEmNJVVsQSefsnaXQGdEoNBLvI5nOCCIyaiqwkcZEvnzTTdxz+5dZWlrlxO33cuAbHkmnlJy8f4A0mtoFyiynm3UQIiKlRCmDVIZCeYJXBKkQMpJJxfC+kzTAqJ5gy5JLL38kBYHBZIx1geHYorRCRodrPFJonKvmcxZjnJP9IDKQkBeCYANGQRMELtbJpaZocDaitMC5EdYFup1FzjtngaZpqKda8xgFSmQk6XuYWjUahJTEEMhM0spHUrFsDAFjDNY1WNvgvUfqZEEaQwRPcrppGmwzIcTk4CNVIv4xBLIiRwlDbVORbVWNsE6gtCbPO0iZo43EZMkKVBpBjBHnJUgBAsZuQogeKUFFgZSK0agixkhZSmIUNHZIZQfIsSIGwWi8wXA8wvqIiIIi7yClTDIg06WaSJysUDEwGE0IdoSvLB7JuHJJRRM9lYvk5ITgWOiUdBdKqrphMBgwGYzwEYRWLGSS3tIiF110EVEGhBEsdAoW9+xmpVdSFCXj8RglJMYYTq6vMRyOyfIOvjkbv7IWLVq0aNGiRYsHh7NC8DMKvLIErzESBDVZ3qefl4wmA3TZZVANQEFHLtMxHUaTCWsb6xS5ZDEKxsETTJdOp8BD0nDrhiZYCAJDRqwtlR6jtU46dhFRSuCEJ/pA5QPW2ilB9agQqG1NZ3mFE5/6HJsnJ+huxvHhOo+9/OHsWV3C2AiAi4FMm9ScyDX0ul2klNNgokTKlA0XWkM1Yu3ewyhlaCYTzK5Fym6B29zACMiznFJpal+jhEbGZPOpypyqqggh+djHmKQmwSuUTkWpqWOupexkxCgI3lOYAmMMea6p3ZimjngnULqg1AWmsckzP/gkSQKEiCiVo7TB6KlzTEwOOBGIBCIgSMFGXU9S1n9+HIEk6eI7RZ9YdjFZKpptvCPEiPMNQgg65QJ9vYx1Y1w9JnqbJEA6x0hDEBqtDUoZQnBEHzDR4EkNsAgCgUIbjfMVTT1B4PDCsT4ek4kc65NcJzhLXY8J0ZHnGcYrREx2naIO9HyBayLdLGOoFFoZMlOw2C1TV9oYqerUEGs8qqidZ6Es6PV6LKzuYt++fQjv2dzcZDDYQAjBQrdDnufoPGM4GCCiIC/79FeWKfsd+t1llpd3pULdaoSLgT15h8VdFtt4jtx77Gz8zFq0aNGiRYsWLR4UzgrBj8EhjcTGBq27aKFRmaGRGpl1IDb04yLdruH+44exdAgqcP7Bi6EJ3HvkBKUGgUbnGVkUjGPERUmmNUhJkWUU0yJIACMVLgZcjMioCK4mKwz7V1c4ub5GVBkT26AkHNyzjw/e/G5GQRKPnqRY6HDg4ocxGTUELSl1BlPinRUGSZfMdNCZYn3jKFkWUNIz2FgnX9nF5omKjdEm5IbJScGec/aQ5ZKJtQTvwSjKThfRJH/4fm8BqQLjaojWGu89IDEmyU2cy8hMRImMiasJMRKpkTJDyAwRUmOnxikkXXqdiLMQfcAFi5ACpSQiMNX3K7TpoJSaavs9UkiMyohKIGNAeGhCapwlIHV+9TZl8d3U514l15uARyqNzjKEjxiRzhsBhQDhEUKjs0VE1ie6tHqDTAFFJjS1rcHWyJAsMIWQxJgcc5RQTKoxdVUBAiE1QkdcVRGsYxIbnBeAItOGXm9x6pSTrjcKsE1FCF06y4vIKKnrmoWlhhg9vha4mOoGhGvIMokEBqMJrnaIDLKsk9x8ig4ik5zf6ZArjUFSA843LGQKH1IQ6RtLp9tnZaFPEBKdKbyNCNWlch5ZSLoChAstwW/RokWLFi1aPKQ4KwS/EgETFMaUhAhORJrBJiJukud5ssHUGotEqwIZHMHkyKwkSk/WzdBR4IEYkyV7nudTIijwLpFCnRkyKQlEZCbJo0ydQqPAK8hMjhcKU3aIQWJkSXlODz2quP/W46iouffQl7ngSY/h4ksvZHJ8nVIZjCnpdHp4nzTxQUNtK2oLMVr6y3voK8Gxk+v0uiWj2+9ncOw4y+cdxAqB3rWEQCF8wBiNVBnOBbQqELFBmxwhIzGO0Fokf3mZpBzBC7yzKFUgBBS5ApHPJUJaS5RIbi4hOpwXRCRSR2L0mCjnmX8hBFKrqf1kREqNDxEpFFpplAIhwEcIpOx9CB5EnI8JQirKjRIlDVmWIVSSPoXgQEYiASk0xqTvjWArGw+Qp1UBSKsjUQRUzIghEGNEyjRWHeM02AlkWUbdNEghUaqkqgOdrIfpmmk9gcCYnChASYMxBbZ2WFtPm39pOrlA69RFNngQQVA7R9VUuMah0djgaUJDnufsOlCiplaeTdMQQkBJQ57nqStwlrzwOwGKLEfGML1nNt1nwFmPKTKcc5Slmh8rSkFdV9N1khYtWrRo0aJFi4cOZ4Xg62jwPqKIKBGRBJyIKK1TIayQeGfZWJ9gdEZUBp0FqmZC8JLV1VWq2iaSSCJ9iQgmgi+K5LOvs+T6kksFEUIIlGUHnSW/9ug8g/EQhSCXGnLD7t27+dzb/4rjx46heguMmgnnXH05e1Z3c2KzwXUiRqXupFACJM13k7K/ZbmfGDwnqpp9+/axuLLCkaMfZWArFnSJCmssljlKRnSZTQtZBdEHQohkeUFVj4nRk2UaCBiTQxQoLXHRY4yhqhq0lpRliRCR4B0SgUSlxlCdfGqPmQpa0/gEQkR8BC0VUmoEibBKzZT4J8KutZ5q1ANKCLRRhGk2um6SSFwAiOQiMyO+Qkoyk2O2kdd0X9J9ElOnHq2SU08i9onIe9cQrMNHgVYaVEiFtzHOaxCkilhrETJDihyiRCnFQnd1XvSbpExTKdW0+VVwkbI0dDodID0LzqYCXRklLqYxdKInhhUQIVlyhoi3Pu0jFVEkidDyUkaMMRUpl8mj3/vk6R+loizzua2o1l2MTvNTVamuoiiSq1OWZTRNg3OOrEjBRosWLVq0aNGixUOJs0Lwi6JIhC0k4haBQptkfaiSRlpESZ4V+Jgy7YQIsSEYMEZjSoG1Fje1kayqihgi2uhpJlsjpUYJSZZlxOCwLmVwo0hSD5llZHki6S4kEqcbx21/9xFCkSOVxHRLDj78IMJ7bAzkMkdpjXOOGP00k52IWowR7y1VU5OrEo8nU5ITd9+DaUAISaUi+8/dR5nnVKYkK/KUlVYpgy6EwMSapklFsCGkugEp09RnmSIzEadJEhnXpEZTU6Ifo0TMAh0hETHZPZKBnWrKJTF1Zs0LQkyyFSXT9kZoogjzDL2UMt2jQOqqm23LOseIIEwz5Cl7nbLnHjKdgohIkv2IgI+B6MH5ACE56CilkFJNjwVRKfS8oDhOyXpAyFRMm7L+kiSaSSsyWmdoVUwDkBptsnlgMPvXTWVEIiSHJXwkZNPVgRhpXAShKLRCImiihyhJRkWCYB02RBACo/W84DnC/N7EqcRIIVIBsJQp0x8jUqXi7ywv0/zMflBaJ4mU9pjZikaLFi1atGjRosVDiLNC8F3wZNogpUh+9iEgI7hJTe1rpMopTGeqcS8xShMQTF0bMcbgpuQtn0lFFheSt37TIKJIhFNqiqycEz2lRJLroBAKvHUIGZERNgY1uy84wMbn7uTzn/wMcv+5HL77HvKFPg+76FL82KFMhlI5UorUSTWkbKtEza8tSIXWEtEIXNGh6+HkrXdS5iWuqplEQX/XMoXKKIqCLCvwNpFPpEqdaqdOL5F0rcBUH58hhKKeVBT5FvkWQqC1RBsJUeKnFpZKGrQQhOjIjKaROunglSIzZkqck/SHaZY8RIGSU9ce1BaRjZEQ0/WqooOe2lEqpaYkXSLFNOsfHRFJDJGVpRWUkpzY3EArQ8CBFOncEYLz+JgIr1QgZx1t5yQ/oKbjmBH1LCuIIY0rBTKpN0Cahy5aqJTJl4IY5HTMcZ61j3FM9GB0ljLvNlCECEoiQloJKmUKIGbddb23TIeZHHWm554HQDHuCIqEEEgRkUIjlETKrdUMM10dmQUvTO9z8CSnoBYtWrRo0aJFi4cQZ4XgK6nxQuEFGGmQ3qGUoqcNZjJOG81sJ6cdShGaot8lOkdwYKQmz8up9lwx49hiQRNjcsmJUxeYEAJCJd25FiJl3oOA3KC8pwmePXv28HWXPpJf/OnXcOux+7ho3z4G6/dy/iO/nnMuOgcGY/q9nCgVwqcMLWqr8ZSfZmWlTBr4iKO71Gd85z2cOHw/naUVJptjhvWEvN9lsdejGTdEJdBSpeLOGNAxyVhEPu2KKgRSJBvK4DxSxuT6E7fOF6OnaRzOyaljkMFIQ5RJ/uJDREqBzpMUBSmSB74yWBeoa5s67sZIFCCdgCgRMqKUnDvteJ/IOwJkUcwbcJ0qo4kRpI9opRjbGhUUmTCE6BFGg5966E9lU96H6b46rUL4tNoh5VRqNZUKeRcpTA5SEoIniNl2qQBXxvQeUq2AUhqh1HSVyE+DEAg+4oSFGPE2pOsIERUjgXRfjVJIMVthkqgsRwiFCB4bPFpskf8ZoZ+vNgjFTHZUdDIIMdmlGoMPgTgNjID5ft57iLHV4Ldo0aJFixYtHnKcFYKfZ/1UBCrAR4/OcpTOKJWmUy7hgyUQUdKghEIIRSARK2VKRJYywFGqaZHoTMvNtLuqIeIRIhFIZfQWGSMigiBkikyAzCWitlz0iMu56xOf4S1v/2OK5b0MN4cMabjs8Y/jvPPO4+7PfZFcFUSRE8ROf3oZA1ImUgeCKA21D6yurvCpv/kQtxy6i4edm1EFyfrmCURRsNhbYLg+wkUQMuCCwBhFoVMWeKbV3i4zmWWOtcqIOGKEGARiLnFRqKm7kJQCKSRCGoRInWFnlpYzrXgKSlzSseutzLGKakcmejavMxlOnmkaZ+eSnxnJnwU52uRkIu1rvSe6ZKOphcaJSCYUNmzJVPJ8el62goUZJBIpVOpjYABSYKCMJCXxBTEI9DTQk6gkiZEzoj+TvWginiBBREmQGSEmbb6VEiVikoFNs/8zPb9UJgWJ83oBSUaWxjY9x/weSTENFpKcSAiBURkQcL5Ba00+nfcYI0qlbZz3RMB5l/oJtGjRokWLFi1aPIQ4Oz74pkSkXCnWW6TRKCQxAjrDxCwVOZL0+AACgdZJxiC1mgYHYSq9UdPMebKUFDrOh7ol4WBaZCpQIeCNRotATlpF2Jf3+en/53XcHRquWVggjmscgn2XPRITBaUQeKnwLmKyPGXWI/Pi3pSJThnt6AOhKFlaWuDQpz/LMDq890yqAb3c0Ct7aGlQKkdHCCIgowMkwuhkLanFNBMMkTpNXNRbWvdg59e3XR4CJNvMGOerG1JqjE7uMlqBlx7nK5TWGJWsN7VOpBWhUHJbZnm6ijA7flpRMBip0NN5CCEVkxrJ/F4E0lxol7LaUUwLTiHZaAY1DdJSoyw1tTNlSnCFktvu29bqwHQipmR7es1Rzq9XCkGIcT53UqZAImXIFcZIcqVpvMN7BUqSi5RtJ3qEkqgAKE1ET689IkNM7kEydTAWInXlna1EpABLUGRJ+uRjmAYcMs2/UsRpECSFBgFKKqpmgnMOpQxZJncENy1atGjRokWLFg8FzgrBX+h358SwzFKRaWWbbeQweV/OiGIqDM2JQJCB2EybLumU+p1lfkUEXXQSAY4zN5JE3ozWOB/nhFJ6gZYwCjWXHHw4H/j7G/jdP/kjMmEom0hZ5nSF5uTakFJ3yPISpwRZEPipjGJGSqMPKJXIt3MOIRVZt4eycNsnP0EAGiIiTJA2UCpBmaXC1CTPaJAeZIhY68m1QahACFMJzJTEKmWmHWXT6oaQESEiAoOPAaZBk5p2801FwLP6AIkxEucbkAKtzDzrP9Ovy+SdueNeGWNOz4ZLQWbyeaGtMhoZt+Q6RI9ETr+TKGRq0BUcRIeIBqPlXDqzfZVgLrUSW+RdJDubOfkPMQU/IYQUKAoSyReA9KjpHGlpCIhtspn0PATpyFSW5DL4VEMRNSFRegJbWfl0rOm4poeIApSQIKdzIqZSqenUKaGS9Ewmu1BIgU8USRYVo98KilSGUdmU5G+tNLVo0aJFixYtWjxUODsSnalzDVPHFykdnanzSYipCBaRCkBjFFM9/ZZEhXxnRlcpRZhmdfsLPepJBTZJcyAQnKIoDT1pGVQOazRKRGJUrKz06Uj4qZe/nGZSsaezSpErNk4OOYql0lAQQWZkSiFkmJ8LEsETektPnWUZFse5q6sc+twX+Ojnb6FGY21DtA331ce45e77+fYnXYuz96O0QAtJkBp8KvhNRFbO9fxgEFKkVQwkMUvbbM9wp+3kjkw+ymxl36d++gRFLiTIbH4/ZisP24t2Z9czK4iF5PiS5tswa2w13y7MMu4SoTwxiGnQMR2KAq0EMeod0pavdO5Z0e7s/SyTH6dBnxDq9Ix3TG5GYtY/IEqiiPPzzTT1IYTpsTXELVIdo0AR5uMB5nO3vd7g1HHNZE8zzK4jy9T8+6S9n7obyYiMW6sPqcFYaDP4LVq0aNGiRYuHHGeF4DNttjRTZUih5+RJzyUneu6TnmwUp5+rbYfZprvXQhAETJoaVKQwJSE4hMgIMtDUI/ZcdDHqxAkObw7IOz2knWCyDjFYzOB+IrDS34VWJeP6OBvA/UdGBAR5bqayGDn3fPfek+c5Sqnk3jMldVJkLPd6/P7f/A3/0EwAuFxopIE6Wu669wiZMBA9WA1BJO93PEJEnGPe1VWKLdI+lwUR5xKW7YRwS8IyfY+YW2bOiLRSakdwsP3Yp85pssfc0orPin7TvIq5BEhEpgW9zO8dChRqnqme6delEBC3NO5ieuztL6Y2ndtdfHa4+UydcRDbCPGUKCM4bV6275++0/OC2O01BLNnbNZY69Tzbg+etkujYJqhj3HHeU911tkZGJjTxnDq/i1atGjRokWLFg8FzgrBl1KfVsC5nZzOEqHbyWbK1vrk8jKV5AS2iNGsIVOMkTDVPgthIAii8Jy7/1xcMPgAhcrRAoQpGQ2GyAN7eer138jf3fwmLljew2JecFdxmAN1n1s+9nHunIzYVWZsVAERtzK7Quu5TWSWZfPusN57BIFuPQEsWmfExnGiXkMI+MgHPsbJn0zSlsm4ST7qzuKjRKKJMum5Z9e5M6stpu4xM4LJaXM4d9+REimSdGQmYRIIkAohtsjkdheY7ceYNw6bfTfN2M9WDBIJFwi5k1Bvz0TPg4ptmNVCzL47NQMuxNZ5Twtato0nEfKw7VmZ7bcz6JmNZefztJO4b83xzoDq1GDh1GPN/t4+l9s/PzUomF0/hFOuJTntKFqJTosWLVq0aNHiocVZkuiYHcTqdIIvz5BdTZnh2eep6+qU1MlE4me+7gKFEh6nM0Jds3tpAWs9x9YOIWU6v0AQhE8dVZGcc+5+pNDc7ht6J9cIUmFp6IURJgqkyJB4yAQ6TMmb2vJAn2Wy03gNMQou3LsAEfaJko5RHI8L7J6M+ezf/g2//v5P8cx9GRvDETozCB3RKuI9aCFBitOIZiL4qcVTjJEgkt0l7Mw4aykJbJFNAfMsfCLSM6Lud8z9dunM7P124q+VSlITOE2Osj3Dv13ecuo2qSlU2HaOqa3m1BITtrT+Z8poJy39LLDx8322S3ZmFqJnysJvL9idB5nTFYP5OFGnaeFPDZ5mY9y6rq252x68nrr/1jFOJ/JKtNn7Fi1atGjRosVDj7Pjg39KRvfUbP7sszNlRreKGWWqrZwVQ0o93TYgQ8ruYi1aBkqTcWRjc5ox1sx4lBKaYC0uwuMefy0LmeZLd32Rc7vLnNPpcv96w+oFe9jf6VANKzKlEXjCdnvEqfwiWSxOj2ugEoFrnng9e5XkpK1xoma56DEYr3C83uDXXvUaHv0ff4B+oWlqhwwFQjlELgC9w6ZyRs5nWeqZ/j3JksKO+ZoRfIB4hhWSNPfijMT0K92jU89x6srC7N8QwjzA2E5q5xl7IQicmtHfKQvaTvTPJFnZvvqwczwz4n+6XGZ7oLKd5KeXRsht227b/9Qs/vaVhzONfRYAnHrtp/57agAAtLn7Fi1atGjRosXXBGdHg8927fcWUZr52W9ZHM5kGHEHQZsTLrlNauHDVNutiNGSdfrI0YCys4g2XYhDtFboAAiFFxYRMoRwSAEbTSRqyWP3nYsfWCYNOBHpr+yhADZ0QCqVfMr9tuuYF8XOCJxEIFhfr9j3iKt58bddz2+++/30Fjt0G8+Gkqz4DuLYHRw5coTu/j1YIcikw6oC7cDriEQmt5goppKOVJwpxTZ/eiWRhG3nTtcvCUQhENvmefu8J4nMmeUqM2yf8+2Z/O16/O3nnf09z+Kfcq9nx/TT4z1Q7cCZyPT272fSnDON+dRjPJC8Z7vEZ/s8bD/e9jGc+n77sWekfvZdakL2wJn4MwVU8/EA6gzEv0WLFi1atGjR4p8TZzWDn+Qa27XKihDcXGeffM5n8g8QIqDYqUGP4RR5hRAIrbF1xUKnRGYZR9bWMNKAkIAjyohWqRustBoV4fg9d4HMOG5hvHaIhWKVToClvEPKqXssEoPGqa3s7g7JkEgkPGqJm4xwS12e/73P473veT9mZR9qrSYTm8gQecrTv5XlXsFd9x5iac9utIqgFU5pNDPLy23Fr5CyzDL5p0e5M9udrn+W6Z8vJuyQ+MzmKI1dnkZiz0SIT5WisO2427ebIbnBnC6LmVl4pv0ks11O3S6dJ5xG8rcT4u0Bwpmu4cykf/uqQdg2DrHj81PJ+5l0+9u/215Au30+Hijw2B40wZYcaV6ke9peLVq0aNGiRYsW/7w4O0W2WiGZZabPkMEFiiJ5g898xJP8QibLzG3bzv4VQqTAQEpsUxOaMeXSPk5uDqhDoKdLHA2y0IQgEcGy0F2gmoywwrNU9tllJxw+fBfYitwfYR149NWPIhG/VLjrVUCEnZncrSLKqSOMj+RGMGwcl33Xv+Gyy3+RjcPH2WUyMAI7qbHRcTLLEpmVEFRJriFToLSedugVKSYRMXWmnZFCQXKj2QYh1LZx7NTOn0pMH0gqcmr2HE4vGp3VR5xeOLpdMrO1z5bUaiahSfd9dpzt554FFEo9cPDxlYj/zvnY/v1Ol6Ct8W0VKW+Xgj2QPOdM4zkVZwpETp//mXPQ6df4QMdt0aJFixYtWrT458JZkQkLoZKTi5IIlQpKtzT2mtxorLUEO/MjT37sMaZGVXLqWy5xU8edWTGpwtYVhob9u/ehZEYjNQtlF2kk2uS4xqeGSzrHRvBTvxrVKzm3X7CsApnSHAqWqx//GJ73Pd/OZGJxCJSIiJnF5xRKmUTYlAYpprKh1HyqHoygWOLJz3gaN9/zBW4bHcXJyDKOwfH72H/ZwzhwznksLi5S9gzG5ESZpesNMQUzITVaCh6CB+aSpq1Ot1vkdSdRlFJPt5FTUqnm708t3p0R7+23+FRyPDv2dpnJqUT8VGwR5e1EPOC9JQVOnuQoE+evryZxORPZ3/6vlHKuqZ+R6dl50zjk/LVdYrN1TWLHNqdKe7afe7btmeZo+3F2BiapEHgmZ9pe/NuiRYsWLVq0aPFQ4ywRfHEaOdz5t8C5AEom15apK8qs0VXUAaEkXkhCVCCnuv1oyY1gz94LCVnOicGAPGqaasx44ySb6xt0ckVXQF1ZRpMhTfBoBCePrVM1NYXUxOAQBfyP3/x1SlGytr6OUoIZDYxCTq0+04JGcvRhXrwboyCoSIg1YHnyd3w3dwXFh44eZT1aBqJhod/jmy+7jP0XnEO/3yXTCoQiV3Kuc4fUaRVAaYHSYtq9VmwjxGdyIpquUsyJdSK2Z2oatRNhx/fpWrYcabZLkk7V6z/Q39tdbU79fnbc2ednKlDdfpxTj7F921OlSDGcbm+5/Tgz2dCp49mSEwVmAcj2fbeCia0OwGm/reBoK2AI2+b/gWsGtl9LS/JbtGjRokWLFg81zgrB354xBeb2krPvnAtIua1YcVs3VYDgpxp+DCqCcAEpA4iAKXuMxxXHT2xQBY2LjvWTaywUGSuFJy8KYibBjtFRoXUGEQ7ddgshZFy09zxqEfie5z2Pr7/yatY3x0iT4afCIMWUHJ+SsJ5r1SMEqWAaOAy94JLHP4GrDu4G7zhZO9aRqCgxSHbt2kWWl5i8oMgV3si5t74xBi3VNBu9RRa3E/FTieZ0NPNttwijnBLo5IF/atZ6fi/E6brzM2nRd5DpUyQtW8c6s+RkluE+/bud2e4z4dTznJ5R3yrCnQUkp9puhuBOI+5b++1cFTk9eHpgnGk140yByann/Wrkv0WLFi1atGjR4p8TZy2DD2fO9oqwVWi4nczt8MbHJ9ccQAq7VTCJYTSxDIdDtJYoki3jwlKf7uISMXoO33ULw8EaC8s9CAIpDF7AcP0Iuergag9B8OL/z48ho2IyGWGkgqhRKDxx7pyznch1Op00nggqBhSGIAWj9SGiWOBbnvokhIANa3ExMJEpq901hm6vpCgKtM7oGIMxCqW2OsUqdaov+5nIMcyIf8Ruk8RMG37N5/6Bi0ZPxelZ/pnsZPv32+Us01EENyfRpwYZs0DjVJJ7ujTozOMS20jyqasJ8QzfbT1rO73xT93+gbL92zvx7jynn1/f7LV9zk+fp9PHeaZi3hYtWrRo0aJFi4caZ92qO8ZIYIvgBAGpD9NUn7ytCHLuvoNLhD9GvNBEHfAxYKtNChmJSuNcICpHlDmm7HHfnTdz5123sbKyQuEsG5sV0ShEplHRcui+I3ipOHr8JJc8+jFcc9VjsI3DKIGLyVvfBn/GIsuZk8ps/ABeOmSIhJDI4JOvvY4IRD+hRHDPvSc4LqAoNZ28RyczFEVBlhVkWYbWW174aioJUsqgdXaaHGULU6KJSjKhMLtls4z/LHu90w/+zJnsM2esH0jek8jvqb70O+UsWxlrdUaZzZnOuZN4CwKnN0E7dbsHyrifmt3fed50XO/9tuNt1+rPtPZq27FmNq5bHvg7V6fO1Czrgbv0tmjRokWLFi1afC3wz0LwTyWF0QfOlGklTK0JRYFPEn1i9DgHdTVkcXERFyAzgn6m8Y3FiYhRGbVtKLKc9dihCYGmGuMldMqcwZEj3Hbr7VCUDOoJj3/GN9OLMBit4xCAQwifCoKDm68owBbhHY/HW5MUgaiRQkNsqFA87slP4qoSghDsoccXvnQHd08sHWnAKLIsw+QanRm0lhiTim611qmplUwvo7Izylt2auXVNgK5pSPfnll+IGIcxenFtV85wxxO2W5nIerpxHsmgdmyrTzT9l8pq759/Gf6fvv1bj/3ljUlc2K+s5A29WKYEfGtFYCtFYqtuVE7Ptt+vO0Z/tNXANwDrg7MPmvRokWLFi1atHgocdYI/qkELpAy+du1+KeSwxDCNKPeoLUGZ5G+BmdZKLsIcoRIunonJFFkZKGm2jjGnvMejgmKe2/5BBWCvFdAiOQRNtZOMB6OCB7qTsa11z0eBEyISKGRpKZX0QeYFtbOCkJnf8/GOIOKEKae+MNJQ++SK3jc466BGEFG5JF72Tx8hGBytJugi5xcZmip5rKc2SuRfIGUSf4ym7HtzjRbUia9430irXouY9ree+DUGxrFlOwqOV9VmZHcMzVoOlVHvrWyoLYR4FM94rff9+1SlrDtxRlJcBrj1n5nlvk8sMPPTGN/phWDU4uJt1/j1ran9xSY/yu3XrMxbncv2o5Tg5VTP2/RokWLFi1atHgocVYI/pmysHOyzClOJVESBFhrKYqMfr+LEIpJUxNiw65dq0jhMdIzXD+E9iNO3H0bm8MNMhzCVays7sZIjcwVl1xwgGhrqlFEC0UUcPLIIcaTBoRj78UX8Zhrr8FaT7TJtcYLmeQuIklfZpw0Ofyc7gTkRMreyghZUITxhCg0j3vcEygQdE3OJec/jD2LC3jvCVKlY2nmevvZvzvkHGKm9d76bEujr3eQ6q0s8/bWBdOViFMJ6rbM+6mSmJ2Z/tMLc2fZ6u04M4HemaE+NVt9pmx2jBHJVtb81MLm7XKbUx/N7asc2+s4tr/f/vepcp+ZQ9HO6zl9heFMr/lKiNg+B6fbbp7J8rNFixYtWrRo0eKhxlmX6Hg8QQS8dYgIXgaiCERk+huPdBIpND4Gxo2n8pZm4yhFWVKNR+Qmo7ewRKdrmIzX6JWKvSWI+iS66JAXPbSS7N53Dsu7zqVrDOPBUWxwKAJf/OJnOdyM8TZwziWXcMGufYwnE6SaZufDVP8/k104v4OoQiJzs1UIABElXkCUAh8aBPCE6x6LQnDMWhA5EYFUidiaqcRjy85SzjX4c7IZZxnh7UR85+rBXFYSkzxHCM9cbiJnRHlLYuJjJE4z/SKCEhpBakSmVOpXMNteoeayk1Mxk6TMAp0z6eTTE7QlG9qy+kxZ7q0gZQvTUupEiJkGNagpQU7fzb6fz4mcjjvGbcXJpx97p8xnu8VlWiFwwU/vqcdHl1Y1BJypuDf69Jn3FueaFLh58AECnsBWUe5M6z8LEGfBwOzVokWLFi1atGjxUOIsuehMiZEHGTTReRb7JUWmoUnZWCk8yiZ657FIIaiaQF3XiHrI8kIHiUdnGcbkDAZD3KRGxMjK/oOUy+fS65R0TCDGCdHXrA/WQeQooZF2A+crAD75ic8zET0m3nPpVY+mRFBV1Q6iKuOUwKtTMsFKznXrM8KoEQQTkNESoycvFA7JuY+6hssXcpow4vD9X+bzN98BMgcRCNNmX4FEkrcX2Sbiu7PZ0hZx3ZmpTh76ESEdieArpEwNwwQGSAHL1r3YmcEOwRHxUwJq50TWe48NWysWpxeUbmn4Z+PYPk9SJunPTMKTpEIziU5ASqb69y0LUiUEehrg+JgKqQkeF5NLj4+BwMzJZivIiDHOgzDnmrStr3GuIkY73S9uI/A7VxdOvbbtqw8xprHskONIMb+2WVZeSlLPArkzENsxV9N59dalAMHvvDctWrRo0aJFixYPBc6SDz5TkgqIwA6XFTxepCxzlFNiJZLsRU4tF0NwZHmODJ7heMB4PMDbisWl3ezfewEq6zMYbiBMji52g8jZWD/B4ORRjqwfZjg5SQyBsrMAwJfuuI2NZsJJO+HKa65EABYHU9KGFBASqZaROambEdEdJDmCwBBConRCCIKXrI8aeuddwqMeeREbeNYOHeWOm29FAQqVMv/Wo2Nyyplp7rey+DMtd9hB8pXayvpLKf//7Z1bjGVZed9/a629z6lTdbqq+jbd05e590zP0HOxzWBwArYxAidxkLGNg2QQJDLiAYNkyS+R8mgFKTw5SJZDIufJdlBEgBgmjuPAGGObwMCAYaCnZ5jpme7p6/Slruey91pfHtZae+9TPY4VuaYHF98PFVVddc4+e+9zRvqvb/2//xd3PwzNQKx4gnlirG1+v1XEeu+TGI5TZsVEEZx3MOKE3v9HCkwSudCpRHdEcF4EiUhTCY/V/Nau0yymUqW+deQDIT7GSxbZ7XCpQMfSZWOlf6a/I1+nCc29aBtx6VTRLV5ixV1MaOJQc3W+OVcDPt2buq5jtT6EmUVA93s+tzy1uWvRad63v6V5WFEURVEU5dWm+Lsf8ndjjIlxhDZGOBpjWVnbiKKntEiSdd5aSmtYcAVro016vT6lsZTzi0wnE0I1pervorBxqu2q9KGaYDYu8tKZk+w7cgTbGzEdrbKytspwMKQ3WmWz9gz3H2K4MM/VM8/z9Hf+BldVDA/s5d677gWBWgKuahNzckSmEaKI3CLKjImLAIyjkoA1BlyB+EAIgp9uIvNLHD1+D/LVp+iFiguXLiJEW0xV1yzM93HGMq67jasGkdxU6glJ6Oa5ACHEqb4SKkSyaASMI+peiZV7I0CdbD7t+edUl0zAI0EQGyvtLiQxLoAxFCYGcW5tkMZ7vE+NuzYP1bpxOmu+rm5jcjsBWBoLjjexui6NFSqeQggeY9oK+MxxTLQ5xSJ4jge16eQFgyP4AE1SUE4WSosKDCGLfRGkc2+McUhK2LESkCD4ZOcxAuSdC1OkGKVuCk/7Fd/P2Cjt0+fklXoWFEVRFEVRbhbbJPCFwvWSL9zi8UnoOMQYrDdY40Fik2092WDeGXbvXsLWNeujQOVLNtfPcPX8CyzsvY2DexZ59m++xMJwyGBujqWlXSzOLXD++ScYj6f05vewsLDM86dPIoNbeODQ6yjxnD1zltNXN7EU3HLoNm4/chi8x4QkAA3UJmCJVVtnDGxpEM3VdOtstB0ZQUwAiSLTuh6+HoGp+Udv+CmW//PnmS8NL5w5xwiY7xlWpiXjEDP54w5HmBluFQVs8sI714j7EAJ1VdGtrIdgMNimKVdwsVhuAhKiWo+HbjPcM61NxWCtpMcIEvKOy9ZUHJME82yqzez7PTsR12JmveZbHl+b+BgXJBlwYp+AiI8VdeuB9HlJzb/GWKKITgsSkxcF8X8GE99O6zDpOrv31/tqpo9BRGDGChWPE1JUax50FndQTLN7EJ/v07nMMpsERLOgMJ2/a7OtoiiKoig3m+0R+BK95j54TIiV5tDEPvawBOogOGsYjTcoi8CBPXtZvXaFaagpiznG002KEspqlbXVlxj2HfuHu+jt3stSOcear9nYWGeysYoZ7GF+eZmNC+d4/jtf55YH3sxK5dnVc3z/1A8YGUBqbnnoDg4PBqysrFEUvRi07wNF0lyG2YSYmdSULPoNTTXYi2CsiY3CtsBTcOKNP8Wjh5b53rlVvvzYlzmzusm9u4Zcf3mdUE/AFBjqLekquTG1zWWPFXKHLRz1dEoIPi6agknF9tigDOCcJ2CwYknrE7z3TSU/LhQABGcsWIdL12hsrLBny4pPAtqavAOQGoyNQIjN0mJms/HzgLKM4GZ2QWRrtV8EMe1EYyM2/g6wRRp2ZjsfxWAwIhjrgDYHP1f024VPe175nER8rKqbtuKe/fBdT322FsXzidfcRIeaKP+zf14kfpZFpNmdICfrbNmtmEmPEq3iK4qiKIpy89kWgV/XASliJd9IABxkq4Z4QvCILRE8/bKgtpbNaY2fjFmvpiwvDxhax8tr66xeuwCjddbm5zl8+CjjUY0ZDJi/fpbTZ56jLocsDPYidsD8wjL33XMc36t48bt/yeKJE3zjm3+NwSAYHjlxHARWRhuUZYkXwRrBJqFou0k1EEXbK9hPYt9oFI3GWoyvsaZgowrsu/8Etx47xJPnNnlwf8nKpQuw6y6sq7C2hzFVMw43VsWTWG884BBCBTbWpaEVq3Vdx/kAtB78rmD0khqcZTaqtK1Sm7ZRNll5YtOsIN4kG4qLx04eeGs7Ajc114YQK+bGmMbW0v2y3sSKfHrVbiU9vnaqcufkoFwtNw6sNOeWeyMkN7KGNIRKos0o5Mbc5jVss7CJ51nPWIkau0+yA8HsvAPT+OfbnQ4RiRslSFPBz4k/kp7TfEZCZ86DD2khZprHv0LRX1EURVEU5VVne1J0XIiZ8qbEOIt1oc19z/5pE5I/3GAqYbw+ZW64yBDD+uo1NkcrMJ1y4sFHWVwYMp3UjL1hOl3l/MXnuDYZxcFNdkBvfoGyN0c1v0Tv4D2MxrCx9jKjC9/nb77+V4gY9gyHHLvjWKxGW0OJZc6VFDalwZSuaSTNVV1nbKcS3DZfInGCrlAhVY0TECpGoxFFf5GD+4+yQsWeQ0c5ffYK3sDAWvpG8HURq9FbstUxbXNttnjEdJiKPCBK8ASpkzUH8jCs7m6DxPL7jPhvxXdbac8TXRtbjbXEuj7N9W7Ncs/+/7Ism3z+0hWdZJn03aXFXfoKIS76vI8/e4k/E0xTFbdFPJ6RznPTzzl9p3teZVnG88E0U4AtuTpf46vpTHrN1hSb7g7E1kFmeYHQKwpK5yhM0byWTRGj+XHdmQbtPXFpUnHZ3JOiKCiKQiv4iqIoiqLcdLZH4As473ESWjEkAecMpXUUZcCJo2cN86Vl17xlOl2jnk6YGy5g6ymbm+vMH72Tcvf9eLEUCNcvv8SVC89w5dIZNjemBBFWqykSSsajDXpFSTX11HXN3gO3MR9qnj1zHggcPngrB+84ggGKEKhNil+0cViUiFDENk+8TQuU1MhZOouRgPUeK4HgY9XZJgFaMY22nalHsPzcW9/ILRg+89//J1/99kkKoOjPIWUfocbg8CZWootcIQ8GQkCMxSahHUV5zq+3UUyT8+9bYZ9TXiBVpH0NIWA6kZfZAhRCqmBLtLpYpPl3MCH1RbfRjzllpwScaVN/ujGf+dyciT+Lcem+zk66tTYeI3+1fQ5RlOec/fxBNOKbhVAzN8CkxJ/gsGLp9eawttccvygstiijRSgvGozDuSi483kb0y7m8oLFSLz3xpTxmLYXF6lF2VkQ+PZcOjGh7XdLYHagWZxU7GYWS4qiKIqiKDeLbbHoOJMbOEGkRnBN82rhopgtikAdHL4EgmFursTjuXrpEvv23UKxtMSFyy9yaeUpgpRU1QZrL5+lcA7xE9ZdD+MWGM4tEqoRrjTYwYC9wyFnTj/D8df/GE//+bd46twVesxjl/dy7N57mUwqxPUIOOq6auwqPQuVgAkWqCipqYzgKVgcDFlfu4K3ARdirn1N9s5bDH0CNSFMMQQO3/sQ103Fsox44pvf4CrvpfCWybTCWqgk0AsejGMqMTkGoApR+NKZsioSU2KimI9V/iCz1eyuaIxZ+yE2oJokQG2KnDTg00LCuZxCM+sL7+b9Z497XAxE+05RWNrJtvE8nLOpUp8EuzVNOo4xUWjHaMzZ4VFFYdOK0lGnhuLovQ/4zuOil789typYvImefEfAuoBIL1mt8rm55meTJhrn9atNtqjGY593BVK/gpcKY/JrBuo6N89astOmex3dexcfByFEz36b5tOmBSmKoiiKotxMtmeSrbXUAbw46mCpfKASqAOMqsAklNR1INRTRpsVmxOhcAsw3cT6CcOlRVZWrnHlzAusr1xnGtYIo8sUzlD2+sz3hly+cJqViWV+fkhZxIVDNfUcuP1+dhXCCy+c4evffQYEKjPhwYfv4uhggWvrG4Ch9lPE9WKDZ6ipg8UZ4u6Cc0yJgs6IZzKZEKyjxqUmVEMpBuc9JqTM9WpKqMfUWHbvP8geB3v2LPMX/+1TfPy//jGLwwXq1FzbNwbsHMYW9GzyrHuwtE29URya5EeP1fDYFJsiH4VkGYlWorxT0s2c975qfOghBIInpQfl3YFY3d6a7tLOLZi1okSB7pvhXzkHPw6TMjFec0sKj4TuAC/DbLwkeBHqkH30RWp2NWlSbTxHnzz7Obe/FyqKMMKlScgiQu3jkCt8aAZ45em2AU8I03hsH6NCjaOZYJsn0NZMqZnO3MOm0bgTCzQ7aZiZXZQ4CbmKFqF0/wl1TPM3gnNawVcURVEU5eayLRX8TPaT50QWQ8pxF8vEG5x1mGApej3Gdc1cf5G7HriHjavnOH/macbTK8yVsDTYT7+cZ7JykWvnTzK1hvXzVzh7aYX9t70PygXm5/tUk5pKKvbuO8SffP5zVNUKu63javC85/0fAmDOBXbPFZTlAheuvkw5v4vlfp/VjTGVwOYErHWxwl1XFMYyrsaIrymLAjuYp5pM8OKZK/oYHygKw3DXItNJYKWqOXT/cY4dPcTXXhwxFzbYt/EyGCgBXxsGu+YZra1inGMqgitTJToPvJI8Xdc0qTKxOm6i/z6l07Q2kbjoaPLmvTSJQDZV8QWJCwiiKG+bcGd3AbrJQfnf0A6yilNn46lYaRcU3Wo46bXjIsXHRcrMa7YJOzkStPtciClAzkTBb40liI8pPyGw/5ZFCko2N9dZHwn93gDXD2xMpowN9E3cBYhpOxCXQgWIYPAEH+0ygo9WpjwzIC2mTGcqrbUFdsuyt90lSMc2zAj3bt9GbthubEFq0VEURVEU5SazLQLfe8FaQwge6wqsKaJlwwpBPF6g7BlKN2A6ralGG7zw0tPcsvcgk6ln5fKLmGqT8fVzFMMhY0o2qVjcewt37b+NC2ee4lJvDOurfO+pJ3nDm97O1eurGBH6fc+VlVWWlobcefAo/+ljv8Gp0xcgrHFh/ToHl/dweTRisrrBsF8Sen0u1AW7dw/xV85z9oXn6PWWWN67h4O7d2MIXFtbZc/iLnxdc+bSeRYX5hlYC86xZ/duNq9fp1fO0e8XrF1Z4XI54a57buXLz3+DufkD3HHnQ2yO16gmGwxcn6efepbDh28lVDCt4yAr52IlvSz7aVJr19cdUqNpnIt7gwg3MXO9eRN7/fj7RoiGFKEZ8/O35uJ3hWeO1WwjX3IPRRonJQbj24bg3IxMx3rSTaxpB26Fzu9NE9uZU2/aa4WiLKinVef842sIwmAw4KXzF1jdrFhcmOfILbcwnYx48aWzDBaWGMwN8b7C2tjsi6TFkERBb4zFiyWEmsKC6Yjx2LscGwTa5uPZmNS88xHvYYztjNi2EbiZWRCa49QQB4xJu3hQFEVRFEW5GWzboCsRUoOjZTodU9c1vbk+IoG+g9WV64zFcfdtd/GDb30Ff+UFpq7i4oUR5y6eY+XqSR64+wHuPvGzXDl3nu9/7wmOPPwmem6R7/zZtxgPD/OP//EjvLx2mY2z3+XMCy/yUz/zTk6ffJIfnH2BXQfupn/wIG/7lY/CdIM//ML/4Dvfe4ovPvcczz79BPe87k288+d/gd//97/N1545w+E77uUNj/wYP/G6+zj70os8f/Vlhg+8jqpaZzKdMn/wAC+cfo7p6jXccBlrA+P1ddbrmJ7TX5inNIbFvbv4w9/7JG955z/h4K1L/Jc//z5f+9rjvPn+fYS1VS5VE3bPOa5fu4b3nv179zGuAkYczqUJwMZ2Kui+Y3GRRmDGiak+JfDERUAW47mi3grRHHVpaP5f2im3eSdga+6/pBG3TdRjqthb52ZeJ/+8dXZAXJiYNJ3Xp2p4bFBGQDpV/aqq6BUF0+mUlZUxy8vLEEKahhyf771ncXHI5TOXeO7kSR56+FFG43kuX7lA4Sx9Z+mXhg1fYUyP4OOCYq5nqeuKyaSicD1sLyChJgQ3M7FYCIRQYUxJHAAWT6Er1OP9Iv29reS34j9l/EsW9O3wLwCt3yuKoiiKcrPZFoE/6FnGk4rpeEpVVUyn4yjgRj2MK+kv7qYajykLQzVaZd8t+7nr7ju5tnIVPxqxvnaNWw+/lQcf/WcIgWW3xIO7DtAzPV6+9CwPP3KC/UfvwQ13cat9gH6YsG/vAYyz+NEG9xy5FVcusv/ArQCce/oU3/qTz7M62MPx193Nm3/2F7j7zru5cOklfvLHH+Ktb3oDa2sVgwNLUDoWdy2zxzl8PWYyDSwv72N9bYXpeMStB49QTTbZNDVFWTKpPWtjj1nb5OSpp1kbzLN021EWiwEn3vgzvPMD6/SGi0xDn3K4D9ZeZu+tR7h47ixLe/ZgB7uQsIYtcoU9ZtO7RngaWlno48TdpsEzCfBcRJYAxGq6TRNqTRKq0MZlhlRFNi7urARShn7aNRBctK8Y2qZeSY2iJj62tdW0VhSbquztQCfbCN/sr4/Z+UkcS9vICzl9x1IUvdjcC4j36XXic69cucLew/fxM7fdy3QCa2uehcEtzA16TCYjxuMx1hRxoUS0W02qWG0veun6gom7Stjo78/na8AWeWJut/nYEhucs92pjpn5tAso52J/hIhgQ2wSzu+csaZpblGLjqIoiqIoN5ttEfiTaaAO0f5QGEN/MGiETUAY+8CeA4exYnn5+gp79t1JKC0lQ8rlgofu/AnEBy5fuYqVmnE1Zc/hO9hYucC+W4+w676HWbv+MuujEbbnGSzuYdBf4OKlsxw49gAHjEHsAq60nLl4keLoHXzgX/1LvvmVP2PP4f3M79rHOAyQQghHf5wLwPHX30lRbVJPp9x+934CwmQyYdf8EIxlVHuWDhzEB0vhAraYx3thc2NE0S94+tt/zaf/wyf54//1VX76N36Tf/ObH+To4h6shcnUs7pyBdfrc3B5iWoy5cCRu5rXGPSHMX7TpGjLpAa7Fpzs5Y5CtzWFd73ylmTLsUIInWp8121jWrFsrJn1wKcXFhsa4Y5IjPAkW4Ro409td1chZsRjkmXISsfu01mmiAWpmqFRPk3s7c31CSHQ7w8YDCx1XeNc2Q6iypNxfcBLjZUetlfRKx2YkkkdwA0wZgpi0s5Beq5xac6Ai59AHxqffJAaRKLgTwsVZ+p2IRJM47GPcxwEMb32nncm4bZzDOSG/5CaqFAV+IqiKIqi3GS2Z5ItBldGEVRm4USqqCYRNamiiCoGA1bXridhZYEpo9EmPlQYI9iywBZ9Xr56mcL1CF6YvHyBOsU2VgFW1jcQEYYLS9ShItQFNRVlKAl1xbiu2fPgG/mln/xpwnTMtY0Rzzx9kuefOcXpJ5/ELe9i/Jaf48jBQ+zfs5fNzXEj2LwEqmTFKEpHMBItHB6C8QRnmFQBX+7i9mP3cvwbT/D4f/w9/sWvvItbjy+zcu0aXiw91yfg2RwHCoTRZBzvh7UEIwQfbR3WOgoxedgtQJoADDljXYjCEgkEaXPs0x2m6RG1tmuNb5tO0++7UZYAgo/HDZIaUlNzaGHSa0RLkEnTdBuB20zOjcPLamuhbi1ENtm1rItTeiWJdRN8SvIxBB+vq5YqbhSke4+BIAZ8bLzNQrmux621RkYAOBfz7BEhpMmzQQSThojFnY4CY+vm/J0tO/entTMhNllsPF4CIoa6rpG6og5x4VK6dkpwSLsdzpYYqZpjpTfihj4DRVEURVGUm8X2CHwJ4AMSDCJRTFlrmwmsxpv4GEhTTw2FtbgipaZUQlk4vAiFcSABV84BARMsvbk5qqnH2+gBnyt7TKuKYC3GC1IU2ACuhH5vicGgz9f/+iv8/mcfY0P6zPkJ9xy9jTsP7+Wfv+eXeN0997C2WRFsH6wgLjdUOgrTxjoaAYLgXUCsYGqhLPpsrF3m6vUrXJwEzq5PWd+YcO7MOfzxuymcEETwoY7DssTQbWHNVpJus6rH0PpuEt1Um5AUf5yQ1eTid8VjrFxvzbd3qT8iNdSmxVfzHNvJru9Ex8QFWmgEf+g0+IYQZsR/HTz4TuVeoA6B6SQ2Wedjx7z7zrlCu6jxofXxu/b+N+9DWhjEeMqqXYz51uefB3AhIQr1LfGc8Xh/e+8ASNP/EHcxPKXEwV2lA1O4Zueiu4ti8Pi0k2E672EzsEtz8BVFURRFuclsT4rOeNxYF0IWsKnqG0JASAOObEw3sSZm0FskWjwsYHLqSRSqUUQ5jDXUXgjWxQe6uKCIvnABVyC14K3HSklFAF9xaO8Sb9jl+PJXv4wMl6gWe5zvO+buvJej87fSm1tnOtqkrifUdao4S8DbKOpMGqIUDNjKgC0JZkpVj6iDsHnpKt/+iy/znQuXefCeY/jpBra09HsD/NTjbByNFUKJsXUS1hY7I87TsCegk9S4RUACZjZyMv4tNrN2J9ya0Np78vPj93zwnN0+G4uZc967k1qbHPjQ/h1SSg5tJGpRFIgP9HrlzDG7dqECg5f2GvLFxuz52GPQRGkGIXiP5BtiDNY5rI27Hb1e+5HNz4+JQ+1wqXge0TqDITW8Smf9E1OfciOsb2YPxGm3mThhOFt9tkaKhuZ6ii0Ro126efqKoiiKoig3g20R+PPz8zdUNrvfuznhXXIUIc5hJGa45wpr3bGThBAwroiRh7VnKlUc+uTSxNJCKL3DmhLBEzbG7Dt2gvf+62P80/PnOH/mRS6+9CKrV9Z47i+/zJIJPPzAvXix2N4CC9hG3EoSwRYhBIsLAW+TL7uuWd9Yx4lnuW95y4l7OXbrfg4ff4jF3oAfvHSJfqjwQZjv9yl7joJ2uurWCbIQk3Rs07yZBi014jZ+c53Ke550C4JxdtYTLrnJM9lIUvnYdKMarZvx0efjNv51Zifa4mYr081Cw7UedjGxedVLaN/TRH4v845C1LspjSfZXErbWlp8CDgT71c+/1pAao8xdedcXbvzEOLiyaeGX2stYto4UOk0/3a98dJYlXJTsUHq9v2qjU+vN27P3xrixkdodldMvoftTW76IF5J9CuKoiiKoryabM+gK+tS8soWq0gScD6YZgIpbPElGws+gBFi9kgUa7lqLCIURQEepn6CtZbhYMB0OmVSVVHg1RXeFNEuQoxjHL98idWNCcEU7L7jPoZ33I6ZjDl2/jKemqsXrxBSBdpPa6a+pjfXoz+YoygKCmvouyJZQAwED/0et9xyEGst9xy7k59/z7spXI/zz53if3/lm3z7qyvcd9fdDHfN0+sXOOOS9abjyc7Rk809cLEBVeLPBjAhNIIfoPJ1c7saoZ8WHXEWVlvtbv3xUbgaY/B2Ngtfuu+BMbiOuM9xmd38dt9pLo2NA6ZpqI0DqmLl3TVvelxEOGJKUHAuNQOb1BxctgtCO2uZiVGr6fjps0CQZmps/Lx17D4ShbqIRMuPAcRjfLtg8hIbi8W0191ahyzWtNdnxearaM4pPj5enW3ur4k2HCDkHPz8HNPNvleBryiKoijKzWV7PPh1fUMzYXfSadcSAtxQ4W1jX2KVNOatt8fKVe3s66+qCWAoncPjoSjxgPF1rOZah+2V9OqKcVVTr69ShwpjC3YfOUI5P8+cK6GesDmtsLYmhAoXYj9AqB21tbh+Py4uagPi8IVhWk0ZTwW/OmLl+hr/57unuHT2LI8cP8rDDx1nYW6BYm4Bgqc2BusFb+O1RRuNtD7vLCC7g1Jn6AjX5g41N6V5vu3EYm6tGBtjmibabrZ7d8eltq23PIp/GltQCAGxhlB3Fhl1+xpFUUSPfkroie+bnWkpKJrzarqB47kFQRCCjVOO8+Iin5dtfPngCEC7axBC/mz55udgOrtC6fg5+98Yg6cV7N37UNoSnG3y/htrFDT31m5ZJOV7a4wQjMXQvg/NQhdu+O9CURRFURTl1WbbBl1FHTPbqBn9yyZND3Lt0B+J9pFo/TAph10w6SskoR+PHavJUhTgaywFVZssibEFiKcUgynm48FNoLbCQr/H3Nwc7Fqkmm4yGo+5dH2d3vqUPcvL9E2cwlvOz7Pc69FzvaYCHqvYUE2FYCuQgnqzZm1tjbWNdSajMetXrnDmrx6nHM5z6NCjlMM9eO+ZrK3jLQRjKUxo7C43WnRaUd796v4eulVjbohpNMYQXkFEtgKzW7mPHh5jk0e9GWplO8J51srivaeWgBWa1/PeN83CzjmcAZLAL4qCnInfnEOTM98u+gCMM0DM5s/3u/v3/PpmZoFgY+/FzH1sLUqSehryACprLSYtDgu5UeCLCM57CKmngzZCNO4w0DRb57vcTSECQ2Filr7rrkrju3XD+6IoiqIoivJqsy0CPzYSRtFItjjY5FmWWFHPjZmIxRiLs61IszYX8aNQi1GGebCSRBtPDSZZgaxItF2niEhvi7iIkAlgqY1gvWfioa6n1Bh87fF1ja2n2NJiwpiphyCB6WgaM+6ZNPaTwia7jDGU3mKtBxtY7Fn60mcy5zi0OOD2978Lb0ooHS9fuATO4ymY7/Xp24JaqmboU9ep3fXkG0JKbgnpNR2kCbSkIVFZNG/dEQm1J3Cj7z03gubn3fg3OouE9rld4ZubUJ2JiwFL9M0XRYzShGgqcia/50VHqM9GcgIYSdarxh0Uc+cxMpMu1F3k5MfEl0hJNqlnwbr4GfA+i3YPodMo/ArF85yO1J3K220IJqUHIZ00n87CxAjt49KuQN5iCczed0+YuX5FURRFUZSbwbYI/BBCEmFC9puYjtXCEAcPxcDzGGOIaZNqhII8+9OYgFA1C4Uom1J9P6TdAmsRnyvfPvq8JfVaEmK0ZbZWmII+ASl61EC5u0dZlriywFufqrdCXU+jEJ96sJapA+tKClvibQ2UWFvghov0hoFhqJFgCKtzrF5dxdYV1k7YnIyZX1iCsojXXFhc8ozPxChusXA04lFM4zWPFWRBxM0I77bqHxATFwJFYbHMiveQmoe7vvxcuW8q2T4uPIwVghg8UVCLif51awvwhsIa6iDg42sUZbKzGIekCvnWxUebzBOS9Sbu0ORBWjnRJ6bgtOlAM03AwcT7GG5s3jY+CmyTey9mdknszGKmWRCFVNV3RbPgkpjnhDUWa0tEpIl1lbSgzHgJjQVHJO5OZGsQIrg8HThPD7Yq8BVFURRFublsi8C31oKN/Zc5d31WjIVG3DZWk5lYyCjUu9YMazvpLtZhsNShig2dGEKoW4uKRIuQSBv7CLlxUhCJJ1fYPtR19PN3GjoJWeIZgrV476nqgMgUsLiywJlp+/gUb+nrmo3RlMnmdZyx9Ho9xHvWNjYJtmC+P0evtEzMpDmX2V6E9D2n3RiDkZAsK9I2gUporDPGmJlG1GxhaZpgU5U/xkPm4/v479xI2pk427Xm1CJ4XzdNuPFvFWUn3cg6m+51HJJVOBPvL7lxdVakx9+7uBjJzalm9vMRQrIMSW6MvfHzk333eVHgt+wWNf0CIp3FYbzmWOmPiz1H516lnYuc8tRdELSfTRMXJWZLo3JezMRLwprZ68rknQlFURRFUZSbxTZV8OvGM59+A63jntgI+QriKHvJRRCTmzizNUKSVaakVxRUKa0l5p634hY6PbpkoZ/96jFWMjZaxmFGNiWs152m0RCi1cX72LC5vrnG+midug6UpqRYmKPn4oAtXBz8JMlSU48mAIxHG2ysrzKuaiY+sL5rkbnBkKIoKIu2ibWxzITW726tpSgtZVliQlzoOGNxrkwCNTRVb2st3hazQt0aSDMEtgrUrq/fWts0wrYVc5L4NjGNx9fRKmQLrDFYKwQJ6Xl5kdIuFrrvfa5qd0Vu1zqUzycL8e655c9N/kw0Yr1znPaLpsIObY/CDRV+I4i1+Ma2M6W0ZZzFYC1GUiTrFkvQbOU/Thzurkjbexy7C5pEJKGJKFUURVEURXmt2CYPvjSWhCiqYwVdxEYLjRCnixq2iKeU8ELAiJ2JMYSYD++cw/sJligqJ15Sak8Wga2dBEB8W+3GxoZQIxafpqV6H61CUZzGCquXGvE58tFQ4ClDjUgNJlCEHoWNv3eA5JKwMUwLg7eOjfGIygcWFhbYU1ps4fCmworH+iT6jJsRgGWqxpelS5NYDRS5up4XOVC4Hra0HUtLtL00OyNNdyrg2kp+vsddwZwFd7dqDQ5LiL0O1hEwWJtDL9vqdfStF4jkRV1+nVaYZ+H/St7zbKmK71W+BumI6jbFpmv5yX75vKgREQppm3gJMiPMhdbilJOBugOnTPLQi4nLUO+r5n615z/b1Jz8X1v6F2LEaZBOlT7M9ldsregriqIoiqK82myTRad7mK3Ni7m5siuwkvgJWzzTjVklPieEWGkvbLTTTCYVdR1wrowLByuNSI/i3c9YIhpB25nemoVuFrjVZEKg3Q0oioLS9TBiKUzBcNcyvbkB/bKgKG20eaRGTx8qjBGm1RjX74EEBrt3MVwYxEZQXMxYb/owbVaXjf2mcG7GUgJAs34wuMJ0sjEtxoRURW8FfBMLmRtIJYv/JNJl1p7TXWBlMR0A58C4fvqbNK+Z72X3Od6nabB2VsR2/fMz73XzmK74T/n4zeRgmVmE5Pc0nkO08dhXqJCborVOxeO42QfI7M5Oe142rYm2RlrOWqm20h4npEXs1oQk36y5LH/7cRRFURRFUV4NtmfQFbNNnLO/yxXm1hG+VRBCtN2IJNsE0VcfK/EW4xx1HagqH1N0rE/+acGIjxafECB4whYvf/SeJwEc3fvxZ5uFvmBCRTEXq7FGBGeg7Dl8HZhKRY9+nBqbLDOGdlESrANTMtdfiMO8vFB76PVczFdndiYAeWBSR2i3GjA2xHbFqgOCcam/Id2PLeK57Q3ILaP577PHbCI2c+E7C+nOroZNSUY580ck3te4U9K+fyI5jSYtqNLx6fjQ43XHx7b3YOvnpfX3N3eheaxJ/v28aHM3+PtzCk9+fOv173y28jWZrY24s5+VvEDKVf/o0zdxqFizPuncewOBembRkV+rPSiKoiiKoig3lW0T+I2fvluRz42vJlo6LA62NMhmMdQdSBQFkycET1UZ6rqmrtvElTr4VqiHQKgDPlT4EAh1HYWe7Q5MSlXn0Np3AnWqFgtiY9Hc4jAuLijmFzxMxriyxLlWoBKEYJM326QKrevjzZjSOawtqKtYFXY9G6vLAYxrK+7d74Q8CCuK6aIRxTGBJaR/54rz7PO7SUTtBFbYuqhI3vAkWJkR4BCTj7q9D9G2k58frGsEfeqTjZaXVMHP4jcL4hyPmqfcdkV/O8iqjba0TcrQrDe/PdX2XOJXNwoznRChebwx3QVlvHbTfEY7CUXcWH3PAn/GZmRNZ+E1+5nv/iqnFc1W89WioyiKoijKzWWbPPi+8R1b28Ydxu8WY3zyTifbSc7Hh0YMgsSYTYmCHhOwDurK32DLiLaUXG1O6TI4JNR4n5pAxSULkKSUnVaweZlt/Kxq8HXA2hpXFtEqJGnqrK+pKo+RCUXRS4lB8dyrqmI6rRmvr7G6vkJ/zlH4AmyPBVJGOgV947DZJ47BMetRNz7FiArEmb1tdbsKHpuaXLs2mZj/PgWxBBs6v+++L1ubay2ldTP3QiTdd9qdiSiE02Mk9h00k2PTrZP4ZKK4jnajuJALKQEp3WsACeRceUxaYPm8+JBmhyUe8sYdnpw9f8N5x9m0YMqm0t/6++P96y4iuwk/+TptjMBp/j2zk5CuIY95kM49jVV+aWxm3Xs98ziNyVQURVEU5SazLQL/3/32v92OwyiKoiiKoiiK8vfETCYT9RAoiqIoiqIoyg5BQ7sVRVEURVEUZQehAl9RFEVRFEVRdhAq8BVFURRFURRlB6ECX1EURVEURVF2ECrwFUVRFEVRFGUHoQJfURRFURRFUXYQKvAVRVEURVEUZQehAl9RFEVRFEVRdhAq8BVFURRFURRlB6ECX1EURVEURVF2ECrwFUVRFEVRFGUHoQJfURRFURRFUXYQKvAVRVEURVEUZQehAl9RFEVRFEVRdhAq8BVFURRFURRlB6ECX1EURVEURVF2ECrwFUVRFEVRFGUHoQJfURRFURRFUXYQKvBfA6qq4pOf/CQf//jHWVtb42Mf+xgrKyvbcuw/+IM/4Nvf/va2HEtRFEVRFEX5h0fxWp/AjyJXr15lbW2N3/qt38IYs63H/uVf/mWKQt9WRVEURVGUH1VUCd5kxuMxn/rUp9jc3OR3f/d3ef/739/8TUR47LHHePbZZwkhcOedd/LOd74Tay1/9Ed/xIEDB7h48SKXLl3ikUcewTnH888/z8rKCu9+97s5cOAAn/70pzlx4gQPP/wwH/vYx3jb297GqVOnuHbtGg8//DBvfvObqeuaz33uc5w5c4bl5WVuv/12VlZW+MVf/EU2Nzf5whe+wPnz57HW8tBDD/GWt7zlNbxjiqIoiqIoyv8PatG5yczNzfGrv/qrLC0t8eEPf5jhcNj87eTJk5w+fZoPf/jDfOQjH+Gll17ie9/7HgDWWs6dO8d73vMe3vve9/L4448zHA553/vex4MPPsjXv/71G17LOcfa2hq/9mu/xgc+8AEef/xxptMp3/jGN1hZWeGjH/0o73rXu3jyySexNn4UvvjFL9Lv9/nIRz7Cr//6r/Pkk0/yzDPP3JyboyiKoiiKovy9UYH/Q8T999/Phz70IYqioCgKbrvtNq5du9b8/dixYxhj2L17NyLCPffcA8Du3btZW1t7xWM+8MADAAyHQ8qyZGNjgxdffJEHHngAay1LS0scP368efypU6d49NFHMcYwNzfHiRMn+MEPfvAqXrWiKIqiKIqynahF54eI0WjEn/7pn3LhwgWcc1y/fp03vOENzd97vR5AU23v/juE8IrHLMuy+Tk/bjweMxgMmt8vLi5y9epVADY2Nmb+NhgMuH79+vZcoKIoiqIoivKqowL/h4gvfelLAHzwgx/EWsvnPve5V+V1er0ek8mk+Xe3+j8cDhmNRiwvLwOwubk5YyNSFEVRFEVRfrhRi84PEWtra+zfvx9rLZcvX+b555+fEeLbxZEjR/j+97+PiLC6usrTTz/d/O2+++7jiSeeAKK4f+qppzh27Ni2n4OiKIqiKIry6qAV/B8i3vSmN/HZz36Wb33rWxw6dIh3vOMdfOYzn+Ho0aPb+jqvf/3rOX36NL/zO7/Dvn37OHHiBJubmwC89a1v5fOf/zyf+MQnMMbw6KOPctddd23r6yuKoiiKoiivHmYymchrfRLKzUdEmgz+L33pS1RVxdvf/vbX+KwURVEURVGUvy9q0fkR5Omnn+YTn/gEVVUxnU45efLktu8SKIqiKIqiKK8NWsH/ESSEwGOPPcapU6ew1nL8+HHe8Y53bPtUXUVRFEVRFOXmowJfURRFURRFUXYQatFRFEVRFEVRlB2ECnxFURRFURRF2UGowFcURVEURVGUHYQKfEVRFEVRFEXZQajAVxRFURRFUZQdhAp8RVEURVEURdlBqMBXFEVRFEVRlB2ECnxFURRFURRF2UGowFcURVEURVGUHYQKfEVRFEVRFEXZQajAVxRFURRFUZQdhAp8RVEURVEURdlBqMBXFEVRFEVRlB2EtVY1vqIoiqIoiqLsBKy12KIoUJGvKIqiKIqiKP+wsdZSFAVGROS1PhlFURRFURRFUbaH/wv9/xBGCQDxkwAAAABJRU5ErkJggg=="
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d9hlVXn+/1lr7XLq28t0ZphhhjJ0BJQOFkTEBkFsFPPDhopExZhoNBo1ErEXoqJoMFi+EkTDN4AFpPcytBlgen37e/req/z+WPs9wyjIiJOg+Z77uuaamXPOu/faa6913n0/9/Pcj3DOOa011lo66KCDDjrooIMOOuigg79MSCkJggAhxPM9lA46+F8J2SHOHXTQQQcddNBBBx108JcPay1a6+d7GB108L8WskOcO+iggw466KCDDjro4H8HOs/...
0
science
grade-4
use-climate-data-to-make-predictions
false
true
Which months have average temperatures of 30°C or higher in Dubai? Use the graph to answer the question below.
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"
[ "July through November", "January through May", "May through September" ]
null
2
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
math
grade-2
find-the-next-shape-in-a-repeating-pattern
true
true
What shape comes next?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAZjUlEQVR4nO3dTWwc533H8d/M7s6uKGpXVkMythUnKWvFVaumKuTGSBSkSAq5rWo0MAwUsW8Gesi51wRBGx966q2HnnypkUsaoAiUF6FwY1SOBVuAkgqmFStsVIliRK5NmqRI7ey89UAv9UJyyd2d9+f7AXyIuLvz/J9nszu/fZ55xoqiKBIAAACAUrAsK+sm5JKddQMAAAAAIGkEHwAAAAClR/ABAAAAUHoEHwAAAAClR/ABAAAAUHoEHwAAAAClR/ABAAAAUHo...
1
math
kindergarten
different
true
false
Which is different?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAFuklEQVR4nO2cP1AbRxSHf/dHGkkRUUZAgscjMc6YoJlU0LgQpSddYrduUU0bapdJSqfFLW1wurgVjQtoTczEM+cwJoOsGQHWjRXdbYrTYeIBSYDu9t299zVISDO7et++3b292zWUUuqwB+x3gRMP6CsIKcI2gCkLWCgAX2UB4/CDUi+OdVdLiIN7nwP2q27w5lYWWPwsaA1CejjxgL33wNse8GcXMI/7wQciO51MWYFbADj1ANM794GQTkK3/yrA1FsVIW5EODN...
2
science
grade-4
animal-adaptations-skins-and-body-coverings
true
true
Green tree pythons live in the forests of Southeast Asia. The green tree python is adapted to be camouflaged among green leaves. Which animal is also adapted to be camouflaged among green leaves?
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"
null
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0