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
science
grade-6
match-chemical-formulas-to-ball-and-stick-models
false
true
Select the chemical formula for this molecule.
"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"
[ "H2ClN", "HCl2", "HClO2", "HCl" ]
null
3
math
kindergarten
count-to-100
false
true
How many stars are there?
"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"
[ "13", "15", "24" ]
null
1
math
grade-2
identify-the-fraction
false
true
What fraction of the shape is orange?
"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"
[ "2/3", "2/6", "8/10", "1/2" ]
null
3
math
pre-k
addition-sentences-up-to-5-what-does-the-model-show
false
true
Which addition sentence does the picture show?
"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"
[ "2+1=3", "3+1=4" ]
null
0
math
pre-k
different
true
false
Which is different?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAFnklEQVR4nO2dTU8bVxhGH2OMKvLRRatGldpNpbbrrvIr+l/6u0qQpbBhA2JjPkOQLCJDAwpSLOFaigfbgxl7PL5djKhKIzCZufc+9+usGMaeeaVjy1w8x64IIURnApyNgGEGTAUCDrFYAZ5VgZ+XgRdLQKUzFmJ/wB4roIOXz4HF96N84/sl4Ncn+aMh4A7DDDi9Bi4nwF8jYGEwzXcE2W7yrJq7BYA4Axay/+wIuMmt21QAC9xRAroJwj0jCPeMINwzgnDPCMI...
3
math
grade-8
changes-in-mean-median-mode-and-range
false
true
Look at this set of 10 numbers: How would the median change if the number 5 were added to the set?
"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"
[ "no change", "decrease", "increase" ]
null
0
math
kindergarten
select-two-dimensional-shapes
true
false
Which shape is a square?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAADx0lEQVR4nO3aS1ITURSH8X8SYICgMy0XoC6B3bg09+A2mDlEnYtTAqkCSbWDFgXkkUf3uefxfaN0ddWtM/hVJ31vJl3XdadX0veFNF9K152Itm5nIh3OpHf70ps9aXJ62XXHZ63HoswdvZR2vi36i7d70ocXvUKibZsvpZML6ceV9HUhTc+u+xsgoyE7nPWmJOl8KU2Xt24QDdmNqV+dNG07ClUJaGQS0MgkoJFJQCOTgEYmAY1MAhqZBDQyCWhkEtDIJKCRSUA...
2
math
grade-5
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "1 pair", "no pairs", "2 pairs" ]
null
0
science
grade-2
identify-solids-liquids-and-gases
true
false
Select the liquid.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAr6ElEQVR4nO19W4wj13nmV8Uiiyze2WR3T/d0jzQz0owkW5fIUhQnjrBxDO9i4XUSJQZ2AwfBQrsIkADJk4H1JlnsSwAniJHkwckCsQP7QcHCBnY3xu4aG0SRY8uKYyu6+jKSZiT1TF/IJpt3si6sOvvA/s8cVhfJYjd7unq6PoDD6WJdTp366j//7fxH+l6TsStJIB1BiBB3FG0buNYFtk0grwA/kxtul0NChjgppCPAleTw/x379nY5JGSIkwTxz2K3t8kn05Q...
0
math
grade-3
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA5oAAAEJCAYAAAD1mFhPAABp/0lEQVR4nO3deVjU170/8PewDIszgAwKjAuDCxiVQIJt6pKCSare2xCxpktsfxVvm/Q2aW+wac1Ne2/V5rZp0t6KbZPepvc2mKZ204jVtmIWhyzSJhKH4AaKDi4DKIMDM2zDMr8/yExYZjnf2YH363l4Mss55/tBZvLMZ845nyOz2Ww2EBERERGRX8hkslCHQBRyEaEOgIiIiIiIiCYXJppERERERETkV0w0iYiIiIiIyK+YaBIREREREZFfMdEkIiIiIiIiv4o...
1
math
grade-6
changes-in-mean-median-mode-and-range
false
true
Look at this set of 8 numbers: How would the range change if the number 52 replaced the number 90 in the set?
"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"
[ "increase", "decrease", "no change" ]
null
1
math
grade-1
time-and-clocks-word-problems
true
false
Sarah went shopping at the mall. She arrived at the mall at 1:00. She visited the shoe store, the bookstore, and the electronics store, and left the mall 4 hours later. What time was it when Sarah left the mall?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAAA2CAYAAAAlHWAMAAAEx0lEQVR4nO3dwUvTfxzH8ed3aqJzv5/Y2lp4qMzfT/Jg1mIUeOkUiqwMAj106tCIiiEdOoRBXSooiIgOHYL+AMlfdamQFBR+JnnxkNolUPfLXw6mydzPfd+/w34b7WepUz4I370fF937+9pnX/DF9nUyP5aISCwFU0uwkIYVQamClVrgKYH6SvDvACu2LPJnYrtPSzlJ6BconVzK3AjsgN/dmdYpVaiFNHz8BrMpmFgCV2Ilc0BLpbbCU5LpEMBiGlzp7w4otRX...
2
math
pre-k
circles
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJgAAACaCAYAAABVCoEqAAAG9ElEQVR4nO2dS28aVxiGP3xbpEm7a5VNdm1/QBb51f0BtSK7lljY3lC1UjA4CEu0wlRCskICZmDmdDFxhC3D4TLnnO/yPhtf8GWMHw9nXh/er+acc7cZ0ccx0SgnmjsCYGsOakSv9ol+fkH00xFR7Xbq3OWn1IcFNPLue6KD63H5xusjol+/K+0DYFtGOVHrC1E/I2qPifY+zcsbIBeoglf7pUtERJ9zor184QYAquDBpZkj2kt7KEA7EAwEBYKBoEAwEBQIBoI...
2
math
grade-7
parts-of-a-circle
false
true
What is \line{WX}?
"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"
[ "radius", "diameter", "center" ]
null
1
math
grade-7
which-is-the-better-coupon
true
false
Leo would like to buy a frying pan with an original price of $9.00. Which coupon should he use?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXcAAACRCAYAAAA4qvjVAAAyQ0lEQVR4nO2dd3gc1dX/PzPbV70XW5Kb3I3BBhMbm+KAgdBMgJgSIAQSXkheIISE8Ib8khgIkJCQkLwhAfJSEoopoYRqwAaMjSkugI2LbMuWbPVets/O74+RVrvSrrRN0mp1P8/jx4/uzNwpu/udc8899xxJVVW1zgX7bNCpgEdFIBAIBGMMvQRpOii3QoERpDqnqn7SMdqXJRAIBIJ4cXw66Cts2h9FRpiRoim/QCAQCMYWnQrs6YZaF+y1gdzh0TYIYRcIBIK...
0
math
grade-3
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "2 pairs", "1 pair", "no pairs" ]
null
2
science
grade-7
identify-rocks-and-minerals
false
true
Siltstone has the following properties: no fixed crystal structure not made by organisms made up of fine sediment grains naturally occurring solid not a pure substance Is siltstone a mineral or a rock?
"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"
[ "mineral", "rock" ]
null
1
math
grade-1
certain-probable-unlikely-and-impossible
false
true
If you select a marble without looking, how likely is it that you will pick a black one?
"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"
[ "probable", "certain", "impossible", "unlikely" ]
null
0
technology
grade
photo
false
true
What type of video game console do you see here?
"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"
[ "Sony PlayStation 2", "Sega Game Gear", "Sony PlayStation Portable", "Nintendo Entertainment System" ]
null
0
math
grade-4
acute-right-obtuse-and-straight-angles
false
true
Is this angle acute, right, obtuse, or straight?
"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"
[ "acute", "right", "straight", "obtuse" ]
null
3
math
kindergarten
one-more-with-pictures-up-to-10
true
true
Count the hearts in this group. Which group has one more than the group you counted?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABAkAAAB2CAYAAACqPMqGAAAMU0lEQVR4nO3dQZBU9Z0H8O9EHaoCI3OYaFxSJaFgF08zcsCL42LJBVKpQKpwvQl6XgaPgYN4UPcmYK6RyVW3Vnat4IXUjpDTHHA8aXYslsMSSDkHllGrYKU6h+5eJ6iRYbrf/3W/z+fSVePQ//982+rq9/2993okSSsAAEBPtFqtXLuVfPplsnw7+cqnbaCm7h9Jxu5Ltv0weXi0/bORKAkAAKBnrt1sZf5G6V0ArM4TDyYPjSb3l94IAAAMk8Uv24+PjCb/sL4...
1
math
grade-2
choose-the-appropriate-measuring-tool
true
false
Which tool would you use to find out the length of a kangaroo's hop?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAACoCAYAAAACcRc/AAAV6UlEQVR4nO2dfVxUVf7HP8PD8DCDDggMKAgDiAIq+Agt/ixbQxHTJNfSH1uWYa3akm2bpoibZaxaKa7Zg66J/VbYfNq0VqdVSJNS0xySzdIZQM0ERHlwBhgY5vz+GJkcGWFmmHPvMJ3368VL555z7vne4c2955577jkCQgipagWUTcCtdkBHwGBYjZsA8HEFBnkDUiEgqNIScqqR77AYzkRiH8DtYpPhQ7AQGCwyWMdgWMutduBHDXCtFbjQBLg06gwJTCpGT/B...
0
math
grade-4
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "yes", "no" ]
null
1
math
grade-4
compare-fractions-using-models
false
true
Which fraction is less?
"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"
[ "3/6", "3/5" ]
null
0
math
grade-8
identify-trapezoids
false
true
Is this polygon a trapezoid?
"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"
[ "no", "yes" ]
null
0
math
grade-3
identify-multiplication-expressions-for-arrays
false
true
Which expression describes this array?
"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"
[ "3×5", "5×6", "6×3" ]
null
0
math
kindergarten
count-scattered-shapes-up-to-10
false
true
How many triangles are there?
"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"
[ "1", "5", "4", "10" ]
null
3
math
grade-2
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA5oAAAEJCAYAAAD1mFhPAABjqklEQVR4nO3de1zUVf4/8BeIgwLjheHiUOqAChkzbUUFeEUp7QZWWir99lJKu7W7SW2XXfxurbba7naD+rbf3dW29oZaWgm2JYmCFmBJbc2ggTaMWoODjArDIAwgvz/YmRidy2fuA7yej4cP53LO+byFmZr3nHPeJ6S/v78fRERERETkFSEhIYEOgSjgQgMdABEREREREQ0vTDSJiIiIiIjIq5hoEhERERERkVcx0SQiIiIiIiKvYqJJREREREREXhUW6AAo8M6...
0
engineer
grade-6
identify-control-and-experimental-groups
false
true
In this experiment, which were part of a control group? The passage below describes an experiment. Destiny had six air plants on her desk that were not growing. Once a week, she soaked the air plants in water. But she suspected that they needed more water. She wondered if spraying the air plants with water every day in addition to soaking them would help them grow. Destiny measured the initial weight of all six air plants. Then, for the next month, she continued to soak all of the air plants once a week. She also sprayed three of the plants every day. At the end of the month, Destiny measured the weights of the plants again.
"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"
[ "the plants that were only soaked in water", "the plants that were soaked in water and sprayed" ]
null
0
math
calculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed line is a vertical asymptote.
"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"
[ "$\\lim _{x \\rightarrow-5^{-}} f(x)=-\\infty$", "$\\lim _{x \\rightarrow-5^{-}} f(x)=\\infty$" ]
null
0
math
grade-2
select-figures-with-a-given-area
true
false
Which shape has an area of 5 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAAD+CAYAAABoWdrnAAAEC0lEQVR4nO3csW4cVRSA4X/XaxfBASoQDxBcUack4qXyDLwUhDYtlUl6TIdsx1KMV0MxikTPxcOMv6/a1RT3FvfX6c5umqbp6r7e39XNsR6mYPMOu3p+Ui+e1ddntbv6OE1vr5e+Fizn5ed1eHc3//nmrC4+myuBrbs51uWH+v2+frur/fXD/EEEPCXPT+Y3X3V7rP3xHx/gKfn05v+aar/sVeD/QQiQEKASAlRCgEoIUAkBKiFAJQSohACVEKASAlRCgEoIUAk...
1
math
kindergarten
triangles
true
false
Which shape is a triangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIUAAACVCAYAAAB2DDmnAAAF/UlEQVR4nO2dS24bRxCGi9Rj4djJLkEO4OQIvkPOlAPlDoYBZeOFrYUX8UNUIkBAYsmIAUGSRUAM6cmiQ0DKiJTZU939V9X/bcyHRhjNfGp2Vf8tj7qu605nIr9PRS4XIvNOSDC2RyKPtkQePxD5bldkdHrddS8uWp8WQeHJ1yLbh9P05PtdkR+/SsaQWFwuRA6uRE5mIpOpyPhint6gEHF5tJXuv4jIp4XIeHHjDRKX5f3/pxMZtz0VggilID0oBelBKUgPSkF...
0
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
"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"
[ "15¢", "19¢", "18¢" ]
null
1
engineer
grade-7
identify-control-and-experimental-groups
false
true
In this experiment, which were part of a control group? The passage below describes an experiment. After a severe winter storm, Vijay's driveway was covered with ice. He read that salt makes ice melt at a lower temperature. Before covering his entire driveway with salt, he wanted to know if adding salt could actually help melt ice in the freezing outdoor temperatures. Vijay weighed twenty ice cubes. He sprinkled salt on half of the ice cubes and left the other half unsalted. He placed all the ice cubes outside. One hour later, Vijay quickly dried each ice cube and reweighed it to see how much it had melted.
"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"
[ "the unsalted ice cubes", "the salted ice cubes" ]
null
0
math
precalculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 9,6)?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAH/CAYAAABtkqoWAAB8rklEQVR4nO39e3yU5Z0//r/uOeUcJicSCCacBAWScDBgkAgWT9WKBetiu9Xar7qfdmttu213++1qd7eyft1tbX/1tF2tq2Lb7UdaT6gBQRDSoAQiBBIVMEBCCDlMMjOZ8338/TFMJHJK4L4yM8nr+Xj0UTOZ+5039z33db/va677uiTDMAwQEREREZEpLPFOgIiIiIhoNGGBTURERERkIhbYREREREQmYoFNRINs2bIFkydPxs033wwAuOWWW/Dqq6+e8b2KouDKK6/EBx98MJIpEhERJTSJDzkS0amuvfZa3HnnnfjGN76BtWvXYv369Vi3bt1Z379//37cdttt+Pjjj2G1WkcwUyIiosRki3cCRJQ4br31Vrz77rs4ceIE8vPz8cgjj+CPf/wjAKC5uRnXX389jh49Crvdjocffhi7du3C66+/junTp+Pll1/GV7/61Tj/C4iIiOKPQ0SIaMCvf/1r5OXlobm5GZMnT0YwGMT8+fMBALNnz0ZFRQVeffVVvPfee3j55Zfx+9//HpIk4ctf/vJZh5EQERGNNezBJqIB+/fvR1lZGQCgvr4eV1xxxaDf/+hHP8I//dM/IRAI4PXXX0d2djYAYNGiRXjkkUdGPF8iIqJExB5sojHkhRdewAsvvHDW359aYPf09KCgoGDQ7+fPn4+PPvoIt99+Oy699NKB1wsKCtDd3S0kZyIiomRzwQV2Y2Mj2trazMxlkO3bt8Pj8QiL/+abb0LU850+nw/vvfeekNgA0N7ejg8//FBY/ObmZhw+fFhY/B07dqC3t1dY/JqaGiiKIiR2KBTC5s2bhcQGgM7OTuzatUtI7L1796KjowMdHR1obGw843uampoGCuzPnx+6ruNrX/savvOd7+B///d/oev6advX19ejq6vL/ORP2rRpE8LhsJDYsixjw4YNQmIDgMvlwvvvvy8sfktLCz766CNh8RsaGnD8+HFh8bdu3Qq/3y8ktq7reOutt4TEBgC3243a2lph8VtbW7Fv3z5h8YnIfOzBJhoDDMMYVABs3779jDeY+/fvR3l5OYBor3RPT8/A737605+ipKQE//mf/4kJEybg9ddfH/jdmXq7iYiIxioW2ERjQGNjI3w+38DPPp/vtB4xWZbx6aefYvbs2QCABQsWYPfu3QCAdevWYcuWLfjNb34DAHjggQfwy1/+cmDb+vp6VFZWiv5nEBERJQUW2ESj3Od7r2M+34vtcDgQiUSQmZkJACgvL4fdbseHH36I22+/HfX19UhJSQEA3HbbbairqxvY9vXXX8eXv/xlsf8QIiKiJMECm2iUi/Ven1pMG4Zxxl7sU0mShH/+53/Gf/zHf5wz/v79+3Hw4EHccccdpuVMRESUzFhgE41ysd5rSZJO+93ZxmLHfPOb30QgEDjnUun33XcfXnzxRdhsnPWTiIgI4DzYRAlHURQ0NjaiqakJTU1NWLlyJRYuXHja+7Zt24ZXXnkF3d3dKCgowKpVq7Bs2bJB79m7d+9A7/WpBbYkSQO92I2NjZg7d+4Zc5EkCW+++eZZc7Xb7fjggw8u6N9JREQ0WrHAJkowf/3rXwdN1adp2mnv2blzJ5588kncfPPNmDdvHvbs2YOnnnoKDocDixcvBjB47PWZeq9jamtrUVFRcc73EBER0dBxiAhRglm8eDGeeeYZ/PSnPz3re1555RXMmTMHd999NyoqKnD33XejrKxs0FCOM429PtXne7GJiIjIHCywiRJMSkoKcnJykJGRccbfy7KMI0eOYNasWYNenzVrFo4ePYpIJDLk3uuY2tpaYQsvERERjTUssImSTCAQgGEYA9PpxWRlZQEA/H7/eXuvY9iLTUREZL5BY7CHc4Ht7e2F3++H2+02PSkACAaDOHjw4MC8u2YzDAONjY1Cxp0qioJwOCysYAkEAgiFQsLiu91uWK3WQQuTmMnv9+PTTz9Fe3u7kPiapqGpqQkWi/n3j6qqQpZlYfs+GAwiEAigsbFxYP8cPXoU6enpA+/p7+8HABw/fnxQHrFlrJuamtDQ0ABgaL3Xsffs3Lnzos+H/v5+HDlyBJ2dnRcV52wURUFzc7OQGUs0TYOqqsKObTgcFnoj09/fD03ToCiKkPgejweRSAQul0tI/HA4jE8++QR2u9302IZhQNd1Yfs+EokgGAwKi+/3+4fd7lRUVAjJhYiGZtBVKicnZ8gbBgIBpKenD2ub4XC5XBg3bhzS0tKExD927Bhyc3OFxA6Hw3C73cL2DQDoui4sfigUgsPhEBa/r68P2dnZZx0CcbGOHz8Op9MJq9VqemxFUeByuYTtG6vVCkVRkJOTA6/XCwDIzMwc9PdiRfDnz79YEZ6dnY3MzEyEw+Fh/e3y8vKL/nd5PB5kZmYiOzv7ouKczYkTJ5CTkyOswO7q6hJ2bP1+P0KhkLD4qqpCVVVh8fv7+5GZmQmn0ykkfnd3N8aNGyekU8UwDBw/flzYvgkGg/D5fMLix2YBEnlNISJzDbpKlZSUDHnDWAE5nG2G4+jRoygsLBTWmO/btw+XXHKJkB5sn8+Hjo4OYfvGYrFA0zRh8X0+H9LS0oTFb29vx/jx45GXlyckfnNzMyZNmiSkJywUCuHIkSPC9k1nZydCoRBKSkoGCuT8/PxBfy82FOTz59/HH38MIHoez5s374zxH3nkEQA45wOUF5t/QUEBCgsLhcQ/cOAAJk6ciNTUVNNjy7KMAwcOCDu2LpcLXq9XWHxFURCJRITF7+npQV5eHoqLi4XEb2lpwYQJE04b+mQGXdfR1NQkbN+43W709PQIi28YBiwWi7D4RGQ+jsEmSjIZGRmQJAl+v3/Q67GfRX0zQEREREPDApsoyTgcDkyePBkfffTRoNc//vhjlJSUCOndJSIioqFjgU2UhFauXImmpiasXbsWTU1N+MMf/oDGxkasXLky3qkRERGNeVzJkSgJVVVV4f7778crr7yCt99+GwUFBfj2t7+NJUuWxDs1IiKiMY8FNlGCmjFjBtatW3fW3y9duhRLly4dwYyIiIhoKDhEhIiIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIiIiEzEApuIiIiIyEQssImIiIiITMQCm4iIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIiIiEzEApuIiIiIyEQssImIiIiITMQCm4iIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIiIiEwkGYZhxH7Yvn37kDcMBoOw2WxwOBxCEvP5fEhPT4fVahUS3+PxwOl0ComtaRqCwSCysrKExJdlGaqqIj09XUj8UCgEi8WClJQUIfH9fj9SU1Nhs9mExPd6vcjOzoYkSabH1nUdfr8f2dnZpscGAEVRIMsyMjIyhMT/61//CgBYsmSJkPiBQAAOhwN2u11I/P7+fmRmZsJiMb9vwDAM9Pf3Y9y4cabHBgBVVREOh5GZmSkkfiQSga7rSEtLExI/EAjAbrcnZZs/Esc2FAolVJt/9dVXC8mFiIZmUIVTXl4+5A0PHTqErKwsFBUVmZ4UAOzZswfTp08X1mD99a9/RVlZmZAiLBgM4uOPPx7W/hyO7u5u9PX14bLLLhMS//Dhw0hJSUFxcbGQ+Pv27UNpaamwi92OHTswe/ZsIQV8JBJBY2OjsGPb29uLrq4uzJo1S0j8WIEtKv/m5mZMmDABubm5QuLv3LkTs2bNElLkKYqC3bt3C9s3Ho8Hx44dQ1lZmZD47e3tUBQFU6ZMERL/k08+QV5eHgoKCoTE3717Ny677DIhNwiGYaCurk7YsfX5fGhpaREWv7OzE36/H9OnTxcSn4jMN6gCGU6PrsPhQHp6urBeYKvViqysLGHxgei/V0SBbbVaYbVaheXu9/vh9/uFxU9JSUFaWpqw+DabDZmZmcLiS5KEcePGCelFjfXui8o9HA7DbrcL/dwDwzvXh8NutyMjI0NYfIvFguzsbKSmppoeW5ZlSJIkLHdVVWGz2YTF7+3tFfrZtNvtI9Lmi+jh13Vd6LE1DENom+/1eiHLsvB2gYjMwzHYREREREQmYoFNRERERGQiFthERERERCZigU1EREREZCIW2EREREREJmKBTURERERkIhbYREREREQmYoFNRERERGQiFthERERERCZigU1EREREZCIW2EREREREJmKBTURERERkIhbYREREREQmYoFNRERERGQiFthERERERCZigU1EREREZCJbvBMgouEzDANvvfUW3nnnHfT29iI/Px833HADbrrppninRkRENOaxwCZKQjU1NXjxxRdxyy23YN68edi9ezeef/55AGCRTUREFGcssImSUF1dHaZPn4677roLAFBWVoaDBw+itraWBTYREVGccQw2URKSZRkZGRmDXsvKykIkEolTRkRERBTDApsoCS1fvhz79+/HBx98gEgkgvr6ejQ2NuL666+Pd2pERERjnmQYhhH74c033xzyhoZhQJIkIUkxfnzjxz4SIuMn675JpPi7d+9Gc3PzwM9lZWWYP3/+ObfZt28fAKC8vPzikjyLRNk3YzE+z1vGP9WXvvQlYbkQ0fkNGoN98803D3nDffv2wel0oqSkxPSkAKC2thZlZWVwOp1C4r/11lu46aabhDSIPp8PH374IZYuXWp6bABob29HT08P5s2bJyT+Rx99hLS0NEyZMkVI/Pfffx8zZsxAXl6ekPgbNmzA8uXLYbfbTY8dCoWwY8cOLF++3PTYANDZ2Yn29nZcccUV53zftm3bcODAAdx22224/PLL0dzcjPXr12PZsmWorq4+63axAns45/pw7Nq1CyUlJSgsLBQSf/PmzViyZAlSU1NNjy3LMrZu3YobbrjB9NgA4HK58Omnn+LKK68UEv/w4cOIRCK4/PLLhcT/8MMPUVhYiOLiYiHx33vvPVxxxRXIzMw0Pbau69iwYYOw5xPcbjeam5uxZMkSIfHb2trg9XpRVlYmJD4RmW9QgT3cYlOSJKF37MkaPxZTVO6i43/+74iKnYzxE+HYRiIRPP/887jmmmtwxx13AAAqKirg9/vx3HPP4corr4TD4RjS3xGBxzY+8T//d0TFTsb4PLZENNI4BpsoyXR1dSEYDGL69OmDXp85cyaCwSC6urrilBkREREBLLCJkk52djaA6NfGp2ptbR30eyIiIooPzoNNlGScTicWLVqEjRs3wul0YsaMGTh06BBqampw5ZVXYty4cfFOkYiIaExjgU2UhL773e/itddew7vvvot169YhNzcXK1euxJe//OV4p0ZERDTmscAmSkIpKSlYvXo1Vq9eHe9UiIiI6HM4BpuIiIiIyEQssImIiIiITMQCm4iIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIiIiEzEApuIiIiIyEQssImIiIiITMQCm4iIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIiIiEzEApuIiIiIyEQssImIiIiITMQCm4iIiIjIRLZTf/D5fEPeUFEUhMPhYW0zHLquIxgMwmq1CokPRP+9kiSZHjcQCEDXdWH7JhwOQ1VVYfFlWYbFYhEWX9M0BINBOBwOIfENw4Df74fNZjv/m4cpEonAMAxh+yYUCgk9tjGi4quqilAoJCy+YRgIBAJQFMX02IqiCD+2mqYJix+JRCDLstBjK7rNDwQCMAzD9NixmKJyDwaDQo9tOByGoijDip+VlSUkFyIaGsk4pTV77733hrxhOByG1WqF3W4XkRcCgQBSU1OFFdg+n09YA6TrOkKhEDIyMoTEVxQFqqoiLS1NSPxIJAJJkoQVwMFgECkpKcKOrd/vR0ZGhpCbp9iNX2ZmpumxgWgRoyiKsGO7Y8cOAMDixYuFxA+FQrDb7UJuboDosU1PT4fFYv6Xb7HiXeSxlWUZ6enpQuLLsgzDMJCSkiIkfigUgs1mE9rmp6WlCTu2fr9fWJuvaRoikYiwY6soCjRNQ2pq6pC3WbZsmZBciGhoBl0Fh3NCNjY2IicnByUlJWbnBADYvn07ysvL4XQ6hcR/8803sXTpUiFFmM/nQ0NDg7AGrr29Hd3d3Zg/f76Q+M3NzUhLS8PUqVOFxN+xYwdmzpyJvLw8IfFramqwZMkSIYVAKBRCXV2dsGPb2dmJY8eOobKyUkj8WIEtKv/6+nqUlpaisLBQSPxNmzZh8eLFwyo0hkqWZWzZskXYvnG5XDh06BCqqqqExG9paUEkEsGsWbOExG9oaEBRURGKi4uFxN+6dSsqKyuF3ODouo6amhphx9btdqOpqQnV1dVC4re2tsLr9aK8vFxIfCIyH8dgExERERGZiAU2EREREZGJWGATEREREZmIBTYRERERkYlYYBMRERERmYgFNhERERGRiVhgExERERGZiAU2EREREZGJWGATEREREZmIBTYRERERkYlYYBMRERERmYgFNhERERGRiVhgExERERGZiAU2EREREZGJWGATEREREZmIBTYRERERkYls8U6AiC5MOBzGn/70J9TV1SEYDGLChAn4zne+gylTpsQ7NSIiojGNBTZRElJVFT//+c/R1dWFO+64A0VFRTh69CicTme8UyMiIhrzWGATJaENGzbg0KFD+MUvfoHJkycDAMrKyuKbFBEREQHgGGyipFRXV4fZs2cPFNdERESUONiDTZSEOjo6MHv2bPz2t7/Fnj17EAgEMHfuXNx7770cJkJERBRngwrs9vb2IW8YCAQAABaLmE5wWZbR3d0Nv98vJL5hGDh+/LiQ2OFwGIqiDGt/DkdfXx+CwaCw+H6/H5FIRFj8SCSCnp4ehEIhIfF1XUdHRwesVqvpsRVFgaZpwvaN1+tFKBQ6b3xZlrFr1y5cd911uPvuu9Hd3Y1XXnkFjz76KO6///7z/h1R+YfDYfT29kJRFCHxNU3DiRMnYLfbTY+tqip0XRe2b3w+n9Dzyuv1Cm13gsEg+vr6YBiGkPiKoqCrqwsej8f02IZhwDAMYfsmEAhAlmVh8d1u95DahVNNmjRJSC5ENDSDCuzu7u4hbxgKhaBpGjRNMz0pIHqx6+vrE1ZgA0BXVxckSTI9rqIoUFV1WPtzOILBIMLhsLD4gUAANpu4LzdkWYbb7UYwGBQS3zAM9PT0CLn5U1VV6LENhUKIRCLnjW8YBubMmYMrrrgCAHDJJZfg6quvxoYNG7B3715MnDjxnNuLyj8cDsPtdiMcDguJr2kaXC6XkJsnXdeh67qwfROJRIZ0bC+Uz+cTnn+siBchdmxF3DzFCmxR+0aWZSiKIrRNjnU6DRULbKL4GlRFzZ8/f8gbNjY2IicnByUlJaYnBQDbt2/HZZddJuzr7o6ODsyfP19Ige3z+dDQ0DCs/Tkc7e3t6O7uFha/ubkZaWlpmDp1qpD4O3bswIwZM5CXlyckfldXFyoqKoRcqEOhEOrq6oTt+87OThw7duy88e12O4qLiwe9r7CwEBs2bEBGRsZZt9+wYQOA4Z3rw1FfX4/S0lIUFhYKib9p0yaUlZUhNTXV9NiyLMPlcgnbNy6XC4cOHRIWv6WlBZFIBLNmzRISv6GhAUVFRSguLhYSf+vWrZg9ezYyMzNNj63rOjo7O4Xte7fbjaamJmHxW1tb4fV6UV5eLiQ+EZmPDzkSJSGn0wmXyzXotVjPosPhiEdKREREdBILbKIkVFZWhv3798Pn8w28tn//fgDgQjNERERxxgKbKAmtWrUKdrsda9asQUNDA7Zu3YqXX34ZV1111XnHXxMREZFYnKaPKAnl5+djzZo1eOGFF/CrX/0KdrsdS5YswTe+8Y14p0ZERDTmscAmSlKTJk3Cgw8+GO80iIiI6HM4RISIiIiIyEQssImIiIiITMQCm4iIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIiIiEzEApuIiIiIyEQssImIiIiITMQCm4iIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIhGCY8KzKmLYMb2SLxTIRrTWGATERGNEv+nWcGhgIHWsIGjISPe6RCNWSywiYiIRoHXu3W81qUN/NzoY4FNFC8ssImIiJLc0ZCB+5pkAECsrN7n0+OXENEYxwKbiIgoyd3bpMCrAtnWz17b1scCmyhebKf+0NzcPOQN3W43gsEgfD6f6UkBQCgUwuHDh5GSkiIkvmEYaG5uhiRJpseWZRmRSGRY+3M4fD4fQqGQsPi9vb2w2WwIhUJC4gcCARw5cgSdnZ1C4uu6jo8//hhWq/X8bx4mVVWhKIqwfR8IBODz+YTFjxH52Wxra4PL5RISX1EUHDhwADab7fxvHiZN06BpmrB9EwqFEAgEhMX3eDxC8/d6vVBVFR6PR0j8SCSCQ4cOweFwmB7bMIyBNl+EcDgstE3u7+8/5zXlv325qO3PQaZFh1ezRLuwJaCNY7CJ4mbQVSotLW3oG9psSElJGdY2w2G1WoXGlyQJ6enpQmJbLBZIkiQsd1mWIcuysPg2mw12u13osU1NTRUWHwDS09NhsZj/BY2iKEKPraqqCIVCQvcNMLxzfThEn7cWiwVpaWnCCmyRx1bX9YH8RQgGg1BVVWi74HA4hB9bUQU2IO5zD0DosQ2Hw9B1/Yzx+3UL/nBiHADg/lw/HnVlY2aqghOaHa1hAx4VcJp/uhDReQw67aZOnTrkDX0+H3JyclBSUmJ6UgDQ3t6O4uJiOJ1OIfE/+ugjTJkyRUgPts/nQ1dX17D253C0t7fDMAxh8WMFnqj4nZ2dmDBhAvLy8oTEP3DgAEpLS2G3202PHQqFcOzYMaH7RpZlYfFjRMV3uVwoLCxEYWGhkPgtLS0oKSlBamqq6bFlWUZLS4vQfeP3+4XFNwwDkUhEWHy3243x48ejuLhYSPzW1lZMmjQJmZmZpsfWdR2ffPKJ0H3T19cnLH5rayu8Xu9Z4zcUG3ijWweQB7gUXFeYikafgVq3jsZ+HUtzORqUaKTxvpaIiCiJTU6T8ECpFV/ZE33IsSLbgqtzJdxVbKA0zfxOJCI6PxbYREREo8C+k9PyVWRZUJHFwpoonvi9ERERUZI7GoouLpNtA4trogTAApuIiCjJNZ7Se01E8cczkYiIKMnFFpXhA41EiYFnIhERUZKLLSpzdQ4v60SJgGciERFRkqt1Rwvsimxe1okSAc9EIiKiJBYbf12SKnFRGaIEwQKbiIgoiQ0MD+H4a6KEwbORiIgoiTWefMCRM4gQJQ6ejUREREmMM4gQJR6ejUREREnKo566giMXmCFKFCywiYiIklRjf7T3uprT8xElFJ6RRERESWp7bHo+9l4TJRQW2EREREnqsxlErHHOhIhOxQKbiIgoSe3zsQebKBGxwCZKcpqm4Qc/+AFuv/129Pf3xzsdIhohjT4DXjW6wMzkNBbYRImEBTZRknvrrbfQ2dkZ7zSIaIRxgRmixMWzkiiJ9fX14S9/+Quqq6vjnQoRjTAuMEOUuGzxToCILtwLL7yAq666CkVFRfFOhYhGWG0fF5ghSlQ8K4mS1L59+7B3716sXr063qkQ0QjzqEBr2EC2jQ84EiUiyTAMI/bDjh07hryh3++HzWZDamqqkMQ8Hg8yMzNhs4npZO/t7UVeXp6Q2Jqmwefzwel0CokfiUQgyzKysrKExA8EArBYLEhLSxMS3+v1Ij09HXa7XUj8vr4+5OTkQJLMv+joug6v14ucnBzTYwOALMuIRCLnPbaapuGll17CrFmzsHDhQuzevRu1tbX4P//n/yA9Pf2s27333nsAgGXLlpmY9Wf6+/uRmpoKh8MhJL7b7ca4ceNgsZjfN6DrOjweD3Jzc02PDQCKoiAUCiE7O1tI/FAoBF3XkZGRISS+z+eDw+FASkqKkPgejwdZWVmwWs2fbs4wDPT19Qlr81VVRSAQwLhx44TED4fDUFUVmZmZA6/Vqk78LDwV5RYffpN+6LRtFi9eLCQXIhqaQdXrzJkzh7xhS0sLsrKyMH78eNOTAqK9c6WlpYMaFDO9//77w/r3DkcoFMKBAweExe/p6YHH48Gll14qJP7Ro0eRkpKCCRMmCInf3NyMSy65RFihUV9fj0svvVTIhVqWZezfv1/Yse3r60NPT89549fU1ECSJKxevRoOhwNtbW0AgOnTp5+zOI8V2KLy/+STT1BYWCjsBqShoQHTpk0TUsCrqooPP/xQ2L7xer04fvy4sPgdHR1QFAWlpaVC4h88eBC5ubnIz88XEn/v3r2YMmWKkBt7wzCwc+dOYfve7/fjyJEjwuJ3dXUhEAhg6tSpA6/9vs0OhIFrC1Mwc6KYv0tEF25QgT2cu/v29nZkZGQI6xGwWq0YN26csF5gAMjNzRXSy+nz+WC1WoXtm1AohGAwKCx+Z2cn0tLShMW32WzIzs4WFh8AcnJyhPSQh0IhWCwWYbkrigKPx3PO+D09PaipqcG3vvWtgZugWK91bm7ukG5cROVvt9uRlZUlLL4kScjJyRHyzZksy5AkSVjuhmGgq6tLWHyPx4NIJCIsvsPhQGZmprD4FosFTqdTSKeKrkfHKovMXWSb7/f7oarqoPgHD8sAdNxYnIk8jsEmSjh8yJEoyWzcuBGyLOPxxx/H448/Puh399xzD6qrq/HAAw/EKTsiGgm1sSXSs1lcEyUiFthESebGG29EVVXVoNe2b9+Ot99+Gz/72c9QWFgYp8yIaCTE5r8uy5Lg5FWcKCHx1CRKMvn5+aeNg21ubgYAlJaWChvbTkSJodEXnZtgaQ57r4kSFc9OIiKiJLK9TwPA4SFEiYw92ESjwIoVK7BixYp4p0FEI2D7yfHXV7MHmyhh8ewkIiJKEkdDBrwqkG0DJqdxgRmiRMUCm4iIKEnEeq85/poosfEMJSIiShKxGUSuzjV/IS0iMg8LbCIioiSxz3dy/ussDg8hSmQssImIiJKARwX2xabo4+qNRAmNZygREVESiA0Pqeb4a6KEx7OUiIgoCcTmv2bvNVHi41lKRESUBDj/NVHy4FlKRESUBDj+mih58CwlIiJKcA1yOgCgjLOHECUFFthEREQJrkFOA8AFZoiSBc9UIiKiBLc7Ei2wucAMUXJggU1ERJTg9ijRISIcf02UHHimEhERJbCdQQeA6Phrpy3OyRDRkLDAJiIiSmA7g3YAHH9NlEx4thIRESWwj8PRbuuKbF6yiZKFZBiGEfuhpqZmyBtqmgZJkmCxiDnhVVWF1WqFJImZkkhRFNjtdiGxDcOApmmw2cR8l6frOgzDgNUq5mEXHtuzS/Zju2fPHgDAvHnzhMTXNA0Wi0XYseVn5+zYLpxbMh/br1mWICjZ8d/a+yhEeEjbfPGLXxSSCxENzaDW4Nprrx3yhk1NTXA6nZg0aZLpSQHAjh07MHv2bIwbN05I/I0bN2L58uVCGnO/34+9e/diyZIlpscGgI6ODvT09KCiokJI/E8++QSpqamYPHmykPj19fWYPn06cnNzhcTfvHkzli5dKuRiGg6H8cEHH2DZsmWmxwaA7u5utLe3Y/78+ULixwrs4Zzrw9HQ0ICSkhIUFBQIib9161YsXrwYKSkppseWZRm1tbVYvny56bEBoLe3F4cPH0ZlZaWQ+EeOHIEsy5g5c6aQ+Hv37kVhYSEmTJggJH5tbS3mz5+PjIwM02Pruo7NmzcL+9x7PB58/PHHqKqqMj32Pj8Q3KWhyKLgb68Rc00hIvMNKrCHU5BYLBZYrVZhPQKSJMFmswmLD0T/vSIKbJvNBkmShOVutVphsViExR8tx1ZEfFVVk/rYxvCzc7rYl3micme7cG4ij62uR5cYT8ZjW9evAdCwICUEuz3L9PhEJAYHdBERESWo7X0aAOCKlFCcMyGi4WCBTURElKC2u6O97/PtwThnQkTDwQKbiIgoAR0NGfCqQKZFx0SrEu90iGgYWGATEREloFjv9aI0Oc6ZENFwscAmIiJKQNv6ThbYGWqcMyGi4WKBTURElIBqYwV2OnuwiZINC2wiIqIEczRkoDVsINsGXJ7C8ddEyYYFNhERUYKJjb9emsPLNFEy4plLRESUYN7ois5/vaLQGudMiOhCsMAmIiJKMLEe7KvZg02UlHjmEhERJZBGX3T+65JUCZPTpHinQ0QXgAU2ERFRAolNz3d1Li/RRMmKZy8REVEC2d4XHX+9lAU2UdLi2UtERJRAOP6aKPnx7CUiIkoQHH9NNDrY4p0AEQ2fqqpYv349tm3bhp6eHowfPx4rVqzANddcE+/UiOgicPw10ejAApsoCT355JNoaGjA6tWrUVpail27duHpp5+GzWZDdXV1vNMjogvE8ddEowMLbKIk43K5UFdXh69//ev40pe+BAAoKytDc3MzNm7cyAKbKIlx/DXR6MAzmCgJrVq1CgsXLhz02oQJE+DxeOKTEBFdNI6/Jho92INNlGTy8/Px1a9+ddBrqqri4MGDmD17dpyyIqKLxfHXRKPHoAI7FAoNeUNN06AoyrC2GQ7DMBCJRITFB6L/Xkkyv5cgEonAMAxhuSuKAk3ThMVXVVXosdV1XfixDYfDUFVVSFyRx1aWZei6Puz4r776Kvr7+/HFL35xSNuKPLayLAttF2LHwGyKogAQt28u9NgOlaIoUFVVWHxN04Qf20gkAqvVanpsXY8WrqJyN6vN39oDABIWZ2kIhT5rvy6kzU9LS7uoXIjo4kjGKVeqzZs3D3lDWZZhsVhgs4npBA+Hw3A4HLBYxNzJh0IhYQ1QrMhITU0VEl9VVei6DofDISS+oiiQJEnYsY1EIrDb7UKPbWpqqpCbp1gRIOrYapoGVVWRkpIy5G3a2tqwYcMGLFq0CBUVFed8b319PQCcNrzELJFIBDabTUiRBETbhZSUFGHHNhwOC2sXLuTYDoeqqjAMA3a7XUh8WZZhtVqFHtux3ub/jX4lArDhfyy7UYjwwOsX0uZfe+21F5ULEV2cQRXUcE7IxsZG5OTkoKSkxPSkAGD79u0oLy+H0+kUEv/NN9/E8uXLhVyofT4fGhoasGzZMtNjA0B7ezu6u7sxf/58IfGbm5uRlpaGqVOnCom/Y8cOzJw5E3l5eULi19TUYNmyZUIKjVAohLq6OmEXr87OThw7dgyVlZVDen9bWxvWrl2Lq6++Gvfff/953x8rsEXlX19fj9LSUhQWFgqJv2nTJlRXVwu5wZFlGVu2bBG2b1wuFw4dOoSqqioh8VtaWhCJRDBr1iwh8RsaGlBUVITi4mIh8bdu3YrKykpkZmaaHlvXddTU1Ag7tm63G01NTRf1gPG2Ph2B3TLKsiT8bdWSQb9rbW2F1+tFeXn5xaZKRCOEA72IkpTb7cYjjzyCqVOn4lvf+la80yGiixCbPWQpZw8hGhV4JhMloXA4jEcffRRpaWn48Y9/LGw4DxGNjM8ecBQzBIeIRhavykRJRtd1/OY3v0FbWxu+973vobOzc9DvJ0yYgPT09DhlR0TD5VGB2lgPNmcQIRoVWGATJRm/34/du3cDAB577LHTfv+Tn/wECxYsGOm0iOgCxXqvq3MscPKqTDQq8FQmSjLZ2dlYt25dvNMgIpNweXSi0YdnMxERURyt7472YK8Yz/HXRKMFC2wiIqI4ORoy0Bo2kG0DKrK4PDrRaMECm4iIKE44PR/R6MQzmoiIKE44PR/R6MQCm4iIKE7Wd0cfcFwxnpdjotGEZzQREVEcNPoMeFWgJFXC5DSOvyYaTVhgExERxcFnw0N4KSYabXhWExERxcEbA8NDOP6aaLRhgU1ERBQHXB6daPTiWU1ERDTCXj+5uExZlsTl0YlGIRbYREREI2xgeXTOf000KvHMJiIiGmFcHp1odGOBTURENIJOXR6d46+JRiee2URERCPojW4uj0402vHsJiIiGkGx8dcrCjk8hGi0YoFNREQ0gtb3nFxghj3YRKPWoMmBOjs7h7xhKBSC1Wod1jbDoSgKent7EQ6HhcQHgK6uLiFxQ6EQVFUVtm+8Xi/C4bCw+MFgUGj+siyjr68PiqIIiW8YBrq7u2G1mt87JMsyNE0Ttm88Hg8ikYiw+DGi4kciEbjdbhiGISS+ruvo6emB3W43PbaqqjAMQ9i+6e/vhyzLwuL7fD4oiiIsfjgchtfrFXJeAdH973K54Pf7TY9tGIbQYxsIBIa87zf2OwCk47JUFaleDzq954/f39+PUCg0rPyLioqG/F4iMt+gAvvYsWND3tDv9yMSiSAUCpmeFBAtsLu6uoRcSIFog9vW1gZJkkyPraoqFEUZ1v4cjlAohEgkIix+f38/rFYrZFkWEj8SiaC7uxsej0dIfF3X0d7eDovF/N4hTdOgaZqwfR8OhxEKhYTFjxH52XS5XPD5fELiq6qK48ePCynydF0XemxlWUY4HBYWPxAIQNd1YfGDwSA0TUMgEBASX1VVnDhxAjab+ZNCx274RB5bWZaHFH9TcAKAdJQZHhw7dmJI8YPB4LCvKSywieJrUEtWWVk55A0bGxuRk5ODkpIS05MCgO3bt2PWrFlwOp1C4r/55puorKwUUmD7fD40NDQMa38OR3t7O7q7uzF//nwh8Zubm5GWloapU6cKib9jxw7MnDkTeXl5QuLX1NRg/vz5Qm7OQqEQ6urqhB3bzs5OHDt2TFj8TZs2ARjeuT4c9fX1KC0tRWFhoZD4mzZtwty5c5Gammp6bFmWsWXLFmH7xuVy4dChQ8Lit7S0IBKJYNasWULiNzQ0oKioCMXFxULib926FWVlZcjMzDQ9tq7rqKmpEbbv3W43mpqahhS/fnsEgIEfzy9GRdakIcVvbW2F1+tFeXn5RWZKRCOFA8CIiIhGwKnT81Vkmd+5Q0SJgwU2ERHRCHiDi8sQjRkssImIiEbAwPLoXFyGaNTjWU5ERDQCYtPzsQebaPRjgU1ERCTY6yeHh5RlSXCaP1EKESUYFthERESCxYaH3Mrea6IxgQU2ERGRYOtH4AHHp59+Gl/5ylcARKcmvP766/HYY48J+3tEdHYssImIiAQaqen5vvnNb6Kurg4dHR3493//d4wfPx4//OEPhf09Ijo7jgQjIiISaKSm50tLS8N9992H++67D729vXjvvfeE/j0iOjsW2ERERAK91KECGJnZQ5YsWYKHH34YW7ZsEbLiKRENDYeIEBERCeJRgX0+A4D4+a+7u7vx/e9/H9/+9rfxhz/8QejfIqJzY4FNREQkyBvd0dlDbimwCJ2eT1EU3H777fjZz36GRx99FK+//jo6OzvF/UEiOicW2ERERIK80RUtsFcUih0e8v3vfx8VFRW44447kJ2djTvuuANPPPGE0L9JRGfHMdhERESCxFZvvDpHbH/WU089NehnFtdE8cUebCIiIgFOXb1xcpq46fmIKPEMuwdbURTs2rULO3fuxMKFC1FSUiIiLyIioqQWG39918SL+7J448aN8Hq9UBQFCxYsMCM1IhJsyGf9qYV1KBQCAGzbtg1XXXWVsOSIiIiS1fqTBfbFzh7icrkARAvt+vp6LFu2DJdffvlF50dE4py3wFYUBbt378YHH3wwUFgTERHR2TX6DHhVoCRVMm31RsMw4Ha78eqrr2Lnzp246qqrcOmll5oSm4jMddYC+0w91kRERHR+a4/HFpcx71EnSYoW6oZhoKOjA+vWrUNeXh4WL16MsrIy0/4OEV280wpsFtZEREQXZ7v75OwhueZPzxcrtAGgt7cX69evR21tLaqqqlBRUQGLhfMXEMXbQIHNwpqIiOjiHQ0Z2OczkG0DbjWxB/tsDMOAx+NBTU0NamtrsWjRIixYsAA2G2fiJYoXyTAMAwBefPFFHD9+PN75EBERJbUPChdg4yVLUe5qxsqjG+OSwyWXXII777wzLn+biE6ZB9tqFbvKFBER0ViwNy86w8dlnpa45cDea6L4GujBvtAhIj/96U+FJLZ9+3aUl5fD6XQKif/mm2/i5ptvHjSWzSw+nw8NDQ1YtmyZ6bEBoL29Hd3d3Zg/f76Q+M3NzUhLS8PUqVOFxN+xYwdmzpyJvLw8IfFrampw7bXXwm63mx47FAqhrq4O1157remxAaCzsxPHjh1DZWWlkPiPPPIIAHHnbX19PUpLS1FYWCgk/qZNm1BdXY3U1FTTY8uyjC1btuDGG280PTYQnWrt0KFDqKqqEhK/paUFkUgEs2bNEhK/oaEBRUVFKC4uFhJ/69atqKysRGZmpumxdV1HTU0Nbr75ZtNjA4Db7UZTUxOqq6txNGRgZm0E2Tag5wvmfE5j5+3ZGIYxcC3LzMzEokWLMH/+fCFtIBENzcAtrt1ux+LFi1FZWcmx2ERERBfgjZOrN64YL/5b4VhhLUkSnE4nqqqqUF5ezm+kiRLAad8hsdAmIiK6MC91RKfnu9jFZYZCkiRO00eUoM46SOvUQpsLzRAREZ1bbPYQQHwP9sSJE7nQDFECO+9TEHa7HVVVVbjiiivYo01ERHQWseEhtxRY4BT0jGFubi6uueYazJw5U8wfICJTDLkJ+HyP9s6dO7FgwQKRuRERESWN2PCQFYXm9l4vWbIEe/bswZIlSzBv3jwuJEOUBIZ9jx3r0U5PT0dOTo6InIiIiJKKHzZhw0NKS0vhdDpRXl5ualwiEoe3wURERBepTnMCEDs8hIiSx1mbAVmW8fHHH6OpqQlNTU1YuXIlFi5ceNr7tm3bhldeeQXd3d0oKCjAqlWrhM3/fLEMw8Bbb72Fd955B93d3di0aRNuuOEG3HTTTfFObUjC4TD+9Kc/oba2FqFQCBMnTsR3vvMdTJkyJd6pDYumafi3f/s3nDhxAs899xyys7PjndI5qaqK9evXY9u2bejp6UFGRgasViuuueaauOaVTOfexTh1/3d2duKtt97CrbfeGvf9fyE0TcMPfvADtLe3J8VnH/is3Xnvvfcgy3JStTuntvk9PT145513hLX5daoTwIUPDxmN11yiseysBfaf/vQnrF+/fuBnTdNOe8++ffvw4osv4uabb8a8efOwZ88ePPXUU3A4HFi8eLGYjC9CTU0NXnzxRdxyyy2IRCKw2Wx4/vnnASDhi2xVVfHzn/8cXV1duOGGG2Cz2WC324UtxCPSnj170NPTE+80huzJJ59EQ0MDVq9ejaKiIrz11lt4+umnYbPZUF1dHZecdu7ciSeffDJpzr2Lcer+d7lcUBQl7vv/Qu3ZswednZ3xTmPITm13lixZgmnTpsHv9ydNuxNr87/0pS9BlmVhbb5Xk7BDjw6ZvNDhIUO55o6l854o2Z11iMhXvvIVPPPMM+dc8e3dd9/FnDlzcPfdd6OiogJ33303ysrK8OqrrwpJ9mLV1dVh+vTpuOuuuzBhwgTcfffdmD59Ompra+Od2nlt2LABhw4dwkMPPYTFixdj8uTJuOWWW5JuHHxfXx/q6+vP2DOTiFwuF+rq6vCVr3wFX/rSlzB79mxcddVVKCkpwcaNG+OW1yuvvJJU596F+vz+Ly4uxp133hn3/X8hPB4Pdu7cmVQ3Bae2O/PmzcOMGTOSqt2Jtfl33nknJk6ciG9+85tC2vwNnmhRfTHDQ4ZyzR0r5z3RaHDWAjv2EGNGRsYZf68oCo4fP37asryzZs3C0aNHEYlEzM3UBLIsn/bvycrKSshcP6+urg6zZ8/G5MmT453KRXnhhRcwY8YMTJgwId6pDNmqVatOuyGYMGECPB5PXPKRZRlHjhxJqnPvYiTa/r9Q69atw8yZMzFp0qR4pzJkyd7ujFSb/3ZvdJnyi5k9ZCjX3LF03hMluwt+yDEcDsMwDGRmZg56PSsrCwDg9/svLjMBli9fjv379+ODDz6Aqqqor69HY2Mjrr/++nindl4dHR1IT0/Hb3/7W/zrv/4rfvnLX+KXv/xlUhUZ+/btw969e5Pqq8z8/Hx89atfHXRDoGkaDh48GLcFHgKBQNKdexfqTPtfVdW47v8LsW/fPnz00UeoqqqKdyrDcmq789RTT+Ef//Efk6rdObXNVxRFSJt/NGRgozfabS1ycZlkvOYSjWU2AFizZg0aGxsHXvztb3+LvLy8c25oGMYZX5ek6J38mcaPjaQz/ZtuvPFGuFwuPPbYYwOvr1q1CjfeeGM8UjyrM+UuyzJ27dqF2267Dffccw8OHTqErVu34te//jX+7d/+LY7Znu5M+Y8bNw7PPfccVq5cifT09Dhmd25DORf27t2L/v5+rFy5cqTTAwDoun7G1xPl3BNt/fr1cd3/w6WqKp577jnccMMNyMjIQDAYjHdKQ3Zqu3PbbbdBVVW89tprCdnunEmszf/1r3898JrZbX5scZnFFjecNnHfzCX6NZeIBrMBwD333DOo0R83blzcEjLLmf5N27Ztw1tvvYXbbrsN/f39yMzMxBtvvIFJkyYl1LjIsx2Pq6++GnfccQfa29uRkpKCCRMm4JlnnsGnn36K6dOnxyvd05wp/zfeeAOyLOPmm2/G7t2745jduZ3vXGhsbERDQwO+/vWvo6SkZKTTG/Pa2tqwcePGpNr/sc/+F77wBbS2tsY7nWGLtTsNDQ0oKipCenp6QrY7ZxJr81etWgW/34+MjAzT2/zY4jJX2TwAkmfoGxGJZQNwQeNhY3fNnxe7y7ZaxX1VNhSf/zdFIhH8z//8D6655hrccccdePPNN3HzzTfD7/fjd7/7HRYtWgSHwxGnbAc70/Gw2WxIS0sb9FpsLN6xY8cS6kL3+fx7enrwl7/8Bd/61rcSZh+fzbnOhba2Njz99NO49NJLsWLFihHMarCzreKWKOeeKG1tbXj33Xdx1VVXxXX/D0cyffbPJJnanc87tc1fvXo1ampqTG/zj4YM7PMZyLIauMHqMinzM0v0ay4RDXbB0+GnpqZCkqTTxn3Ffj7bgxrx0tXVhWAweNoFYebMmdi0aRO6urpwySWXxCm783M6nXC5BjfgiqIAQMJfuDdu3AhZlvH444/j8ccfH/S7e+65B9XV1XjggQfilN3QuN1uPPLII5g8eTKuuuqquOaSkZGRVOeeGWL7Pz8/H/fcc0+80xmyUz/7n5cMn/1kbndGos1/qSM6LONGpwYIHvmTbNdcorHuggtsu92OiRMn4qOPPhr0+scff4ySkhKkpqZedHJmii3o0NbWNuj12Fe2ib7gQ1lZGbZt2wafzzfw2v79+wEg4Rd8uPHGGwc93NXY2Iiuri5s2bIFP/vZz1BYWBjH7M4vHA7j0UcfRVpaGh544AHs3bs3rvk4HA5Mnjw5ac69i3Xq/l++fDlstuRZJu/Uz77H40FbWxs8Hg/efvvtpPjsJ3O7MxJt/kvHowX2TbmG8ALbbrePqfOeKNld1JVq+fLlWLt2LdauXYv58+ejsbERjY2N+N73vmdWfqZxOp1YtGgRNm7cONAr8/rrr6OmpgZXXnllwo87X7VqFXbs2IE1a9bgC1/4Ak6cODHwdfnEiRPjnd455efnIz8/f+Dnrq4uyLIMACgtLU3omxtd1/Gb3/wGbW1t+N73vofu7m7s6fZhSksLgOiQkng8tLly5Ur86le/Sopz72J8fv8fPnwYhw8fRkpKCoD47f+hOvWz73K5IMvywFf5if7ZBwa3O/Pnz0drayteffXVpGh3Tm3zx40bh76+PlPb/EafgdawgZJUCV90qmhqNynxcxgr5z3RaHBRBXZFRQXuv/9+vPLKK3j77bdRUFCAb3/721iyZIlZ+Znqu9/9Ll577TW8++676OnpQUFBAVauXIkvf/nL8U7tvPLz87FmzRq88MILePHFF2G1WrFkyRJ84xvfiHdqo5rf7x94KPPU2WfqX/0jAOAnP/kJFixYMOJ5VVVVJdW5d6HOtP9PXVQjXvt/rDi13XnttdfgcDiSqt2JtflbtmyBy+VCfn6+aW3+2uPRhxtXjL/g2W6Hbayc90SjwXkL7BkzZmDdunVn/f3SpUuxdOlSU5MSJSUlBatXr8bq1asHHnI824MjiWjSpEl48MEH0d7eju7ubsyfPz/eKV2w6667DnfccUe80ziv7OxsPPu/6zBjexje6PUUBoDYp6Ykw4p4lXfJdO5dqOzs7EHtz6ZNm1BdXZ3UX4evWLEiaR7SBD5rd2KziBQXF8c7pSGLtfm33377wEOOZll/cnq+u4ptgGpa2FF1zSUay0bu1psoST3RqsKrRgtrw4gW17EZaZ9s03A0dOb5aYlodHq9Wx8YHlKRlTydNEQ0ciTjlNnr6+vrh7xhf38/7Hb7aVM4maW3txfZ2dmw2+1C4nd1dWH8+PFCerBVVYXX6z3vYj0XKhQKQZZlYePGfT4frFarsLGtfX19yMzMFDYLQXd3N/Lz8886nd1w/U+4EM+HT38YLdaT/ZuMFsy3B0z5W5FIBKFQCE6n05R4n7d582YAwLXXXiskvsfjQVpa2sAYabP19PQgNzdXyJRkuq7D5XJh/PjxpscGoou2BAIB5OTkCIkfCASg6/rAyn5m83q9SElJEfbtgcvlgtPpFPIQq2EY6O7uNu2h0n8PXoINcg6+mdqF/ye1C4qiwOfzITc315T4nxcKhaAoyrDG7C9cuFBILkQ0NINastLS0iFveOTIEWRmZqKgoMD0pIDo2MsJEyYIm3qou7sbkydPFhI7FAohGAwOa38OR29vLzwej7D4bW1tcDgcKCoqEhI/FAqhqKhIWCHgcrlQUlJiWhHm7EoFOgcPDTlVUVERSjPN+Y7Y7XbD5XIJO7YxouJHIhGMHz9e2A2C2+3GJZdcIuTGW1VVuN1uYfumv78fHR0dwuJ3dnZCURRh041++umnyMnJEdZx0N/fj+LiYiEFvGEYpp5XO5qihe69U9JxiaMUfr8fkUhE2LHt6elBIBAQ3i4QkXkGFdjDubvv7OxEdna2sGmmDhw4gNzcXGEXagDCerB9Ph+OHj0qbN8oioJwOCwsvsvlQlpamrD4LS0tQi/UkiShoKDAtCJslqYBndG5f41TqmwJQJYN+PI08/4dhmHA5/MJn75NVPzW1lY4nU5h8S0WC/Lz84UUYbIsQ5IkYblbrVa4XC5h8WNFnqj47e3tGDdunLD4H330EfLy8pCZmWl6bF2Pjpc2I/e1HRr6NQVlWRKuuCTaweRwONDR0SFs34TDYei6nvDTOhLRZzgGm+g87ppoRVmWBAmAJEULawlApg14bk5iL7ZBROZ6oys69/UDpckzHzsRjTy2EERDsLsqBY+3anitU4HX68Wyklx8t9SGyWl8wIlorDgaMrC+J9obvmI8lyYnorNjgU00RA+UWnHfeBl1dftx7WViHhIkosQVWxr96xOtcPLqSUTnwCEiREREQxBbGv2uiey9JqJzY4FNRER0Htv6Ppv7emkuL51EdG5sJYiIiM5j7cnhIXcVs/eaiM6PBTYREdE5eFTg9ycL7Ds5PISIhoAFNhER0Tm80R0trm8psHDmICIaEhbYRERE5/BEa3Sl1hWF7L0moqFhgU1ERHQWjT4D+3wGsm2cPYSIho4FNhER0VmsPR7tvWZxTUTDwQKbiIjoDDzqZ4vL3FXMlWWIaOhYYBMREZ3BG90avCpQnWNBRRYfbiSioWOBTUREdAZrPj05PIRzXxPRMLHAJiIi+pxTV27k+GsiGi4W2ERERJ/DlRuJ6GLwqQ2iJKSqKtavX49t27ahp6cH48ePx4oVK3DNNdfEOzWipHc0ZHDlRiK6KCywiYah1gPsNPJQ4DPi+tDTk08+iYaGBqxevRqlpaXYtWsXnn76adhsNlRXV8ctL6LRIDZzyNcnWrlyIxFdEBbYREPQ6DNwb5OMfT4JwOVY834EK8Zb8OwcB5wjfBa5XC7U1dXh61//Or70pS8BAMrKytDc3IyNGzeywCa6SLGVGzn2moguFMdgE52HRwVu3yNjny/6wNMtBRZk24A3unXc1yTHJadVq1Zh4cKFg16bMGECPB5PXPIhGi3WdkSn5ivLkrA0l5dIIrow7MEmOo+1xzW0hg2UZUnYXZUy8HrBljDe6NbROMLDRfLz8/HVr3510GuqquLgwYOYPXv2iOVBNBq9dDw6POSBUl4eiejCSYZhGLEfNm3aNOQNFUWBxWKB1SrmK7RIJAK73Q6LRUwPQjgcRmpqqpDYuq5DURSkpKSc/80XQNM0aJoGh8MhJL6iKJAkCTabmAuMLMuw2WxCj21KSgokyZyi948oxR+NEjw4zYaHpn22T76yR8b6Hh0/xUdYLPWa8rfOdGzffvtttLe3D/z8ta99DZmZmYO2a2howJ49e7Bq1Srk5uaeNf6uXbsAAJWVlabk+3myLMNqtQprF8w+tqcyDAORSERou6CqqrDzVlVVGIYBu90uJL7oYxuJROBwOIQcW2Bobf5+OPH/GmVIh4r/kXYhE+qQYo9Em6/r+rCO7XXXXSckFyIamkEV1HDGbn700UcYN24ciouLTU8KAHbu3InLL78c2dnZQuJv3rwZS5YsEdKYBwIB7Nu3D1VVVabHBoATJ06gt7cXc+bMERL/4MGDSE1NRUlJiZD4u3fvxrRp05CTkyMk/tatW7F48WLTbhD+2gqgFWjs1we93uiL3psuLp+Faqcpfwo9PT3o6OhARUXFwGuXXnopgsHgwM8lJSWD/m2NjY348MMPcccdd+Cmm246Z/xYgS1qnPbevXsxadIk5OfnC4lfW1uLhQsXCilkFEVBXV2dsH3T19eHI0eOYMGCBULit7a2QpZlXHrppULi79+/HwUFBSgqKhISf8eOHaioqEBGRobpsXVdx9atW897bP9wAEBXtPf6i6VDb7+9Xi8OHDhw2rAtsxw/fhz9/f24/PLLhcQnIvMNqkCG03NjtVpht9uF9fZIkgSHwyEsPhD994oosGM9wKJyj/Xsi4pvtVphs9mExbdYLMKPbUpKimk9eV8o0PFoa7S3+va9MiqyLHi9W0PbyWEj1xWZV+yd6dhOnjz5rO9va2vDU089hauvvhqrVq0a8t8ReWxFtgtA9NiKiB/7RkVU7g6HQ+h5a7PZoGla0h5bSZKEHVtdj94cnyv20ZCB/+2KAAC+WZKC1NShXxtCoZDQNt9ms8FqtQo9r4jIXBxkRnQeS3Mt+PpEK37foeGNbh1vdEcv1hKAf5oi5uv4oXC73XjkkUcwdepUfOtb34pbHkSjwcMt0eEgnJqPiMzAR6SJhuC5OXa8c4UDPykFvia1YYnTAh3AM8eGNkbTbOFwGI8++ijS0tLw4x//WNh4eaKxwKNiYGGZU5+zICK6UGxJiIZoaa4FC9MM1B1rwxXzZ+DS7WFsd+t4vVvHreNH7l5V13X85je/QVtbG773ve+hs7Nz0O8nTJiA9PT0EcuHKNnF5r1m7zURmYUFNtEFcNqAh6bZ8eMDCn78iYJbx4uZPeBM/H4/du/eDQB47LHHTvv9T37yE2EP0hGNNh6VC8sQkflYYBNdoAdKrXiiVUVr2MDDLeqIfbWcnZ2NdevWjcjfIhrt1h6PLixTnWPhwjJEZBq2JkQX4Xdzog85PtGqwhOf4dhEdBGePNl7zbHXRGQmFthEF2FprgXVORZ4VeCHnyjxToeIhmFtR3SV1pJULotOROZii0J0kWK92L/v0AYWnyGixLfm05O919PZe01E5mKBTXSRJqdJuL8k+nDUj9iLTZQUTu295sONRGQ2FthEJnhouh3ZNmC7W8e2Pv38GxBRXLH3mohEYoFNZILYtH0AcF8Te7GJEtnjrey9JiKxWGATmeSBUitKUqWBafuIKPF4VGBNS/QmOPb8BBGR2VhgE5no1Gn7job4wCNRonmiVeW810QkHFsXIhMtzbXgloLotH0cKkKUWE5dtZHzXhORSCywiUz2uzLHwAOPr3fzgUeiRMHeayIaKWxhiEx26gOPP/5E4QqPRAkgINnZe01EI4YFNpEAD5RaUZ1jiT7w+CmHihDF23OWS9l7TUQjJuFamegYOQ0vqcX45XEbV8ajpPXYZdFe7CfbuMIjJS+PCrzUoeG5YAF+052WlA/v7vMD71kmAODMIUQ0MhLqe7LXu3Xc1yTDqwJAMXAc+MXxCO6caGWjSEmnIkvCg9NsWNOi4t4mGbuqUuKdEtGwNPoMXLcrcrJNHg+EgN/0RPCLmXY8UJo880fHVlh9cJoNk9OkOGdDRGNBQvVg/+gTBV4VKDtZmNxSEE3vpQ4Nazu0OGdHNHzfLbWhJFXCPp+Bx1v5Gabk8sOTbXJJqoT7S6z4+kQrsm3Ajw8oSfMA79oODbUeA+lQ8d3ShOpTIqJRbFBrI8vykDfUdR2qqg5rm3PZ5wfawtGvHjdXpsB5MrN7mhT8vkPDh24Fd+SbW6DIsgxJMr83Q1EUGIZh2r75PFVVoeu6sPiapkHTNGHxdV2HoijC4sf2vWGY/1X2cI9tOoBHp0v4WpOBNS0K7ijQBj7bZyL62MaIPLZmtgufZxgGFEWBxWJ+3wDP29PVuqNF9KZKx0DP7+OtFvz4gIIXj8n4otO84xA7tmbm71GBH30S/Tfcox9Cuj4bInb/SHx2hntsHQ6HkFyIaGgk45QqZMOGDUPeUFVVWCwW0y50++HEg5a5qM6xYHPlZw3D2g4N9zUpmGQE8A84gKlGP8woiWVZFtYAGYYBVVVht4sZ1qLrOnRdh80mpjdG06I3MlarmK+AVVWF1WoVcnMDRC92ovb9hR7bf8ds1FsKsMjowU+N5rO+T/Sx/fDDDwEA8+fPFxLf7Hbh8xRFgc1mE/LZ4Xk7mB82/K1lCcbZgO4vpA68vq1Px/W7Zcw2PHjE2GvK3wLEHNv/lSbjT9JkzDY8+NdIfVK3+YZhDOvY3njjjUJyIaKhGdTSD+eEbGxsRE5ODkpKSkxJ5EoVeHBLGLVuHR4VA7182/qivQ/tUgb+AfOR5wC+NN6K6/MsuC7finEXeK168803ccMNNwi5UPt8PjQ0NGDZsmWmxwaA9vZ2dHd3CyuSmpubkZaWhqlTpwqJv2PHDsycORN5eXlC4tfU1GD58uVCLnahUAh1dXW49tprh7XdZSEDle9HsFMtQFrl9WedxaCzsxPHjh1DZWWlGemeJlZgi7r41tfXo7S0FIWFhULib9q0CdXV1UhNTT3/m4dJlmVs2bJF2L5xuVw4dOgQqqqqhMRvaWlBJBLBrFmzTIv57S1heNXoWOyKrGhb+UZ3tJCfOj4XN84zb19t3boVlZWVyMzMNCXe0ZCBP9VGAAC/uqIAgQ+swo6t2+1GU1MTqqurhcRvbW2F1+tFeXm5kPhEZL6EGYPttGFgzPWM7WHcvlfGjO0R/L5DQ4YV+LtJViwaZ4FHBV48ruFv9ymYsDWML9TL+M8jKvZzlgZKYJPTpIG5se9r4tzYlBweODlmeeH7Edy+V0bl+xE82RYtsB+antgPnsdWUv36RCuuzuGDjUQ0shLqiY/flTlw734Z63t0vHHyAZqSVAl/nucY6D0JaNFxgRtdGt7q1lHnif7voUMqJqYAN+RbcUO+FdflW5CZPA+50xjwQKkVazuiN4MPf6oMTONHlKjG2SQYBiBJGGiTs23RKShjbXIierxVw3a3PpArkBwPZBLR6JFQBbbTBvx5ngONPgMv7/4Yi6dNwlUTswc9FJZhBW7Mt+DGfAt+fRlwMGhgY4+ODS4N2/t0PH9cw/PHNdgk4Kqc6Pu+WGDF5RmJezGgseO5OQ4sPNkLuGK8lQteUMI6Goo+mCtJwH/OtMN7/Chm52dhwSUFCT3VXSxvAPjdHAecNkBnfU1EIyyhCuyYiiwJXqsL5dkTzznjAgDMSJcwo9SK75ZaEdSArX063nFpWN+tYVufjm19Ov7fgypKUiXcWGDB9flWLGdRQ3Fy6tzY9zUpqF+cct7POFE83NcUnaLvlgILvldqRYPLg6KMVBQncHENDM771vFs64koPkbVpT3dCtxcYMHNBRb85nI7Pg4Y2NCjYYNLx1/dOp45puGZYxocEnCZbR4Ot+m4scCCGemJfcGg0eWhaTa83q1xqAglrFOHWPyuLHmme0vWvIlo9BnVt/eXZ0j4wWQbNl7hQNcXUvHyXAfumWRFjh3YZ8nDjw8oKPtrBJfVRvCDTxTUuHSE+FUijYDn5jiQbYsuox6bKYcoEZxpiEUySNa8iWh0GtUF9qkyrcCt4y14epYdbctS8StlJx6+1IarnBa0hQ083abhyx/KKNoSxooPZTzdpuFIiDOTkBgVWZ/NKnL7XpmzilDCSNYhFsmaNxGNTmO2FSo1fPjxZCu2LHTgxDWp+GOFA98otiLLBmx06fjBJwouq42gvC6CHx1QsL5Hh5dFEJnogVIrqnMs8KrAfU1iV24kGopkHWLxw0+UpMybiEYvfokGYJwNuK3QgtsKLQDs2NNvoMalYUOPjl1eHQcCGp5o1WABMDdbwtLc6OwPS3IsyOJUgHQRfjfHjsr3I3ijW8fr3ToWxTshGrOSdYjF2g5tYG7uzZV8aJiIEgObojOYly1hXrYNP50KuFVgs0tDjUtHTY+GD/sNfNiv4tdHo++tHCfh+jwrbiiwYNG4MfuFAF2g2AI0Pz6g4L4mGX+9jJ8hio8fH0i+IRaNPgM/+iR6U/DsnMSem5uIxhYW2OeRYwNuL7Li9iIrDNix22tgg0tDTY+Ghn4Du7wGdnlV/PthIM8OXJdvxTWZFuSBM0PQ0DxQasUb3Rpq3Tp+2JaKn/FbERphj7dqeKM7uYZYeFTg9j0yvGp0tca7JvLEIaLEwQJ7GCREe6wrx9nw0DQbXAqwsSfau73JpaFXAf50QsOfYAWwAIt2yrixwIIb8q1YkM2eFTq72FCRd/odWJY5DpXxTojGjEafgR8fSL6hIfc1yWgNGyjLkvDcHHZoEFFiSY7vARNUvh3424lW/L7cjhNfSMV7Cx34yVQb5qRHp13b6dXxb5+qWPxBBJe8F8Y9TQr+3KnxYUk6zeQ0Cb+bE+05fCRQjKOcwYZGgEcF7j35gO39JdakGRpyb5My0OP+57nJ0eNORGNLcrSmScACoMppwb9Nt+G9Cg1/cnyIZ2bbsbIw+iBktwz8vkPD3+5TMH5LGMvqZfzHERWNPhZSFHXreAuuy5LhN6y4fS9nFSHxfvSJgn2+aC/wQ9OToxf43iYFL3V89lBjIi/bTkRjFwtsQXIg4xvFVvypwoHOL6Ric6UDP5piw+zM6MXgfY+Onx1SsfD9CKZsC+NbzQpe7dLh1+KcOMXVr0rDKJRk7PMZ+OHJh7eIRFjboeGlDg3ZtujCR8kwNOTxVm2guOZDjUSUyFhgjwCbBFTnWPDvl9rw4eIUtFydgidn2XFLgQUZVqAjAjx/XMMdjTLy3g3j+t0yHjuqotnP3u2xJtui49GsNgDRVR5f7+Yqj2S+o6HPZt947LLkKFTXdmgDY8WfnWPnQ41ElNBYYMfBpFQJ902y4s/zoku4b7jCge+X2nBZRvQit61Px08Pqpi/I4Lp2yO4/6PoQjdB9m6PCZdaQ/jFzOjX9fc1yecdj61pGn7wgx/g9ttvR39//0ikSEnu9r3ywJR8yVCoru3QcF8Ti2siSh5J8KXg6GaXgGtyLbgm14L/mGnD0ZCBt3t0bOrVsLVXx7GwgWfbNTzbHq2ul+dZUGVPx3w9OcZL0oV5oNSK7X0a1vfouH2vjF1VKWd971tvvYXOzs4RzI6S2Q9PjrsuSZWSYkq+Hx1Q8ETrZ8NCWFwTUTI4bw/2tj4da1pGbtoLjwqsaVHxI/ly3H3IPtCwjhWT0yT8fYkVr85zoHt5Kt5c4MD9JVZMT4/2br/bq2NNZzpW9V2Ky2oj+P7HCja4dIQ4kmDU+V2ZAyWp0jnHY/f19eEvf/kLqqurRzg7Skavd+sDqx7+ed7Qxl17VOCJVg3f8U7Gj49nDoyBFs2jAtftkllcE1FSOmPz6lGB9d0aHv5URWs4+vX01ydahT+t3egzcN2uyMlp7LLQ6AZq3ArWdqjn7MEbrRwScF2eBdflWfAYgJaQgZoeHa8dC6A24MCRkIH/Oqbhv45pSLEAy3Kjc27fVGDBFD5Zn/SctmgRtPD9CJ5s03B17unTqL3wwgu46qqrUFRUFKcsKVl41OiQIwD4xcyhjbv2qMDCHZGT14EM7PEAf/EoeKNbwzqB0+M1+gzc2xR92DfbFp0tJBnGiRMRxQy6WkcbNQUztodxb5OC1nD0a8QHp43MSJJ7mj4bF/jyXAd+MdOObBuwz2fg8THWk30m09Ik3F9ixQul/Xgv/xO8Nt+Bb10SvfGJ6MBGl45/+ETBZbURzPlrBD86oGBzrw6Zz0omrYos6azjsfft24e9e/di9erV8UqPkkhs1cPqHAseKB1aT/BX9kQXc6nOseDZOXb8YqYdJakS3ujWsVZQT/ZLHRqu2xUZmD5wVxWLayJKPgOV81f2yFjf89k4gywrMN6uY7zNwLtdKt7tGrxhKFQMq9sKR3vAlEQCuoT9QUt04YB5n/WMtIaiX2l+0heAK8PcuYF7e3tNjRcTCoWgaRpcLpeQ+H6/H4iEUIk+VBYADxUAB8MWvNdvxbteG/7qs+JQ0MChVg1PtGpIkQwsydKw3Knj2mwFxY5zV9zhcBi6rgvLX1EUeL1eGIaYyt8wDPT19cFqNf/rZFmWhe4bn88HWZYHxe/9nyew4qOPAAA//i/gkUceQVZWFp555hlcf/31UBQFgUD0POzt7YUsn/88EZW/LMvo7+8Xsu8BQNd19PX1weEwv/dUVVUYhiFs33i9XiiKIix+IBA4a/zvH03BdrcdWVYD/13ig8s1tHOv1p0JILrSaOwbTKcduK9JwXNHw7jJETIt/0NaGv5lr4GdwehwqK/kKvj5JTIyAwZcF3mZibU1IttkVVWFxg+Hw8OKn5+fLyQXIhqagQL7aPizBtcwgH4V6NcsaDnrppmABsCkmtcwAEnCacNQKrItADR80hfEofARc/4Yog3uwYMHIUnm94yoqopIJIJDhw6ZHhuIFsCKogyKLwG45uT/QpkWNGjZ2Klm4QM1Gz2GA+/22/BuP/BTOFAqhXCl3Ycrbf0os/phw+CLrd/vh9VqjRbyAoRCIbS3t8NuF/Ogpq7r+PTTT2GxmD9JjqZpp+17M0UikdM+O4sWLcLMuQvwcGgyeg0bftZqxaKmPyEYDKKkpASHDh0auPAePnwY6enp5/07ovIPBALo6OgQVmioqoojR44IOba6rkPTNGH7RlEUBINBYfFDoRB0XT/tBmuDmod1oRIAwK9TD6L7cBDdQ4jnM6wAygEMbpdLU6P/7Q+FTfm3+GHDC5FC/FmfCwSBQknG/anHUa140H0YQ8r1fAzDgK7rQo9tOGzO/jiTcDgMVVWHFZ8FNlF8DRTYmytT8MbJcddtJ4vtDCuwqtCK6/IsKEoZXIi2tLQgKysL48ePNyWRzoiBu/ZHn27f1qdjaa4FHhV46Xj0a8hrJuejapp540zffPNNVFVVCSmwfT4fGhoaUFVVZXpsAGhvb0d3dzfmz59/1vd84ZT/bvIb2NCjYYNLR61bR6uRhlY5Df9XHo90K7A814IbCqz4UoEVE1KA5uZmpKWlYerUqULy37FjB2bOnIm8vDwh8WtqarBw4UIhBXwoFEJdXZ2wY9vZ2Yljx46hsrLytN/N9hlY+H4ENV4X9PpduP/b3xp4uLGnpwcAUFlZiezs7LPG37p1KwAIy7++vh6lpaUoLCwUEn/Tpk1YsGABUlNTTY8tyzK2bNkibN+4XC4cOnRIWPyWlhZEIhHMmjVr4LVGn4FH348AiD4keOfEiuEFfScMIDpNXuwBw9jQkE/0DLw7vhK3jLde0BCON7p1vNSh4o1T5nr/x0t0/PDSbDhtZ/8MXwhd11FTUyNs37vdbjQ1NQmL39raCq/Xi/LyciHxich8AwW20wbcNdGKuyZa8Xq3jidaVdS6dbx0crWvA9WDl6R1HgsiJz0FJbnm9SQ9266h1q3j+t0ySlOlgQcsAWDFeD49fqHmZEqYk2nDj6ZEv5nY3Ktjg0vDOy4NJyLA+h4d63t03A8FczIlXIFcLIeGUgOwcuhjwqjIkvDsHDt+9dxm6IqMxx9/HI8//vig99xzzz2orq7GAw88EKcsKVEcDUUfGgeA+0usFzQDx/0lVjzZFp2Des2nKjyqcfIhdEDRgYdbVDzcoqI0VcKKQguuzrGiPEs67ZtIjwrs8+loDRlo9Ol4o0sf1L7fUmDBbe7duOWScmRy8lgiGgXO2JTdOt6CW8c70Ogz8HirikafLnwGESA69vore+RoL+vJxjfbBvxujoMPuZgk2wasKrRgVaEFgB17fZ/1br/v0dHkN9CEHLzgB/6+M4xr82Mzk1hRmPhT5o56d020ouG6G/C/Uxci0wo8NcuBGRkStm/fjrfffhs/+9nPhPUeU/LwqJ8tJlOdY8Fjl13YtzkPTbfDowK/79AGtckPTYvOQrK2Q8Mb3dHfPXHymY+hKkmV8N1SG1aMt2BymoStWyMXlCMRUSI6Z19BRZaE5+aM3IImThuwuTJaxT2+dQ+WzZqK8sJxI/b3x6K5WRLmZtnwk6mAVwXecWn430/78H4kHX2aFa926Xi1SwegYG6WhC8WWHFjvgULnRYuAxonv7lyAo6n5GF9j46fBSRsmpWCvLxmAEBpaek5h4jQ2PCjk4vJlGVJgx4aHy6nDXhujh3PzbHj2Q8+QVnhOFw5ZcLA75fmRm/UG30G3ujWsK0v2kvdFj79IcrqHAtK06K92ysucFgJEVGySNgv4+ZafShJ4fxyI2mcDbi9yIpZvd1IS0tDX/6Uk73bGnZ5Dez1GdjrU/H/HY5eeK/Lt+KGfAu+WGBFPheWHFG/K3Pg2pNTmd2+R8Z3450QJYyHW1S81KEh2wY8N2doi8kMxXx7AEWOrDP+riJLQkWWDQ9NO/13HhWm5UBElCzY7NFZXZEt4YpsGx6cZkOfAmx0aag5uYx7nwKs69SwrlODBAVXjJNwY74VNxZYsSBbAvumxHLagD/PdaDy/Qi2u3WUTv0i1q1bEe+0KM62hDKwpj06SDpRhtaxuCaisYhNHw1Jrh346gQrvjrBCsCODzw6Nrp01Lg07Ok3sMtrYJc3+sBTrh0ni20Lrs+3IoefMiEmp0nYXJmCa3dF8FKHhqtzLVxKegz7RHbgX/pyAURXavz8qp9ERDRyWPrQBbnSacGVTgv+ZboNPTKw4WTv9uaTvdt/PKHhjyc0WKBgkdMyMJRkbgL0qI0mFVkSHrvMjvuaFNzXpGCcTWJhNQZ5VOC7J3LhN6z4+kTrkFdqJCIiMVhg00UrcAB3TrTizonR3u06j473+nS816tjuzs6O8n7Hh3/+qmKAgewQC/FKo8NK8dFZySgi3PXRCtaQwbWtKi4r0nG5EouLT2WeFTgul0RHFetuNQewXNz+GA4EVG8sbwh013ltOAqpwX/PBWI6MBOr47tfdGie6dHxwYjDxtagG8fDmPxKb3bczJZFF6oh6bZcDRk4PcdGm7fI6N+cQrHvo4BseJ6n8/ADIeM3xV0AmCBTUQUb7wEk1ApFuDqHAuuzrHgwWlASAf+q64ZBzNLsNnnQK07urrkg4dUFKcANxZYcX1+dPXQDH7LPSyPXWZHo0/Hfl90gZFNlSyyR7vb98gD0/E9m9+LFGXo81ATEZE4HKxJIyrNAlxp9eLfS2R8enUK9l2Vgv+cacMXci3oloHn2jWs3iujcEsYN+6W8eujKj4OcLrGoYjOI5+CsiwJ+04W2R413lmRKPc2Kdju1gem48u26OffiIiIRgT7tyiuZmZImJlhw/dKgYAGvNur4x2Xhrd7NGzt07G1T8dPDkaXYv5igQXX5VvxhVwL0tm7fUaxIjs2RzZ7skene5uUgbmuN58cc9/SHe+siIgohpddShgZVmDFeAtWjI+uDveR30CNS8OGHh07PDp+e0zDb49pA8NObjy5quT0dI7dPhWL7NHtTMU1ERElFl5yKWHNypQwK9OGH04G/BqwyaVj48ne7U29Ojb16vghgGlpn/Vu35jPUU/A4IVoYkX2rqqUeKdFF2lth4aXOqLjrBNlIRkiIjodC2xKCplWYGWhBSsLo73b+3yf9W5/4NHxZJuGJ9s0pFmAWVIZDh838KUiA6WpY7cAOXUhmn0+A/c2KZga76Togq3t0HBfkwIAeHYOF5IhIkpkbKEpKZVnSfinKTZsXehA5xdS8ccKB+6caEW6FWiw5OMfDuqYsT2C8roIfvCJgr906ehV4p31yKvIihbZ2TbgpQ4Nr02+Id4p0QX4fHHNFTuJiBIbe7Ap6Y2zAbcVWnBboQUG7HhqQx3c0yvxTm90CfcDAQ1Pt0W/Vp+dKWFZrgVX51pxdY4FufY4Jz8CYkX2tbsiaMyfDQD4aZxzoqF7olXDjw6wuCYiSiYssGlUkQBMM/pxbamEh6Y70KcA77g01Lh0bHJpaPYbaPZreKpNgwRgQbZ08mFJK64YJ2G0DiiJFdnVf+1HY/5s3Nuk4JeX2fngY4KLPdAIsLgmIkomHCJCo1quHbhjghUvltnRfk0qti9y4KdTbZifLcEAsLs/usT4kp0RTNoaxjf3K3i5U4P7c/NHe9RosVO9R8Lf6Ffiul0ytvUl17zDFVkS7j6wDilaBC91aJwnO8GxuCYiSl4ssGnMsABYNM6Cf5luw/tXpqB9WSqem2PHV4qscNoAlwL88YSGO/cpmLgljKX1Mv6/wyr29Buo3BEtSvf7gQBs2O7Wcf1uGWs7kmvlvKJgN+4+sA7ZNnAxmgR26lR871zhYHFNRJRkWGDTmFXgAL4+0Yo/lNvRcU0qtix04B+n2FCeJUEH8IFHx79+qmLRBxG0hQ2UpEp4do4d9VUp+MXM6ODtH32iJF2BWhTsxqGrUwdWfJyxPYxGH1fLTAQeFbh9rzxonuuluWymiYiSzaARmC0tLUPe0OfzQVVVKIqYqRkikQiOHz+O3t5eIfEB4PDhw0LiRiIRyLI8rP05HF6vF36/X2j8YDAIwxBTdIXDYXR0dMDj8QiJr+s6jh49CotleIVJEYC7LcDd4wFXnhXbg6nYFnDgvWAaFEPCivGWgZ7Eiiwr1nao2O8zUPNJOxamRUzJ3efzIRAICDu2Mb2tLXg234K7Ink4KDuwfGcILxb34jKHfFFxg8EgOjs74ff7Tcp0MFVV0draCpvN/MHjmqZB13Vh+z4QCCAUCp01fr9uwTeO5+GA7ECmRccLE3qR2S0PeYXG3t5eqKoqLH+/34/u7m6Ew2Eh8RVFwbFjx+BwOEyPbRgGDMMQtm9CoRAikYiw+G63G+FweFjxp02bJiQXIhqaQVepSGToRUKsuB7ONsNhGAYikQgkScxjZ4ZhIBwOC4kvy/JA/iIoigJN04TFV9Vol6yo+JqmQZZlWK3ivvYOh8MXFT8LwM2OIG52AP9lzcUz/c6zvleWZUQs5uwrRVGg67qwfR8TiUSQAuB3BSfwn+5cvBnMwl3tufi3XBe+kBa44LixYysy/0gkAk0zf2iOpmnCz9uzHdvjqg3/0JuPg4oDGZKG3xV0YooRwXBSUVVVaLug67rQYxvbNyJu7GMxReUuy7LQ81b0sSUi8w0qsGfNmjXkDRVFQU5ODkpKSkxPCgBcLhemTp0Kp9MpJP7hw4cxa9YsIQW2z+eDx+MZ1v4cjvb2dnR3dwuL39zcjLS0NEydKmZZEo/Hg8mTJyMvL09I/NbWVlx22WWw282Zg+/SVg3oV7C+W8ddxQYqsiS83q1j/8lhFbeWTzVtNo7Ozk4cO3ZM2LF97bXXAAw+1/8C4J4mBb/vAH7YW3hRD9T5/X6UlJSgsLDQhGxPd/z4ccyYMQOpqammx5ZlGcePHxe2710uF2RZPi3+69067muS4VWBsiwJmysz4LQNv/expaUFkUhEWP6hUAhFRUUoLi4WEr+rqwvTp09HZmam6bFj32qJ2jdutxuBQEBY/NbWVni9XmHxich8HNxHdB53FVuRbQNawwYWvh9Byjth/M3e6FCKX8wcHVPdPTfHjvtLokX1fU0K7m0ag6vyxMGaFhV/szdaXN9SYMHmypRR8XkiIhrrWGATnYfTBuyqSsEtBRZknyx+yrIkvDzXgQdKR8/sDo9dZsezc+wDqz5Wvh/B0RAffhQh9jDjwy3R4VgPTrPhz/McLK6JiEYJFthEQzA5TcKf5znQVmXgLctfsbsqBbeOH32nz10TrdhcmYKS1OgMIwvfj+D17uSa7zvRNZ6cHvGNbh3ZNuDluQ48NI2VNRHRaDL6KgQiuigVWRJ2LY722HtV4G/2ygNLddPFqVWduG5XBPt8BsqyJOwapTdqRERjHVt2IjqN0wb8eZ5jYL7vJ1qjQ0aSbc7vRPKrEw48FJoCrxqdf31zZQomp4mZJYmIiOKLBTYRndUDpVbUV302ZGTG9nDSLREfb9v6dMzYHsFjJ6LzO/9iph3PzRkdD8cSEdGZscAmonOKDRmpzokOGbl+t4zb98rszT4Pjwr86ICC63fLaA0buDxNw/8v/dNR9WAsERGdGQtsIjovpw3YXOnAg9NsyLYBb3TrmLE9jCdazV/wZTTY1qdj4Y7IwP55cJoNmy8PYa7VF+fMiIhoJLDAJqIhe2iabWDKQu/JHtrrdslo9HE6P+D0XuuyLAn1VSmcJYSIaIxhgU1EwxKbsvDluQ6UpErY7tax8P0IfnRAgc8Yu8MfXurQTuu13l2VgoosPshIRDTWsMAmogty63gLdi1OGVgB8olWDf9P/6X4s9sR58xGVuwhxnubFLSGDVTnWNhrTUQ0xrHAJqIL5rRFV4Csr0pBWZaETsOBf2hLw4ztEbzUMbrHZ2/r03HdLnlgOEhJqoRn59ixudLBXmsiojGOBTYRXbSKLAm7q1Lw04x2FNt1tIYN3NukjMpC+9TCertbHyisD12dgrsmjt0hMkRE9BkW2ERkmi/a+/D+LB+enWNHSao0UGiP3xLGmhY1qaf2e6N7cGGdbYuOs961mIU1ERENxkGCRGS6uyZacddEK9Z2aFh7XEOtW8fDLSoeb1VxV7EVd060JcUwikafgZc6VKw9rsF78uYg2wY8UGrDd0ttXCyGiIjOiJcHIhImVmhv64sW2LVuHU+0aniiVUNpqoQVhZaEK7Y9KvDScQ1rO1TsO2X6wZJUCd8tteGuYisLayIiOideJoiSVDgcxp/+9CfU1dUhGAxiwoQJ+M53voMpU6bEO7XTLM21YGmuA40+A2uPq3ijOzpOO1GK7Uafga09wCvSbOzcEh54Pdt28iahOLFuAoiIKLGxwCZKQqqq4uc//zm6urpwxx13oKioCEePHoXT6Yx3audUkSXhscvseOwynLXYHmcDKrIsWJprQWmahPIsi6nFrUcF9vl0bO/Tsa1Px3a3/tkvpQIAwC0FFtxZbMOt4/mYChERDR8LbKIktGHDBhw6dAi/+MUvMHnyZABAWVlZfJMaprMV221hA9vdnyt8AVydY4HTmIK6VsBmU1GaJqE0bXDhXZ5lwT5fdDuPgoH/Phoy0Boy4FGNQcM+YkpSJVw1zkBB5yf45+VzOQSEiIguCi8jREmorq4Os2fPHiiuk92pxbZHBRr7owV2Y7+ORp8xUHQDk/BGKwBc3HQk1TnRXvGrc61YmmuB0wbIsowtJzpZXBMR0UXjpYQoCXV0dGD27Nn47W9/iz179iAQCGDu3Lm49957E36YyPk4bbEx258Nz4gV3c/vPoTS0lLYbLaBXulT1bp1VOdYBuJUZEf/e5xNGhhmcmpcIiIiESTDMAauUA0NDUPe0OPxwG63IyMjQ0hi3d3dcDqdcDjELLvc0dGBCRMmQJLMf3BJURS43W6MHz/e9NgAEAwGEQ6HkZubKyS+1+uF1WpFZmamkPgulwtZWVlISUkREv/EiRMoLCyExWJ+IaVpGnp6elBUVGR6bAAIhUIIBoPIy8sbeO3//t//iyNHjgz8/Pd///f47//+b2iahsWLF2PGjBno7e3F5s2bUVBQgK997Wtnjb9x40YAwA033CAk/97eXmRkZCA1NVVI/M7OThQUFMBqNX/eaV3X0dXVhQkTJpgeGwAikQh8Ph/y8/OFxPf7/dA0DePGjRMSv6+vD6mpqUhPTxcSv6urC3l5ebDZzO/3MQwDJ06cwMSJE02PDUS//fB6vSgoKBASPxAIQFGUYd08L1iwQEguRDQ0g1qy4RQNsiwjIyNjUCFgJo/Hg/z8fGGNeazAFiEcDsPn8wkrwvr6+tDf3y8svqqqcDgcwm4Q+vv7kZeXJ6yA7+zsRGFhoZAiTJZluN1uYfve6/XCMIxB8b/2ta8hFAoN/Dxx4kRIkoQrrrgCf/M3fzPwelpaGl5++WVEIhGUlpae8++Iyj8QCCAnJ0dYkdfT04Px48fDbrebHltVVaE3Tz6fD7IsC4vf1dUFVVWF3vw5nU7k5OQIid/X14f8/HwhN2eGYaCzs1Po5z4YDAqL73K5hMYnIvMNKrCLi4uHvKHL5YLT6RzWNsPR0tKCgoICYV9379mzZ6BQMZvP58OxY8eE7RvDMKAoirD4Ho8HaWlpwuK3trYiPz9f2M3Zvn37MGHCBCFFWCgUQktLi7B9Y7VaEQgEBsU/09+y2WzIy8sb9LvFixcPFNjny09U/sePH0deXh4KCwuFxP/oo49QVFQkpAiTZRkff/yxsH3jcrngdruFxQ+Hw0M69heqs7MTOTk5wuIfPHgQhYWFQm68dV1HY2OjsNzdbje6urqExVdVFZIkCYtPRObjYESiJOR0OuFyuQa9pigKAAgbVkVERERDwwKbKAmVlZVh//798Pl8A6/t378fABJyoRkiIqKxhAU2URJatWoV7HY71qxZg4aGBmzduhUvv/wyrrrqKmEPchEREdHQcJo+oiSUn5+PNWvW4IUXXsCvfvUr2O12LFmyBN/4xjfinRoREdGYxwKbKElNmjQJDz74YLzTICIios/hEBEiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjJRQhbYR0MGGvUsNAUTMj0iojHFowIfKun4IGCLdypEREkhoVpLjwqsaVHwRKsG4HKgCShvjeB3cxyoyJLinR4R0ZjzcIuKNS0qgClAP5DdHsaf5zqwNJcdIEREZ5NQLeTDn8aKa8A4+b99PgPX7orAo8Y1NSKiMefxVu1kcf1Zm9yvAtfvltHoM+KaGxFRIkuYAtujAk+2nSyuDUBC9H+xBv2JVlbYREQj6eEWBcDn2uSTdfXjbJOJiM5KMgxjoBti69atQ94wEonAYrHAbrebkkijno1/0mbDQLQRj4n9XCX14V9sB0z5WwDg9/uRmZlpWrxT6bqOcDiM9PR0IfEVRYGmaUhNTRUS3+xj+3mhUAgOhwNWq1VIfL/fj4yMDEiS+cOKdF1HKBRCRkaG6bEBQFVVqKoq7Ni+//77AICqqioh8UOhEOx2O2w2MaPPAoEA0tPThRxbwzAQDAaFHVtN0yDLMtLS0oTEl2UZhmEgJSXFlHh+2PAVpfL0NtkAJAkok/rxC1uzKX8LAILBIFJTU2GxiOn3Ednma5qGSCQitM3XdX1Yx/aaa64RkgsRDc2gq2BlZeWQNzxw4ACys7MxYcIEUxJJDUhA4xl+cbJ1Ly9yonLK0PM7n/feew9XXHGFkAt1IBBAc3PzsPbncHR1daG3txezZs0SEv/TTz9FSkoKLrnkEiHx9+zZgylTpsDpdAqJX1tbi/nz5wsp8iKRCD788ENhx9blcuHEiRMoKysTEj9WYIvKf//+/Zg4cSLy8vKExN+xYwcqKipMKyJPpSgKPvjgA2H7xu12o7W1FXPnzhUS/9ixY5BlGdOmTTMv6I7Peq0HmsqT/z/JmYnKy83bVzt37kRZWZmQIlXXddTW1go7tv39/Th06BAWLFggJH5HRwd8Ph9mzpwpJD4RmW9QBTKcu3ubzYaUlBTTegSqMoFsWxj96mdfQQ58JwngirwUZGaa2+OZmZkprCfMYrEI6y3xeDyw2WzC4tvtdlOP7edZrVakpaUJiw8AGRkZQnrgrVYrJEkSlrvf7xd6bGNEHtvU1FRh8SVJQkZGhpAeflmWhR7bcDgMq9UqLL7D4YBhGKbGL8uKYL8vOj7E+FxX9jdLU5GZaV5vs8ViQXp6upD9o+s6AHGfe0VRhLb5KSkpCIfDwtsFIjJPwozBBoDfzXEAiPaUSNJn9XV1jgV3TRQznICIiM7ssZl2ZNtOtsWntMn3l1hx6/iEunwQESWUhJqm79bxFhyoTsFLHRp2Hu1ERZETM3PSWFwTEcXB0lwLdlVF2+SGdhdmjEvBzSXjOEUfEdF5JFSBDQCT0yQ8NM2G7ccPo7y4HE4ni2sioniJtckNnuMoKihCcW5OvFMiIkp47IYgIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiIT2eKdABENn2EYeOutt/DOO++gt7cX+fn5uOGGG3DTTTfFOzUiIqIxjwU2URKqqanBiy++iFtuuQXz5s3D7t278fzzzwMAi2wiIqI4Y4FNlITq6uowffp03HXXXQCAsrIyHDx4ELW1tSywiYiI4oxjsImSkCzLyMjIGPRaVlYWIpFInDIiIiKiGBbYRElo+fLl2L9/Pz744ANEIhHU19ejsbER119/fbxTIyIiGvMGDRHRdX3IGxqGAcMwhrXNcOm6Ljy+JElC4p76/2YTve9H4tgm62cnHsf2kUceQWNj48DPTz/9NK6//nr09PTgscceG3h95cqVuP7664eUG4/tmeOe+v9mMwxDePxkbxeS9dgmYptvsbD/jCieJCPW6gN46623hrxhbDMRBSoQbahENhDJHF/0vh+JYytJEj87Z3Cmfe/1eqEoysDPOTk5OHLkCHbs2IE5c+agqKgIJ06cQHNzM6666ipMmzbtrPFjhXpFRYWQ/Hlszy5WJLFdOLNkPrai41/Ivr/55puF5EJEQzOoB3s4J2RjYyNycnJQUlJielIAsH37dpSXl8PpdAqJ/+abb+Kmm24ScrHw+XxoaGjAsmXLTI8NAO3t7eju7sb8+fOFxG9ubkZaWhqmTp0qJP6OHTswc+ZM5OXlCYlfU1ODa6+9Fna73fTYoVAIdXV1uPbaa02PDQCdnZ04duwYKisrz/qeSCSCv/u7v8Py5cvxd3/3dwOvP/PMM6irq8O3vvUtOByOM24bK7BFXXzr6+tRWlqKwsJCIfE3bdqE6upqpKammh5blmVs2bIFN954o+mxAcDlcuHQoUOoqqoSEr+lpQWRSASzZs0SEr+hoQFFRUUoLi4WEn/r1q2orKxEZmam6bF1XUdNTY2wz73b7UZTUxOqq6uFxG9tbYXX60V5ebmQ+ERkPn6HRJRkurq6EAwGMX369EGvz5w5E8FgEF1dXXHKjIiIiAAW2ERJJzs7GwDQ1tY26PXW1tZBvyciIqL44DzYREnG6XRi0aJF2LhxI5xOJ2bMmIFDhw6hpqYGV155JcaNGxfvFImIiMY0FthESei73/0uXnvtNbz77rtYt24dcnNzsXLlSnz5y1+Od2pERERjHgtsoiSUkpKC1atXY/Xq1fFOhYiIiD6HY7CJiIiIiEzEApuIiIiIyEQssImIiIiITMQCm4iIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIiIiEzEApuIiIiIyEQssImIiIiITMQCm4iIiIjIRCywiYiIiIhMxAKbiIiIiMhELLCJiIiIiEzEApuIiIiIyEQssImIiIiITMQCm4iIiIjIRLZTf3C73UPeMBKJIBgMDmub4dA0DT6fD4ZhCIkPRP+9kiSZHjcYDELTNGH7JhAIQJZlYfHD4TCA4X0ehkNVVfh8PlgsYu7vDMOAx+OBzWY7/5uHKRKJQNd1YfvG7/dDURRh8WNExVcUBX6/Hw6HQ0h8Xdfh9XoRCoVMj62qKgzDSNpjGwqFhLYLsiwjEAgIbfP7+/uhKIrpsQ3DEHpsfT4fVFUVFj8YDCISiQwrfk5OjpBciGhoJOOUCra2tnbIGwaDQVitVqSkpAhJrL+/H+np6UKKJCBaYIhqgDRNQyAQQHZ2tpD4sixDURRkZGQIiR8KhSBJElJTU4XE9/l8SEtLE3ZsPR4Pxo0bJ+TmSdd1+Hw+jBs3zvTYQLRAjUQiyMzMFBI/do5XV1cLie/3+5GSkgK73S4kvtfrRVZWlpCbM13X0d/fD6fTaXpsQPyxDYfDMAwDaWlpQuIHAgHY7XZhN0/9/f3IyMiA1Wo1PbZhGPB6vcKOraqqCIVCyMrKEhI/EolA0zSkp6cPeRtR5zgRDc2gCmc4J2RjYyNycnJQUlJielIAsH37dpSXlwtrEN98800sWbJESBHm8/nQ0NAgrIFrb29Hd3c35s+fLyR+c3Mz0tLSMHXqVCHxd+zYgZkzZyIvL09I/JqaGlRVVQkp8kKhEOrq6oQd287OThw7dgyVlZVC4osusOvr61FaWorCwkIh8Tdt2oRFixYJufmTZRlbtmwRtm9cLhcOHTqEqqoqIfFbWloQiUQwa9YsIfEbGhpQVFSE4uJiIfG3bt2KK664QsgNiK7rqKmpEXZs3W43mpqahMVvbW2F1+tFeXm5kPhEZD6OwSYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiITscAmIiIiIjIRC2wiIiIiIhOxwCYiIiIiMhELbCIiIiIiE7HAJiIiIiIyEQtsIiIiIiIT2eKdABENpigKGhsb0dTUhKamJqxcuRILFy487X3btm3DK6+8gu7ubhQUFGDVqlVYtmzZyCdMREREg7DAJkowf/3rX7Fr166BnzVNO+09O3fuxJNPPombb74Z8+bNw549e/DUU0/B4XBg8eLFI5kuERERfQ4LbKIEs3jxYtx33304evQoHnnkkTO+55VXXsGcOXNw9913AwAqKirQ1taGV199lQU2ERFRnHEMNlGCSUlJQU5ODjIyMs74e1mWceTIEcyaNWvQ67NmzcLRo0cRiURGIk0iIiI6CxbYREkmEAjAMAxkZmYOej0rKwsA4Pf745EWERERnTRoiEhra+uQN/T7/dB1HYZhmJ4UEO2l6+zshNfrFRIfANra2oTEjUQiUBRlWPtzODweD4LBoLD4Pp8P4XBYWPxIJIKuri5hhaBhGDh27BisVqvpsRVFgaZppu2bZ599FgcOHBj4+fvf//5A/M7OTgBAT0/PoL/n8XgAAH19fYNed7vdAKKf6wMHDuC99947698909CT9PR0rFy58mL+OQiFQujp6UE4HL6oOGejaRqOHz8Om8380W2apkHXdWGfe7/fL/S8crvdUFVVWPxgMAiXywVVVYXEV1UVHR0dSElJMT127Dolct/Isiwsfl9fH0Kh0LDil5aWCsmFiIZm0FVqOMWsLMuQJElYAaxpGnw+H2RZFhLfMAx4PB5IkmR6bFmWoWmasH0TCAQQiUSExQ+Hw1BVVVh8RVHg9/uFXah1XUd/fz8sFvO/oFFV1dRju3z5cixZsmTQa7Isw+v1DtyABIPBQX/P5/MBiBazp74eCoUAAP39/fj444+HnYthGBf974odW13XLyrO2ei6Dq/XK6zANmMfnI3o8yocDgttd2RZRjAYFNJmAtFzK3ZzbzbDMAY+OyJEIhGhxzZWwIvscCIicw26SpWXlw95w8bGRuTk5KCkpMT0pIBoL92ll14Kp9MpJH5bWxvKy8uFXCx8Ph/8fv+w9udwtLe3o7u7W1j85uZmpKWlYerUqULi+/1+TJs2DXl5eULiHz9+HLNnz4bdbjc9digUQl9fn7B939nZiWPHjqG8vBypqakAoj1Rp/69WE91cXHxoNdPnDgBAJgzZw6ys7NRU1MDwzDO+xmPveeaa6656H9XfX09SktLUVhYeFFxzqarqwuzZs0a2DdmkmUZXV1dwo6ty+XCoUOHhMVvaWlBJBI5bWy+WRoaGlBUVITi4mIh8Xt7ezFz5szThj6ZQdd1tLe3C9v3brcbTU1NwuK3trbC6/UKi09E5uMYbKIkk5GRAUmSThtiE/s5IyMDc+fORVZWFiRJOu8wLkmSkJWVhYqKCmE5ExERjSUssImSjMPhwOTJk/HRRx8Nev3jjz9GSUkJUlNTIUnSaUNPziRWfFdXVwv76p+IiGisYYFNlIRWrlyJpqYmrF27Fk1NTfjDH/6AxsbGQQ8pDqUXm73XRERE5mOBTZSEqqqqcP/996OhoQFr1qzBBx98gG9/+9uDeq0lSUJ1dfVZY7D3moiISAyu5EiUoGbMmIF169ad9fdLly7F0qVLzxlj7ty5qK2tHZh55FTsvSYiIhKDPdhEo1ysF/vUYSLsvSYiIhKHBTbRKFdRUTEwFjuGvddERETisMAmGuXONhabvddERERisMAmGgNivdgx7L0mIiIShwU20Rjw+V5s9l4TERGJIxnnW+aNiEaN559/HlarFXfddVe8UyEiIhq1/v+8Xy9POQcwdQAAAABJRU5ErkJggg=="
[ "no", "yes" ]
null
0
science
grade-3
compare-properties-of-materials
true
false
Which is smoother?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAAvZUlEQVR4nO2dWXAUV56vv5NZq6pKW0kICS0gIcRqDGbHC7bxBjbQBvdid4f7xp15n7c7MRF3YiJmHmZeZh5m5qFjunuWO9MdHRPT7QYDXrABG7NKgNkMwiAhJEBIqLSUVFtmnvtQi6pKVVpAoATy5yjnqcyTqcysj/9yzsmT4tSAlE0e8KlYsvRINaTDlWG4HYUSGzxfHF+vWEBamin5VGjyxMtBfXS9YgFpaSaV5C8mR9cpM3MqlizllwWlJdPJgtKS6WRBacl...
0
math
grade-5
interpret-bar-graphs
true
true
Look at this bar graph: Which table shows the same data?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABFQAAAFUCAYAAAAKxWj3AACg/ElEQVR4nOzdd1yV5f/H8ReHKcsFOXDmJhVFRXHiHkg5QnFUmJVaitlQyzLLmZplaqWVmfmzQoU0NRduLbJU3Ctx7wUCyjy/P4jz9Qgqh1BQ38/Hw4ee+77u6/5c59zneO7PuYaV0Wg0IiIiIiIiucLKyiqvQxARkQfAkNcBiIiIiIiIiIg8bJRQERERERERERGxkBIqIvnM0qVLeeutt9iyZUtehyIiIiIiIiJ3YJPXAYjktsTEREJCQkyP7e3teeKJJ/Dw8KB...
0
math
grade-1
count-sides-and-corners
true
false
Which shape has 5 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAD80lEQVR4nO3duW4UQRSF4TPjRcgszkAEhMAbwHPzEiARkLMEZNgRaIzHYvCoCJorNi8zuPvU9n9Rl0oq3eBXRS3VLKWUjlbSh6V0spbOk4Ab251Jd3ekxwfSg31pdvQtpdeL3GOhZc/vSbvvl8Pi4b709PZQIXBTJ2vp7an0aSW9W0rzxfmwQWQY092doSlJ+rqW5uvfNoAxRVPfkzTPOwp6QWiwIDRYEBosCA0WhAYLQoMFocGC0GBBaLAgNFgQGiwIDRaEBgt...
1
math
grade-3
match-clocks-and-times
false
true
What time does the clock show?
"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"
[ "five fourteen", "five forty-six", "six forty" ]
null
1
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAADCe0lEQVR4nOz9R5ckWZbfCf7ee8JFlBpxHh6ZGZFZDIVBYw4WM/25ZzGbWcyiewAMCgNSlVkZPJyYm5lS4fLYLJ6ahUckLaCz0ira7zl+1Nyomppcuffd+yfiPxy8/0UJM8WH+BAf4n8gagu/auHtBKsI/tdleL/8kFgf4kP8z8VMwS/K8HZjv3u//JBYH+JD/M/HXR5p/9375J/nqXyID/Hjjw/J9SE+xJ8oPiTXh/gQf6L4kFwf4kP8ieJDcn2ID/Enig/J9SE...
2
math
grade-2
match-addition-sentences-and-models-sums-to-10
true
false
Which shows 3+7=10?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAAM6klEQVR4nO3dTWwc533H8e+87ftyLVEvtEhHomSrYWo3qPqi5FSnoO1DkEsKAzkklyC5uEWAnnrLoYcgaE9t0QJtjzkEucZFAacOhKanpm0COLHdRIophZYqiiZtct9mdl6eHobL181yZznP7Oz6/wEIWtyZZ+bnWfxn5pmZZwyllHrcg3sdaIYQKIQQQkwR24C6Bc9V4HIBjMeeUj/enfRqCSGESMPtObDvduJ/PF2A36rGVV8IIcT0aIbwizb8Xw9+2QFzN4g...
1
math
precalculus
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
"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"
[ "Law of Cosines", "Law of Sines" ]
null
0
math
algebra-2
factor-quadratics-using-algebra-tiles
true
false
Which area model represents the factorization $3 x^{2}+7 x+2=(3 x+1)(x+2) ?$
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVUAAAEACAYAAAADT+VqAAAP1UlEQVR4nO3dbWxVh33H8d99sHm4xhhs/IDNDCaM5wxMUlcsYywFFUipxpK+SJUGaauqbEDTSamyKK00ZVOivVjVbcok1IZJmyJECo2aNEkTx1sKGyyFmocEAwFcPBvs2JcYO752jH3P2Ys7e7YDrn3v3xzuOd/PG3IP4f7/+sn63XN87XtCruu6bTelS73Sp0lp0BUAYIKiIWlWRFoyUyrJlUJt/a77q26v1wKA7FeTL0Uv9qYelOVKS2OpxgUATMynSelCQmq...
1
math
grade-1
which-tally-chart-is-correct
true
true
Kate was at the pool. She saw some things at the snack bar. Which tally chart shows the right number of each snack?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAABH4AAAEOCAYAAAD/r9B/AAC5X0lEQVR4nOzdd5xcV33//9e5907d2d6LpF3J6pYlucq4yDJgYhNsU4zpmI5DviGkkF9IAqGFYmoSAqEEcGjBFAMGjMHYxkWyLXdppVXbXW3vs23qvff8/rjbRrOSVtqVtujzfDz08M6dW86d1co77znn81Faa40QQgghhBBiTiil5nsIQgghxARjvgcghBBCCCGEEEIIIc4MCX6EEEIIIYQQQgghligJfoQQQgghhBBCCCGWKAl+hBBCCCGEEEIIIZYoCX6EEEI...
0
math
kindergarten
identify-pictures-with-symmetry
true
false
Which picture has symmetry?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAArLklEQVR4nO3deXhU5cH38W9myUySSWayrySEJSFhR1mqreJTl7rUF2q11pWqKLRVcEGstWyCWq2C1MelasX2QW1diEjVuhSwioJsAgYISxKyb2TWZCazvX8MicSsk8zMORPuz3VxXWRy5pw7ML/c59xrhNfr9da2wdEWsLjB5UUQhCBRRUCsEkZHQ2okRNQ6vN4dZqmLJQhnnulxoDrS4vsiPRLyY3zpFAQhOCxuOGyDmjYoaQGF2eX7hgifIARfrNKXNQCrGxT...
0
science
grade-3
classify-rocks-and-minerals-by-color-shape-and-texture
true
false
Select the brown rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAACI3ElEQVR4nO39adCt2XUWCD57eIczf8MdM2/OqcGWLSRLxsLVZZdBhqBomoIIiiGgiugO6OBHRxDtgOrq/gMVHR3RzR/RUahsVzWTTXRjMB6wBTIggcPYpFAqU5JtOTOVqcybd77ffIZ32kP/WHvtd59zr+5NK9OVKfvsuF+c+w3nPe+w1/SsZ60lvPce27Vd23XfJd/tE9iu7Xovr62AbNd2PWBtBWS7tusBaysg27VdD1hbAdmu7XrA2grIdm3XA9ZWQLZrux6...
1
math
kindergarten
subtraction-sentences-up-to-10-which-model-matches
true
false
Which picture shows 9 − 2 = 7?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAABKCAYAAAAc9ZVYAAAOp0lEQVR4nO3dW3Bc9WHH8e/ZszddVrJkI9kEnMZgCAGc2M4YDE2hQ0MnSWmYQGOK26JmaIdO8tAL7eShnUmHmU4v0zz0pS1NO5oUJ6XhnhIyIZmSmRI5MhhsExtjbIIDtmRbkqW9affsOf8+rHa1Wl32dtZaLb/Pi/fs7jn7/9nH89tz9r9nLWOMGcvC2ymIu5AziIiISJ2CFsRs2NoJg2GwxjLGjM6s9rBERETaz009EDyRyi9sCsO1XfkWFhERkfrEXTiehLN...
0
math
grade-8
apply-multiplication-and-division-rules
false
true
The number line shows an unknown number, y. Is – 2 y positive or negative?
"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"
[ "positive", "negative" ]
null
0
math
grade-8
classify-quadrilaterals
false
true
What name best describes this shape?
"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"
[ "parallelogram", "trapezoid", "square", "rhombus" ]
null
3
math
grade-3
coordinate-planes-as-maps
false
true
What is at (6, 7)?
"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"
[ "post office", "bakery", "hospital", "pet store" ]
null
2
science
grade-4
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAk5ElEQVR4nO3dfZAkZZ0n8G9m1vt7VVe/v0zPMNMMAygirqCAC4riKeJqKMt6hqFxd2psuHdx57pxi3t3cae7sXtxF7oXcZ4R5+mu64rvDIgIgqCIgIPKiLwM89bvr9X1/l6Z+dwfWVU9Nd3TUzNTnZlV/f1EEE1XV1c/U0/Wr76Z+cunJAACREQAhBBYrgInikBOA1RWByLqEIcEBBXggA8YdAESGECIqG65IvCrrNWjIKJe98YQ4LB6EERkH8eLxtdhF3C539h...
1
math
grade-4
identify-trapezoids
false
true
Is this quadrilateral a trapezoid?
"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"
[ "yes", "no" ]
null
1
math
kindergarten
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
[ "iVBORw0KGgoAAAANSUhEUgAABMYAAAB2CAYAAAAjiJ+qAAATQklEQVR4nO3de5DdZXnA8efsLZtsSEISAokQSBCTcAk403qFitVaHUV0sFNbnXpBR8crHcep2qLTVsdqR6dqK3EsVaw6namOWhjv4o3YVltFTIBgxQSCkNuGJJtks5ec/rFGjG725HLe33Mun88/y1+/9+W7O+xzHs7u1iKiHgAAQFPU6/V4aCzi/w5E7JuMmDBtA0DL6KtFnNYbccGciDMHImphMQYAAE3z0KF6fH9v9i0AgEYePy+iL/sSAADQSX56YOrj0oG...
1
math
grade-7
similar-and-congruent-figures
false
true
Are these shapes congruent?
"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"
[ "yes", "no" ]
null
0
math
grade-6
which-is-the-better-coupon
true
false
The original price of a footstool is $47.00. Which coupon is a better deal?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAATwAAAC4CAYAAAB+U1B8AAA/NklEQVR4nO2dd3xb1dnHf1d7WJZlS/KQt51hO4mdTXZCBivsETalQAuUvi/vBwrdixZaaIGWFigFyqYQdkKAQMgge8cZjuMk3lueWta87x+ybMm69+pqOXJ8vnz4xL733HOPZN2fnvOc5zwPRdM03eYATlsBkxtw0SAQCITzAhEFqITABAWQLgGoNjtN7+0/18MiEAiE+DI3GRDVWL2/ZEqASUqvGhIIBML5gMkNVFuAVgdwygoI+l3eE0TsCATC+YZK6NU2ADC...
1
math
grade-4
measure-angles-with-a-protractor
false
true
Is this angle acute, right, or obtuse?
"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"
[ "right", "acute", "obtuse" ]
null
2
engineer
grade-6
evaluate-tests-of-engineering-design-solutions
false
true
Which of the following could Abdul's test show? Abdul wanted to build a bridge across a creek. The bridge needed to be 3 m long and able to support 150 kg. Abdul was not sure what type of wood he should use. He found affordable boards made from either pine or fir. But he was worried they would break too easily. So, before he built the bridge, Abdul tested the strength of the pine boards. He laid one pine board across the creek. Then, he placed a 150 kg weight on the board to see if it 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.
"iVBORw0KGgoAAAANSUhEUgAAAUwAAAEICAYAAAA0p80lAAEAAElEQVR4nOz916+t637fh32et/fRx5i9rL7XbqfxFPIckpZMUQRlORISxeU+EEIYEWzkLn9AchEhsAEHMAIEDpAAtgAGkmJZhkiaRYen7b3PPruvvmYbc87Rx9v7m4t3kfFfoO0Aem7WzSxrjDHf7/Mr3yL+4A/+oOHfnn97/u35t+f/j84//sf/+Gv5vQqAMvmvmeyMoCxYreYgSyw2CYenEy4Wt4x29nlxecXubp8gXJH5cHoEGiDpGs8vc242cHRso6gV603KeKKgaQqaZiCQ8f2Id959n5/85GecncHuHuzuOlQ0VELij/844NvfgN/69V/nlz/9JZ5l49ouuqry5MunDCcu3/q1b7AKljx9/hVJVZPm0O8LkrBh0OvQCPjkky37e6CqEkVeYxgK222J48DjB/cJow2mprH1lwTblDiC+SWsN6B1JVJRY3kKhqOShQknOx2aMKWOcqYvGi7PYbIDfixhd/YotYrbzTXf+v4Btzc3HBwckAYJNze39LtdVE0mz3MkqUFSBGkRIUSNH8N6C/v7cHYOB/sqVVagqhJVWhPH4Fo6y2WGbsjM5hX7+ybdUZfZ6hq3rzOedLi5mXE8us/Z60uEVJPWGWUFw4lA1QVlVROFcP+BhaGoZEmMbZpEQYi/rLEcGUVyCaMUSTQcn+yxml2jKiX9vsGjRydIdUlTFYR+xPXFks2s4MmX0LWhqWDsOIyHdynzMf/8n3/At7/9t/mD/+T/QFnpGEaXulDIogLHctHVjCdP/oz/5r/5PzPciejv5ijuhnk0Y7ZJiSqwh/totst6FXBxeYVjqeyOe6RJiGMpCCGYr7YYhkzZNFhej7KBKs8wLR0JQRj6NFVJntcEWxgMJAQyWVZgWi6GYRCFGX7so7kykiKT5RJFKaA2SIscw1TY2e2R5kuEnGJqAlWVqLOaMMgpMhAC9sZdiionDGOyChZz6PQ1JuMD/uLHL5FVcByIIthsoevCeAKaAk0J794ZIKSG9TZlvo0phUxRQrStyGM4GBgkq5SHR3cIFxH+KiPyC169jHj3W0f4xYogC1G09qFOUrBMUBSZxbzi5GhAGIZsNxmP3z5gMbskzaHjgaJCzzG5nCbIEsgG6KaK7blEUUZWlFRVw7OnOb/3O+/z2Wdf8fJpRr8PXdvk4HSPQs94fnbJZGKjaRpF3hAEAY7l8vLlhp0djadPc+7dkVFVlZublLff3sdzLD788Bm9jsRbb73F7eyawaDHkycvcD0F0zbQDYUoitjf32V6e0OW5dhf/MHXApbwBjCLKidOI/Z2JvjRltkiwHUl/MjHtm38cEtdw3K1Yti3uPPWhFHXJA2XKLrLzz95TlkCdYWmqMgi5dmTEkUpefc9iyhOURWdzSogDGAygX7PAGB3d5cvnj5ndwc0VeN6OkcICdf1yOIcfxOwszMiLVI+/OBjnJ6DbXvkwQbHhiJvSGNYVO3/UZHB0BUsyyJNU/r9Hqq6RaImDH2SNEHUNaZp01SgqyqO2uX5H13QRDWH90yKsiCLCzqeTVUKHMsiigvuPbCJw5CXr6A/rtk7GHC9vOXevSFNI9iZ7HE7vWW1SLBtmWfPNhweWgjRkKQJpqkgqYJGkpClGs8Gz3W5e7diuYipS3Clmv6wQ6+SmN2sqRsIw4puF3TLBMBxbKAkDEMcxyHJUgzDQNYE8TojL0BVDGS5IQhTigKuLmNUBbqujGOqRFFNmIDtSkRJTFFUKLIgSTJUXSPwU6IwpCqfUBUFmgpyLcjSBse12TuIsDSXeJNzNQ3xV1NevnyOpvbQVIvbmzma4ZJlDU2lcLh7wvX5lPn8jHcev8U//If/W56/+B/56PP/jh1HJghSkhg2CYwOdGoEsiKIY2iKAs+OUGSBphnUdYkkQSNAIFitVjSSoMprkjTCtS1sxyJPUnw/ZTACUzdI04yigCII8P0AAMNQidKCqq4ockBqL1shVeR5znKVE0QJHQ+0jkARCnleUNXt15maDqJmtYpxHA1N0cjSkLIsmU6n9PugaBJ1XSNJ4Hkw6INl6TRViSRVBFGMLCAtCpAEAkFVlSC1QCtEg2lKyLLAtE3CbUoQRjQNpHlCLdVkFTQ1GMabQkYFJAlJrViuV+yMJ+h6zM3NDbqhYCkluikI/IYqT0hTMCyggrIskBDouoqQZZIkRZPhV5/8iqYC0wRDhbrO8f0Nek9mMjJZziM0LcK2LTRVJkkivvnNQ2a3t7z7tsNyGXJyMkbTIj799IqTI4tuV0KSZZ6/fEGSpCiqiqSAYdosN1uGQ48ayMuasmrIcrD/DYPk//QoAGmVc7OYYdg602WAosLdR3d4+vIVyBqqpvPbv/09NtsVm9UtWZaRZlDlBefnz+l34GTQZzTuEkZbdkYuPS8hSUqiIGMxj+j1u5y9nrJawMkdlSyruLxMQVpSlYKqbLi5ztGlGWla8vzFJVmYMxp2kW2bpi558XxNdxTidV3KQsExbebzLboCdQ5pCo4FdVFSpBnLWQ71DNd1ydOE9XqNBGRxgmma3FynZElKk1W8/VafWldoVMF0fotfg63qRFnCepOxN7A43j0ijp5zcKoh6y7b6BrLESw3S2rJ4+WzLYrSVl2qXHG056AIhSD0iVKwLR1ZEmz8kLxq/7hVxcDzZGRZZmc0Jgp86rIERSHNQdMhiaHb9QBYr9eglCRRydaHycQhqwqmN2sMA2Qd6gouzhMUDSy7/QOvK4gSkJsKTaSUOQigqQWDwQDfDwj9kKvLa3bGfWRZQlNqdMPly5crDBVkqUEBdoY6g4mBoXpkyZbLiwxRrnG9O3zrm7/Ob/+Nf49+f8jGDwmCa7bLkIHXZWcyQBIRVA0dZ8S9k7fJqinPrv+cnmdxem+Pp5fX1GXWVpadLocHNjdXEXEcY1s6ZVmSFillCZLaIBQZTZKogbquSYsGW5SYtk1RJGQlmI5JXRbUVOgWVCUkCeg6jCYeSrgkyqCuWxCWpBxdFtRNRRoX5ClUNlRVQ1IWpDE0DdiWgudabNZLghD6fY2iEWiaQl7BapXiejpVIyiKAtOsMC0Y9nqUVc7Gz6gLUMoESYK0gRooKQkToATXlegPenR0BzlvuDq74tnzgjSB+48cHj2+x8+++oBcgOPIjHcnlHlBmqbkSYGQC3TLZOlvaMoK29J4+OgeZ2dPqJocxwVbV7CsEtuziZOMoq5QVIFQZJRSwjI87PdytquAYX+E3MwQDaiKxKDv8Hp2BiqkCXQ8iSJPkIRMEpc0dck7bz3iV599zuHRED/YEIYJ/QHczGO++c37fPDhM8KwYDIB1bQwOw5hnvPJZzAa+zx8aFPUoGomJvLXBJXtUQCCHAZ9mWU452wK3/mOhmYbxEWFJFKyJCHNYlarBfMbn+W1z+4QDoY2F6/g8G4fze7hmRbRdo2EwNYcFKni6jxAVaDMoCgqOh54bp80CwiCgul0TZJDpwOnB/sYqsaTz15xewVvP4AH99/mww8/ZLI7xvNiZrcZm61Pd2hAZSA1AXIjI8mgygWKCnEITZ2xXkFZNMgigLpBCLAsizDIoSm4uYY0gkmv4uTomJ/96mMWm4bdE5ssi7i9iNAlGLqw2cRcckma5XT6DqWoeXYxY/94xK43pqJhu4XxEGQVshQqo2G93pBlIMtg6Q5RGjG7BiRwXbiRlmyCmtN7XRzHYr1ZEPg+O8Nd3nnnGCHpvHxxjqypxGmCH6VIMiCD6YAQgjRJCWKoAEuBIm/bMsME0xB0B310QybyNwR+TplHGCqYFmRFSXR7TVW1gCFEw2g0oaEi8DdMpyu63RZkwrD9HB0nQ1FsGlVQNFBU8PmvSh7ej1CVSx493pAmZyi6hqro7Ez2eP36Ncc7Rww7A9aLV9iuQq8zJAlTPNujMWNEU9GxLXIZXMeApkBqajoeFFlDRsq2qYizgqwAtBpNlTEtm6LMUDWZNE3/GjyrpsR2AVGSFgWVgE5XByTmswQEyErFeGQRJDGJCXECaVK8Ac72tU1GYDkgAVEMRQa2CZqiUFUVNzegGZBXJWlWUtc1sqximiVQ0+32EEImTWOKoqCqasqirTgVFTZ++7tqpW2JiwaSDFRA1zVW6zn9A4ssjKgpsDwYj+Hu/QO20RLVUpHKAtlQUQyVsi4oqpxaAtORcFyXOE7p9mwmO30Mw8CwTAQynmNSlTm6BbZtEycJYdgg5CVCCKoaHMul17XQZKDM6XgydVHTNBWmIeFZKvNNwe4IdsYDzs7maEbNuG9ydXHN0cEeXc8i3G5QDZ0wbCvnd9895asnz7AcqARkFdyuFsxmIWUNQgHDgSDKyOsNdVlR1jXm14GUb44EkAL33r2P7hlUCnQnXc6mr4kLEHLDw8f3mU4vublZc3jYY2+i4tk6d++ccu8UOqbJYnpJtFlj6wZpmPLsyw3xJkUUQCUTbBLyDLodj6KokGWFTh/KEnZ3RzQ1XF3e8PzpK6oS3noEh0fH/MW//ilFCWUh0etOiAJYzqEqNdJY4mDvAXWloik2tmEg1VCkYOkqkxEMelDmDXXVvlhZKIhGQhY6ngsH+6DrOlfTC55/2bCcQ7yOmF9CGsDesM/OcJf1qn3D+mOTxWZFIwUMJxClc46P9oiDkPffdRgMNISAnmfy/GmEKss4lky/7+I6fRTZxLFhZ6JjWxqrZU2aQJ4mfPnVZ9zebimKhrRI6fY7VFXBeDymKDKKIkNV24er25WZTDoAxFnE7r7K3kGfNG0r7cODDseHu1S1QZZIJBGUudrOxiKIUygrKPIaSQbdkDBMCUWRkRQNTbVokAhj6A5GOJ6JrEEB5KImFyWl3FBKNacPjun24Go65/DoAZ47AmFysHeX08NHTIaHmKpHkTZkUUGRleiywu3llC9+9Sldx0OXFK7PLynThM1ijmNqpElIVabYtkL2poOI04IsByFB1UCal6R5QhAmIARCFiRZxtrfEqUV3YGKqqs0ov165AbNVJA0SEvwgw2CAtsQDIcm3Y6MJNrqW5bai2Jn3KHnOcgS1CWoCui6RJ7nTKcbyrqtVtfrFKhRVZm8yOj1PDRNw3Mcdicj+t0ueZqymG0pi4JBt8P+/phGbgGjFiApKoqqIistYCiazGDcY+3P+ezLWxYrMG3oTxR6I4OSCNPVQYe4SJmt51xcz7ldZlRVRafj8vz5LZ7nMR6Pubq65p/+05+TZwW6bnJ+vqSqKpqmAmoaaqoCqrJBUKOqDbJckGc+nqOy3W7Y3e/z6PEpk0kHWcp5+OCUO8cmJ4cT6iLFtcGxVPb3BtgW3FxfUpYZiirQVRnHad+/xWLGp59CXkK3r1M1UFYVlgOWC4/fVuj0NJBkwjilKBvSvPo3DpL/06MA2H0Y7A14ffUcZwB218VPQrwuNEAQ+Wz8NQgospT5RcGw27a2kQ9kt4TrEqm6pBFgGDqOCR3XY71aYukWWVEjalBVnc1qhe1pdDqCLGtYL5bkCXSHJkKFmzJkOoVRPybPK1zXY7FcUdftAkPVIfIL8jTm9OgBUgkSBVWdslpeI1GjSjLjQYmmyRRFSZ4DDayXPmEARR7jOhrjwT4XL27wNwFvPwZFtbhZxGgCjsY9RK2znG852Pfo9PqE0QrTSeiNHIRR00gmXz35lK1f4to6jm2yXebEccJgAOPxmPV6jSwk4jimyiuG/R79wYD5fE4c5JgeJElGnsNkYiMLieVyRRynLBcxx0en1NRAgyS1lWTTNMRxTBAUWLpCUZRAha5DXoAkaTRCRZEt5rMNcdLOIbsdGU2tSdKGSm0H/72eQ9M0JGFGnpdsNhskRcPrDhFNQZKWlDUoBlgCVFOjLCsapUR1FOJ6w3BP4dmTnH/wH/wvGQ7vcT3doCkdZjcbTN3Gs8eIRqCrDcNen6vzj/jTP/0fsEyNvfEumxSubpcojSANcyynpClyFFmgShJlBqoFpmkg5AxUQV7XVEWDrNYUBciyjCRJ5HlFnBREcVvFq4aOrMVkGaR5jqqqOA6oavvg1k2Bqkh4HRfbbpDEGoSEEDLNLKEsSyRZglqCpn7zfSbRNmY+axeYVd1W9cORTRJXJIuCjqeAkDk7e8Xu7j5FUVBkNVkGhlZSqAVJA7LStuKNaP9FVlCUgqaGtEh5+SpCLWE4hgen+yR+wvV0xeXNc6bLkMa1QQIhA6IGQJJBUdtRT5JA6Ae8WK959jxku4Ef/agPdcZ6Dft7Mk1TIQTomoRp1GhKuw9QVTB1garqTEYTwu2KftfEMnTKTAOpQCbncHdCkqTcbgP2d0aEcUQUbul1TEJ/RZYWDAY9Vus1k5GLkBU++mjN/QftqMj06jcVpcFo3COvSlRZ4uzsmk7HJAszJEPQlP8zAExnILGON8w3JbtHMFvd4HQtcmoWy5TlckG320HqCRJ/Q5bDoCvod3ucHHt8/sRn1G/nQustvP/NHnW9pMpSshQMTac38IjTBNmQiNOmvUElGU0TqGoHgU9VFdiGwf0HNtPziLJMsRyFKAlQFI3FPKYoQDdgs06wLJjfLDBVhc16iWkpiEbBc3OoanRdbRcFkqApClRVIViX1AX46xLb1gFBp2uR5SnHoyNkxaHnBmiaQZqmvHxywWiocbR/wPXNFVs/QjagrFIsW+HO/YdMb37K/p7HeukjTBVEW73t7XeJ4i1xktI0FUokUxQFsqay2WyYz7dA+74FAYwnAss2yPMcIUOcxjieRppH2J5NWrTvp2ZAmtZEaY2mgawJFlPIyy22rdGInO12jeSHWJZFXUtkKe3tJ0komoKq5ei6gmY0rLYhjgWKIWE5LmGyRVV0/CAgihMcV0ZWGmRdYOqALhFnIQoaqtewf9fA0HS+8d177J50KNMK03JQZBOJnM28wK+3iKriaM/F8zQQJWG0xuuaqEIjDgqyqMDQdQ53u7jDAWmasFindPsGupbT7dhYts0q9KnlhrzIaOo3o4QGVNUkTXMUFVzXIc23JGmJ48louk765lKqjArbtrDNGsOUkJWcoiwp8hRZqLiuieP2AEEYnrGYRXQ6GmXZjlpEDQo6liHjWD7drslymdDrQdMINpuYpoEkiagqwWrVAFeIRqKu23ZeQhCHMYloAbNpoKpAVA2KLKPoUKaQZhX9IYgc+pZCkm54fRWRJGB3K3YOPJY5aAkoikBXZDxXQZc0ek4fCYXTwwiFhsAPsXX44e9OuHN4ysXZcx7dtcmTnDzP0BQZRUgYWo0AygIEDWUR07FNkmjFoG+R5z5JtCGMY8KoZEf0ELJEXhZMhg6GIhGWOX5UYrsaTV1wcjTiybM5k12XjtfjxYtz3nqsg5AI0wQhKgwNtusVTWFiOTaygPHQJk1Tkgg0paAqvx6g/KujAKBKBJGPbsHR0YgPP5jz4EFJmuc0Dewf7ZMkGdvliipvZzqe45LnOXs7E5K0ZjCZsFysCeOIdx4/5MmTP2PjF+zvqlxeLbhzVyVJA6S6oaxq0jQhrVr6Q+AvOD46Jg5Dzl4tMbT2tqykFEmpmF03PHrYZ7WNW4BQIE/ANBtevTxDanJub3IODwSmJTEeDhAiwzRkNEUQhT5SDV3bpbC3NI6Bv00wFBNR1cTRGk1p6HkGpu6hlArPnp4zvdrw+O0jEAXX0wWaofDNb7/D9eISVVOw3Xbm+P77b/Pq9RV37u5xeTlF1eD733/E9OIaIQmGqkm/N6Q/HJGlOUmeMVss0TQ4Oh0i6QkVCbZt8fLlkjSFwYD2crAUkjxlMBgThFv8KGfomdRNStk03L9/wKvXl+hmu+BpmvYzs2yVupIIQp9hv4eh+9RNRlkWNKiMd4Y4lkYYLblzp48kGjbrmCKvmV6uGQxcZEVgWDJVU4EASZUQoiGrM/ykQDFDGlVgDyyyuOQ/+0f/G1bLlxRxgBB9Vv4NcVLyy48+53D3iAfHp/h+yNOnHzHelXj08DHr8Cv+u3/2r3AGKjvDHYSl4Zch8+tLLEPh3skIgcLK8uk4LophIEKfpmloBCgKbDcFdQVlXpHnJY5jMR5PyLKcsiwQqJiGS6bn5ElDluXoikpZlpRFRbenEWwhDPx2biOg0+mBkCkK8LegqRVNI5HENXUBTa3Q8bo0+wJBO4/c3dnlZjZnegPjEWRZRhDA8bFLlmRsNjlNBZohMDQdWZYxLYNtGCCamrKoEKKl3pimRlbnAPQHHrnvUxQlzy9LVks4PQHT07m+2LB75w5RmhAHBessQq5hOPI42JmgyRYvPn3N7vGInmEjqilv3XtIuA64vpxyfLrPerN4s6hUMDsutpUhK1CWKZreQoQslzx9suDevQGKpFIUJUWRcX5e8vY7PV6/fo1hGNy/e5fPP/+cuqrpdTRUQ8dxHM4v5xwfuqiGSRBuOTzcYe1vmS8TihJqUXN67FEUGZqmYKqCOA7pdyzkvotc39DtdsmyDK6+JrTkzQzTsizm8zk7uz1WqxUnJ4LhcEiWNezudtnfP2S1WrFYFAxGHpYtE6cZZVlxfX1NXefs7Q7xPIOD/TGyXHCwr6DrIEsFo5EgCOZcXYVUdYKmw2jiompttagZYOiCMFqSpHB43MXxYLMt2Dsa8Pi9DkG6oNMVvPtej/5AwnbAMhTiJCQIct5+e4Asy8hCsN1sEHXDer5FlWSURjDs2DRlg6FqlEmGIauIqibYbHAdFVWFcLsk2KxI/ZBJb4ApC6RC4Yc/+G3yVCDJDtPbDfOFz3hywHobEccpl9evaaQU25NRVNjbF3z0y6/QzQbNaEBklFXCZ59/xNPnnzO9viDPE0bjHtPrBVVVURU1uq4zGMiYTksLsVwZ2zXxI5/b+TXbIMcPWxrY7bxBlaEoU3QD7jxQ6HQVhNzOOHVNsLc7pNc1uXN6QLdjUVftLDcvCmbzOavtgm7Ppqwi/GgBck5NjmbCNgxAqrBck1qA6eg4nkl34GK5Kr2BzDZISIqYhb+gNjf8P//Jf85nz/+CpD5ntvmCtLwgri75/m8+5tE7h2iWYLI75uT0PuPhMb//+/+AqrQoU42ONUERFoqk0fN6DPt9xoM+qiKhKjLDgU2SJNzetvO4hopu16bf75DELahdT1dEYY2qmFiGi211aBqJrR9xdbVgetVgmhqqYpJlBePhhH5niGP28VwVXZMYj4b0ukMCP2a9Ctis28XMdFoRbEvSGIItLFcxt7MVmm61IG3rlGVNXcHeHqzXbedQ11DkOaZlcHI0YG/HRpIEqqagqwrb1Zo0zomjkjJvSNOMTtdFERKy1FbOdVmi6Qq7+312D+DOfTA9mYvrDZICVxevmE0Lhl2dzQwMCYLlildPnvDJhx8w6jgM3A6qpLI/GnD+8hVfffY5nu3y67/2Ax6c3kdTFMq8pC4bbNNi0OsjSxKyEORpThyGnJ7YvH61JE4jvK7HfJkxHEOWpGiahu/HfPLppwxHffIcJLlGVhqi2Oc733nEYNjyhpumpNtzMHWV7Rru3fHoOpBHPrYGu0MPW4doGxFtFpy/uGHg6mTBhvlV8vWhJW8qzMWNz2TcIUtydN1kswqxLZc8bTfbX331BE3T+fZ3TslCn9tbn71xB0mRsW2bl+ch//yf/wzXbblcaZFQViV376kstwWibJDUmpNThcW2ZDgG3w/Y2dFQVZWTwyHz2QrH1nj7XcF40uHickOwgThd4nl9GnRurhM0o0HVGvr9PnGUs1mB44IfBqiKQIiayWRCnUcoEsRByHg4IQkT1tuQNCiQSoGq6JiGiWqoZEVJ78jji1/O2R+rxJsSf5Xzzv23SNKcP//Tn5AVDat1yMtPt/z6j/Z5fT6lP+iRFRmjcY8gDJktp4x2LI4PT/jysy+5uvHZ37d48aJmtAPSGpKsYdDXmF77VNuEk3sjqjomSWGz2VCWFZ0OdHpdwiAhjkPKEhqppBFwcAC3s4qdXTg53eXoeB+khOU6ggo8V6BIDZpWoygFulJycf6Essrw3Ha2VTdt9VpWGUUpU9UxogFNk5AlhbKsKSpANERxSKdvUNc5YZphoCHLMkFS4Udg63ByYhOva9bBJV++/AlJkiCqLm73G+yf7NCzQK1rpELBUBXixEJSBLLl8f3v/j5nZ6945/H3WMa3vL59zng4ZG+wyzbYUBRL4ihDlRW8zgDdsShp56dRGeIHEfdOPZIk/+sNuSIprFdboiihqQVVKZAlueU8+jm5nKNrgqaqybKcIAiY7O7g+z7rVYSsKoRx1nL+HFAVHV0V5HlJXZV0egpNI7Pe+jgdh9ltgteXMYoGVdVRlRpNa+eqigI3Nxl3T3Q6rkdIQ10VlFlKlLbUsN0DnSjNyCrwE1jc3pDEObYOugKGYWAqOqZp8vidh4RRymK+YSAy5quU+U2DZ0OZZQy6sFrA0Z7CZDCk5w2RKo3ZzYyO5ZApMs+fvsQwYX9vzC9+9gFX0zN8v6FjC6RKQNmgywqeaaPpMkmQIdSWZVLXsN0GVHW7rHE8KOuKTqdD0zRESYYsCyY7Fg1wdR3SH2qslre4Xp/TO7tcXd7y8uULNE3n+BCCrU/XaalzeRrjrxdIEtgqeLZKvM3RlAbDMdBFSrP8mgEz2oK+Y4BSsVktaApI/ISmhiwtsByLOMqJooTLsxvCJejvmGRFRdE0DAcKVzclu7se663PZrOkKGF3x8bpCV69XtMd2gRJzMGhxnKd0x1AkuQMh32yOGZ65TOeSHS7Hg0t2VgzYDjxuL1Z4jgmvQH0Bzbr9QbbUpFEw2AIna5BUaRQQJ6DIiTCLENXdJRG4fLVlCRqX7DnGTh2j7qRydKSskgZ9vqcn1/y3uNjlMqjDkIevHvCYhlweOcOP/vk5+ye7KG4kJFi2h4//8WXfO/7DuvtFqtnUzQ5iiE4PNpHlhsMR8HKCoaTHtZZTFpEZBXkFURJy8s0TRiNhnz51ZcoKlimg2Xr6JZOI2C13LBYwjvvnfD6/IJtCKYLwxG88859el2XFy+eoOgKoQ+9DgyHPebVCqqUpo5RlJIwzNH0lvcpRLugQAZqyLKEqmqBtGoyaGokVcLUVKqqIowBauKkJi3alt80NQTtz+u4CkgaminhryP84AmyUpMEJWX9kr3JXboPf5Mk8pCbMVXqgaxRVDLRumQ8/haPH/6Qp19esYivUDyN5e2GKA/p9l06tkOZBORCoilydNlhtVkiyQ2qJNArMHUFR7e5urnGcWxcz2G1XhPHMYahsd1sqaqWErVKW7pOv9eQRBFRFLENao6OPbJ0w81twmTHQZIUqjKn43XZbmJU3SSPIoQE3V4fSdQkm5qiKhmMOownQ4qypNIhijNkuWa5bulywz4Mhj1kIbVMB1m8GUsBDTRVjiSg4xnUTUqe5NCAY+tIdcF6uWJ8ekRZl8wXS1abEFkx6Y92+fzJK8bjdglVJBmjoYw6lDiYHDLp7hBsY8bDEc++eILndbn/8D6TnT5CrlDUmi+/+ozVrME0oGO6VFVGuo0IqQmjAFUTKKIdd1Rl3DIUIqhECBLopkuaVViWhaLqSEVOWYOqaTTU7a5CNLx4ucb11liORZLWyFK7VEri9gLv7ElYhkYW+WRFiWGIlo6Y59gGaDKomoKmmqy+FqhsjwIgMqhT8GyHj54umAzhyZdnVDmslyk7e6e8PrvlybML8gRUCZbrLYYKWV4ymhxgdxL6/Q5pmaOZKqUIuLjc4PUlvA7YjkqQVuxNdomTS3RVIYhKFKFQioqDQ42d3TGz2Q1xtGE4UlG1gs7AYjrdgijoD2xMS8EwIYw2WKbHaOxgOQZ+UFKmJYoEfhiTJzmq1KAjYyrtPKgqQanBUGRkSce1bFRN43J+Q1OqlJnE4eSQ8OaK1XRNnJb4wWt2JwdcXr4mFgFvvX+X29kCSYY0yVivfbSuyTaI2d8f0UgVT549p8gb7j0YE8U+uweCxTpBUsAzIYhaXl+/r3M5vSDLYDz22N3dR9El0iJmvpwRp+0ntAk2dLsdfvgji9VqSV2mvHj5jAf3T4jiEK1WKTLodGy6XofNfAUCNLUGHVzLII5TqFu6hqrKZGWFJEFZNphmu3DIMsizgrIA25aQFAlFhTTNEQIU0VamptZgWSqWJuHaLo7TwRl42FZK6Gf0O4KXwTnn8zl5PcV1Qan26WpvoTd72MYY0UhMp1NqYHfnMUFi8OrTc1589YLODnznN97C1C3Ot5cokoTU1MRhhGrorGY3mH0DWW0wDRlZlHi2x2zeksldW2e1KhgOOhwcHfLxR7+kqcGx23tCEeDaIAvQVQOpjvG3CbN5wGoJXifDcFxkFTZ+gB9UGKVM0whMW0fRNTRdplNG+OEWRVKJwoyLq8v2qRICz5MoqprdXZtBr4dtGizmc/I0xnNcEtoxjCxaCo+pwc7OCMPcst0EJGmDqBsCvwYV4jhGU1QWK5/5ImcwMpC0hqKB7qCPKsno/R5JGHHv6ITNfEtR5Xz88cf8sviEh/ff4uT4Doal0ygN55cvWW1vMWyHYT/E1jVG3RFxHFBlGXVWUec1KAqqLBFmNXnRUNct/alBQbMKhKKzDROKpiHJC1TNIE4TgjjEcS0ODrtEUYSuQxxDmsbYNhwdHVGVDdfXFxgmNEImjmOQBLaho+kKVRGSxe3FXJUldVXRNF+v9YUCMOnaDN0RtqUz6bzGNSRqAYotkdWCzXpLv9+jLDOciUywCLi8Dun3bGRFZbJ7yu3tjCCMmeweY9gSD952+ekvfo4f14wmPYSkMpkMuby6pOPpFEWJ52lcX89pqhrT1NlsNrx+XdLtwUFPoVwVlFXKwYnDZh2iayZpHtHtOVych5haQVll5DVopowslYx6HdI0pakaolVD48TcPT7A1mIUWabT6aBrBmleUFQVsizzvW//iC8/fYEl9ZhdbQmWGXeO3uL1xTVhEVMWFUmSoXgKjYDz8zlVA+vNiqOjfUq5ISta+dbr8wvirCFPoGpqrqYBXU9B0UpcTwJJo5FThKxSVBU3Vxk7Q43hcPxmw7rBjzYsViGNBP0hXE43vPfuXXYmExAF62XGbNbQ7V5jmjqyrKLIOaqskycpAhgNu7i2w0a09IyiaGeb/W4HRZNZbVeUJaiyimHqJElMUdRkOeQZSHKGrmvIb4QV3W6rsonCijSqUFSLppaIo4o6DWg6KmVV0pCRVSv8ZE2Wr5GUmBcXOkeT7zJy7mIgYeoGZSFTSBp1aXB69xvs7H2Lr86eEj17wfcfvYVtOTx79gLbtAjDFEs3KCuBoSrYpo4kII5z8hxMO0FqYpoKknDLaikTBlsGkz7DgYeuCfKswTLBMUAVoCoyRRpB3XoeXE/nRCFICsxXBd1mC6jc3FZYFmzDBF2R0XWV+XLOcOTSGdi8fLnA1hLWC58nz950DZOGXk9FlXNE01BkKZsqJwh8FFVgmCpxWFIVrXig50komkrH1khTmVhqiAvIk5wsgsEYnj9bcLDfwTQcbDfGDzPOpud4fTi7WLG/7zEcDiiKnOvba148mXGylxJnNa5l8oPf+hHdTp+ff/AzXl294mL6muWmZKcLTiWI44Tt3KcoE+qsRjMtPNPF6Tos1gs0qaHWGkyrZYAkaY2imjSSjh9vEIpKGGfolkqeFBQVZHmOpEoEUcHuvkGSZCwXDZoiqIuCLM3odMB2DYQksQ1iNE1FUU3yIkdWVNQOdL0OVV4ghGjHQV8bXL4BzJ7Tx9YcotWWtx/e4/b2ltHOiOv5grosyLKK3Z190iwkz0KqJqAWoJsmeZQzvV7zySdPCaOCozsG59OU977RQSiCrd9wcKzSH044O7tku4FqmXF8p0OUxFzf5vQ6kCQFm21b5RgGKGr7kAfBBl1v5yGWrRGFBU1Ts1jAuF9iWQaNXKPpMiUykiKxnMdYb5YfhqoSbEJMVaXf6dPvdqiqiixNyOKQMix4+vRnTC8D/sb377OJZ5zsPeDv/O6/z3/xX/5fef70JdpQRbZldvZG3C5uOTwZst0s2G4TJrvw+mxK3UAQRCyWBccHPb78Ys3l5YK9PZc8L9k/6hCHBde3PpqhUjeCzapgPDaREBRFxfbqhpwUpRWjIOp2xLC7a2GYCs+fP0VVZSxL5/HbGnHks902HOx3EE1AsAnYliuqAnqdLoISUeVEcYlE2z57rk1ZV4haIOoGgcLsNmyH9KL9o2je/F5VbdA1haIs0VQDRTQEpU+a15iNoK5UqrwgEQmSpGAZLn2zi+uqjHZkbFOhY9tc3jyj552SlgGWVZDWMVEMuqUj6ND1THz/GssY8I33HrO3e8RyfcZyNme0M8LS254sTFLyOMI2DZI6JE9b4UNjFkhSxu6OTC21F6eqQRytmV6fYzs6eZbi2OBYOhoSigRJmFCVOXkpsV4EKDrsDiU2QU2SVXT7HqadohkSQVRTFBUVFdEaajImuxabLZh9iMJ23KGqYJoCIWRkCcIwpq5yFKVlvTcC4tCnKNvRys7ERFEb6rokCdfEwRpJtOR4UxeYgwZTV6nSgjhKCKOcRjJQDJuyLun2+jx7vqCXxSz9FZIqePliRiNBmEXsn+zw9uNvsI4CkrJB9Vzyq5ptUtKoUAiQGgmpqinigjRLUBSZYX9EI5VotsrNbIZp22iySlmHzFYFVVZhuZBkJVle0UgKSV5TidYsptN1yfKYq6uQXh90Q6UoCmynwjR1VusF202BkEDRLLK8YBOAYRRk+ZYwqul3FSaDEcvFnDAs0VSwbe3rwkrgDWBqQmd6fsPN5QWnp4eEm4hup0cUJMw2BfunLllWgJDx/ZCygm5PJytK4jhH83SGwwMaLslyQRTD+eWW4cRgOGx5nJbTZb1eMxpp3NzkTMb7nF9eMOxV7O1OqOoMVV5h2QrIJWVZYjkQRA1NE6ProKoqslzh+/EbKV+NrCmUoqRqamRdIgi3FEXbNkwGDl2rvRKlRiIJQqZhSN2UNIBjqMh6j+tbn/t37vH/+X//CUZjcdg/4ZOPvuD3f+/vMtjb4ePXH/PV1RkBPtYAvveDHzJfXHJ9+ZrnL66YB2B4EIRpa1IhK2h6K5G8++AhFxdXxFFKUbSk27oCJAlNg95gwO3FFVGYsFwtUW2JcbePVaT4QUUQgNeVWKyXlHVB3+uQpT6GoWPoXdJ4jb+JyDMoC0GRtxVUWRTE4Ya6KmlqMPVW+5tGMRUNhmaSkhEECVkBWQGWJdA1g7JISBNQ1RLbNmnqdoNbpAV1DrKkUOcKZS6oasFilRKFU/odF8/2yDOZOK6wdJ00KdkGOReXU9LtZ7x9f4KpGmz9GNezafKMi8tbsuSW4WCfsJrxwQcf0x1J7Ozs8fTZGY/unyDJEkVRsFmv6e/1qIoIywJVA8+QMI2GTm+HOMtpkLBcjdVmS+AvGfQcZAq6jo1oahxVp9ftEG7WBHFFUuekRYppqox3Rmj2kjjJEKKh04G6UVCNnCSGnq2gWSVFA3EW43XbyyXPYDIGxxH0ej3KsqDXs0CU5FmOEDKKIlEUNWla4HkSntPBtnTiYEHTlGRpjAKMBx00eYumyui6gqHI9A86XF8vuL6GyZ6M1xlQSy55UzDalcjKkoIaTZbpjCxUodHkAiHJPDt7RfHsBfuHp+imxs16yeUCDk/h0aPHqLOIvmaxtzfm4vIlklxxsLtPVmcE8QZV0hAo5HlNlhXkZcviqBuZ2XxN1UCc5gQx9A0JIavImo7U5Fhuxd7eXivekGUmExdF0kiTHOoQPyrJi5q8FgQxFDWkSk0UtQulrGpwugPi/BYkgaT+zwAwjw9O+erLzynTijQq6do9mlyiZw1Y3t6wni4p4pw79+9QWwl+MUNTXabTDapkYtkNdx68RSVVSFrOr/9oj/Xmhq0fESUQzWtWq6cYpkLX6XD/N3ZRNZ23H7yFamj8/Bc/xbI0DMPAdW1ev16iSCUHex222y2Dzog0zYmCmDJvqHIYD6DIU2bzGr0DsgZ7ow5JGdIfyJBXWB2boiho8gTH6GDbNqokUzat6UTTCLJEIUsk/OWKs9crSFdcqWuW65D9w330nsZv/eYPKH62pbNncvrWAYvbGc+fv6bjGdgOjO2K5abAL2Aw0FhtfA4PPTodlzSNUVWZp8/WjCcyx8cj1tsISZKR5Ybl8gpZaxBSQZyBQk2WllBJqEqFaUKZpzx9HXJy0i4F+qMesmg42Dvi4uID5vMQ0UC341AXOUWetMuMdYTjqnRMBUVppXx+sMG2DRzXhbphdZNw+mBInGTouoEkFPI4I4hrFKlBVys6nR5SA1EeIYlWXlpkBVmcgdQwGKvkRUFSxpRBgbQV+AHsjBwM3UTVEmbL5yxvc44O3sJzJjRyhaJpbIMa2x6y3W7xAxXBmDK74cVXL5nsqxyMbYLVDbbroNQFcp1zMO6zTGrkdI6qC6q4Zrn2MbKc6U2KkGC40wWgKjLivKDMKnIlI40yGitjMuyjaQpEKTvDPpLwqciwdQ1F7XE+vWG52hAk4HkNXqtCZWe3T3/gcn1zjqY2nBypZFsw5ASn16GsC+I85ea2veSrsp2ZdrwKw1aQ5BpVVRmNhgBcXl/TdTRUyURSdSRNZzjaoSgztuuUrC4JGrCNks+/aGWRjusxm83YRgl5mdLt66zXGZPdIavFmt3TIy5eXZJlBWkUoEhrhoMdXk+fc319RRBnPHyksnuwi6Zp1GVKpzPAVjvEfkXRJGSJRJRlvD67wNYNwixhvU7xo3ZBaLs2jaRxOw/pdyV8PyQKYW/PQpJqoihAt2Qe3bnD9XTKfJniuTJCEazXKzTVoNPrsvIX6KJCkgTlm/Gkbkgg1ciKQhCFSAhmCyiKBtMIGf0bh8n/35EAvvj8Cc+eTlEVm9vpkk8/WmLWFjvOmH/nO9/hh4+/w9WvNhS3ERefT/n0pyUf/WzBq1cRB8fvYXcH/NlP/gI0Fd3tcXW9ZbZI+Oor2K6h21F49OAefW+ILqu8fvqU2dUV8XaLyEuSsETTbeIoI44K9vf6pGHDJ7/YouNy9XrG9dkGpVHQhYohtZvOcFXTsyGaw8BQ2oWOodEoMNjtM/dnaK5Mo5cE6ZaiyDk5uUeTG/zJv/qCzz6ek4YuffuA2+mat995l6yCJ2cRkqVRKQXbcMaLZ7/CUSv6tkrub7g5u6bMwHX2uLlJicICTWuNGdbrHMdzidKIoi6Z3l5yMb3k/W/1cV0FXa9YLGIePtjHs0BVGpw+WP2Gyb5OA8xnPptVgVRpjAd9FEnGNGB6lVI3rab85etrPv/qBd2exXgHxrvQ7cugZoRxhaoZWF6HZ88L1usMTeviuiMc2+H8PCVYt5t01wKpzLFUCfKCZLulKevWnQhoyoZg42NoOqqQMRVBtE0ZdR3uHu7Q1DmrdcG9t+5xNasopZwoLel4DlkqUVUNQvJ58FjHGy45n/5r8nJNx+sRBSBLQ7qDO7j9+7z3/t/l7/zt/4S/8+/+AVcvGkSi8vBwH0OkFP6COzsO3358SrxeoFJhq1DnreXXegNlpTIad1A1mSdfbIj8An+R8dkvE+SmnQkqEvR6PT7++BlhGLI7HnM86fH4zg6eDh1LY9Lr/bU5iZBAUgpq0TpBdQcWpmliGg7TqxJZMhl2XR4/PKI/MFEciXUWU2iACUEGfgSaBqZpstlAUhRcb+Zs6ojaVfDLmkWcswgiJE1nuVlxfZ0SBHB0fMjR8Qm2N+Lv/r1v8t77e1RVycnJDsOugiZDEmT0unBx+ZJtFPLq9ppIkggliKQSpaNxvXiJpER4Hng2uIZEsLrh8sUL1Npg3DnmyedT/vyPpyh1H0ub4K8K5FpFLhtMATtdCUsFTYLFLKKoanQD8qQmj2v2d3S22xAAWZW4XcRc3V7SaDWyBbVSMVuvyeuSTRSSFUXLGxY5ipRwtC/o9VsGgW1LdHpdVFWlrCt+7funvP8Nj/HO1wOUf3UUgNubGxQFFFlGNDLjXsL56wtUWabX63Hnzh1++3uP+B/+5VeYLuyNYb6ChoaNn3F+8QWfPQmQNDjQ91EUneFgnyi6YLEAz6748tPnbZnttDIwU0t4Pb2lFA2qIri+mmMYKrrmsr8z4cv1Z4g6xzY8VHRWizVSJdPUDVkC/W5rvjoc9rDMNY5uUlc1mqKiORa9UZ+myRCa4NHbD3n22Vd8+eQ1huLiuRMePXyL1Tzlg59+gVB7hJuU++8d8K1vGfzkx7/gZrGiFAUvzj6nM1TJiXC6GkI0lEmFVGrcTrdsVnCy2yPOAzpuiaa3D0ZZZURRRBCEeJ7OZrMi2AKUuA4YhoRpyWz8FmgfvnWf+W1IWb5mPouwLYvNMgZi9g76GNoGw1RRVZXbmxtWS6D2cW2Dbseh2ylYrpfUFdiezGq9QQiVTlcQxTWrdYJr68iSyf5OgevaxIlPGpfcXPm4rgySQhJnyEIwGbmoqkxRth6Fn396w8Gehue6uIbM3njEX/zpp0QFKF0oi9ZU1rMddKePVCnMr6e8ehbz6BH44RV5ZXJ+9Qlv319iymMG/X1USSPY3LB/cExRFKT5ikn/Pr/3O/8eVf0pjmbw4GjEYjkn8xcoloOtqUzXc7YZ3Hnk8tXTgDiFMEiRFBlFUtHUirpojUbu3RX0el3SOMQyVTzP4/SuwNBV6rLk1asnaLoJVUGVxW+8XcE0JfrdmkqA67XLjidPXtOxNRRFw9YhXIeUdQkdh6SpKZscVQdHB12VUKKat+90KOOUJEmwXegNuiyjDXWR4fR63J7PKROQqFA0H8uy0C0It3C7mHP/9BG2LWGaFnGSkGYhe8oAz1WJ49YC8OjOhChtCNOG20WE5XRZbQOSAthsKCJwwzmKIuj3FXRNbbfSqEx2R+RNziYOGezKbJOK5SZhvoihUanrgt29XZ5fvGLQgRu/ffZMQ2Yy7qMjUaQJkgxxmDGbxbhdsCwYDAZcTq9ZreBwv/WO0CTQNJXNZkuet2yO+bLA7UjQSKzWJZJU0zQNiqrjOh0QMnnWLofjrwcrgTeA2e+6rFYrvvnN93n86C3+q//yv8JzLHqdLp989oQvvnjF3/9f/R6nx89xex2EqnB0LBOkMfObW4LNlrffcpAaePnsOad3joGSzbJ1l6YW5GnD3o6DabYqC8fy2Mw3FHVDKUtIkgyVzM9+fMWvfadiNNylLq64eD3lG++/z+sXC5JgjiwEUgN7kz1ub+Ysl2tsR6MsCtKyvbGCqKKpC1bziCKJ0OqaO3fuUE1qoigh2N7Q6XQItzVPnrxiPBbsjo+RhEkcVfzWb/4O1BX//J/9CTv7sLc3QRYKaQhBsiXIMnTHItzESEAaxbg9i0cPdlmtFgRbn8UyQFdgPOlhGBpnZ7et3LOpUVRYrdfUNDTAyYGHpXss5xdEQUIWw86ky81NDCJlu7nGsOH0jk3sFyRBg9yAv66o8gjX7oOiML3O2Js47B3tMb28Jk9Kyqoh9EFWfRSlT1XnGJpNGJYUpeCvWBppWtGIiroGXdMwdQPDVKlqmTD02RlLyDUc7x3x6vkFP/4fPyULW9HAeMeiSkIcDcJNiGQYaLKO7WjsjE0ctySOClS1y+J2RVHGWHJKU2WUVU1Z+uSFzHbjgxSzvzfgb/7Wb/Jnf/YlwSbCtnQOd3bxg4LZZoPR7zBwLSopRhECiXbB1zQNkiThuu5fSyfLKsMwdUxTR5FKLNPADzaYhoKkNBRVyeHxPkEcc3kb8OrsEqOjYVkyTrcDsk8tycRRxqgPmmrStbtcT2/JQkDKcXoqsiwI1yHrFHKgO1Tpdvs4qs/e3gFnz56RFCXmG+OSly9AczIePa7Jitb+T1agUWo0TWJnx6boVnS8Pi/OnmPoNrbtcj5dU5awfxzQSBVN0xYgoqkJghDF6FCWJVVVEWwabB2WixbA86zG6TpYloUQAj9OQBcE0oJXz75E9Vy+/e/8Gn/yJz9F61nYukYSC05Pjjg5OuTs4prByEOoaxAFtpy2ar5Kp6wKdF2l39EomxxTbVVKy5slooQ6A03SqbMUSQdL1UnKAtdsjZjLCkxTJUkK8hxsq12YWabDZ89eA1AksLentG3x13QkgC+/WKKpAkOX+eTjDzjYG2BaKqv1jNHQIvDh7OwVbz1+SK/Xo+t1+Hf/5t9kMhxxcf6aNInZHY3peh2KvKSIUzRJZXcoce94h9tpjSLgnbfeY9SfUKY14SamyBoMzUKqVRbzku0mxdTa5UWeVJR5w2Syz2K+QZPhW9/4Bnt7B2gqLBcbhJDodQdUZY0kSTiO00YPRLBe+9Q1OI7F2cWCz758Slqm3Lt3h/39XZIkQiiC3/zNb/Dq1Q2iUtBlB1HrNKXKvbtv81s/+i4SNp6zgyo8bq8Czp775HGDZ/XQJJ2eo9P3POo8J09SkjBCV2VGfRsh0apP6hohYGfHwXU7yDLMlgt0Xefw0GMwGPPpx5/z+sWUppZbfmvcmoSUBezu9LANgzyBy4sFgQ+mIVGVUKSCLBNcXm5YLmAbZCRpjaZbVE3rWF7WtLJIBKulz2IVcHHlU2QK/Z6DY+tEISyXrblEFGWcX8y4urqiLko6rsOg47Fa5FA0DLwhu0OPb793n6PJkKFlE83WWOiYwsRUDQStPdhwMqYoFNJcoBs2hmVSVD5CSlkur7i9PkfXYDm/ZrO+RaGhqWB2vaLMNPxVRZPbyHWPnrOHZwxpcgkVA6WBmwsfmTdtpm2jqxq2adHpdBj0+m0MSlWQFhF5VVBUKbeLBWmZEacxYexTkqMZCv2JRGdg0Ok4dHsudVMRbkvKNKPKoO96jDyPnusiVTUqLRBYuobnuKgSiAqqvPXKNFSNXq/HYrEgy0t0zUBRdaIkY7VpDVeKomjlrg0IFaIk5/p2QRBFyJqMpissViGbzYo8T9G01udU1RUMQ8frQa8j4W82LGYJVVniWDahH5Am4Nom61VLd5IkibKs8cOYIEoIk4qoTHi1eom2o0CvQepKHL9zyCqNeHp+hqxZWFafolSwzA6ObvPW3bs8PO2ik9LkEccHE1S5YTGP2Cxz4hCkRsUzPcoU5Epm4IJcKyiiBZ0izeh2dMYjC0NXGY7AtkyCoMY2W07xYhGwWq2Jo78yAgFJfH1umFVVtYD5ve+OGQ07DPsuP/7XH6HrCh99eMmHH6xZrWL+0T/6+5R5yux6ynq5YH93QpEmLBcz6qyg57h8+elL0jBibzRiPmsdmXcnO/zJH92gKeA5DppssLhdsVn5xGFOlUOdS0wvMkxNYTzY4f13HuIYHTy7R8frMxlOeP3iNWHYGpyqqsp4PCZNU6hbx5eyKGnKClNr5WOqCo5nMd412dnb5Qc/fJ9e3yFNUzb+lqwsKIqCm5sbXr9+zf/+P/1P+d53foM//Cf/DFFrKJLNP/l//TMe3n2PP/iH/xkXr9Y8+3LKRz/PefolyI3GoDfmrQdv8c7jx5RZTpWl1HmGqEoUSUZTVZoK4jBhs9m0YwjbRVIUNFNCyBJu12P/6JDZ7YonX0zZGY05PTpFVw3mNzMMFQxNRtQadSERBzl5AroiYWguZQZR2OBYE/xtqyoJgoJPP3tOnJbIhobpyqgGSIpMFCesNw1xXLdtp7Cx7BGG7uG6Cj1X4JgqmgJSA9RQVwWxv2W73nC012EzX7OZbznYOSZaZ5Rhxa43ZGjYDI0hIlWJNylVWrDZ+JyfXRCEFU1tkxcyhqWzWF1Q1T55uoWmwNBakDs5vMt4tM96HvPRz55xsPMNRt67rK41PvrJJf5MZn/8GJMBTazSN10GbgdKsE0HU7eo8oo4jknTFCEaul4Hp2NSFDlhkhKmIbIBXs+homAbJ6z8BYom2D0YYzs6SRqQpiGaKjjYd7g+bx39myzj7Nktz794itbAbt+iHf2mWLaB5zmMBwqOCaKs8VdrwjDk5voWocjYXgdZ1bCdLifHsLcLIDAs0GxQTShp5ZF+An4YcXF1hePI1DQIWcLrKlgOxFlKmmdYls7x8TGKJGMoUMQprmnR5DWWDlVRUFUw6JpoukmSFVxOQ2ZLnyCFTVqhDE2er6Ys6zWhGtM4kGs5zsjlixdPma3nvHz9isFgQF02HIzGHO3soAuBLUOeBFRlQfmGmqYIqIqaupBJo5I0qhkPezSVTMfWcCybNCoY9Qe4jo1hKpye7qHr7YhhPNYYjwYEPiyXaev9Ou5jWzKrZfi1AeYf/dEftS25rDTMbtZcXrziW98+xtYs3n47JtiG3H/4gDSL6fd7rLZraFqn5T/8wz9kta3pDwS6qvGNt0/54Y9+gyRP+JN/9UesFksOdvf4xvtz7t+/jyQUFrMll+fXOE6HnjdAajSKusF1Yg73DsnzlCzNqQoYj/oUecqrV6+I49bI4PPPPyfPS/bGB5RlRRTEXF0lnN41kCRBVVXUNMgauN0OCgVhEhOt1yCDaCQ+++wTytyk3z1gZ2dMlgV8+OEv+e0f/S/4z/8v/wX//b/4I2bTFYeHx3zw81/x7vvv8/f/3v+aj7/4Kflf/jHTOQTrlE8/+oTDOwck1ZZVvKW/o9BxbKoypSkKVssNRQaNDmpRommtWiOMozeeoUabpfPG30/TYDQasd1EpFmKrskYhgFSQ5WXlGXNcuGTpqBrEFQxkhB0vA4IDdfpcnx8yGa74PzsmqIsMXQZyzPZbEOyMsdf5gQROK6E67kUpWDrJ1RVzKA3QNM04jimrkvGYxVJlORpxGJecf+0S5M1lGXJeramDDS6zgR/W+LfbNnxdjCtA/LNFWeXF7gDizyGWREy6I9x7B5FLpHnJa/PnmDLe3jy27i2gagVHHuA5/YpygRqh8noHX74vW+wmD3hVWKTWR6T0UNUtSHY3ILh4ng9VtkWTcoxTQtFSKRJQtM0pHnSut7YBtAG0LkdlaYuUVWZtEhJytYwpef10bQ2IC6ItsQpmLaMbej0vA5nTkhdQh5mGBI0fwUMWo1ngalrGIYOTZuLVJeQRhlVndHtuiBLyIpKUVekaUZvPGRvr0uUpdxcb9vZHTWyqmEZEpZZINeCIqlY3FaM+zbbOCIKkzYmI4PVagOiYNj3qIqSMi+QoRV4GDK6pjHsVmxWBQc7rS9rliQgTOarBahgaxKaLrher9g7HbFaBmynTzk+ust8OiMLI+6/d0hcBSi5zP7hEdfTc5IkR1QSmtAQusar15cIGTpdcDoyDRJpXhCFKVlaUzfg2H2SJMLotRVlEERYlkGcV0iSTNdzyZMlugadrouu6yhqS9miruh2ZBRNJ/S/vgnm7/7u77aAeXE25913j5heX+A4DpOdIbezKattQxQF/OEf/kv2jnqYtoEoK168fM7FZc3jdzpkeYqpKoSBz5/80R9juxYHe/sYlk4cRWRRwag3Io5Tnj9/yXresDN0yeKCupLQDY3Hj95mtpjz+uyGd989pOu5fP7ZJ60Ur0yxTLh3d0SelXQ6DnHiU1YZQobdfZ1OpwMSyJZBXucIWaAbBnVRsd5u6BomQRziDfrsHnW4Otvy+VdfspgVONYudV3zy19+yPxmzd7uCcEmoCxNfv/v/j4//vGPee+bj7Asj8lwQCMtGQ173K7WHO3tEOYa1XyFrWtsV0uKLMF1XeQGdBW2W3BdFa/rkGQZQVBiGKCbGvPZkrqs2R0eMOjlzG+nzG7XUMPB8YTZbIYqqXzn29/i9fkrPvjgOUkCjl1TNjXjkcfR0QnLdYBuOsRZjmZYTHY7IFeUTUVVZS0/btA6yNcCsrLA0w3CbYhIGtI4QpUEltWQpBmqAppiUVclgV8wGUs4ls1f/uKKdx6NOD64gyF1+Nb7v87TLz7jJz/9E3YmHbq9Prvdh8ShQFJKrvw1YQTBesXhQRfPVIjCFK1a8vrsS77z+BGaLoPQqBsVPxTkuYTj3OXXf/0fMOx3aIoeO999D1lKcMc2X3zxE1bzj0lFRDHbchPMObg/RJVby7E4LlsHLE17YzRSkqYxhm3Q7XVZL+comsxyvSBJGnZ3OgSpj8giFEWh23PoitZ4dxtsiKKMk0OVq8uCKoe7xwPSOKfMWmcfzdEwTRNJkkiihFLQ2tJXrdzUMk3qsqYoS/wgJC0zrMwlSwvyNCeNQVHqNlRNbjAtjaqpW9pbVZPnDUIo0AiEUBCo0FRUtYSiquiayXbrs11VRAHoDmzXW7qdIZIOflWwu2NSFSVRGLK7v4PTWWC4No2igahwHJ2sVnAHA0ajEWfPXyK0mkffOMRVddL1EkNX8cM1UZrw4uUVimGgKgPieINpg2K2CZVxWiEpVWtc4mkM3S7X19fESU7TSORZhm6oaIZMmAbUVFRVyXKxIkmyN7aGBev1il4PAh8UCWzHxDJNOt2c6uZrw8y2JZckuLg4x7Q1PvnkirOLl/zpn2/5zndP+IsfT7n/eIfXF2v8yMc0dfIq53d+5yH/0X/8H/LOW49oqGiqgoODPe7eOWGzXXFxft7mqlSw2fiUZUmWZWhaGwlxO5+TpjndTp8nT56gaQrHxz0kuSHPE5bLENezyPKS09MdTk8PubxaEychm2CNqsokaUKcZCyXS8K4lTDGccx207ANA4IkZRslzJYrtgEkRY6kyOzt7/Pw0SMUDb58cs3Z2Su++PITTu8d8vMP/oI//df/Cj9e8y/++3/KnfvHXF6fUVUFe4f7vP3OPkdHe2x9SOINN9eviaOGruvS9zw0RWV+u+DiDDQVDvd1qGq63S66rrc5LpqC53kgS0iKzHLRWl5d36zJ8tbXstvRuL4pQeR88ulHPH3ynLMzsG24c2eHQVdHCMFqtSAMQ/Ky4MMPn/Dq9Qs0TSLLYsoypaKgrMFyVRy35fFlebsMSYvWhr7Xs2gaQZ7n6LreAv4b93LHkel5Hfz1po3zUHT8zYbNas0vf/FLFFQOJ7s8/WzLf/v/+AXPP79GrhwMeYgoJcocPv5FyfmLFWksU6QNmq4Q+AscW0GWG1B0dN1FUkwkxUbSuvSHd7mc1pjWAyz7Ibp5B8oeijrC8faZLVLOLjY4dh+BRlFUhGFIkvDGZ1JHltv0Rcu1aKgoipw4A8/zUDSVsoQ0y5gvEnw/pCgy8jwl8Ldst2vqPMM1NZqqxDFbEIyjLUUScXp0yMnBPpapk2YJSdaKKVzboN8Bz1KQqnbuJYQgTTOSPKOhjWFIkgRFkjnY9TA0C8s06Hl9TN2mTBvSKEPUGp4FSZhTFxJ11UZHJzHEUcZ2mzFbrLFtm7puAfr48ARNklAVBVE3eC7QVEwvr3j9OqYoMhoBRV2RFRlBEiOERFnUXE2nxGnE7dpnE4a8unrGxe1LGqWmkRo+e/IlN4s1L86uiJMazXCJ05K0agPpGgVMV2Fnbxe351BUDesgJK/hdrliG8VcXC+ZrZbkTcVsNSfNM5KsYHo5Jw4T+p0uoR8wmy3xXOuvqV1xsmW5mrJaf41oyV+Zbyjw+N3HBEFApwe/+uKKb/0aXM2m9Cfg9DqY7g2yLoMqOHuyYTAZ84tf/IwvnnyBpUucHO2hKRK74xGz2YCLiwsurs5ZrWE+vyUtSr544vNbv/kASVI4Pj1hd+eQTz7/FcNRn4vLS956dIKsVITRhv5AoRIZmgWDcYc48zHsNp7CtG3iIEM1QJZVyqrGlGRub+eERcZsCerFgh/84G0++ehzxrtdGjPng49vGNg3uOaI8fCEb3/v1+j1F5w9C9B0myhdkpVrSgJqJUAyDF5Pv0IoFd/74bf4xS8DbhYb9g/G/B//Tz/g//5f/9+Q9DcbTglMQyNPW03z/bsgVI3T07tc397w4S9ecnLaa/0Ri7Kl0KQlB7tjcj9mcRuiG62d2GjU4frmNY0ARMVqvaQo4OgIfu/3fsR24/P8+Q1pkSGrW7y+Sk3J7r4FIsPuGNRyjKkLFFXl292cLC0QKjhdsA2FrIxQNd60PSmmbpPnJUmSYFlDrq9vcW2NKKzwnIo4Tul0PMIwJIpyXl7MuXj1AqmCd95ykCrYHXX5+MNXNGrG0YN9XOOAZ1+eQwpPP1kQzHIev/WAH//5T6kzg7dOf5t3Hu5QNSWIhkYWlLKgKGt0ScHu7FNUKZpss/VjinCON9rl2z/8DZSRzMX8BbUakxURr17ecv9hn04nIs9zBr0eQm5QdYXbZWu+a5oag4HBcrMmzytqWpNfgMUSsjzBcWhncUqDa5tvgvscdDlF6utQNeSiIstjBp0hki5ImwzTNlAN6Hd7XF1dY0klRwf9VkJsaKw2UBcNrqtyezujyKHjSBiqxmYd4TgOi5sNrmWSRxWu6bJZBm9C50w0x0HUKqbhsdosWK9qTBuePU/pGD6i9flFaiBLanqHHm+dPuDJl18xu54hy3Cw137WCDAtlaRpEEnFdr2m77mMBh1oSsq8zfkq3Zqra5/SLUgtj8vbHMeUSNKapR9wefsCq6OiuqAYKt1hiW7apGXGdB6SZ+B2BP3xgDxPuVluCALgDR80KUApC/rdEdfTK/r9Nje+rhsUBebzGMNooz82wRZDa7Pcv86jAPytv/19fN/Hdh2sjsrJ3TGyonF8fMpf/vQnLDcrvvnd9/jZzz+h0RQevrPHbHGLGhh4PZeTgx1MQ2G7XfPBLz9ktVqR5BHzecX9Ry6VqNAMmdO7Gte316y3AWXRUmzOLmf0xxb9gcVqPSPNYkZjl4aShpzBwCbKWrl9fyCj2wZlWlFUOaPJiF5nwGq54dXZDboj/XXanGpJRGnGO994yPTlCzK/JK9h52iPp59Nmc9jvvvdv8nVdUhnULO3s8PHn/+Ug7sDLudnLKPXvH38Lt5I5qunz/jxzzcc3Z1g9Sr2jyZ89PFPsFywPZXdowmapdDpuOztTFhttliOQyMkNqs1m9Ua842ia9h3iJKQ8/Pz1oNSlVnFIZIMw16bfimrOeN9D8XwMQ2PJ1/5/K3f/S63N0tevHhBr9vH6UioWY1hyWzjgm5fwTBlgrAiSQM0XULVBEkaM+x7lHbJcKCiaxbhNuXpkzVJBId7FbLctkGaplE2guVyjWXZ+NEWy1YxDBupkbE1B2FpDHsmk1GJkJ5xc15xcxvy+iU8fjTkzs4xv/zsQ14/v2XvcIwpK5zdlugqlKFP315TpjKiUoiigLLKKJsEVaggSzRyRVOr1KqCJAvkxqQmQzIM6lKwjlbcrK8Jig2yKWE6NpIm6MczVN2kARqpIclSyjpHr1XiuHwTAVEh/pp+1OrQw7Bh0FWJ/IKmhMlwjGEYxGlKUzaUZc1qtaGpwOs67I53kVCI45Q8y5AUCVXVqKjo9VpjY8cC19YRTU2WFIz2dtAMlThpFVhN3cZBK1TMpwtkoZBFBR3bZna1wtEkFpuAgdehluHB3Udc3yxYb33itF302B2jXVptY3TDQVVauzVN0zg+3mVvskOW5CzmM+oS7t/bIU4CXr5Y0t9TQG4o0hjNUJCqAkkqERKslwsGAxmKGknYXF0G5G7CSikBiTCpGY4HNHKDH8L4yEAYgrwsSPIaoWYIVDSj5YdKisByTMLZFlkF22szfJDBMsD3c2R8NBnCbUanr+LZNllZ0Ou3MTGzZY5htj9P0xS+zpQKBWC12RLHMRdXU66vC+4+HLDZbDifXuF0OyR5gTvoophgOjbf/cH3mc/nvHx1RhLnXFyf4TkmoR9QVDnD4RBXcXl9seHgaJc79+7z05/+FN3R0FSdg77LarmhFAWNAkEYc//hEWfn54QR7B7IiBKqJse2XFRdZrXaUIuaJIvRFKu12DJMlluf65tbtgF8+907XM6mOCLm5O5DoiKlkRo2ccnd412y8JpNGPH+t97HtXf46sun/NGffsX7bx0Slxt273QZjbo8SEb0ej0mOwYP39vlq/MP+Pz5S+zxt1DUik284Hz6CsvVQClxPZMwCVFVmcGwR5pnLXm9briZzYiiBkWDPMvodrsoisRi5dPr6Ni2SZq1zvNuzyRNE4IkwbYKdEPgRz7vfXMCsuDpixcs5vB7v3fM8ekJL1++5PV5xWACg6FHt2NSFG2+uKq15OIshyQO0N5sog1DpUhSZKmN+CnKqk2DrAtUSUdCZbUJcLsuWdAwcLpMb2cYioYiG6RhTF2EaJJFd+QiKTHxNkd34fMXzzGupqzXMYsVTC997t+/x+vmOVUC8wBu+xHj0S66arNdBrw+e05/cIJuF+iqjqooIBpkSQbJQKKtimS7hiwhDKYsgldE5Q3oJZKuIskStudS07R575IgydpNeSOZKErrQqSqGnmeITUKui6DmaDIgiQsaN74ZSZhiippyMgUVU6eZliGSSGVbWSHbSCEzNn0nPnNHMOxUTo2ohD0hwPmtws0rY1wQVHRDP2N52jRuqmINu6DEqKsYbkAyyrR9Iq8gdQHRa2hAVsxUAyD26sbRsMdTk/vc3lzxcef/4rFJqPTh8mOwLQd9g4mNNKSII6YXd9QpCVN0SAB771zjGPrHB+NqeWvSJqCIAzRXIXraYHbgK1skTSJ5y9qDL31I+ibQwYdiTqDRpjcvXPEk69+hSzr/Og3v8vJ/We8nr5E0hTW25wgACGl0BTIMui6TJpVFGVMkraz5U5Xxt9WqCp0ugppWKIpCqNRn8VihSyrVE1GkuRohspmk7O7C15HxbFMmqZh83UD5ny9xnEcFFPn0TtDwjRhFfokyZz+YMB3vvNtbm5v6e+MeHF1xfKP/iW7u7vcrmas5wmTAXgdE1SBrusYrkmTNKDA7eKaKI95ebGkP9SoqorpZcslXAWvSDJAAsMykaTWJ1JVZWRVQpIk1tsNsizwgwBF1UmzAtWR0S2HvIIvv5riWBKG2SDJGls/ZrmFMEmR5BLDNLE7Nn/642v+/u+9Tx3L/It/9hG//7fGdIcjhPoVSZ2yvn3O3v6Yl1cz9u90cTyLbl/hYvkVD98/ZrSy2cZzbEfli2fneH2HWqQoasNms6KRoSxz6rpN7UuigDDOKbIMxxLUNFDV5FmGpigMei6SDFEY0jTgdbQ3eto2vS9MSvwthBG8+/4u6+WaOG6zjn75q0+QpDbo6/AoRFIhCFeEYWsO7LkCVWsDrFrTYIFlWUiizUkxTJWHj1yWy4A8gaKk9VascgRy67wUJthOlxoZrzeCsiCvGzZJQJ0JOrZEb9dj92gPSo2jByEf/PQ5r1/GVGkbGSHVYD3qMXQ7dLwe6/Wa5U1KGmyxrYYXO1Msaw9F8fBo0E0bTbMRkkxVZZSVaA12pQJNF+hKQ7OOEVqE4VTkTUle5+i6hu06CFlGUkA3DZI8Ii1Ay0u8TgdZFpimRZFmVFWD6diYuo2tGdxcXnJ6oLe66qImDlpjEM1WqaqGoqjIRcl8OSMpclRV53x6i+/DrluSJCE1DfdOxrx69aqNc5YlatG0EQ1pwPUsaJ24zLayGnoWR6MxHWfAn//4Y1ynR5ZEnOzY5HHEyf4xitBRVYPFLICiII8SqqLAsQyElqBpMpIEX3z1HMeQCaKKzfaKqyuIwzl9z+B4fwdVEgT+msHogLce3uHZ1StW84ymaKvKo30Y9weEcYYih5RFq8QpC4Px8A51KBBFhaUN+P3f/XsMxiqaUSKLismgS5CkUMeogCZJZEWFoYJt61R1TBxtMY03GnRDw9RzqqJCkyVUx2CzXKOq7Xw/yxLqukZRWvWYLLcjryIvSUSGEOLrQ0v+ynG9KDh//pyHDx/y6OFjfv7hB6BpfOPdd5ktFvzlz3/GzWyBbRtUAl5dRATZCwaDIa5n0OQhXtclTiN0UydIA1RN5Z1vukiSxCbacHDqYDseNze3zDfw4IFCVcNiW2KpEMYpQhJ0PJ0ky5EUFd2wuJ2u8bdrNBOOdnZYr0JqVISsEUcZK7+l2eQlXExnqKaJXiQ8f31Of2hjWhpxUXLvkcGXz54RLDO++4O38ZOI//YP/5Lv/OAUXTHZ+mt+9ssX7B3C/r1HbIIp+/0ef/7jH3NyfI/ersPLly9pVJtNtGFgOkRJxMjtgCKwTJ0wClhvtm+MLkqCIMTxHFS9NVV1HJvFaolQBN1+j/l8TrAJkGWwbJcsb8FvZ+Cw2oYEUeuHeXF5hSK5pFkLoE/+IuLePRgMZQ4Odjm+u8NXTz7l4qxkZwd6nT5FGTGfpUgS3DncwbJMqqJqLbYMm67roEg1q1XEZgmaURPGCZqqoRkq02uf9967z2o958H9Y26vLomzCNXUcHoupmrj+xG5iDAdmb5t8jfG7/Liyys+/MsV1OCo8NFPPmG9yPgP/nf/ET/4/g+5uJrzs59/yPXtHMsYcnJ8nyptKOOUPARBhRA6VaMhldBIoGsNTd1mYxdVgKqVeF2dtIIgS9o8b01FCIFu6ui6TpJHSBIUVflm8aJQlQ1lCVXRUBcCRdFQJB3X7uA5NrIiUZYluq6jqxp5UaAoCqvVhrKu2UawiZfYtgI6dMbQnQxZJxFREFCJhqIAx9LQVZXr+YzpomCTQF63smBVaSlJTZGShD5SXtEzDRTaYEDdMuk4DvujIXlSkMQF+zsj8rpmNr3gdnWLJDcMPBfVkpGVmutznw0V8Rtz7+EI+h2XLIpZzmc8+6LmnbddpldnGJ7BsO9SKiWXy4q33rJ5eHhKHuXMN1P6Q4k4alCEzfNnZ5i1xw/e/QE9y2E7v+bgnSPyfM75xTMif8PuwQjqNblTYikptueSZCl5mdNxTaQmRZIEhzsDrqZL0ihhNLDYJDHJNqffdcg1maquGAw7+GFIWVZIMsxuSzQDHMcmyzK2fjtv1r9uwFxvI5Zb/r/M/VezZGmWpoc9W2vfrt2PFhGREZkRKUp3VXWP6J4ZAAPYAOQFaYAZ/g/5B3gFM4qLueAQRpiRRg5mMD2tqqpLZlaq0HG0cL19a715sWMaPyG5b/z2uB/39X1rrfd9XjZ+zO/++DmCohJsN0RFxtXdDZ4f0h122QY+Byc7SKrCN99cYvcK6jxBLguyqqASGgRZIEpCumaXg90DNlsPSxAIo4jZ6o68aRiMYbQ7wPcjRrshUiPj+wFF3SAIEpttSH9gISpqS8dRQJRE8qKmbiSaRkWUDZarBb4PHbOmP3IQJAkBBbNTotsWZsdhvl6z8jI+eXyCP/OY7A0oK7i+uOT4pMPB4RGbzYbKrxnvwsMPD2mUDN0VeHP1DYYr8OWLb5BkWK/hVCl48tGHrLf3iLlM1dTYhk5dl8yXGwI/ZjSeIkkKmhbT7biEUYymtILd5XJJnlSICGiSSCNIlFJBXtbEWYZhisia/P7W3TpGVqsNmgb3M5hO4MEpdF2NN68z3H7KeDwmjHZpqkuGwy51XRMGKXkG0x2JwE8Iwza3xzR18iJlu90ShRGGDqHWKiXiGGozRxRUNgEIksbaC/jij98QR+0MdNBzUY22zdwmKwRRZhbesruzj+Vo7BYOtt5leyfy5ssFL7/a8vTDXSzZxFR6fO+jR/zws/+CoipZB3O8Tcy0M0YoGzI/pSpKJKVu4w/EGklVydOIxF9zv7llsbgjKSNEvfmHTf5sNqMSKhRFIc1z0iKnEcB2DAQBPC9EBOpOQVXUCI1IFhdsk5BQknBti2DjAzCaDOn3+qy3GxaLJSgCgiSiKDIduaKoKypqRA0QJDbxlkqUCJKC2XJBDXS7XTodm4ubG26uYfcYhjsyvX6fLI2po4S+aSFRcnN5RZ0KBFmEIUDsJTx6eoKpiPSMLufhDXUe0esNkRSJqAhItiFbP0Vv2lHM7r7MdlO2sOcGbMNi4A7wqoYsCpmMoNfrIqlt5MBq6zGd9tHcGFmxWCwi5vdrVusQWZZZbkpMxSNNYTyccHJ8yPpmjlSKdI0uv//97+kPuzz+5M/41ed/h2yoOKqFVIvoooykaiRN1QJSVAlNUznYHbGarchSsBSFQgNFFuh3HHTFIogSNN0gikJK2o2/78NQh153xGbtEQXt3/SdF0zTsnm2t8t6veHqZsM//ic/Iioyvnr+gnfvfMY7MgU117Oam/kdJycGlgOTnTFJ4JFulwhSCxWoxZoma0iymHfnbxEksV2AyKDbBl3TwOrG3M5mdBybn/z0e3zz+RuqWqRuRLK89UCpmkWc5JiWTL8/YBtEzBd+CwNQQawbFsuAThc+evYhvUGXq+WMb76ZUWtw+GjIeNLn/u6CR0+Oubq+xbvNmPQb/NmKh6cf84Pv/Rkvnr9ltlxwt5zxo588RdQyksLHdBRevrphNLZRLYijtoC5vS47e7tkdUy3Z6OoNWUZEkXtl81xbIqioKpak3YYhsRJim6ZeN4WVVXRRRDqhmF/0KLHqohtECLJoOkm86VHHIPbadmhkqAhoPD0ow67+6fc3d2RZQmakaFpBp9//jm2JeE6FtTgbbdomsHeFA4P9nn75nW79Cje5/B09LbtEUHRFEajijyvqYW2fQ/jHN2EOE3Ji4Y4rVAVkHWVpEzJggwJAZQaWavJyoJMWrFc+YiCxo9+9s8Rwwn77pyPTgOavEQVFCIvZb1YkqYhumPRGbkc751Sem24WFMlaI2CItkgWEiCg9zIpGlEHBb465g4SCmFCkEUKGuRKhfxtiFxCYaR0AgQhCGVUDDsuqRpgqJIxGFFHKVoio6hGQi1QLD18DLonlgIlUTTVAiN2IZ5RRFhGGK6Dqqqtq24rqJKEtuozbZphIrY92kUmaxoP3dJop1XUtNxWh7scCggSQKL5ZzZLcgFdB5EHO7uMbS6nL29p9/RGbgd6qLgeH8XWZJIw4wsCpDkkliS2MYRZRHRdQ3iOiHIauZzn+P9Lkni0XFM4qhAFmUcx2HQcVCBnYFDGG2Q9YaoDt97zQuGox6Xlyten6+4v6voDSWkumkTDGrY3e9yuj8hK9bc3bzjcDDlYLSLt/uIIJwT3Kb4Nwn6GFAF8jCmKXIUXUYsS7IoQKwrVFVCbkpspe06LE1G7bo4VrsYXURL4iThfu5T1W1aalVWTCYwHA25vrojDDKSpB3/fpdPSyvylqBJ3C026HbbBv3oJz/k8vISP/oDnY5JI8D3vz/ir/92we8/T3jyBLbBmovzJX0HvCTEsizyJEPRVAzD4uZuzuPHJ8zXK8qm9bCuvZiDgyFhmNDUKZdnr5AVAVUSUOQamhzDkDF0mdl83oICGhEFlaZq0FSDOEip8xS5EvjZD55xfHTIOlghCQ2OBbotoQkCi5s7kiBCL8EwLNyTAU0uoRgJr9+95f/7b3/N0eEBltvnQNcQZZXZ/IrTR1OCeMWTj3d58fyW4Y6DJKpUuYjb7/D18y/xtiuOjnfQdZU4rkEoODjYB0Rev7lgs44JYpjPc8ZTBYSK2zuf/kDHsizSOMF1e8S+j6JobMOQycihY3e4uQ5RVdjd2eH25oLh0CbYRvSHFvd3b/nD7wOefSzy9OM+F2e3nJ6aSFaHOIoIwzZ35/hEIIpjvvzmNaNBK6xeLSLu56AoFceHRzRNg+97dFyZxWKBotYoKkRLmOy0Yn9BFnjy6Jitv2QbhGxWYOgwHUuUTUUUlJgdia+/8emocDK28b0V++4h/+V/9Z/jL8E1ejSNgWHsYGMjK11kQyZrVniBjyP1EBsZWVPpOBa62aFuZIpMeu+eaZAl4X1etwOCQyn6UCY0VUHHtSiDCFmGGsjznIq2+BdFwXAw5r64B9qNtm3bNGWDKApkZcP9fEav7yCKEvfLBXOv3Uj7MZRKizFbe2A4JY5rUFU1kgSdjoms6lzP1i2gWRApJYGVt0EURXRd58FpgTsaECUtS/Rgp0AoQJZl4jRBrGVkTeRgbxdDU+m5LlEQIwkSn3/5FS9eJgxH0On38OOEZZCiWCCa0O1At+ewM51SZQWm5uKLEUIposkVUgNFniEbPZqs5m45Yx157J3sceetWIQButbl9ibh3Vt4oldIMuhWuzBMs4hvv/ma8NLnv/uv/lsKL+b/8j/8X+kPDaJ0zfXiHdOTXZbpvI2iSAqksqCrW9RU5EWroUzLlDQO3s9vdSRRQFRlbFPn7OoaRVVQa4371xm2A7pVE3gt7ShLYwIvo8jbYqXryndWLN+8edMK1+MGCrkiFcBwFbImZu0viGKPj589xDLFFrsv5ezvt+Ln4VjB6WvEJby5g8ulh9ntUQgCWV6zWQf0Oh3Oz67J85KdnR0kqZ3flFnM6h5sReCDk11ODgZstwsmExVZhunUQJZSXEdlMuiwns94dPSAx4eP0EqZie7y0f4J/82f/3OGpoW3WZEmEdfvzghmYAsNBx2X5H6BVQp0JIOu3qcuBO7v10z29ulPx6QNLDYrdNPF83OqRiWrRC5v7lEMkyBJ6Y40uoMujQiT3T7bcMkHj08wTImOrfHN828JojnHx2M0rSFOtkymfY5PpoxGErYDSVpwfePTHwhUdYYfeFxeh1xe3VJVAuPuhJ5hUUY5QtZgy3Cy3ycJPGwNZDHiT37yCFXd8vZdwNNnYFo1/X7KgwcCRRITemvioD2BNQNOHk5w+hLuCCo5R7UkUGC0o3B+WRBEIqtlie/XbZ67XIMAgtgwHMGgrxPFa/Ki4vLyAkEQEAQ4PtbY39cpygpZaTO67y8rPjo+ZGR16cgT8jDj5vKM4+MpP/vTn/Kjn/4Lnn7vLzD7RwhGF9VVkawaUa1opBK1r1NZKpLVRTMH5LlIFCbUdUQjeuTVnJIt23BDEIZIkkRR5Gw2N2TZiiSOMFTIEnAdi06ny3Q0Yr3y0TWLwWhK00CeF0RRhCiK/OY3F2iawtHDPl4OQRnR3Rug9iyuPR+5Z/Hok0NqVaaUJQwXEMFxHHZGA452RhyOJ8wv1nREBUfUCJYhadRweHiIYVscHx9ycnjEZrZgO4tQ8po6eR/Epmpczpcs44C4SYmblLf313zx9jV3UcjZ2mNVVfzpv/weex89IpUapg/2OP5gTH9sM+w7yCKMu10qP8RCoq8rPHuwT98SuLl6ThTNsF0ZtBovC8llidH+IV6ck2UNVQZpkPGzH53w0x9K5ElrmoiSdgwmiSpdZ8hHDz5jdRfwP/yf/m8sVwHbIuc6WlEOFF6H19yka7ZNyqqAUADRNSgMiVKF8cGAzrDLfLuhFgFFYDDoEQQ+Z2fvCMMMw3II44wHjwRkGSK/YeDC6eEOZRSjA1IJRQjhqvjOCube3l5bMIc7DkEasLtvUYsVL18/59Wb55xfv+Pm5gJRahDEkn7f5Wc/P+bjTyCvC2Sl5sOnFt0hOEOHu8UMzw958vgjXLfH7a3/HueWcXV1heNYACiSzMEObFcFVR5RlSGWBZJU0O9DVQVoWkWWZSRpyP7eLlfnZ7z+9gXvXp2xNx7jWibebEad54R+wN3dHaEPR3vQNW3EouJkZ588SPkP//ac9WxNWTSIosKvf/sFF5e3/NM//wmO20NVdTTN5H6xpK5g7fnczeaIkgSCQJxGhPGWN2dv+eijD9luN1RVzuXVO55+eMxw0EcQGsLQZ9Drc3p8wnq95uqi4vhkwHoDo1ELBEmztsXd27PZOzxiPJpSlSVFVmIZNpuVR8dWmd2smYwGjAYSn3z8BFkuqfKYTz6GowN49nSALMb0uyqhD0JTMR7ABx84nD7QiJPWdtYfdZjsjUjzFLenE0QFu7s2f/j8FWfntyzmG1RVRVZEen0YTxxOTgd0eyaGKSGILWugLNvAsaIo3m/dZTodnUEfHh7vc3+55Pbcw1uGCGVF6C14/u0fUVWJ337+ObezNYKsIWkqZVNQCylOR2OyOyLMQ7rjPr1hl7UfMFsukOQazagIojtqwQclwbAl7K6JbukomoiqtREVrqNgWwaq2t4qq6oir2qqqqJpBN69e4fj9pBVHbfbp6hKPvvBDp2uw2qzbkcuVc0mCqgkAd3VUG0TyTCwuz3WfsXdAtK01XBKgoiIgFBV7A5N9oYjNKFBANyORLfbodvtoKitZVisG5IAQq/CUOBwf4phWQiKzM0s5OGTx9zMb7lZrAmzjCAtUG2Hw0ePCfKcl+/OWPoet4s71v6KosiQxDYNNA0j6rwgDXyWs1vqIuXBgwM+/fQxw0mXQsh4e/kW3bE4Oj2lFmQuzhds1hmm1sHRbeq8QBQaxqMWtdZGwwCIiIKCIumcvTrnf/u/+d8xGu/whz9+SSULuHsDInJKWUC2DNyBQq3A3WLJ3aIiyiDOC/w4QrdMygaKsuTm7pasKGjEhp29AVmRt/G7ScPurtnO3sdjqqLAMVUcG7p2y+H94NT8zgqmYRhtS94IDWVdcXBwwMXZW5r6P81wwN3TefT4McvVnCRNMUwHw5BZee0cxDA0er0231l7T6rbbrdkWYaigO/7jPcmZGVG3TTtLVMUEQTIU1gvV0iyTscR0VQRp6MRpRGS3JDnkGYhrj3gJlizs3fC0dExgirxx6++xFA1Vr7P4GCfNCvQTdjd32e9mnN1ecOTDz8gCGIePlhweHjKb379ObO7isODKVlac3F2jaYZnJ29ZbGYk9/FjHck1j7UYsZw0iaR3d2tGY9d/E1EnIS8fvOSXq+DLJW4bo93r69IghRVNSkyn5vrNUIj8eETl+lkh+lkxWQyoqbh4EClbkSaRmKzWaCqOkd7J9zNbtlsPUSl4umzD/B9j+FgzJvX57z89gUg0u9a2J0ORZa03uAAcjHjv/lXP0A3LV69fk5cRNi2Q57n7+1xEkItcHaWYxnQ6+k8On7I559/gSwWPPvYYLVaUZY1e3tDTMMiLyvWKw/L1jk2dTRFeR/w5aHJEoqiIApt/KppttIoQ1dRnZKXLy6xm0t65j6//NVfEXgiTx7/Bf2+jijbxHmOqjUoWklTt4aE3b0paVIRhAGSXNPpKihaTlqGxPmCuJzhhZeswjtKKcbRBUzVwMEhLVMoRcpKIE5b8EaRF5RNmz+TFTllmTMejijLEi8KWKxTXMdBaCAuYO/AxY+2RGmCSms5TZKEptnghwG9nkySlG1cSFlSFCXie+V7x7XpuC5bf0WZw6BvQ5OR5zl5BovZ8r1lEqbTFju3s7PD7e01w36XYLugqiriNGe9htn9BtPaoCoCg8EIRdFABtdxyfKYum4BM2VdYtk6oe/jDCbYjkMQBJxdXWJZDgC6YTKZTHhz9o5GUtAtG6ERUSUBwzAwZZ372w2OtUOS1pQS1Hn7+XtxQY1IEAS8fPmSTm3xr/7zf8kv//4vmd3P+ejHx/j+kirLEVWFcBvjewWN0MpNdQUMlffRFTWWUeNvQagLCqnEtAzqssK2baJthGVoZEbcesbNGFkRSaJWpuf7bbicpSvous53xyv6T1vyTYjjqNRNSVE37IwH1FVBp8oZDgfc3d+Qlxnr9RovWLHy2lS+/nBAECVkl2u6jorrulyutrx58xZJpM00qdsC6bouz19eoCmtGyHL4NHDHookkdcVuq6iGxKSJKCqrVi5zTtqeHt+zkcfPyPw22VKWiVsgjXDhw/5wZ/9CVHRcH57jeeBt/ExdBNJUjg/u+T3v7vl2bMJf/PXv8PtOIyGDfd3S0zDJUsLDF2i43RopBxZNen0ZfzsHrenUJZlK6BVod/vYeoWf/z6j8RhTsctsC2Dm5s74qhiZzzlyz++Y7mCf/pPP8Y2B/z291+9X/RAXeYs1lvsjoHtuMiSxny5RpIk3py/IUwKdiYOglhwcXGFIFS8fPkSSZIYj8acn19T5DXrRcRHT4+p65KD70354ouX+L6PruvtTNKL6XRsJEUnTXOurza4rso/+kcPCf2INM4IwhX//F/s8frlDbd3CbIMSQ6Wk+FXFVVV421DprtD+v0+SRRR1zVNbVLXJVVVk1cVcVmRpyW9zgjBlJA6DhO3pAkaLl/OuA8TxoMP+N73wOmoyIqCmkkoKkhySZpnZFmG73uIgopttXGrgb9lufXIyw1xOcNwau6DNX46p1Y8mhQKMSapM6IsQlJdBAQaQaBqaoqigLoiyUBJEqa7E7zAJ0liwrBkOnFYbDy6HYeiAdU00JucoqnJoog4TREKgSCK8f2a0chAEErqGtbrDTItSVwUWpK7H2xJkqxdVqoinrckjmM0TSPPW0eR44DjWJRlju97LJdLdnZ2KEuI44ST41O2m3ecn8FHTyHLGuI4Zme/Ry9zGY563N/foup6CxpuKsbjIb6qIIkC+0eH5HnONvAJ45TFaosorKlFCdPpMJstWHtbFFlDE1UM2UTORcq0wJ50sB0LL42Q5DYnPc9hGW7pFBmnHx/z7o+vefHiWz744AGjE4sqi3l39Y7Tp4csNh6pn1GkrZNHUxTysqCqBIqopiohS9v/R2vRdNBVlc1qxfnVJZrtEkY+g0GP9XrF7q7FarXAdboUZcl0qqGqOlVWsV6vv8Ny+b5gKjrEWc5scU9VwXKzQpNlDg8P2GzXXF/77O6ZuL0uZVMibguqGqIooixrmgb29/YQq4ZgC/tTlThsUWKPnozfz78EDANs08RQDWQRJEEgyzIsx6EoM3RVpqhSLMsiCCIMCxRZpqdq3C3umU6O0GSHb796wfd+/H36/T5euOXbN2cIssSPfvIBqiZRlyl5nuCHAU8+GpJnFVkGmmQgGQJFItDr9AloDwFVkxHEkv2DKWnhYRht0HyahdgdncFgRJ5l1FQIQs3h4YAoCohjH1vXGfZ2uT5f4Bg25p7A7379FVsfxvsaHz79gE2w5OhkH96+5PbeJ8kSHj54zN7OgDSHzTqmbmA0nXBze4YXVJhWaxtzHIMyr7AMs1UHCAKyqHBzd8/hwT7jYQdvs0Y3NFRZQpUEoiCmESBLCiQBNqucg72GYOu3JPKq4Pj4mOXyhmYNtmuwvUm4vw+QVeh0dCQNGnKCcI3neYiN2DI+GyiKmiKvSOMcoYZ5MmdnuEMch4i5gNRICGKF7WiEwYJf/vIvefZxw9HhM5A1srSkqlMQc3RNI4xacncQxkTxGl2H/ljl7fk9/+Fv/id+8qfPWIZnhNWSsgkIvQRBK1AsjUHXYn4fADKCILzvXgTqpqGqWtBFlCasPJ84bkPqDo6P2G635GlGOg+4Xy1QFAlBEIjTjLoG3VBomgakGkkS6HTaW04Ygia1N800bW+SRZERRW1hrOuUphYwdAXDMOj3fGRZQtN0FFlkPl+2KDZBxHU6SMINWV5i6CZpDrIKp6dHWJZDWTd4nkecBKS5TlkXDDodRLHBj3x0y0QWJYooo6wr1v6WtbehRqAEkhjeXl0wHk4oqoayyNimIeGmQh6K9EYW+/0dXr96S4mAbmgMxn2Wy+V7gj3sHx4QpxFPP/6IKPFRNZkiSNk9mID+hL/55QtGewqiItOxNAa9HkkWMlsW2E6D2xUxOyKIMh23BQHrpkkUBMR5w/097BxsCcMG12kIAxgNdVariJ4rIssiu7u7+H6I53tU1Xe7KW8jKvpdzs49qFOqBp4/h8dPSnb3dzj/u0sGQ4k0z5ANBVEUsRxIMri6ucEwLA73B8xmMxzdZDRqt4N5mmMrUNclm+Waoq7Y29ulqf5Tap7DarnBsW0M1cBvvPftgoJjWay9qB08KyqiZCIJJr3RmIt3N5jdDk+/9yn/+l//a8Y7uzx89Ah30EfTFC6vztDVVoB8d+dj2wLf//SHaJrF8y8vmIx32N8/5PLiDlWy6PV6vH33DkmFwURn5d8jyiBIIjUVvZ5LWeaUVfn+C7RH13VIY4frywtM02FnckIZXfHNV5foGjx5eorne+RVSr87QJJrJBH63Q5ZnlBWDav1jLyoUVSTyXRKVpXYToeNVzGeqEhijW7rVFXDV1/dMB5qHB+dsjud8u23X/PymxRV/COT6Zjp7oT5cklT1dimRZbkIIksZxW6BaYBv/7VW6IYDg5gb2fA6zdf0wBPn7mATLebIEggy5BXreA9zXzyQkRRJaqqRjc1qERqGWSpIk9qREXGNbtMp2Pu4oTZ/ZyO1OHJkycMnAfksclqOePu5hxNc+kNpmiaRprnhJFHAwzGh/i+T5b4yGqFojXE+Yb5+h0L75zXlyWr4IpcDqiJWW/moJQMd/oMul3yaoMstM4wWZbb4CwaZLlCUhXevl0zGivESUHHdXlzccZkMiEJA3Qb5usKt1uhSgJ51X4G7WKpQBAgSZLWTaZqiGKGLrci+bwoCIKU3b0ujpOxXrc3P9OycWyXuq7RdQ3TtNB1nX5vyNYLWCx8dF1C101Ojne4n3k0dev4Ojxot/xuX8W1LL598S2yIlLXOYoqgCSQFSneNuHy8oIizRFLEGoRz49YbGg95TpoDsiaweXtjEG3hybJlKlHvyOxO5jiaCZpHBFFCaWmUTYVimagqQaaWhBvIMtSzq7ecfLDP+XdVy8xLYXJeIjU1FDVDDswvynQ7VYOqKsJVsem60SomoCuWTSUFEXd5kjFEWlesA0idFPBcgoEocFxIIq32DZstxtUrX2V5ZYVulwuiAMYjxw23129bAtmTcVgBJIgMr+ryQtw3Xa2pRkyqq5yfR2T5FsAdFNgOnUJwxDXdRFrlXcvz3jysGVhhr6P45hYjsnt/ZLrWUsZ6vYTdFUD2hnUYNphNBoRRQkyKllasnswQdJAkeekeYOstJa2N6+vMMwRQZLy9uycowe3PHz6FNft8Zd//R/pdru4boe72S1N3cpjnj07YDQakUQJf/zjBV1b4oNHD/irv/wVlxcVf/6PT4izAKcjYHVkVE3Esgz6psBisaAoIwzbYL32GY/7dDrOe0ZhiqiI72lCEne3SzbrmE+enuB2+9zNZwR+jGpK/OIXv8B2VbyvIwQJDBsc1yEKYxBFJHTenr9lurtHUbcFbrvNKXJ4/NCkLCr29wV8L0RsBC7OLsijjN0JNEXNoNvj7es3vLlY0+9JWI5N4uVMdye8DVKKDA6eDhj2m/cIOZ/NZoWqCUz3NNbelq7j0u12aIQ2T2ax9ttxiASyKtLtdNl6PooiUSOiShooInFQIgqtTvYPf/gD+bZEKiCIQoL5JSul5snDn3Kwe4SmyoSBh2a0usaqbIj9hLQo0fUIUZTZ29tDUhLeXnzOm7PfkeYzfvgnHxGVSwohohJTRBXKpGYbVoQ3C67vF5iS1a6e4R+6GUkUUd6Pf8oyR1VVGrFgGwbc36cI0pKqqtBsnbxKKSugadC0dr7XNDVJUlIUMJ839HsNopAxGAywdYM4Tul0uhRGhqZpTKc2RREiSQoCraA+TXNAIPAjwiDF7YxQFZvlIqbTqVgtffq9CRcXS3qDEW4vw7IsNv6WtCo4ODjg8GiXMPTRLZ2SgiQJSLOYGtgGPsG2oQhgMlHYPdyjM0lYLNc0AmiGSVU1+DE4TkmTV6iSyv7OlLE7JAlCJAQefvCI2+2WlbdmvfYQBInAB38D11yRij6C8jOcnsnrl1/xo59+wunjA4SLnEaoyV++YTCasF4vSfycwWDAzmSfvIwRm5K8boijFFUWsCybjedTNe3fZ3e2yLKEZWl465iOo7DdFji2RhxndDpdBBEMQyXPc5Ii+Q7K5P/6iAB+EPDkyROGwyGbDUwmbRTp73//BtM0Kct24L0zHbWOkKihrmuiqKQoKhbzOZNJy1HM85zhsM94MqSqC+oG+n14+NAkTVMkBKIg5N3bOZblUJcC1BKyqFMkDf3eBEnU0VSbNIG8ELm+WaDrLm/eXtCIMnuHJ7x6e8Zoukt3MODw+IjhuE9FTse1GI47jEZd9o8OuL27IYq39Fw4OtwjCDwePjjln/3FM66uz/jqq1ekWQNySZhusRyT6e4O661HUbXvUxQhzzNMS8ML1mwDjy++eMfZRcPWi/A2EUGYsV6HzGcr5rMV9/cpWVqwu7vPYDDANEGWwPfag2lnd8LB3h5hGNA0DePRlG+fP6c/6GPbMg8eDuj3+2w3HrfXIcsZPPngQ+Z3c3RVx3VMJEFGpM0b1xXod7tsN1u++AOtztOG02OLyA+gbpAlCctqUyplhX+QEum6SkM7oE+LHFmB8dTFtnWgpizz9+9vzWbrtVALQaRu2hC127s7PK9kNOqRZzC7rxAFjcBPCYIEWdIRRZm6bsiShPXaw1ttEBqZndEuimwhSzq+73N5dUkQbBgMXLojiyT12IYLbueXzOd3lELFcDrh4HCC1XGIkxYi0jTN+3FDmzbIeyKRIkrs72sEQUQSgu+nPHjQw3JsOl2XLM8xTRAE3ruDHAaDQUu7BwwNdqYi0+kA0zTp2BZ1I3B1Nef6bsVqFbJZt0YBywRRUMmygiTJydISXbOxrT7eJmbrxeiaQ8eB4WBIVciIkk5WVIxGE6KoZO1tycuM1WrJbHbD448e0YgNDSVQEkQhVVOzu+uyt7fDdGoxmIrolomgyhRlydqHMIaqafF1ktiOzxYLnziMyNOC+f098TbicG+f1WrBer2irHLWizXUFUIND08FfvTjT3ny9JR/8z/+axbbW3qjDggVi8WMOisYDyd89vRT/vlf/At+/tM/ZTgY0ZQNWZyTxilZVmBqxnszQI5lWURRgShJpGkbJZymFUWeUtVtR2oYLTB4MOgz3Rlzf3+L8J4u9eLFd8kqel8wd6cTmqpmu97wwx86OA7c39+jaTAejnDMzntjfIauqdi2Boh8+OEH3Fze8+p5RJZkzO/vKYqCr78+I01TTNMkSWE81plMRggNzOdzXr2649nTEyRB5v/1P33OzcWcy7N7jo8e461i/u6vvqGpZCRRJApzFNlEkg1sp49uuPzmdy+5n3n85rdf8m/+x/8ntdCw8lbols7RySFO10I1JJ6/+Iosi8iyGLerIIgFZRmRxh5VkeBYKroOCNDr28iqgKor3N/f49gd0rRElBQOj/dphJr1do1haCzWS2QFDg9luoMBbq+P2xuxDSO+fnHO2UXCbAHLZf4eapsgSRKmKTAeS9zfbzk5OiYOY3bGUw4ODnj15jWaplEUBYeHh8iyirfZ4nkV2y189uk+vh9i6Bbv3s1pyoamaJjfL1BECU2BuqyQEJmOQFd1jg77jIcjPnryIa5jMZ9v8DZt9o/rOgiKgGFDWVdsNj6qKiOKMl3XoaoqoiglzWt002C5gO22+odUxvV6ja7rDAYD4ixF0UCUNbq9Ht2uyWaTsVpFSJLFahNSVnB1ece337xEahROTz9gf++IyWQPx3KRkEnjgjIv6Pd6nD445uhon8GwiyBW9Acu3jYnz3M6HZfVestyGSDJMu/eRfT7fUajEXVdU+YFVDVFBpZpokoyUdgKoU1TJggCgq1PFEVUVY3b6WIYOqPBgKosWS+WGKrGsG9i6pAkNdQVjmnheR5nZxd0eyZhBGkOWV7x+tUCWdLIs/bmWOQCN9eLNjjM6kGjEIcFF+e39HsTNNUmiSsEFKbTfb759gWOq7U3La/CdDSW3oLXb17w4OExmqGyDVqEW7fXLkPu7ucslhGSotHpDxBECc/3KctWR+n7MctljePImKaJbSuIUgu4ME0d0zFZea1MyXZ0iqxBlmC78jF0ODzYpSEjb2Jkq+FufcX3fvIxnaGNt10ym80Itz62YeKtW7H+drPB97akafoPJPrb2w19t0+ew6tXM0xTZbOpmM8ybBtMQ0ZVVTodGd9v3i/KSsoy5/XrV220dZlzdwcnJ99pvWxb8jRNifyATqeDIsus1wGL+5o//ycHDIdDoijB1GR0RUeSFIqiYDnzWC88bm/h4QOV6/Oc/U9sgu2K/b0OR0cHvHrzisGwnYMoSjv3SaKKOIRhb8iLL7/lT396iiiZNIKMUCvcXN8zGnTIs4Zed8I2TEjiks0mYGfXJU1LhqMeZQXrjU9ZCYRRjLf1cLoW97MZcRIwHfcJ4wDHMNENFVUR6bkus5s1aRYx6I2py4pPPjmlUgO0TrvZi9KYNM+QGlA1jbqu2+3jNkESoSgqPvzwCaulx8nhQ+oMrt/M2EY+mmVy2HUI44iqTrEcGT/cIqk6ruvSH9gs1yvYRLx4/oosbmeN8/kKRbeQJOi5LpeXlyRRyaBroevw6ScjXKfL13/8mmAbspyD0CT0uxKbzZal56PotFnZhsX3PtWoipI4DOj3XX7z6z/y6PEOnzx7wHIzZ+0FXFz7qBrYlvQ+2RIkRUOWZWpqKBuqFrzEerVl70DGUG2oJM4vL1nOCiZDu+0qypzZCgzBo6+PUfp9FkFMGFcE2xJFqQj8rGUAoLDZbAERXVMQJYXIT8jyooUTpyFCsmGxnnG7/Iar+bfIVsXOeITuSERlzGK2RFcsBEkjCSOePBlSFAWL2QxN09idTrE7Hd6+e8391R26paKJ7UJFEUSKMidPUxRNQ5FkkiglzVLEqgGhxjRUZEkgj2O2G5iOBahLPC9iuy3wNiAICaLYZv98+23B8TF0u0O++faG3anNX/31JcEWTGvD3fWa8XSIrtv0+g2blUe/P+X+7g5VM1ksl6zWCYOBRtnUuH2omwpo2GzXHJ3sEyTee20kmGaKLMvoukFdp8zmCWF0Rpo39Ps2nh+yWrSd4rAHHz7+gMXtnI0X0ut0GE9HCGXNcrEkLGu2fojW19mdWMiCSOwFRAmslrcUisknjz5CKFPKOOV6cYEsgqoIGIZGVhS8fPctXzzf0uvD008P8COPvIppUCjqFNtupWiaBmnWckk7HRARKIuGnBKhrkiTBkEEx5FJkghF0ZBlEVlu40c0HYYjm8V3UirbRwaQBQlZk2iqhs1mzdPHFt98HXF/PyNPM7Isp64hjTMkRUYWZOKwJSFLAtimze50TZZl7/3UDq9evcKwNHRHY7Zekuc5kiThOBp1mpHnJaZu8ej0Mc9fnLMzPeC3v/2cosoY7bjcnHs8fOwwv/PY2dtH1/tUVcO//3e/JYnh449NbNPBD7Zc3d7hdHSqBm5uAwZ9iY7T5eZqzWRg/oNFrmkagnCLIivIYk3ob+mOHFBhvV2iyO0XVpbUNr9b19j4AX68Ja/ADxN0Xaao2igMzw+4vrjH1bukTUZZVeiKhqiJOLaLZauE8YokT2gkiTRV3wvUBVbzNapssPGXmJpFWpQE2y2GrnB5WWJo0LEKTNPAcTrEcczFxQ1HB7v0exG6DrKssJj7iDJQwuxmjmFq/KM//VMuri+ZzcDSVJ59eIjTswlTnzzP6fVMNFMjTkL8bYHUFGQZhGFEHENRtTPnum6taPNFwrDvsFx6WLpJXdf0+zId1yYINxR1yWgKg/6IJlDp9cZ8dPKYJnIY9R+xt/eEy2sPbxvQG9hopkGn06HIUy7Pr3B7YzRVRRJEFElGNy02YUNVlLidDsvgirzOUQ25LcRFSncyQmhkCjFFaNobyWAwwDLaEVIShDi6ianVIIHogijLNEIb+ZCWJYpeIggQFG0b2LHaSF6hKqnSHFPVONqr0XW9JeXnBfF/yuCSRDSjwrAc7E5bzNKsIC9htQ5ZrOD4AOK0YDQZsQ1ijg4dHu8e8eblK3rDEeu1x7//yy+Y7ipkBSBBlhXYtkqc5BgGFFXOfHWPrIgcHJogysiyTBi2c19dMzGsLZpuEicR/d6Qq8uQIgVHN6mrirPXr5BqEcNQkRWJlb8hj9tIXqvXpRtBlKVUQJyAKcPucQddVnBUi7yOyMUIP13z+qpi1O2zv7dDKTS8ffcOzelwciqhaQqKIjFfBAxGMrqhodBQNQVRHCCLbc5VU9WYpoEoCNx5MfZIxDQt6jpEVRum4zHv3t4CBXlek+cJYdTGRQtS/R2VyvaRoa30cRwj1A3rVcGnn+5TPrpms8rZbub0XRUBge0mALHBNGxUEQoRuj1YL9f0HBuhqRj2B5i6wXx+h26qyLLCYDBgG/gIgsD+/iEd3eP83QUfnTzi4uKC1WqDkWbcXreRFJYb89FHJ2z8LdPpEFlSCbyIN2/eYZowGdrvtXY1tuUwW61YrQtG4ymDkctqseVwr+LkeIebqztGgx4CIkVRoCkqsmKwWiwpslbcrdgmYbHBcAyKskZRVOIsQTcN0m0CTcPBQZfFbEO/3+fdu3fEUQX1LZutj2k4GB2dxWKBt4qxbAGlsVHrBtPWsB2N1XLJenNPv6czne4R+BlRmDO7ydg97bJZr+kPDIoso6l4b/XLsU0HoW6I4pTpdMTu7h4iItAgizVBdEccw4O96fuWGu7v77i/uabj2jw4OeT1u9fICtRhRRBkCDH0ZQXdcJDlhiyuMextmw1DjVhWqKpKURSIgkJTF9SNzM01HB6WdDodNE1HbODmbs1w4tB1BvSVCTfP16Rxw2R6wNH4MyxtF00dkmb3uP0dhqMJlmVQCzWWYyIrCoqmoCER6AqipOG6Io3kkhV9jrsdrhcSb66/aWUvbge9NOm6PbKqZtjrogg10XaLpqgYmk7apFDVaJKM7/t0eh0MRUUQRZI8QxOgbnjv6W4PBkUQqLOKKPKhhjKNaWrodi0kBJIiRZJETLPGccG0LKo6oWpqHj/ZZb1eM1+u6A1EdNXgk08T+t0BQRTRcUy8MOLt+Rn561d88PADzi/P+Pr5BYsV7J+o9AcFdsfCEQwaCso6R1JbitTLl9cMxjqSrGCZNmVZEccZTZ0hyyqaYeF2XEzTpMhz1gvo9UCXFVabmEHPRmjA90Lu/Jx+X6dj2aRhytntNX7QbtX3Jx28tU+VgirVVFmEYCjczs6pqwqjpyKZ0KgVcRWT1TlxllOpEU+fPWHtrXj77hyAjmtj2Cp2p8vl1QWe52PoEpatUNclstRu6STAsWzcTocsywjD/L1DCwxDAzKqsmEwEBCkio5rMf9uaiXwvmCG25B37zI+fOxgGSkvn5/x4Hgf107bdq2s0HWNReCR5NCUMaoskDQN1K1l7C4M+fTjQ0xDQZZFfvCDH/CL3/yW7qgdrm/9JXVeI4oio94Ir1iTJAmL2ZLD/X2ev37D06cT3pzNyPOCnZ0Jf/lXZzz60OT+boXtDnn7BsYTUISQXs9FaOD6bsXFDfzgR0OurxaEwZbJyGWzTcginzyDKMyx7S6yoDAZt8Dbl9++ZWeyy2QyonFDwnKNqsqkWUKeJYRJiGnqKJqOrJTIqkKSgx+GLFYVsgCSpNHrDlj6czr9DnqhkfsZ3aFL0xRswjW7O0OcroMfrEjThtFoiqna1FlEsN5g6hBufcIt/OnPnnB7c4nrtj/kzQY6tvge1lHx9KMnrFYrGkSqukAQBVRVoTewkQWVLElxOgZXF5fomkJVZvz2d7+ibEoquuRZigRIsoQsaaiKhiqLZLGPJEmoqgqChCCUNLXAZhuSJBmToYlluhjGBllWKcuSOFmiSjKKATv7A+pSRKhBNlRmVyt+89svSR65nO67KKrGcr1BUk2qpiQrUpQKVMGkEjKaVGiXUEJFLdbUVUEeR+RxhGaBJDQ0RQmlSFMWJEFAVRXUIthuB8ftkCsKHdtBkxWyKCZJElRJQhUk1EZAkpUW4iwpaD23TWZsWkTc8fERaRqTxDFiXdDrOhimwmq1QkQgiWLitHz/eUOn23v/P4hI0hTLMDk6Pebu+oYoTXn68TPOLq64u75FkGUkFWbLGEkS2IYR//bf/wpRhsPjHrKxoa5L3K6LrquMJwNu768wbZmmqVA1GaSCqirYbtvFiG252E6HqmyL/cWFz3odcXq0x2K2IItheipQpynkYMoygtCQai03tpEqMEVM00bpaXz2k11mdzMoGmpDpDt0mY6m3N3eEvgrLNdA123GgzFyI5JGKYvtGlGCw9NdBEVm7c0IowBNh5ODIXmVkKY5glwwGDh42wDbNHA6Fr7vU+UZiqIwGbdQ8aqqqcua0IfFfIVpSnS7XXQ9Z7vd0usOsDsx6ncc6iMDZEnGoNeKxB3TIIqSNv1wO8e2O8RpSFNBXbYnQpVXqIaKSE7TtDMHW1epy4q6lri+viOIt9Tvxe2NAHXdWtU8z2Ovt8Nnn3zGV7/9gtPTU0RJZzIZoJsSOzsbeuMOf/j897guXFzE7O1bfP/73+Pi7N9xP4P7AJ4+bQO5Xn4L7gRG40NevfiGJIbT0z5pHJLGNbZlI6DQVDJF3uBaPTpWn9n1GkO1eP71c6xDCKoAU2gFxoUMpiQgySp9e0BZR2y3rWMnimKGQ5nNqiTJCjabDZojUcklogaqBZIukKUlNaBoMovVglqA6W4HXTNZr7bEYY0qGzx5vMMq2OIFCUID3mqNqbWZMHmcIYoys9mCKEgBuLq6ochS8iLF0DTyvOTm5YZHHwh8+OEjFBX++q8v6A/AslSyMmf/cIwfBVxeR8QZ7B6qLT4vSllvNrh2p7WgBRFJkpOkLSTFC9rDcOAKBH5KXYG/Del1TAShQTdkBpMJXjjH0l0ktUEzNUSlQZRlEBTmS4/9/QllDWkSEichpiUjypCVIVt/iybZGGiYhkpZ69SVTxr7hL5HlEbE9YaTo0OsnsbN8pY0T1E0GcNxMEyTwN9SFSWqJFPkOWIDqiDR67qYmo6iSCiaSlbkqKWCbqhUdU2YxDRNw2axav3naUwSR1iqDGVG6MWYtozQtIsITW8Q3mfKJ3mFIEsIUqtR3m437B7s8vr1W7bhltn8Fs1UUVWd67sbfv6nH3J5cUWeg2rA7q5DHIc8eLTDarUCoWa1WqKoMJ+3sq6OK2N1LJQ8R5ZUEGNUtZXXBEFEU4uoqk4ct6zWg92Csiw52AHXciiSlL4NWRQiyCK6IiP3KvKm4HY1pzfq8cHTh5RhRJX6LO5LpBo6Y4VBz0KRJqzXaw6O9lmtVuQkxEV7+4vSBFuz0R2Dw5Nj/vDl79nZG1MLFVkZE/kRk70+6/Wa4wf7xEmArIjtMi5NKAsQTOj3+9zfzxAECcdxkeWEsqro9/sUZUkYtomzogSyLBKE36UK833BtE2bo4MBi8UC27QYDyds11vCbY6lN8iiQpEW1AWYlkhR1jSNgKEJ9Ps9Rr0OqiwQBlsESparmDdnMXtHEKcNohyjKCpap0V/5nlOmqbvXSsSL1+/JG8K/DDl4aNjRLlm8WbJn//FR7w5v+Lg4AHrzZwPHu/x8KFMHCVIYs3s/pqdHZgejfnNr/9IxzbY3xvy7s0Nk6HLg9MnnL1+ybjfRagFHLtPuE0QqgTH6SIgcXHusecKqN325HIch6IS0cuSqsoxLAdVM1gsc7o9CVM3oJKQhIwiLxBliU6/w8pfklclui0RpD51VWGZEmEcEIURNHC03+fy8pokKFElG8fs0XX7+HHC0f6U+d09Zd7Q6xv0+12oNyiKwtXZPbKo8OLFi9aZ9F4+YpoGqmbQ6cSslhuCbUhDzv6Ozf7xlChec3u/ZrNZgSSi6xClcHWVcHN/hmmKOG6nFXxLKoIkU1etBlTTRAy9zXfJ0pqqDN/DeGFnrKMoBookohsy99uYqi4R0Klrh9FoyNMHz/jw5BneokYzDZ598nGbay83hNGWrb+k33M4PNphNfORpApDV0kykdlijbde4W3W+PENXnLLs+8/okhi6jxDVwTqpkARKvIkxHU63N/fc3l5SVWWPDg8xhwbCHXFu7sZB4d7GIZBGMeIZFiq3i74qpq6qsiqGt3QQFZIBYGmrCgp0WTYHY25W86hBkkUkOpW25nkCYqiIL+/vV3fzjAsnZqK129fIkhguyaKrFLWBXEaUFHQH8mUZUl/1KFZVrw7u6PblUiymDiuEJcz6qbdD/THMk1Tc3UVMxgmCIJCVVWsNlvenlXIUkWvVzAY0ZKqBImmrDnYM1EkCbfrUubtDNXzN8zWS8oGRE2gKBpulhvi7AuqbcXxpMNHD3YZ9ydUeYXvBQx6HQbDLnfzO27vr1tpWFljKR3SJMfQLERR5OziLWWZkmYiaZEyX8Z0e22BE0RIopC6gqasCLItedZevIq0QKgbZEHAW/rsHuzijFwurs5xHIfb21uapsGyDKqmJC9Ssiz9jkpl+8gAbq9DnEbESczhwYTlfMbFecxPf/KgRfSvNnie//50Vcm2KXmSIasyw36X3Z1d/v6Xf8fp6TG+v6Xb7+D0K7ZRRFHBaDJCEARcp4tYCXh+xLd//Csenzzg7z//DUUt8eJVyg9+3KUSRL7+9hU7hyPOzi8ZjcYsFgu+/eYGu2NyfhajqvBQUzB1hU8/GfKr39zSH3RY3PrcnYf8/OcPUYSav//bL/n46QOkpsXcf/DwQ/7j//JXvH11jaV3eHiyx2efnFJ3tsgWLBZbsqDE8xOyuiJO4SiyOX10SF0LrFYx+p7JxcWc/Z0RcZ3z5MNT4irg7UVJx4LxeMhquUQU2vz129uIo0OHYBugqTpv3/r0OmD1bBS9Ye3d8eLVOT/8k1OSOOTBwz2EBmRJxjZsdEWl65ooss75+S2CAJpeo2kKw/EAWZJYr9ekaYzrOtzcXuL2+uiaiSgKnJ5Y3NxdY/csdnY6ON2UME5JigrbsdjbmfL7376grmE01lpWJCk0MlHSUts7loxtd3Adl6vLG+paJY5SsizCTGVGQ4fXLwMut2ccdPfpdG1SaUkuLzD6fRRDpMgkojCjbnIQSkSlddBUBZi6g0hFXceE4ZLLy5dcXLzgdvaK2eqK/aM+umSTxBG2MUR3XDbRBlGCPE+oG7nlWTYi97d3rL0N6/UaU9Uoy5o0KZFVgboWaRoBBKXNoxUkBLFhNBySpglrf8F606BqKbqgkhYQpDF5VZJVoNK0cAkJ6ianbnIaBLZBjONonJ9fkGbQ7Urs7Ozwi19c8+BUp+OaKIoE1Gy3JT/60UcsFguqumA81gmCFEEA11FxHYvpjsLN7RxZllmtfBogChuyIse2VCTJwO0GqErLaKiqio7V2lU3KxjaMk1eMp3ssF4t2cwWjKcjOp0Ol7M7VmEr/jZMUGWd3kRCllVur+8hkxBqhcuzK+Io43YRtZ58re3cyqoiCSuCVcZ+32Y8HvDVm9+hqCJv3q2x7TYNwLItnj9fvkcGBq1tFJGiqJAlMN93R3lW47gDXr9eImoLHMfh/Lzm8KRGUTSme/vc3t8QhiHrdavm+C4fESDIAlBr8gZeX5wxnOp8+InKJjhH1RMaMWC1SRlNFExLwXYEnI7KcNShO+jym9/+HlnrcHW7YbmtuF3m3MxKwsykbCx+8esZYaTxhy/esNzELDyP/sGUS+8ee6/P6OSAJz8cMTo84cXFPTvHDynQub4LWa9j7mYrDk/GRHHM4yc9bAeur2/4/o++TxSETF0DR7QQY9jpqEiJxIs/vONgtINS6+yPD5Ebledfv+D26g7HslFVldvbG378w5+w0xkhBSVa0VCHCVpTodTQc1pK+e3VHE1xcd0uSdxGflq2zHTPJk7nbDdLxAp2p0PWizmqLGGbJqtVjKa1J78sK9zc3LRBUK6Ibhek1T2ivuXhEzCtgsPDPpapUJc529UasW7QJBHqlLoK+PSzKbYNa69kd29At2fT6bZZ5IYhsPJmKJpM1cDF9T01OrLWB6mDKLlkmUDoR0hCw3hg07FFIn9FHLagFNt2cByXw8NDxuMxiiJwcDDik8++z5PHz7i4vEeSdEaTh+SFQxiomNou62WGJMP+aRfBybhNPidQvuI/fvl/5sr/NfebMxbrDZJg4RgTmlyGUsJQXRQs8kSjKlRub27QdRDFLb/59f9M4t/xo88+5Aef/hgKizx0mN3kiPRIkoZtFGB0VJabe4J4Q1rFTPbH2D0H1TLwwhCnN2Dv+CFvz66RDYcorzm/n7GOE0TTJq1rVu+BDuPpBLsHmmNTqwrd3R5eniJYOloHtmm76JyvbqnqGFWpyIuQqmzo9kaYtolmQKdn4gVzpnsgaRVZHnF7d8VmVdBzNZpSQBZUAq8gSwrCNeQhDHoj9ncPaCpwbBUakUF/RMeRMcwuhtEjSRVu72PiFBrJZrYMsMwe23XrBDvYtfGWPtP+kDJOKYOYdOOTrgLWV3Ouv03oiQZiCGKo0NcmyJKDty3wvBxF6fH15+e8fbHh7/8qIlnI9JUpQ+WEgfyUB4M/oSee8HD0GV3GBLMQTRLYeDGmCZbtIgg9FovWIHF5BVlu0og6YVxRoVCUECUlsmSw3iTESUlvqNPtTZgt1sgq3M9WiLLOerOlqYV/kL59108bUWEbzO7mHB07GLpIVsW4XYPID9obi9vj9AH0ehNu7hbEcUOa57jlmm63j6oaVKXAxvPZbAsUVcAdDCmqmuVyw7DXJ80k5vMSob5jPOozmOywliXu72eIckFaVlwtF7y58PDikF7PQTE0lt6G4XiILMv8yc++x6tXr9EMkePTPV69eY7t6Dz86Sf8x//lF8gC7O+NyZItcQSOrbOzOySNA7759gv2d3ZxBwZRuuHo6ASxUfjt737B6emQXOkQVSlFkaHKEhUVkihjGyaiJJFlOZblkKUh4/GQXt/liz+8YDy16To2+kOdrecRJw2PdoZcXdwi1PDJsw/55qvnDEetgySKQxRVIKsi9nenTHan/O2vVkhKgapJSGGD0MCg20OVNfIixbZ0EGoMU+bgqEN/kKDpAlneUu73D8ZsvQ2mpaLrJlEUcX5xSeBHuP0ebqdPluV4my1VBYOBi+3oeL7HerPlwYmNrtm4TofVZst6uaIoKoS6BXW8e/0GTTOwTZurqy1/+N0fWc0DJsMeUVihqX10ecn5mYdM++Nvyl+iVgOqxODoxz9DkDQkUSRLUqhzDEWFMme92eIaB2RlzXg0RdJuuLm+oGOr/OynP6A/7BPnNWEYY3RcxO2GwIt4+PAhs+Cc+eKGNK1RVQh8H02S8NYVO+MuICJJAp63xnRMyjInTEJEWcT3PfIqR5MVZvcbfvLjR5xdvKMuFWTRYeVvePvlls9+NEEQGpomJ8tqZjNwnaJNODXbuf5oNEYQRIq8vZGHQUDTvA87qwv8AExNptcT0TSdKIoIggDDkNjd3WVvLHJ2dsH97Q2allFVMUWRI+UlWkdGFBsUVUJRdVTNokLg7ds1ihawMx1zdXnB3rBHmeVQN4z7A9K4QDc6TEeHdC2X+XKGWOSoAhRhweF4gtXvcn9/z2Tao+sO6O8MCLcpsmSQxR7DHlCIDN09oijid7/4nKYqefLghEenpyjUrMN1a5uVwVLVNus9zqgbGU3pYtse83mIojU0roIs1YQByE3FeCBiOQ5ZkzEcT9ist/gBjCcmcZRxc71hMnUQRbCtDrYFeZFy810XzLpsCENIOxmz+xxJgI8eW4iiTKdrIIptwuN8Pme9jvngg31kRcULfC7PLknCClt36dl9NLUgSQvCTUgYp4Rxw/FBF28Z0JSgyCZ51vDFl8/RZJnp9IjZaoWiQ9VkDMYtFLYRC9y+xWrVIuUcx0GQu9zeh8gS9AYdwjhg/3DK/eUNpdBg9wBlS1XndKeQ1DPmm4ybq1saFXJhg6jlCHWGqAUkcUZnoLJerzEMk1F/ghT6bKKA9QoUs2Q4Fei4FlVTMZvd0VCwvzclDGJkGYaDKeu1x2btkSU1vY5KVdQUBfS7GldXV8iygGU6iKLM/v4+uqrge2vCIGb1zXMGPaeVOwli61QpSzrDDo5tc3dzTdd12NmZIIgNq9UMSW7o9Ts0tUiep9zd3SGJAkWekcQRsiyzuzNCURTW3oLpdEojNnRMHVm16NkdmqZCLBpUUaRjmVRlQ5EkhN6axSJFU8HUJcSmIksCbq9umAyH9BywdYVMB9fWMGQdP8joGSeU6oZhr4s8StmuQqRKo85h623YHxzRs1Tubu+5uPoaQ6/p9VyqUkWqLabTKevtJcFywd7OQ9JkQZELLJcrVN2kyEP6dg95VfLm9Quc0VNUQWLgdrgNPTS9tTcOeyZVGnB0MMZfh9zdXeJt5qi6ht+k1EWIY7tsw5Rwm1KpAvs7j/nq9xf0ekMmvSFvnr8hrwseHE5Z3+bYto1QdjGlnIQQTdSRZRlTtEjqCKGS8FYr0rjNSSrzNme+1xVQZB2hLlEEHbGukUSJpiqhrijKiq2/RKZBt6DTA9PJqdOYOoK6qRFFH1WpaKoVy1XbGsuihK5CkTYk0QzXBYSMOMk5Gh+gVjKJn/LRyRN2RxOuzy7xvRnjwTGdwYTLuwskGXZ3eqT5hjxLEBuRXM6py4quq3N0OEASdYq8Ybyjst0myIrO8dEBnzx5wnZ+z+3FBZ2BiSqB7epoWo/FMma92rRaXl2hLltUnay0iLdtUhNHMHSBWiMJCyqlZrlY4/sBogBBEGPbGsNxh/uZT7erYRg6uqG2p9B3XTDPzhb0+zIgUhbw4IMBvf6YzTrA7ZjM5ytU1SDPqvfC5pL6vU/V2+R8ePqQ9SogTQtkQaJIIu7uMlQNDveGLOcbkiTCtmxUuYPv+VxepBzsaTz5aMp8E5DmMXG2xen1SWKfu0XI3m4HURUxHZvJ3i7LxZqsBs+HL59/g6GZfP7HL5n0d/ngaZcg3OInAfv7fTSrZr6OkbQK2QCrIyEoNYogEkTgRWuKomI4OuTu/I7NqiZIQ9yBy7OnH7IX+9wtb8mLCE1xqAWBi/OUo+N29vbmcs3pyZC6rlENFUUV6XYcFEXBtg0++GAfEXjz6pqjoyENFc+fv0HTYTzqUjcljm6QxxmWa5OmCXUORZFRFSlllSFgUDcFdZkiSxVBHJBlBbohgZC1Ij2hpD9wWmEhJXHi4bodBgOLNE9YLjPG4xBRqLEMCcuysHSNIAgQSjBVBdfQ8cOAMitRpZKOAd2egel0iMKE+dx/r5LwkYCOITL6YJ/Z7R3PZ/eIEgz6QyzdoGM4GLJFtEwItiF7roipaixmcy68W7b+CkkqkCwV3wtYr1Osxw8o6pL1JiDJCg4OHlPWAdfXXxOnC95dnjHZH9KdWjx8MCFlRuitWQUzJLXieK+LqrTpmEWUUScglHC8d0wWFlzdLDCMDJ8tFTVeXpIVJboARdyQhRm7010EQeB3f/gdP/8nP+Pvf/v3LO5XDMY9yrzCMV0yIUUdtu6vXrdHUzYISkkabluAtga203rbNYV2WVGLiI0IjdQG4zUVDQW1UFKUsFq3c9ydXdjd6yGrFWIBvW5rb6yrkoP9DqJk4HkztivoDyr2dyDLQKhaPOPGizndHbC3t8vN6zscfYjc2Pz6776hLisu3q04knR6E5sgiLlexohGgqoZGHKf2e2G2bvXPDw+bRePbpf5bIUgCPzt3/yKJ0/26Lgql+cvSbczjnZ3OTicUIkFw2GfWpEAFVFMqYtWAK/VBUgwdEycjkZTp0RhAiU4toso6NxcX6G5CqJSkaatnC6JwXUVppNdbm99RFEmTTPSNAVJ/K5qJfC+YJYF2HYHf7P+B9jncrGFRmKx8hAkBbfXb73MRkhd12iqTL8/hLxNnoq3AdsgwbRtDFnH0TPyAkIvJIxSRAlUQWU1D3A6Jk+f9mnqij/84QWqpdAIKn4Q0kgZ201JLYBl97C7A9aLJRVLNstVG9LVQFXLjMf73Ny8Ymf/mLev3nJ331DXIIrrFoQKdHpj9nd3+c3f/5pSLdnd3Wc2f0tWCtSNyN/88huMCo73xxx9+BG6q+NFHqvFNZJSc3Q4xI+WeNEWuwOjsUscB6x9OGpybm4v6A0HjMZdJEnm3bt7en0LWZF4+/aCw5MudZUjqxaK0TIVN1uPogRZadBNjTQLmN2HmJqMZXQxTJk08wnCkoaUogl5ffYNWQbTXQW322e1npFlOcPBmP39/XY+Kuf0RyamqbDezKirgp1dULWMJEnI8wpVrhBMBaEpyZOUrIDdSYEkRKRJjqmDrraWP0HMmAc+qgwffm9CHEZ465zQX7Lz6Ih3LyuCAI5PwdsscUyJy8tbRl2Hpk7wtxlNXbb6UNXEGXdwrT5ZvkCSaobjKZ99PGUTZCxWc7r9IWNN59273+B7NYbWIy9C0rQFED//5jdYA5OmSkj8hI5uoJka/sKnY3WwxD7X8xvqBG7erRk+O4XcZNrfa2G+RYEgi5xdXiBr8PHHz8iyjLoS+fnPP8PzN7y9+IIPPtjl7bnGu4uI/mCLqBloOvje4v0iJsV1RdI0QZJBVWpooNOVMUwZb9tKsISmfc2zGk03sWyVNK+IUo+qyej2wDQV8rzE7nRIsposbIOZdK29MVeVgO9F6LpEnUEeQSy2cq+W2wkFbR5519WY319TlyKffP+HaI3DdvOa7336GYKoEedr4jhlNHaw6wBBiOi5Ay5fR9ydpwSrGDXfoAgirqWjSiZpGvPD7z/BNPU2r12SifyANC2Z9EaEmc+gN+Z+vSTNQ1RZpt/TQMqQNRFNl+jYramlRsFxkvZ9ZA1RmdPUIptNwfGDHnG0QRTh6HiHKA44O7uk46gomkWWJeR5Sl18d5k+/1AwTRMW8zVpq37h5UuP6SRkZzLi6uIORQHHbnHxu7v9NipWN8mKCkEQ+PLzNxgadG0bSVbJq5p+xyIIEyIvZdDvslx5RGKKM+2iKza2YfP6zSvOLnxOP7QY7/apqhJJElF1GI37dLp9ijLjo48/5ttvv0UzDbK7FD+CA1VluVmjKvDq1Rtev55zew+GAeFL+P4PLD7++JSmqVhvInSjg4BAjcL+0RF1UXF3d8dsDk8OLLZ+gbKOsZuGpbchDGsUB/xtQCU0nJ81PH5sIogyaVKytwtVrWJ3DLZeyGYb8eBkD9OQuZ+viYOYxRKmU50kjWiQ6A8G2LZF4HsEgc/dIsJxcmpK1huoOyXjoYNt9MmShLKqcdwuqtYlinzWmw2KqtII0IgNmmFQ1BWrjUcjiBimRZZHxGlEWeZ0XAfTLKiqEtM0MbUGUVCItinBNoVSwTUViqxERGhP/o6JZhpUDZTvN5rHh0P293e4v7nns2cam+UGbz3HNODP/tEJXuDx1WZDU1WkMRgTFXvikm/XUJUMBj3KEKIgwNRMDo+foGoSRV5TIaFpMmZHQZUNJEHFsabM7iNevPoK20mJYzg62GGbSkg6VJLJOtgiNwqrW48wyIm1CkXWifyGvd1DQKRMBdbzgCBKODg4QFU1HMfmG++CRgRDcpBUjcOjXW5uL+j2XX78kx/wb/4f/3fKGk5PdS6uU1w3o1dmVFWJZRnoakpTVRRZBo2ErinYpoKl61RV3rbkWuvtbwQB25YpCoE4LUjTnKpsMC0dTVeQRAVRKhEljaYu2nTSumVr0kCvJyOisF74VDk8OFGZTvZZr9cUaYZuSGy2Ic17aIacOzw4/JQkrPnyy2/o2rtsliUnB085v/uWzfYax+4x7rqsw2s2qy2L2xqhNDndnzC7veFkbwehlvjogyfc3t+QRjEvX77g5OSYH3zve0SbLdvlmjSpODw8JbsrmK83lFmKqhoMeh0kJaQWBWRNpq5zojjANk2mox38tcdq7mMbJaPRhLl3x93tBl0XOTk+abPRl8t2NOXa+NsASRaRFLUNLP+uC2YctOj48dhGURQkAQb9LmEUEyeQb6E3yFqXQcfhqy8vAFBkaHLo92Q6ltNaGIOENIzRJJ3R/j6G5eIHEf5mi1RJ2KrNzcU9l9ScnfmYDtBUaIqIZSgoqoim2vRck/Xqrs0N0kTWSw/X1aGGnQkc7u+w3QZ8+tkz/uYvv6bX1ZDJ6A9Uoiin151gmV3Oz99xfXnDBx88RKSVDvX7Q1bhmqpRODoyefc6wNBidHuMoCq8O1vhJfDx/pTjkw949fYFqgK6PmQxX1MVOp1OH0m06bouq+VLohAUZcDhwZD1ek1ZwmSiEvgiouhye58QRyGWVSECjrNDGPrYzojb2TVFVZKkEnGqYOldqkZGbERGXRdJrjGMLlneECYFUZZiGF1cd8B8toJGQVIMJFUn2sZUZUWZy8RxjbeJGPa7OJ0+qqQThTnhNqNKTVxzxHjSJ6k39LsOkrClNxiimyarjYciwcm+jWnaLO9bXe6DBw9QhHvub2cc7vc4PXrC3//mV9QlrX5TlhHQybIKw3JZbVf8+ne/4NHRzxn09xDI2SZ3FH57s3M6AxpBpm/02W6WCHXGdPIAUx9z/m7B7p7Is48mSKLAsOvgRWvyNKOKcwaTCWKp0xRrJFFhdr+lyKFMQZYlZMng6PARSZbzyacfs9os6fVc/CAky1L2dw7Jyoy723vCJOTs/JK8zEhi6HRVJFFnOqnI84K6FJmO95BlGVvrEUURhtKhLHPSoMFwHOpSaglXgKGZKJJLXTcUZfU+gaAmy0GSFDTDoalFtmGA70fs7qqYptpeG2tAyN5nWlWkUcF6BWUGluZgajq5YZI0EIchedD+kP244XR3H63p89f/7vc8/+IdTx9/yuMP+jz54CGSrHK3tmg0H81t8IOEJjU53p8ilRbDTocqjtFkCaEqUGXQNYmO22Nnd4hlWfjehmgTITQtXcpbBoiNjCZqKFJJQ4MsVViWRCW0PnJJktFUoc190mSk9221IDYIQoNtG1zfJYwfuSiKwmw2QxJFDMehaWo8L8GyZHRTRxT+/8Dpo8hgWQqioHB9teHkaBdBMHjz9ozxyKbTsYijhG+/9Tk9DSgKOD0do8gmwdpnbzAm9gOKvGJnOmR3qpBnFbJkYtkuq/slrmFRI7K8W/HF7z32DkCuoWNLfPbsKbJWMK9b7FRDC8dYrVaMRgOEOuNov4MsaRiK/H7+UbK8n9PkFQe7Aw73T3nx4ltOTo7I8pQX377jD799h2HQ2g99n/Fwwiyas15uEEWZ44ND7q4XPH32iLube5Isx6h1VE2jqycomsrifkYcx+ztOcRxTBzHOJbLcrWi3xeJ04TNdsuDB0dsvC1hGLK/e0BVNVRFTV7W5HlMlmWosgyCRJykVE3Du7OIMIuRFUCEIKq4ny9w7YoyL7BNHVmTWa5mrNb3bH2P3f0xSK0vvhEbBFlAt0zOz88xA42Oa+BYHW5vLkjTGFkFw9JBaFrUXFyiqibGsIsqGiiKQuCXaLoKTUORpVRVxe31FYqitbbDIqEsS3RDpi5TbEvjwcMDxsMJ3z7/8n+lzxQ6kqDgbULmd2tG7hFJnOKHGySlxu5qSJKA47qIIoRBQVVCkqS8O3uNrui4lk7gx4yHJ/zZz/8zdHODqM35zS9/x4MPx/SGDr3eEFOJaXKN7XLFyxcxH3+/y3jcwTAcsjTDW3qs1jMG4x7D4ZiHBw/4ny9eEcUeDSWiVOIHK6qmIQiCVoiuqdh2h//+v//fk2QxWZmTlxnz+Zw0TRmNRtzd3GPbDvc3M7rdLgBZHuAIJmLTOtoUSUBRVIq8IgxT3r7x0Q0wLIeqhjBMKKoCx7FoRIGqgoaKzXZLEBZMJwrHxyM8z2OzLJAlODnsIgk6umbgr1fEYdii2qKSKgbb0Ag3MWfhOW+jW8pY5l/9l/8FO+NdqqKkKmICb0ORpERRiJTkzK89JDHmYDwly0JWixWjvk6T+1i2QZmvGfY1alGgqErW6ztsw2U8GbKebZjNWrG+v/GpCwG5kcjyjKrK0FURQZWIswzL1Oi6PWRZJQlDmipjPLKQRYX1ao5mKzz5sI+lWbx4/gJVVdpEz9Wabq/bAjuahrqsEWXpOyyX7wumJLXkm9ubDaoqI8s2/4f/47c8fQp/8pMnlFXCr375DaMpnDx8wOd/eI7b2ZAmSw5391ht5nRtmzxP0Q2JLC5QRZFux+Kv/uPfsjM9YLFNiJIKwzSQSlAbjU9/9BGDicGwo3F29TXzmwWCCN1uSz+XqpL7q3uEMuVwOma98tnGIY2qIqsGlgovvlrx05885vriNcE6wnNuSNMYhRausHsgUZYVmiTw/Juv6Pd7ZFHGaNBFVRpWqw3uvsM//ec/5urunM32EtXI0HWw7Zqb+5dIqoDTcUjykJPTAXlakRUZdR2QpimOI5BmS+IoZWdnh+fPv8AwZLbbkuHQIssiFEVAENvIXlEG5ILHH+kgVEhSQxiVHBzZxIGPrFoEwRrXHfLbz/+GNGs4fdCnM3DxvDm9YZe0SPjq+YoPnxxzcf4c3VbZPeiQZzHbcIXdE4jCkuFAR5QTFE2CukaSZQxVIwnSNoNHN1iuL9hEbVSJrGZEyYZaKDl9uP8eiLCmrCoEGgTJpmx8dFXj+vprmgY6rsEfvwr4/rMJnz77Hm9fv0IWNJJtye3dDY6yIEoioiyiY9uUdUVd1pQV3N7dM+z3mE7HaLJBEacItcLp8VNcV8IPX/Lm7G9QlQ5iZUCp8Xf/4WvcbpdPP33Mry+/5sMnCrpeUakNul4xmPRYLUVu5m95/OQjdg9czubf0AgRSZEiyzGiVHF9/YKvvrnmBz9+yr/8x/8159sL4jTiiz/+nuV6QXfQbRmbVcHN9SXnZ+/Y2ZniezllkbP1NpycHBCnFZqREycBmgqCLJKXHppk0DQJowkUJfhh67U2bWiEEt2qqKqivUkm2zayRAZRLLm+WpDn8PjhiMlon+Viy3blk8RrgiDA82pUBXZGFvZOj2RbYAspjm4TCAm1VKGbG4I4QKgbXr19w3R3xDYN8JbXFELC45MTbu9nlMWSncmQty/e8fD4gCgoefzBhC+/+hxFVblbbDl+cMjh4Q7XVzM+P3/Do6MPeHj0gMV8xWS0x7vLG9b+EqdnousSmi2jmCpikGCZUFU5ktBgmRJNIVOXJaIAlqkgSA2b5ZpUi3BMneFwSFYWRBHIqo9lGXh+wnrdKlO077pgVhXc3cYcHe68P6Eb/tmfqwhixavXF6TZlkePR7iuzZs3b3j2TGV2n7OYQ7C94r/+lz8jibYsFgsWi4K90QHeOuLi7Tu+9/QpWy9BqUVsReZg54gffLLDNowp0opgkfL//t0v2T92OR4ckeQxZZQiNSodQ6NSKozSQM4crFrGlSWsyqJKBMRQR0pT5ucrNEFnb+iSegWuO8Aa5WylDYuritPTEWKuES6hDDeEPjhKwahjczAdYeoy1zdnnF+9oxFBMUCVIdp6iCUkSYOl5ZiKgimrNHWCWDaIZYkqCoyGO2iGyqJcUkRJ2xIaAkIFwSbCNiSapqUClVU7M9ZNjSIr8LYFtgs0EAch3U6f1WLJZpkSbC6RZKBu4cCOYVAYORISMgJ1Bnc3t1iG2Ua1hhFlntDUNbqsUogpTdWQ5O1AX0Rmb3KIbTh48xtWyw0CXeRGwFQ1sjBFQiINU6YDG7EWiPyINEmxLYNut08c+ESej18XOJaNLIoYts3PfyLTFBp//Zd/TexvGfZ2SJMCfxvxz/7Zv+DR4UfQaOR5RR2WCKKMojiMBjKed8/8/h5F1Ol1eiiygW126Lkf4g4ecHH5JQNTpMoKtsua08PHBEHBF79+zePjZxT6kl7HJC1K6qrBUBxGQ5M4zojDlBfPX2GYJn/xZ/+CX3/+S76++CMd12S72fL0yQFxGPH67iXn5+9oJFAQkWoI1h7+aoMkSdiaQa3UJH5MUzaYioYsyqzv55QESLRpjKahUTQ5cVzRCBVqo9JkOeN+j+1igx/CBx8MycuMNIxx3R4dPaOIBOK4XfZodNCtklhIKEOJ/8/ffs5woDAd7qDIIklVIJcxjiHTt0a42hAvDalYowsCasdEcWVssyQKPAzNpKwKQr+kyiOyMKaWaoJ1Qh5kJJWP3O/y4GifndGAi2iLt1xABYqk8M/+/B9TVgL3dxvO31wxu6pIvJcUgYRlObz4+hJd7NC32wx7VYOsismihF7XwrZttoFPU2VomooxcmgqSMKI+SpDbsA2ZGzbwI9C5rM78qKCpg1N3GxCiqx12Yjf7QWzLZg912Uy1HE6A55/+4aiEhgOJ/zil1cc+AtqYGdXJgxDrq8LjvYsdD3n+59NGI/HbIItf/+rbzjeczk9OCVcRvTdLqPOGH+VINcCHz98RoPC3WxNrhQsb9ckWU7ZFBjmLs3GIctNRLlHR5GRcoHN3Yqb+xuODizYNemYu5iOhCzIzBYrwmuPzVnKRFfY39+lO+zy6tUrak8h2GZQdyg2W7zrmlDOCO6g0NsDIl4q5B0DgwHeYkOc+WiCxnjaw+4apEVI6oWIjUwVldSGjOXYaLlFVQh0xIKO0kXVNaoow1v5bO5DBgMFJYVkXhCvABO0HZe6LimzmDwtaRoJUdXRBQNb9FByiQ8PRqRpQR1JXL1ac3TQRRJbik8cblheh9CXECSDqpYRC5uhLTHp7iFLOkEQUIc1dVFh6A62pCFrNhIiQbDFtXookkYda1SojJx9qlDDm3sMJye4PZvlckmTKOReSn9vB3+RcHvus7s7pkkFmlhje79CVTpoAvT0Acv1ivnmHkV1qNISW3M4enRIlYr8/5j7sybLsuy+E/udeT7nzj7GnHNWZlYVCigABNgQSKohs7buNtObpG8AMz1I34MvMj7xU4hsUt0EgUaTIFFAocaszMrMGD08fLrzmeez9bA9vIDuF72I2dcszDIi3T3cb5y99lr/9R+y1Yrf+uS3OZgcYRkudalh6TqWqdH1YChjXLvBWSgk8ZqmbKmrgqKuKPIYy6pR1J7D2RM2+5eUSU5ZZxi6w+tXa85ebfiDf/rbbNYdURARuT5N06E2IcYAVCm7UkHrbERr8a//9V/x4uUzLMPDHh1wdDoiK/eEocf2es35izeUTcnR0RF6rzEdTxgUSJKE6XiKpZmUZcnQCWzTlB4LbcnTFyl6P+A4Fprh0rUa7b7GCl1CM6AYtvSJQb2GQYFup9C20FQDWdFilmOaZKDOYxRLIVF1TM2kKjWurmseTR+hYdFtdJqmg3SCXVu0nWBd1Chhx1DqGL2H2lq4uoHrWOgKiLbB9Hz6siPdJRjCwFY8dNNCa0x8Q8VC5+Z1gmhbRJnQpjaN6mArB8TripdfJRRNz831nnTnYOsqTRayW2n49hxXVzg+Dknya7b5JYbRUNUpRVPj+Br7ZAlCJfACyVaopLO+62vMFZW8HBiHPn4YIIaWoihQDdAC8G2Lxi1xXIGiqpJb/G0XzOUyZjIW2PZAXfVYTiit9d1zphOPvMxJi5K2zvitH9zj1786x7YMJpMZaZqTlTXf+e4DlA4ur5eYwkJVe7q6xTU8jh895HDxgFF0wM3NDhSL7jOdxeExYRiRxBmi69F00HSFqsrY7lYkwZ5PH3RUVYWNjVYZUgssNGbKgt96cp/3jzNcTyOKAlzXxbo/RwjB3o1xLBvnE5e6rHA8l49OclzfQwiBoij4vk9i7CjqPXG2w3FNLFtH6xTMocSjJZqG3PRXuK2LVdiYnQlNgyoajMrCVixM08SaGJxaJY7jcKAlmKbJjbmiqiramxbHcZj6PvpYZ2gbsn1OVZQMvUVvqajOKUOc09YDRlYyVb+DpoIiBr73ySnb7ZLZLCKKAuIk4+Likmy3o2bC0cPHqGJDHO/oypxaN8Ay6BufQfS49gkTbYEiVJJlTq8beG7ERJ9RlhdUNxp66aNUHr2qEoojgn6BKVpO/EMOnAPKKkfLdCLGuIaLY1m4ikUjlsymBklWU3Umjqlj1iqvX72h2Wq889sfsr9OENk1faczGo1wTZu6aekHhb7v6LoC33XptI5kn9I1Nb4rjZ93mw1t5fLqWYLraxhGwPPLK7J0YDF9RL7RGY/eQSsntI1B07SolY9QDLrEpKwrhlzw6NEB3T7m3vh7HCwmmKbBfDxhPVxx9eoM1B6zOUTrW3xxSLFfUvHWjNhCTXV0PyC0DzBMHcd08FwXy7YxqkN0S0eIDh+bvCvo2h2TYUZoz/n4u4e8ePmG8J2M2WxBWReUVUo4D0iSHGUhRQgKDao6YNuyMIhwoGsh8Cdcnl+xWcfSUT58gh5KYwtdUZmGC6LTMYYu3YCUoce3LWzDpJhluK5PVhbkeY7peoTWFbpjUdUtw9DRdiXnL5+T7mPy6wrP8nGVGZ52QFruKPcjvHDEk1OL9x9YhM6YMqtpiw5HDUmFRrlr2ewalnGMFTWYkYJnq4ihY7NuMB1wLAMbA1VpMUyB6xi4XoSxyQl9G9c2YBwQBg6qrlFWFXVbMnQ9ig66pkgvgm+7YJYF/ORFwve/v+Pddz5iFxfEccmjx3Oub1a8+8EIXTfZbSQ95fpacvfyrOTXX7+g6OB73ztiqDpMcRsUb4d89MF3aNIeSwlYXu5QK4/f/vh3Wa5S6l7FUj08Mebk8CPyrJJpjJrCoDXMjJxhLvG9zWZzW+Q0hgHEoGKZDo7joarQi4K0iLm+vubx9AG6bqKeaqRxgu067DZ7Aj/EGOlYto3r2fR9j23bt7nVNXUt/fnatmYYOhQVmqbCsgy+/9mYrm8kg0BTEELQNA15nktlztDz+PgxvVBYr9eM3JzDw0P2XsLZ2WuePHlCksTS9FgV5E2CVqxlNvU8ZHGyoKwrlJnG8eIU87cd6rKmKUuC0GE6Cbhu36B2kJ0lxKsNZnPMpO3QtzqfP91Q1w5Z1qKqIYHrMXgBvuuhKAoLY077pkFVdCJdpysGinWDjsoD71P6XiBimPkOZVXh+B71uiYwDKJApd7VBIMMn5o4Lvv1GkyTUsDI+AClFFiDYLBdVjdrqmLHwpriRzn71zWf3/wCTXlOnO4JQht/bFBVFboaoaq2dOL3fHRFp64qhOjxXRNV6ajrmHcef5cwmOO6JpPpiJevXuE4Hp988hnL9Q2KOrDZb1hv9uioRNoUzTAIwoamk76X5VLhs0f/J5arK7zBYmwHXD+94PT0dzG8hwgG7vsqfd8ynoyJ2hssx6Sua1bJCqd3MHOLLh5o24EajcIw0HSTmf1HNElNku4pTJWyKEhXK4QXkdo+16rC+WsDyzxl9PgR25srLq8aopFJXQsC38cwdDT9tmlwDTTbQvSCpuy4qnuyfYijTFk4C+zWpExyLFtjPjtCqV0MbYToB/abLUrf0boeCMEwjMkNm150dF1HZB5wHFS4UUDTthimiuPBu0c3GKi0ZUWVyQiM6eyAZhBUXc9kvgDVQFE0xv6EvmpJtwmqJggun7Lav2LktTRdxT5/iR1YRKFPUq3xPEmyT/YpmqLiuTaebSOGjjhOiQKHwLUwDBUFi7ZVUTQVQ9NYrleogKmraIZON/zvgFb0O7/zAT/9yVe8Ob/G8zuqUnCzWmM6sNnBg0ctuuHR9PDVN09ZHMJkOsdxPHRTZTJR2MQZnu5ycnjM5bMrGjHw2WOby8tz5pEDlYZimaiNRZ/nHC1OUDWLZFfy6tU5hmpQVQVZHmPZBqNRgIJgu9/i2DJMyXV8hFDI0hJRKTRlQ5IndH2N61sYtYOqOFRNw2gUMaQledph4aMUJm0vWMbXRFEEGkwiHcf3sTsPW1Xpmx5P13F9B11RqaqKeLcn3kmKRxTZmKYp/RWHjnbVMQwDRVnz64tLVEPHsT3MwSbOwdRnfHbykMiKqNNnrK+kXRWKh9PKYKqxMmYsZmhtRt+pxK8N7h+dMCQ5dDV10fHmskbTpwxqz+WLDXVt8fidT1BVKescj2Q0SF3XeJ7stB3LZTKZSlf0iwtQwbUdFBWqvkT3ZRdT1y3RaE6elURRxHa/wbZdXq/P6IDZwYyqr2i7hqHtOBgd4Th7fN+lLhs0A1bxDV3dETpH2ME97FnPwUFElu5Y3uwZeceoWGxdF9dX8CIoKgNd9UFxSbOSLEkQ/SAtwUTPOt9jaCqOa7C8Kpgv3mW7XXNV1NBP2G9KPv/5GTfXlxzM5hL/U+d40RhajSJrMI0JkyikaRqSZM/l1wldb2D4DmkJRjUhuVBwuCdH7WFgEB1dHzDVxpgY1GrD4uhjwjCi7wSrmxvyvMIyTWgUsm1G5/n0fcMQK+CYOENH2HmoiSnH8F7jnv8pAo2gPmS6eIxTLOjamtE0RNdMLNugrGKGrmZmjnFtlzROSaucmR1ShR2GYeFZHmWZk2wG0BWqQaeoW67aG9I44ebyhsANWEzmdE2PZVmk6Q7D0lF0hfW1yqAJLKeiR2BaGmUVo+sqM3+MpgT0hZway6RDMy2aQaEuegYG2rblxm5wDRvRCvqu5tH97xGNZzzRn3AdH/LFc+j1LboGYtAIfBPLqnEseX6UQdAPLbqq4DkGmDqBb8t4ZE2wLRK6BoIwJApdwpGC6djopkHdtWy+7YKpqhqTScTnn8csVyu6BmxXo+97Hj40KeqGoqiwbfA8j8cPTqjygd1NTJIMjCMb1XT56usbXnx1w8f3nhD6M7abjM8+/R3s3mP6nROU3ub1qxXbZYZrtJi2xfJ8iSY6FvdPCE8PWK8F682KMk2JRj4PTiPSNKVtW6osI44TVssdluVgmTZxnPLy7BWP3nnCdDRGqNJFuysKRq6LaVu3OTEOfTuQ7jf0VUle5TRJhmnb+L5P2/a8ev4CVdWwDBtDtzg9OkW0Lcl6gxA9E80EraHXFHQdAiFwg4hVveX68gZV1fAOTzAMk912SRiGzCcL3jx/iTsovHd8X3pYmjpdLz1Bm66ijROmgU+8yXjx7Dn9tmQ2nmGpCmmWMoiG2XyM79kMi2NQNGajBTc3a6pNzMcfvotpmsRxjGFYdK0gW8b0cUuZ5xIysCycQafIM/oyJ5qO0FXYbbb06UBe1BSblHZoEdWAo8jYW3Oi0TcqtAqGZtJnNaHpEegOg+OQ5gkHwQnLak+17aFXwdfJlw1NJTiO7qGIANvyMNFxfQU3UMj1EkV4NIOGGXrUXQ1Dh64rd+o3x7LxPEkv8ZyQXFcoq5xpdEiaxmxWOyJ3wfL1FtEPTKdzPCWg6XrUqkfpNYQG2+WG49MjUmEyGYcUWcJ2c8OjB/dZ3qzoG4FvTfF9H8sxKdsKz/VI05iqANWwqRsFBY1IWRD6MntIV3QGt6HsctBaIs3E9R1s06A56FDQSZICRdiMx3OKtELTNDzH4fCj72NaKn3fUxYt0+mU7e6G3X7FzB5haDoo4PkBk/EhQ6/Q94Ku6/Bsh/FRKCEbQxAG0PQdI1/D1hRG3ojZ9JCuEsznc+msbmugCnbpmkHpSPMtvdKhqCq+c4RpOOiDShSMsKeSErVNU9B0fEOnFQOGrmGZA11T09Kio9C1A29ebbA8G9OPiPxjHtx/j135nLrf4fsRTVdgGTa+H2IYGk2RM4iWwLdxXZu+VlAR9F2HrikoqkB0A65n0w4ebd9hmDpCBfpvN2ZXB/iPf/EF56/B8+H4KOQv/zLhs++baOrA1XnNk0cPefP6Ffs9jD812Ky2KINK0zUsZjbz0TFvzq849CbovUWX2hwev4MxjPn1L15i4zGNcrpG4Zuvzjg+esTq8hrXH6EqgjLb8/nnV+iKguM7WIZC3w/s1yWmqVMU0mk6isZY2gQDFcOwEEIhj2NOjg5xdJ3Ac2XHFLmcnZ3R9bJ4vnjxgpOTExaLBX3VYAUhDIK+7+mqmvrWRdvSbt1k0pzz61eo3YCmKIRhiIog9APKKqPOMwbbwNFNjuYzAjfg3UfvUJYlV5fX5GWJa+uIruVXv/gZwwBRFKExsLraMfQyv8VzXHTTQtFVXM2mM1oeHp0ShiGOoSP6jsPZHNNUiZMd58slq9UK03boioGuG3jn9CHLixs8Tzrl+36IgsrQdgxKS13KkLCzl6/QNIVoFFAVBReX5+iqRt0MmEZBVbaUdYVp6ii6huu6PHvxjCLN2G63hKHP8eERL569pK1qmqZhPp2RFTlxmjObHWCbU4o0I7MEebHnzflLxqMpo+gIy3TZ7m5Q1AbLlbw+yxgxKArdbb4PDMSJzMWOogjDsCjLisgb8zeXP8O1bGzPxVAsRtEcx/F578kTDg+POX/6jF0cE40mjCYzLMelKmtW2w2L+Zztdsvh4oSrizPyPOPRw3dRhGAUzGkrhcANEapCukv55tlTJrOx7HhNDSf0ubpcyZE2iKirlsvzS9qmYTQJcEMDzRSkaYy5k5GxQgh01WK/y3DskLOXF1R5RZZl7PdbPvnkO3z08Qf87Gc/IfDHmJpJmVWsb7bURY2iCIq6YTqZc/nmWjIxLIci25HnJZqmMIiOvEwxQxXbc4iCkCZvUYSgSDOqqmU2n/DNN1/hRQ6u77JcvcENHPJqjxc4GJpBWTQorcH1zZqttUdFQl/L1Ro3jLADjySLcXyXIPIRbYMwDUZhgOq49J3COAhpxApbzHi4+C7aUuHFzS/QXQ9dVSjSPW27IghdHFvHd2w0HYq8RBUaTS4jlP1ohGGbKP2Abun0SYeqqgwKNE1HnpfffsEsV/CHP5gThgv+l//wBYdj8FSDNC9QW+hyi2wD6Ra+/nzLYq7S1AO2Dd957x3sXjrjvPr6mj/6R39IZM44cu7TJB335g/QBri+uuDBvfv84z/6IaubPcenU1w74ssvl4SjgCwT2JaF7dr0bYehq1iWRVVVzOZzsqxguy4xTYvx6Ji2bcnTgjCY4io9y/UKLwg5e3VOFEWomsb1xRvyPGe5XJMkGd9884yDxSH73UtmsxlCCBzHocobllfyY6pqLbNeDJUXZ09vExLHjMdjTh6fcrg45uuvvuTrb55zcf6GX335BY8ePsGyHAAODw/JshxN09jv9+i6juM4/OhHP8KyLD797DO2mw1+6PPsm6f8t//df4+ia/wP//b/w8nRMY7t8eTJu/zZn/0Z88mUuikpioKuaxBCoKoqpmMTBAHj0ZQw8qnbEj9w+eqrr3j54ox79+4xmUw5Ozvj4uKC+fyA+XyOYWhkWQaDwPEcijzn6nqF64/I0pzxeIxpmri+xzAMrFYr1vs92+2W0WjE+dUNbduS7OXyYZfXKIrCfrPl/PySxfwYy7LYrG7QNAXTdHn64iWq+gbH9pjOxgSBy3aXstnt0PU90+mUfbJnPI6oqook3TObTVBDjTzJWK+3nJevpXmu67HQDri+augvOw4ODsiynLOzV9SqwB6NUB2LvCuJdzlt26Lo8mLUTY26rRjN5rhhwKAZ9MPA1UbSmfK6lFNMVTCZRdieSVvVbOMtDx8+JBqH/OpXX7LcrPA8H28iMWLD0snrhLys0CwfL4rwfZ9hEJRlTaj7TCYzjh7KIjQMA7quywz6vufdz76Loggukxtc1+aTH/72HUZuWQ6WZVHkFbpuYlsOZuCR5/L50jSNosx5/4NHtG3D1dUVR5/cZxgg3iYyC6qq6JWGtldJsxrbtmmrlqYUVHlGGKpcvL7E8wI8z6NrC7bbPft9jG5YqKZCWcagKFytr3ndtkSjAMexed20DMNA3wpmswm+J3PPdSci6N/nUIc4fwX2FlOpsB1BXiXShNlwqXYFi8ND1rsMVTdo2hZ1KCmGWvpKGBp509DUHeIuTfTbLZjKn/7pn4o//L+sKeqG/+Hf/E+sNgV5DqsdPHjk0HQdqiEIQpvp1GFxGBAGGlm2oq1TRvaUduXy8pcrjg/e4f/4X/13qK3PR+98SlPU7DYbfM/k5GjBV7/+nDdv3vDhR5/R1ANXl2s+/ugTDFOjbVvKssR1XenLuFlxcyPNDh7cu0+e52y3ezabDUVayAUKKjCgWnLcePzoHc7OzpjP58znc1arDZvNhtPT+2y3W7abHZZlYRjSWTzLMrIso65LbMdiNBoxm81k+l7bSgVIKUX/eZ4zmUyYTCYABIG0v3v9+rU0T/B9dF1ugff7/V2XMRqNqGtpfmEYBqZpstvtWCwWfPPNN7h+IFMLdYsnT55QFAVxLBdYi8WCYZBLCyHEbRyCQp7nlGWJ7/tMFxNW2yWqqhLHMZqmcXBwQFmW5HkuideDuDuETdNgmibj8RjbchFC8Or1+W1utHTisS25HX7z5g11XXP//gMMw8DzJMMgTXMURcGyLNl1uS5JvMdxHBRFYbVaYduSgNy2MmemaZq7zwEoioKmkRtPw9DQdZ08z6nrmiD0CMMQXZfdWlVVeJ6DEOLWXb7CsmSGetO11G2PUEDTNCzLwvM8NE27e99t275T6xiGjHkYhuEW67UxNZOmqmm7GtM08X1Xjue2iaZpPHv6nHv37nF9veTN+SV13RIEIffvPaQXHYPa0wvZCamqStN0ZFlGVcqfbzabY1kWqirjKdqmp+s66rqmqgsGUaMoPY4jsfqiqGQh6qU6K/Aj8jynbTvKsiTLMhRFu30fM0xDxfMc1ssleVliaBpeELCYzdgnCYamoeo6XdPIyOdOkBUFihCEoc9uu8HzPMbjMX4QwqBQN91tjK9zd+kXdUWSxiiqiuvZRFHEZDKhKlsO5gvGQYBpqdgudGy5ir/iJv+SX774n4mHcwYrIatabAd8H0QLRydHfP3iCn/kYuoWrmWzWm1YrxsmI5OqbjFtl16AplvcrLY0f/2n/PN//s//ixdLuO0wX705Y3mzYjQKGVSdXiQoezh7VfLBx5IGYVs+Vdnw8sUFUagznbnMFqeMnRnLpOL9jw/49OPfxQoCNpc535y9ZKgHRNux2tZc3VxjGTrvffgpjjvG9XRm80e4jkecbKWbed0SpzmjaILrBwRly3w+Z7fbyQes6WhaGT41GUUEfoRuqCR5QitaNNPAdGzqrmWfJqRFzqCA6dhcLW+YTed0Xccvv/gVURTxySefsEt2TBZTqqpgs9+wjbdomjzAtm3jOA6OGdAJqNqO88ur24Ko4zgecRxj2zZpLou4aV6RpimmaaLr+t3Bn8/nqLpOnGZYt6P44fEJL1++pKoaHjx8zGoju9vr5Q2n9++haRplWaJp8kIRCiiqArdStazI0WONMIxQFAXHcbEsi77vWa3WDMPAvXv36TtBnud07YCmGvSd4PpqSdd1CCGYTEeMx2N225g8zxB9h2mazGcTbm5uuLo8v5U/yo8zbwu/zOseWN1ckySyozEMgzjds9627JOdXHIB/a1pgqZpGIYBcFfA3xZA13XlKG6aXN+saJqGIJTdbt2GdF3Hzc0NTdPgui5N07BcLsnzHN/3Zfd0e/H2vTSGUVWVsixlbpEuF22GYVCWJYqiMBqNSOKMNE3p+gbLshCiJ0limqa5fQ4c2ralrlvCQDJGXp295ic//Tlvrt4QTQIGehQ0FEW5K4ZdN9xeErb8eevu7ntzHIcgkEmR290NfiD/7fI8p216ptOp7OJ3O05O7kme7TBIupEQGIZ5e8mZJOkW2zWYzGZMVAXHsglHEeNoxCTP2Ky2eIEvaXaejef41G1D17RYlkFRxiiiR1V1DMvB1Ay6QcrahVAYhgHHcW4v72Ncz0PTFdnBKwpZlhFnO8piTz9UOI7ACjuKNiErMnpAoFM3UNW3UnkB6iB9LLYbaAfp2N61GnnZUTew2zUkOYyiirrvGZD55OZ/8TL5m5cO8OOf/IjDg1N++Ps/5Op6w8vXS2aHOS/PLtB1gy4T5FlFXafUbU9Xy5u4bzNSBrrS4ve//48J/Sm7XUy4mFNkFV3bcTw/YrdaYrk++3jLJi7Q1A3xvkQM8gEWtNy/f4+2qtntduziBNu2Ef2Auo9p2k4+7L4HqoJhGIzHY3TVoKwLZscLNtsVruvyzjvvyIezaVBVndlsxm4X8wd/8Ad4rs+bN284OjphvV7jui5//Md/zGYriweAYRgoijQpdRwH3/f51a++xHVdPM+TB19IapHruNiWw2QyuXXRzlFV8LwAyzJo27fSt47r62sZO6oIxuMpFxcXWJbDLk4YRROurq74+c9/jud57Pf72wwTGUX8wQcfkGUZRVHcjXSqqiKE4Gp5Q12XhJEvrfzrgrpqSbMYVdGJ97JLFkJgmiZBENwVjCRJqKqKg/mEk+NjLi8v7/Bi27aZTmbQ1XieRxyXxJslRbIjyzL5uWVD1ZZMp1OyLCEIIsLQJ0kykmR/O4J2XFxcEQQejuPRtjV13SJEL+lfqkrXyi56GAZsW9KMsiy765bTNKVuSsSgYDsmumbSdjVlIbvCwPNlARwEbuATej5CVaAf6ISk2tx/9BBdKKyXKwxVo2xq9pstdddiWg5tV996mbroulx4GoaBbdt4nk+SJMzn8sJI4oK+75nNZtx7eA/dUmk6mZ/9dtxWVfVuSVPXDbZt4zrS3EZV33o6qgjRYzsGhqnQNj3r9Zqqqjg8PGQ8HlMUBV9++RWj0YjpdMp8PsU0bezbZaWuq6w3SwxDLisdz6VvO9I8QxEwWcz43d/9fdquI00SirJm6HqqtqPrBWo/oGgqRZlRFjWgYtsuju1iWdKm8PzFOUEgR/YoighCeQ7K8u1EEKLpCmLo6fqGoq0x0DBsDaPVyfKc1hT0qo5pdhi6QdsqKJ1KHMtEzu0aMrPAtluEUHE9nb4dKIoO6BkAoQ3cvXXf0ksHeOf9dzg6PuU//fVf8epMOjsXJSwObZ4/u8D1LYQQMjtYQFPDepmjGwOu0UHjc7lb88U3rxkqnZP5E9JNSZXW/OSnP2U6GnO0OCDe7QEV3x5RVo0k1pYNKC3PX7yUHYplsd2nNM2Gtm0oy5LID5hMJrJgKSp927FPM1RVmhj36kDT9mRFLjHJSn5eXde4VUnTtrw6O2M0GlM1NUII2r7hZnXNl1/9Ssq5TPNuJJd8zJa+kBzLxcEBZSnHJF3VmM4Xd+Pi27HbCypmc0m8j8IxhqnRd4Kyyon3KVmeoKg1o3HI0eEJz1885fjolPniUCZVDj3304fouhzbDMOgaeRBUxRZoMtS4pmGYdx1WHEcE0WRlFq2vdSHqzqmqd91B8ulDNQyDOOuCLz9Gasip61ypqMI49bNehgGyrJkMoqYjkdsNhtcy7wtHh5NFFJNJ4BKJzqm8xmb/RYhwHUdFkfQNDWapmMYOk3T4vseum6QpglxnCDEgOt6uK6LgoGqSlrU20I1DLI78zz5MZvNir4XRFGAphlsNiuyrMBQFZpCYnqT0ZhwFJGnGdfLGwxNZ3F4gOgHDo+P6JqWXbzHtR0My6QqSnoxEExGlHVNHMdstiuyLEUIgWXJTvrBg0domjR9SdOU3S5lMpkQhSOKMiccyQ6z74R8bvr+trOWp7u99XBUVYk7KorszuqqpW1b/MBhGDqEUHBdnzzPJVzgSAxT0xRs2yaKAizboK5klAoMWLZBGPrUXYuiQV7ldHVH2/cYqoHt+qw3OxRdA1S8IMR3XaZdR1vXGIZKXm5p2wl1LS93BU12sLqECN597z0mk4nEXduWuilJU/keTWZTlust3dCiKx1lsWOze02tbImr17xa/pLRiYFiqHS9imr4aLpNVw3omNS1DSg0jfSyLQoZ/zEajdF1gevtbzXlYGgalmPzbe7Jb1MjA7b7Db3oMWwYTxXMTFDkFZqmUOUtKhooGl3fkcbcmtPOuH//EVfnW3759a8wVZ/F5ITnl885Wdzn3Y/eI9mkTMMRgeNjuDaeHaIKnc06wTZcsizjnXff4+nTr+mLkgcPFnidYB9vMfoey/U5e/kKoWkYjsOgQpmXVF1LGPqEkzE3yyvCUGZr79OEeBuj6jpFlrHabHAtl9nBgi+++IKb9Yrf/+HvopkGr1685PjeCf/jv/1XKLrCfDLn5P49FtMZtucyHU1x/ZBktQNNlTrrpqEqCoqqwVA1bM/l+bOX6JbJKAhph57dNqYdelzLph16tqs1iq6hKypl3ZLnOaouR3bNNDi/vCCIQsmLvF1uqLqG4zhohk5VlIynExzLvhulVF2TcQKTMbPZ7A4TnE6n6LrOMEjOXNtKyoqmabeXnjzMmqZJbNG2CNwjPFtGxjZNRVU11HVNXZeMRhNGoxG+38kDbNp3hU1VVdqhZzSf4oQeTdWgaAqKUKhbOXsZlkFd1nRDT5XVtLfenIZlEPohjuuS7HM8P2SkqgxC4DoOgxCURUHX9xRFgW5YKEpHmhUgBP0AiqJQ1A15mhP6Lsqti9PVzTVff/01fd9zuDzk5OSEfRLfYaiKolC3El+0XIc4TVE0FU1X0G+jc3shC/aA4M///M8pqpLJaEIYjZmOZ7ieR3VzQy96NvsNbuBiGzZ5VZInKZ0YCNwA23NRFYV9mpDFKU3XYeo6hmXh2ja6abLd7hAqRH5AMIrQdZ2irtjv97RDz+/93u+h6AqOZZGXJV23ZVAGUDrKpmO/3+P5PnoYksQJoDKdThkGmY6w2kjn9LpubrFwiQvXdY1pahTVDl2X43dRFKRJQZnL56BpJNfYs+VIXtc1dSmXc13X4fk+WdtSVimeo6NpJUl+ie23hAuFVunphIqGQl72GIOCIlTqWiGwfVTVpmkM0AS26bHZ7ClL0JQGx3Hw/AnrzRZLgV7psV3jWyyXt0ufr/V/QS/gd3/4HTxnQlHAs6fn/Pm/f8lkDJs1HB8bhJEHSodhgmkpBKEl+WObhC+/uGI28egqwV//h4JPPjAIrBGnB/dZjA8I/ZD/8V/9GaZu8+lH3+X505fQa3zyyWfst2s2mw1VVRGGIZ4b0HY1mqIyGo3uwOVxFAADeZ7RdR2+5xCGIXEcM5/PaevmrsAsDg/QFPngd00rMb8kRTN0LMMkGkuum+WYnL16RtPVmLqF47l0Tc9qvaYqajTDxNAMxpMJUTBCM0y6pqVuOjzXZXFwwK+//BLDNBmPRmR5ju951E1DGAS0XcfFmzeEUYRpGBRliaooVHWN73nkRcF8MSUIQ6qypO06dE27Kxi24yCGAcu2CYMA23EY+p6ilCYbumHQ97KzeQshvF0SqarsFvM8vytwpmki6GnbFlVVcSwbTfQUeUqWFcTxDl2Xy46maQj88G7xJLsd4w5L0zSNvCyouhbLMdEUnbZv6NuBvMyoywZFQx6+pkT0oJsaKhrd0GJoJpZjU2Qlmq7T1DVd3+O7AaZtYRlyYy/6AdO2YICqqWEQmLaFikLT1MxnE/JUKqmCIGA0GtF1HcvlkuVyyfHxMUKIO5zz7RKq6zqKqqJqanTTwLUtFE0l3u9YbZa0dYNuGniOz3qzQVd1sqIk2ackaY6pm3z/B98nr3Icz8XUjbsLTX492cl2TU8/DJiGIaWUuk7X9yAEqqajIguzY9kMCLabNWmWSbf6tmE6HtF0LVVRsk921FWFH/qYukGcJvz662+k9HY6ZbvdMgwQhiFJnNG2PdPpjDRNOX99wWazASSeGwQB88WYl6++wrRkB1qVNU3ToSs6mmoACh9++CGWIZ8J25GLmaLI5MVvmLSovLl6DRR03Z6bm1/jjXs+/O4J4ZHJtrzEiFTW8QbLc7ANj7psGXtTDMvm65dPQZP0vYuLJUUJ9+8Ht9p8levrJaoKTQ+zWYT48f/t2136vPP+CFB5/vwps+kJWTbw1VeveHDfJAymiO4Kz4sYuo6sKLBMcHxJ+Vktd3z46Ud4l1d4I4vV9ZbRAibHPn/9v6wYTT3yq4T/+BdPSbbwh793n7/6m//I+VnCR+/f59/8u/83r1+lPH40o6oqrq4yPA9UFKpKMBo5KIqKKgSWLTEm2zJQFFBVFUNT7orBbrNlMpvS1g2LwwOm4xnT2YzpZIJl2yAEB4eHtH1HUZasVyvqtuLTTz4kyWL6dsC0LAZDMEGBQcFxXd68fsPF1TW//vVTmrbF1C3avkP0Atf3OD0+Ji3k5jorco4ODhEKlFVFVuR0fU839NiajaprNFWNaVtous54OuHlq1dEkzF1URKOR+RJSjv0qAI+ffiAy/M3XJ2/RkNhdrDA1HTWuy190+IGPuevzgnHIxbTGW+uLsniBEXXsHSNvCp59/ETlps1dVFi2AZd05BkGYHncXp6TJkXZFmGrmlUvWAxCYlGI85evmYVxyxmc7qhp0OjaltEP2DrOjQ9u6SQ45jtoGs6fdczCIFmOPi6g+25NL5UlVi6AZrKdrXm1flr8uQazTTQFRXbc/Edl9F0QuB6txhbT4/AMPTb90MBVWUYOvKyxDIMTNvi8uaaMPIxdI2rzYrXlxdYjo2uahiewy+++BXhKGI+ndENPWVeMJ3PsE2L9X6L7/sUdSGTIAMPzVBpOmmG63gefTcwnk3RUKmHjnv376NbJuubtewci5TrpfRNbdsWy5L+Ak3TkKYpVSmL8zAMDMMgF111gaYat5CLDL8DKIqcLMtwXMnaUBTBcrmkKCRuXJQSdpKXQM+r89e8+96HJEnCaDS6vdgcqqZm6GGxOGSz3WIYBsenJxweHwHqHQMkLyps16PvW9I0J0kSFDSm0zmL+QG+7/PFV78m8gPZ0Rc5m82Gq+sLmqrEH43ZpjVXyzWTCMYTSAs4PIWTd2PG5oJ8l+O4Fk03YPQgdLkAq4yaphUMvUpVNSBK8lwWJtNw6AeospowGNH1DU1eoCgq4lsplfKl/Omf/qn4XPsX3Lun4xgjmlrhcPGYeNfwn//Tz3j+DEwVLBfefTIjLRKiwCHOYzxP5/jegpvdJfP5RLb6RcXl6z33jw4wNZ+TxT3+7b/+S46mR6SbnHuHDzl/dYUidHzHY7/LePfJBwyN4Pnzl3TdwGKxIPRCWQR3O/pe4HsObSuXJnWZkmbJbzCVUm5Z26pms9+xmM743X/0+8zGE16dv8azHZ69fEGRJYynUwxN42a1QhGCyWyGZSikRU5XN6iGdDqvmg56UHSNuqhoe4GGhhuEjMMRpm0jOiHdbQ4W3KxXiK5nPJviWjZxllIXJaqhs12tQVPRFfVuNB8U0FDkFt/UEQpEQUiaZxRZjqKpt3jpjOX1DX4Y3I3kv+l8XAzLxDYdDNPCsS0UVaWuqttOVmA5Nn3byBFTgBe4OLbNbr+nLApczyPwQvKyoC4rbFcaEBdVSVPVOJ6LrhoEYUiR5ziui6mbNF2LY9msNmsYBIZlykuuqenbDs3QsU0L3TTYbbZE4xGB5zMgaCo5oot+oO1bFAaCyMd3PVabNTdX10xmc0I/YLleMQrHnL1+TV3WqLrGbDLF9T1urpbkZUbbVSi6QuB6xFmK77i0Q884jBgUWF5dU9QVQ9uh6Bqi66m7FteyCcOQ9XpJkiTomobru/RtI9UlugqKQhpnNF2Pa7vs4xjfjSiqkul4BooiO/a+v4M7TNPE8zxsW6ZLVlVFkiT0vSTkSyaAhqFbt6wGQVlWKLcCirIs2e02qKrKeCJx06apZDG0zVt8W1LdmqbBtFx00yBNctn1qertQq+5NTmWv0cot5/T0fc9SVJgmjKWRru1TWua2xQIITfZg4wrunuZOtJBq5TUIMNU6RUbzdTYb1O+8x0X1y/5vX/8Ee645/SDGVm34/PnXzCej1ht9hiqjopK6EQYus31ekdR1mimnFreXKY8ehShqALTNLBcizSNb39vIn78f/12O0zLAt/32K523D99l9XNFedna47mM3Y3a968hNOHsF1v8H0HXdX4/R/+NhcX5+w2W45PFry5XPLgwZyjkzFpvGc0t6AbeHX5Ff/0v/5d/vLPf8Sn3/kuV2crZgchu12K6Ss8nJ5QlCn0OmVTst8n7Pd7hl6C5kmSYptvR8SKMPDRdEFRZBLza1oC1+bo5Jgnjx5Ttw2vX53xNz/+W+qyYrvfY+o6edkxdGA5F6hAUckHwnx9QV2BUOTDEI0sDuaHhKNIxg/nBUE0RtFUTN3CMG0sQxYCwzXxtYBtvEfTdWzPQ1FVNvsd682Goe/xfJ/xbAqKgqaqKKqKgnwIxTAwCIFp6bKjUaAbhlv6kDQgGIDJbIqiyc1tUVXUZclQcMvHk/I025bUld8cIrmUUhRBGIbkecrNzQ1d33J8fIzjOFxcXHD25hwFndF4eotVSr3+zc0N+/0ewzBYzA8wDIPdboeuy3TRt9SeLEmlS5RloasqZV3T1jW9EGiKwgDMJhPW2y1ZkqBoGo5lIRSFoevo6fEcHcu18B2XXRKzW2/woxGRH7CLUyzDQNEMFtM5ZVPzs5/9jKKuqIsaP/IxLA1VlwsimfftSDghCBiGgTAM2cV7drsdRVFQVbL4hGHIbDpFEQNJkWKoGi0tfdOSVyVD21C1DR9/8DHXqyXL9ZKLqxWht0MoGqqioxo6BwdzHCR1qqqqv8eVlLSmLMvuaExJume1tmkaiRMLIZiMF6zX61uOaUFZCpoOLBOiyGS5arAt8APldiHW3TluqZqBfns+Nus9cfwPD7im3fxvYnDeSk/7QRobqyqYpiyaqip/aZrEiIdB3BZyna7vGI0C1uuUQYVekRlaTx4/4T//6HMmI9CsgaoVlNWe9x6+x5s3z0m6LVEUEvgRXz/do9Fx78THdU2ZN+9YtN2Aets96ip0XScxZV3aSra3bA3f90j//1ML/396yYAMAXma4Tsu909PiVfP6JqWKt+xXsEPfiA3te3Q4nuO1DT3LWLomIxC+qZmOjEZj12g5/7DEZpZc3Zxw8PTJzx7+SUvzuCDdwveLC8wFZ2zlx2OuUQF0h1Ensp6NdD3oIgahPzHGIB9KgF604CDo0NOTo5oO7klLPOCg4MDkiTh/M0FVdtwfbNkvdtimwbBKGS/SfAjE0uX4n3RtYw8HWUQlE3HeKJjuQ5DO7Dc5Lw+P5NEaAHd7ZukWzKZr+2hb2QipWPK7OWmbDEdFc9x6IUgTwuyEiwdXF/HcxyEoqApCkJRbun2cofa3y5g2r7Dc1zqtkFFwQt8VBTiPENFQdHU246sQ9xSQer67fa8ltnZikJRZJJA749kzEDX4AYuTmCjmhp5nmK5FpZjMV1M0UyDOJVGtqZp0g09uq5zeHzA/YcPGI1Gd25RA5I2I4Sgrmts28VybJ48eiwFAZokkrd1c+uq3tP2HU1Vs9ptKaoK07awFYnVKZqGY5t0fclQD/RDR93WdPTkZQYMdKKnLVoUTcVxHHoxMCigahpoIBRB1beoioLWt9RDhyZ66qFD7+QovDzbUJaltNprW6nhb3qSMmefJlRZShzLyGvXlxcpKhgadAP86Mc/oqwFDJDmUNc5ZQ1XVwndbfulIItO30P3vypQug7d31vtSmz5N//tOBc0tfwzwwTNlM9a1UC1aghDGI18PM+9G+t1Xb9b5OmmiWnYmIaN5yV3Aom3yjC50f4NA2I2m6HrOrvdjvE4wrKNW0GHXKgMcEd96ocOXVe5vr7kxdkK04fjwMHzbHoEdd3w8WePePrqc2Zj6ETFZAJ5s2UQNTfLS9yxTbxL2McpqoAogroqiLuOKBrTxDV91zAo4nb5Bn1Xo+kGrmeSpGuE6NGUAU3534Fb0empzmbTMQ0HfvLjv2W/aTheLFjexPz293p++IPfI0tzLNfm/M1LuqHib//Tz1FUWBwbnDxcIDQTU1eI4y2Oa7LfrTh/A48f93zxVcIP/5GPF7p88PEjqrTm+Bh0QyXfVWTbgdAbM5nsSOKCuqxJEiEfvg4cW72VMVqMJ1MWi0O6rkE3pB3Xi2fPsSyLe/fuEUURr6dTnj9/jmAgCAImE9k5vSWC932LaZrSaagosCwH05SWb5q54vp6S56BUGXRqxsZQFX9r968vAEaSRkp2oF9kt/9P1WBXkCSdiSJjE4VAyiqPFyaLm96RQMhoG0hsRLKW+WXZW3Icxm1OojffE1dl392SxVFCDlGabcf93Z80jX5Me3tQZVb0N90EVUt//94AmUFlnVOXckfx7xdRNb1P/x5hYDbRpaquu1GFPirv/o7lNu/U5KdbyNib78Zx4Ly9mspgII0pQbpMO64/9uxEFFgWXsMwyRNa7IMvuISkBlUlqmQFQJVg2aQxryeA3l526EM/IOLaUBmhWsGiF4WI0UMpGmKffueegFEkYumKXfKJ5Bdux+qiEHDslPyvENtpfu3q8vv1zTBcaxbDiZ3yizTkgKIpmnunru3hUm682gkSfIPOk7TtLEs445r+/dpZm/VSqZp0vcDSZJgmDaeJxdxURTd8SWFEDLLWxnuyPR904LSoWoqugG2Y2BaKpalouuShtYJ2cH2oqPtG8q+ZTAKwhnMTz3yIiEcy32Cqur8+Of/ntEULA88D/7Zn3wXw+lArfjo4/do6IifP+XqSuD7MJtOSOIdu32F79a4tkFmKiiKSi86PAcG0aGgYFk6hgkKCoYuUJW3T86389IB1kuZr6EA5+cJR9MJ09EItddxnYh/8f/6Cz7+GD797GM2N5f0dJgmhCG4tsH941N+9eufo6sCQ1Xp6oK6HnA9eP36FZ98avP7v/NHvH66pBMdfuRzdHBInsQYRw67q4LInbFYLNA1E9eO6DuwTA8hVOjlQ1sUGQcHczzXIc9TPN+5fQAtXrx4wc9/+TmmaWKaOqPJmLqu2O33CHrysqDvpUxPUZTbTqmX3MV8RV13OI7F0dER3z06pigq4liqPQzDuFPFvOUzikGhLEvJEx3J7X3TdLRtjaJoGIZG1w2UZY5p2tJxvRvu+IW6Lg1ENE1DUw25qdV1DKu8JVBLPt5bTEzTtFsydE9d13dSQ13X6ZqWsmzoOjAtWXj6Xha0yFRxXIuua6jrHsuS28imrcjz+vZwg+PomMZA3w84jn3XuXYtOI6UE2qaRt8PNE2PMOVlpuvgeQrqbbfztquRo7scU4uiZTGSSp6/L9Hs+x6BwLB/U2QNw8ALNLp2QFVVPC8gHCm3emqdNM0py1ouZFwYjUIM20AoA7ZpsYv3WIZJkqXoqlSNvC2gQyd/iV5mr7s2uK4tc9MDncViRhRFdH0jlVWip2kawluqj6ZaHJ+eMPQKiiLdgwAcx6NpmjtvAsuSBVEIqTYyDAPdkB2yhE6k8uotfHJ6/5SiKEiS5BavbBFioBcSE+2GnrbqyPOcLANdrwjrGoRKmlYUeYmh77BtUFUFx7UoiwJNU0jTlDhOaFtAkc+FoS8xTZM0rVDVCsvSb9McNfphoKdHUWGgpx1qqrYnK2S1MPwG2+pQnRLsniTLGPSa3/n9ExyzYzqz+M6n99kklzw7e0o0n9CpGk8evUfbP2cXd+w3GZPRmELsOT/f8v6Hj+j7Wpqf5CmqMdD0MIgWqFGVAVNXCTyLILC/fcf1Z8/g//BHAb4zYhQssNWQi1drri9XbNdnfPA+vPPkPqFr8Z2PP+DszXMsVyXNcgLf5uzFGZZqUWUlhi04PlmQJGeEPtx/cMQseshms2G1XfGrL8756N17vHj1kudPz1mMA6beIVm+Z7PdYegurdsx9Bqm2TD0CpNocqsPVtA0gzwr2O72EuDWpNzu3r173L9/n/1+z2p1g6ZpnJyc8OjRI/Iivd1SdneHWRKIpSlxkbdkWYFtuZycHt0qW2LyPL9TbkipW3dnelDXNZvNht1ux+np8R1l5S3p+y1tZRiG28WV1A+/Lbxv8S1FU+W2tG7vtNBhGHJ0dHTHl3Qch77vb+V5NVVV3cnVPM/j5uqafbyl7/tbRY2DqkpH+elszHgc4fuuPJTpHs/zME2D5XLJ9fU1z755ymI2IwpHBKFPFI7uaEO+H1IUMvWy7wSXl5fsdrvb7qVBt0wePn5EPwx3yiZdN7FtE00z6HspKXRdG8OwaFspGez7lqKoyPI9mqagKOL2EnirK5cjtOu4RNGYtu2wbZskztjvE6nJbnvG4wjPc+5I7gfFnCAIqOv6zrwFuKMSvR3L4dahyn7L6xO4rlQZlRW3JH/tVncuR9mu7fD9CaZpYZkOy+WaOI4pCsmZfIubRlHwD7DGaBRgdMatOqa4wzrlMyLlmE1TAVLfrmn13Xs+DAOWJZ8rOYL3FDk0dYNhyI7e+XsXjhCCPK/QtBjHsajrCkWVHfwo0rEsyTO1bNlZGoaK496GDmqahIxUDc020A3o1R5FG/j6+YZ2gEps8ccWutkRjG12Rc29RxCMGyaRyf37Yzb7V5iuxoOHh4TjGf/hR3/Hwb0HWKaPoe7Zbxp8u8exXPI0I0/3CFFjGTap6HAdDbXp0Q1Q1I66FKh2j6YOeO63GYF2WzB/6/twenxCkTbMowVf/OwpbQP7XUNdwMcfH0pT19US01YQQ0Nd9dI+33X42U8v+N73H7DavaEue8YfTeiaM0wT3n/nXdbXNdfXS7pu4IMPjvnko0949fIlH330iK5scU0bOkHb1rRNj64aKFiYpouu65yfn+O6/l0BGbq3agqdrhUIoLilSRRFgaKpjCZjXN+TYw7geh6mpd8VKimBFIhBYzp1qGtp5qHpKnGSUZQ1piV5nl3XoOn6XdErq5w4iYnTPXmZsU9iuqEjEIFcTnUNVVOhqiq2a/PewXsAd/I/aazwdqsKQw/l7Wj/Vodu2LJI153MP3rbVb79GgB2KTeqlm0QDAFN09zxLhUF+qGlH2ryPOXo6ABFFVRVSVlKCk2SJDR1ztB1dG2OroVEoU3gW8RxzH6/R1V1JpPJ7feqEMcrNpsVhmGQpSWqrqAaPa2QBVNRhOwKQx/TtBGiJ4xG6LqCYSjYvnPbeQ+gm1jemPFYFmhZzDosy5Kc0H2KadrS0CLtqNuWdmjRTA2hCqq2uSVa79EUlSCQ74Eq5HttahKnVhQF17IJXO+ucL7tcLumRTN0sjInzmKpAmtlsbVsOQZ/9un3JEZ+fsHlzTV5VuC6/l3hNlRDksxbeel5nnN34bxVacnLrrpTAqkqd6qrONnd8ZAd27vVmcux2rIsJpOplLLGGeWiZLgl7b/92vttTFPVt5eURlFmDJ1kIaiKQuBZNHWNY+sYhkYcp7StNAopmo5oFKBpPajN3QSkaD2GpaPrAtPWOD6FxUmI4+t0Q8MuzTh5fJ/xQuf+4SFDneNaA7bX8Pr1U0xLx3Bctol07NpuYvKk5GBxxH67IolLIt8iCAyybI9uGVimJjPdXROhlqgqKKLFdST8MfQNVfltrnzeFswffMrN5RLRq1imwnK14Q9+7/e5vvzPPH4wZjGb4LouYejz+Zc/Ixq59FRM5xpNlzOZwHa7ZLXuiSawvNmRpTCdaby+eMPV+ZoBg0284Qef/i7oNUm65vvf/S1+9uNfYLs2bSXoxEDb1GhFJSkx1oBlapi2i1AU4iRhl+xgkPIpx59iGgbLmzUAlmGjhzJWoK56hl5uRIsiY7FwMQ15YLq2Q1MlslXXNYcHhyiaNG2omh4UHcvxKcuC84sr5osppmXjalIJ03UdhmYSeCGO5d7x36qqxtQNFKFgaPImdywHFRVV1aXbkKreqXDqTkIEuqmh2wLbdvGDCNM0JfH4Vus9nswpipymqkFVGPqWsqpom4am77i6WGLo6q3xw60DkKnTdw1ZEuN5Hkm8u4UBdGxHcgTLIsOyLP7oj/6AeL8lTxK2y2to5OKGTqDpKuubNbplYjk6nSgRdJi6ga5A3wri9ZYOCarajonuc+ddqSjKbfdk4vs+QRDcOUB5nsloFLLf73EcA8sC0xQySTFs8b3stugqBH6FEAqquqJp5BLAUDUcxyLZNwgxUJUNdVmSKjl919DktYxcNgx5gHWLAUHfC4YehKKDUFF0gakqGJZ9i1sODAiyrGC33vFv/tX/RBB4gIIfhiRJRl23ZFmGbZj0GvRtS9dAU5UUeUpdS/2+ogqMzLjTkLftb4r1W88C05Tfx3x2wDtPnjCZTEiShNVqJR28HJM02VHXKY5jMZlMME2TupLPrKb2VJV0yvI955bC1GJaOlWlMh6PQH1BMJImInEGdj/g+QN1C8HMR1E7uqGnrksGtUMxFITRo+rQiJayBScQzA99JvMRV8sLZgc+T+PXZIWKpfYohsmg9IQTjzhN2G4qyhYevfshcdYSJwWTUUBTpbcFuidNW05OPTzfIhh5pPka31HpOgn5NGXJyfGEpqzQBpUyKf4Ll8jfvP7lv/yXtxjm6hLNgKKqefbiF0zn8OzFL7AcMKyBzf6GcPSYg+M5u/yYV2++QjUEeduyOA25uAQv0Nk/k8BvGB7jh1c4QYDtmRR9wm4D3gSCecnnf/cLjk6OeP7iKzzPQ7dttvEe1bYJAg+ls9isE37rdz6gyBuubr6kaWrunx5SlClFuWdxMKVpcuJ9iWN7skB2gjwvWa+3+H7IweIIS7Mww4iXzy/4ziczsjRmUARFVVCWOdPJAW8uNqCYqKpCUTTkVY6ua7Rdzc3NNQNw//59XD9AyTV0tUJDx7U83LFLVuQYlklTNsR5KrW60ym6ashur+kJQh/X8Wnalk28JSsLLMcmiGZcXL7h4OAAQzfJy4Y4LRgwME0PfdDk0mnQUFSDQRkQSB6nZdvSQ1TRyW7xL+lkY6AJHdHKOa1IC/qmpWllXs5sPiUIPExNpyxrkqJmUA0m0xFlHPP1L3+J546Yzu5TNwq2PyLvMpJ4hzdx0Q1BnZTMwwjbCnDDiOrWIMV0TFRdQVNM6KHtWtq+R9fh8moFVyvG0QQxGBRlDaIiLzsEsnv2PI84yUiSDNt0yLOKIm3wvYgkLhhqg9nogLxIyNhJ1ZHjIgTEWYlrOvjuiKYsSLc7fM+hLnKGVuObs2ccnByRFy0CkyCcYFo6XbplsQgRor8jdK82O8oCgsinr1p6U9Kprs7XTKZjqiqjb1ui+QhlUHBt6S40Go3QNYlJSwcph7KuKIqC6XQq/Q1s2cVdXFxJbBodRWjcO3lAXTacvXyNZWn83V//jE8/e4xnqdBnQAG0VNVAWfbcu/eAr755hRc5TBYjhOiZzi3QIElyHjy4z6tXO6YLk0GdsU9izq9b7AgMG0YHE7JyRx/oPHt5xfe++4j9+R5DEzhTj64vMV2Ni8uK6QEIJaMXBnEqvS1fvXmK6xkYhkJZlGh6xzfP12gGPH73kH6b4OgGq/Ul/mjG43cOePHiGaf3j/j62QVuqOONZax1ku8wLUHo61Kf76ocH91nebXE6DXaWkc1DDY3315AxR//8R/LgpmmscyEaWp22wFdh/HEI0tyrtcx87GPbitcr96wT9dopmB+NCIc26zXS377dx4w9Dre0xRFgX0cs1rVVG1NXifcf7zg/oMOSzMRWs7xvRHTcEKVKLx6ecMuX3L6+JQki7EdFdEr/J//yX/P2atLXj57he071PucpExRtR7V0tnGa8oyJ/RC6qZB00w01cA0bXxvhEBhs43vcMR33vuQ7T5B12VXEo0j1ptr7j24z9e/PrvDFatWbiu7QToCeX6IabvcrDaslyt0RcW1He7ffwT9QNXWjCbyICyvb2iajs4YaKoWwzaYjaeURS3lgWWHYuq4bojlBPRioK5bFvMD9nGMIjS8wMfQHTbbHdw6tXddh65ZqJouN5iqim6Z6AqoioJaDQhnkFLPtz6RTUVZ5bRtg+v6DKJBRcMwdTRFpalqxCAjR4qyYehbTFsyERbzOZ41xrZC2rIFxQBFY9DkGt50dCx8tNpG6Q3plt23ZG2Goik4voeHJjs5IVhtd5ycuITB5M7nsa46+m4AoRD4I4qiuDUqbplMxkzGM0zDIE0yBltqo+ezY7755hv2uzWhHzCfBbi+g2b4oOjE6z3ZPpEj+dAh2oYyr+mHGtGrmCZs11d0wsTxRuRlwXqToJOR7Vb0Q0vTDhILBDzHxDZcjg5HCKFRlBWOqWFbnsQCDdkh+l5wOz5L/qdQYBZGDEJQFAVBNGUyO5QRFyMJPLZty3x+D4C0KG/ZGwZt19DWAsM0OTxZcHj8kMAfM50sCKIxpqXTti3b7Zq2G/BDj7qrCGcRN9eX2N4UI+txBoWOnLrPUY0GzWop25ZgKjnIWQtHNkymUwarQw8hbnZ4UxOVnmpImEx82i4HHcIxHJ1O8UceZZ3Jzt0yCP0AU9EZWnkBqibcf3REr2iE0zGvzy5YHJzQdTWKplM0A6vtFZYLZd8RjgwwFOK1YDIdQFMIAhshYLNaYVk2y6sNTTNgaAaOE/JtWQg/efJEFkzH89lvdxwdHPP9z045Pjjl+mJFFpekWUrdZ8TZCoD54ZiFERCMTNzQ4Nmza+r0DMuyCSM4PHEIwp7DE3jw6JTRdMLrs3M0NJpBI97umIQz0Ft0d8DyCzzH5dWbn6G78MEnHxB4M77++kf83Y8/57uf/ABdt4nGc3RdOuy42PRdA4qG649o8k5yKNcr9vsEXTfxwzHhOGQ8HpNlGXmVMpmGnL1+wePZffbZmu/+1mf86vNfE0Y+bSvxUdPRUDWJL6qahqrJ5MX9fs/QtASuh2O5BH6EoWls9hts16aqCuKdgetKY1XTskBVcX0fw3LksgcV3ZF6dVXXqduOqirYx2u+/uorsn3Op9/7Lh9/8Inklu7iW7/BAsPQUBA0Xc2AgqJJvqC4NbPo64qhVeWYapsEnoNlLXBdeYizfE/f93i+hWkad6O76XkUraDrKixjwDVU9EDD1Hy6wcEaVLq7Tb0Lioqt6tiDzVDoNIUkMA8KJFlKWhZoukHfDVR1Rdf36JqDYXq4bnCHvxqmBYOQXqJpSlt3VHlPYwkYJNZmGAqmpWCYNtfrC1wzQtNU5gczHjw8BDVH1RRWNwmObaCOHXRRQ9fi2h6jUEHXBgZR0Q0do7nNq7MNnqMQTmzp4r/Z8s69exS5vIxdV7IgHN/HtnzaTrBPKpq6R1UGHE/a9qmqgmk4DL1GkrUYlkKvaNS1hEY0w5S+pUOPowWMx1OSJMGypctUmccsZmPKqiaazzDyijRP6XtBUVa0DLjBMegj8tpA0ee4toSRNFMhIkI3J7T9jkakOIFO+TpGGC1ln6I5sI6vKFpoKMiamDdLmMzB8qEpYXIY4o1MrPGAanv4rsZseozoOuom5/GjUzbbG3T7moOjKUfHM3Rbpd/X5O3AIBqGoSNOayxNRygGuqai6yYvzs549Fi6PL1VAKpCUs+KYmA0MWi7lnA0gmGg7jIaVKpBEPk2WVqwXle8+84czWnI0owyb/ngg9m3UizfvnSA2fSIy4sdN8s169WWF95L4l3G/Uf3+Gd/8k/5ux//gsuLa8qm5thaIPqaNtZwogM+/M4xVBqz6YJ3P8xpRE1erakaQJGON+v1nrIQqIPCOJqgzwz22yVVmTE9DjCUjvmgU+Qd5XDB6s1Lvjp7gRNpTE90Pv/ZFxwe3KOoOq6uVliG9BbM8op9fMnIDTF1C8028McB49FcanQ1A8M1eO/Be8TxhrSIefjuPda7Jb/3+7/NQEOcbRgHFm0rKSK6rmOZcowSAgahoWoWrhNiBjqmbtB2kGYVlmHRduCgEo7GHA9QliXjaCy35VlJ1bSoio7tB+iGdavmEdD1DCgYlsPRyT3+SRTRNj2aZhDHMVma3/pnKliGTdf0dF1DP3R/j7PXY2gKyzdv0DWV8WjC7GBxy/uTahZUg9E0QLdM3tqBSWqP3NImaU3eyq9daQ2NqWMrNppS0nfQdAOW7WI6BooJmurJgokHtkNjt+zzPXbg4AY+o7bF9gM03aSqOwYFsiKnbWC7SQHp8h1FY1QEdd1imQHHR1MOZyd4YYBhqrRtiR84BEHAy5fn/PznPycKZ8xnB0wnEZqlstvGCNEyno5RAENTMVSLKuvI0gKhpLSiwTAEZbrH9mx6wPZqLLckKyWFZbII0Pc9qqHiujbd0GLb8t8q2SSMpqHUNguIooCbzSWCBtvxUTToeh1NEyh6he0qtHXNpojvGBFDmSPSjLbtqAuNpm7J6pRms6MoS9zpCKHBvt9I+ahIKFUFa6pTckMc1/iey3g8IkkSNFPDm3jYtoKTQrrNKLs9miPotYpapJwcHvHq7IrZPXAnBg/CI4xoiReFCEXll59vmBz7CLVivX1JXvX05Bh2iSIGPMekGRLyasfpgzmqAWkZo3UKPTIttOta4izGbE0UoTKInl7AZheTZlCWNa7ns4tjFE0n26eEY5s8r1B1DVMbbs2hW4KxStX1lG2H2yts9g11B2g6+ywnKaBtYBMn31KplC8d4OmzcwI/4MOP3uX68pI3b66Jd2C7Sy5XAZrTsy8KgpFG2aXs0wzbA9WuOTm6j1Lo2KZO1dTsdhco1sCjJxqPHp+Q5QJF1bEtk7aB2fwQ27UoKhi6jMOHC3x7xNH9iD/7s59wHIT8+ievuP8kYhQd4IwaFvcd7t2bkMUNg9pj6gGeFzGuW6q8tc4HSAABAABJREFUoqtqDMvBU8EdFMIwkJvYOmOf9aiOgj+yWSY5cZmh2mAGGn/xP/8FmCaW48psblVFN01sdAw3vOUd9liGQRjN0FWNtm5oqoq0bGlalU7o9IqOY7n4IwXVLNBMB1UItE6lHgYcx8KwXXTTlkqYppM0EE1FUQVJmuC5AUFo0zQtXTfgemN0RapqsqyQ+OSgSVNXraHvUnQFfN+lX4DrWETRGM+TFKRBGVB1UAwLzfSxPe126STJzLplUjYp1zeXlB3oukbgqLimg2p49J2KUB2C0EGxdVSzQWgDXZtTtwJFVXHwcT0VK3LQLIVeKNRNTzfodD3YltTY6XpI3dX0fYemC1TVwDRsNFV6qyq9huuOUK0Oy9Yoy5Q8TzFUA8tyWMzu8/FHA0dHB0xmE9qmoO1rbCfCslXCwKCsUmxLJQwC4n1LP3T0Q0k35DRDR1qD7pdEM5gegWXXaJbCZO4TzAcUR8e2Tfn31w2aViNocfqKui0wnYi6rDFC0OqYQVT0hkLbV/S61NIPt9xTofVodk/fNLRNQ2u53OQtvh8SlzmqqhMcSWtD1e0Rk3MMW8ELCo6PjinzHEvT8V0Px9rSlTWeV3N87BDHklKWZRmDAkdagZeM8TyNj+dPmC/GtOqC9z94zGAVvPv+ewzKwMHhIbbrsVyvSbKMry822GPBersknCoEQOg7aMqAbVs8efyQtq0Z9BFZnlJmJd1eoOq35H/1Vg2kKPhhQJPX1E2Nohn0/cDpqfSe7RHUTUkYjdm8yTg+HVEUFUlSsThwSfKU3b7h+HROWWUMqkKrwiaD6QjyuuJiJbBMOD0JKOr623dct62Aq+tL3FcX6AaYtoLpCJb7PWX3BUVe4Y3h8TunxOkeCjAdyKuMJN3wcP6YLMnZx0uquuHRg2MMx6XrBr766ilp0jIejbAMnbprScoW09MZWR6mK3A8jU18xWQB3/nuQwxbcH21IZrq1O2a6bEFVkGvNgQTG9FrVF2B5fiouoFwLXRVww4kkd11fFAl5cK2TbzQo24KfviH3+fy6ozZwQjdHTi4N8G1Ilzdp8oHeiGxpa6qsQwD2zEYBg0xdFiWTpVndCLDcQ1EP1B3Ms85FVuS/a1ruOhJywHLtPHnklrTtimtVlANUNOi2DqGLfNzyqpgcuqz216w2RU4jsN4Mpe6433OPt7j2C6qU2DY0mLN7sH0ZDcc+AbT46M7HuM+W936HOqEYYDjq6TFBb3S45jSCDrrE+mHaZTk/Qp/PCP0LSYji8UkIrB98qSmrhSC0KZoEnpKhJJiWi1Kq2GICs8QuF6AYrqs4w0MCrplk8clXa9huwGqZpFXMWKw8Fwfy9YY+oo4TjENhb5tsCyDrluSlddoZUs/VJRVDdoCNbcxbY93PpziuAODuKKod3TDgOaalHVJstrTNiW+4+HaDrpdMz40GR+MqRuNQZSY0xLbhuBIbvL7ocFVdFwvQiXBmrboRo2qgz10qIYUFkx6g9OTh9iux/Pnz3ny3piPWgtVH6jqlCRP6BiYHx5gKAab7QpN05hNxlRVw+vXr3j33XdJsxjf91mv11J6enREmiSYgYYaDAyK9JlcTBckuz2e6eJaNhoahqpxdXGJ52/wZuD7Pmfnay4uLlBcQWBF7Hc3zOdTkmpJKfa8uPyKbRGzK685PDkmH7ZstktevH6JZpn4c1CcmrJPJIHfURi6kqoDz9ZQ7YHtbolQBE1fgSqLZS+kykso4LoDhm1S1TW2Y2N5OkLpaLsKTVWpuxqhqISjAD/0EQoYlo5qQNWCF7rEacJ6B/ce6YgaaeKiawgFHN+mqCu0W7mo5djkZfHtF0yEwWYt5Xjf+/53iCYhXSMpOUEQcf76gnvzBZqmsLuKKTsYmwrzwwmubfHi9dfQymLhezaRP2OXZFzfXHF9VRLHoLAn8CNev3nFYuFj2j3jkUNS5Jy/vsT3Q773g/dY7S45vj8lr1KKdsWvfrni/fcekzYKmywljQfSuEPFYzE/IY0L6Fp0VWMynRNFI6lSGKRKIq72XO1ekxcJ9o3ORx+/S97EKHVN3u4RRkPV7NBtE800aIuCrNlgaibCchmGHs93mM6mJOkeLcuYTUZUZc56vcT1bbqu4urmkjAKmU4mMlqiE4wPj4lG8vdCVejq7taJXEN3pc/lUOakhoqxGHAOpWEGYk3bdTi2gnessl6/IJpZaKpUHKlCJbqlqXTdirLKcQMXU1HQyhwUeVG0bcwm2WONLKqyxB5JvqPQtgyqSnhg8SAA26wJfY3Aa5hPDUaeTrzLKLOeyQSKMqYbUmy3JQp8lFZjv0xpsgt6Mlargm+evyEaH/Dw0Xs43ozR+IgHD99F0aw7wv1kEhJGDnm2pu0KXMdAVUpWq6+p60uW2xjMAkXtqCowjYq27vECk/mBx3LzAs0aOLItyrzDNscsb1reeecHWLcZS3mSstuu8V0Lx1bYxddEIxvV6MmyGKGrLNdb8qLGcUOC0KERWwxLChsGpcOyLRRdQVV0LMfF9xQ8XyN3Vize9VDVAdNRKcqEpu8xjIjJOKCpWszz+tZFvaNe7yj0Fe4iwF0MtH2Mp0uuZ23v8T2dQYPeEqRZDPSs0w3L5Y7ItVE6gSY0Ht1/hGru0Uy5RPL0jmDU48Q1rQKHRzPEqx53JPHXQ2fCs5fXjE400mGL31nE24SL6yXbPagGBDPI2iWqA5OZyWI+4ssvl0QRTOYhSb4lzna4nodqKiiqfN76YYCqpe6kr0LTDYi+4fjwgEHUpNmepu+4uM65f39MVpS4wZhOVPgRCK3DsAFT+jOYncZoBF1bo6uKtPTrKmwL5Oqtw3Egz+H1xQrr2+Wty4J5ebFkMjZYzI/Y7xN++rMXeL7UxwZhTNl03Ats9vsEL7KwvBpFF2imJsOPypyxP8KN5mRFwevXa376s0t2e/k3hD63eeE9adYwW/RsdjHB6JC26mhagWHaXN1ck+Y5lm7jRiE/+k9XLHfgX78g8OZcb2NePm9YXsPBXEPo8OybF8xHE7ar9Z0RQpq2GAZMZiGapko1iS5vqV8//yn/j//n/51/92f/huX+kkh4pEXCwcGc+WiB6dVYeoNhDTiBQofsPBbvzQhrizwrOJgbrJYFibYmmIZ4nkVmJhwdBbzzzphnzzacn59TeRVNsGdx4ErjWmGQJCV1U2FaNbpmMgiBcys2aesCIUoCLyQIQsqsZLlc8s5Dh8P5AkO32G22DIMgiiL6XrBarRhNjm5VLQVJ0mFaOpPJiKZpuL7ucV2X/R5ms4AgiLi+FohBYbE4QOUJL75+jm0JdKNjMq05mKqMUouuVjk5GnNxLt34xyODw4MRTSb48hcXPLu+IN6baOYJm/0OfzTn8OgE15tzcvKE9z74jL6To9tmsyaMXOaLEU0d0/UFnmuhamtWq5S6z1luJwjNoO8b4rRCVRTKQmBYDQdHUOs5B8cTPN/n6fM3BG6HHXl444HROMA0DNb5a9bFBXowxfYdimyPZbgsDiL2Q46iaazqc4qmZuIdMAiDvLzB0VWatpDSXUOnaTrKAhxP41A/RhkfsW536HFF15cYlopgwI98eqXmar+T/EqrwnI0Wq2i03f4M1gmL1gsxhRxjO5D2w7EVcZiEVHkBaEzRSt6bM/A1FRMA3zPos4qTEXlz//9F3z68ZiTowN+/vkv2b/YYdkGo2lINLPZJBv2xZai2zFbzDF8lTcrOHlisd3ljEkZHfm4M4NBCH7x+SWKAjf7hNCD2Tzi5HTOz36+JBqZzGYjXp69oukErqZStT390KNpoFsWtuegd530q2xqjg/uMZ2NOH/zgiTfEE0i6lXN7GDC5RfP8buMfZxi2ND2FWhSwlv3OYra8/B+SNvWmLpKkXdoSoapQ1vXRH6A54B6e7bvnRySPP0vXifvXjqAKjSKouT6ak1UWTx5Z4Tr3ZoIqApzw8CwHF6cPaXt4dGjgK6vZG6KAu+/9whd6Hz55Uv8YMHZqxUvn0kjhKN7cHp6QtXkvDzbEYRQt5Uspq9u+O6nn3E40SjLAtdTmR/do296fvrzrxhP4Z/9yfco045f/PwrbE9FaPDdH3rY5hjXUUmrmoXVcf2mxZnCJ5884Muvz/A8nV6pGAQc3luw2S55570HXFye8ZNf/oivX3yJbeuIquHpyy3+wsFXPNI2Y7Ar9k3J06c3JAX84PsnPL0pKMo9iIaH3/0h16+/5vk6htESoY35vf/6I/q+5yb9hpvmAucY3vvBIc+ePUN1x9ijEd989WtOT09ZXV1hoKEKncB3yemYTcbkyxWXlykTxWBiz6j7mtarmB+esC6+wlVc7EMLXTdJ0peMp1NEvaHQCgbDQ7EE05lOlqXoU5ObiwtEWPB68wLHdbgu9nx1GTOfH7C8WTN56PDq2QsGtabrwNIVzm5eE0wE5+sLkm1KpzwkTq+4dxyRFVt++pOfohMRBCcs128YuhlD4/NP/umfkBctednw5N0TDNvh8uIaRTXusppsxyPPS5bXl/SiIAxcFPWM52d/wWr9Ix4+XlA1ey6uz4nGE1SjZhQEXF2/In5tUrU1Sd5zuXqDbjm8vvqcplUID75HZ1j8+V/+B46Pj9EjgRoKarOgdxr2fclQFLRWSdmUlEqCPXWo1RTPnzMoIypF5947H3K9vmC5XzGZzXGcAcO0ULwFv3h2yWCb7CqDqq547+QR/dCw2qzQ1ZTQC2m7jrrtKLoa17VxwwhluaMooe0HFE2Xizxd4fHjB1zdXNP1Gq+fLnn3nQ/Q0ajSku+9/wTRDmyaNfTwj37wAFVVef1iQ7LuCEYRSVKiGTZpWWL7Ed5YRSiwL9b0/cDv/VcuiiKwQ/DHNpvdit0u5f6DAywfTk7k8s+zDGazEc+fPeW7n4YcHh9J1/p4xM2NtKmbzac8fbHB0EFra1zXYb1qmc8DIs9hu11yejTC9jQO3BmWbRCNYrbJkraHJNtzeHpInGTkVU40MUjyluPTQ+qypk4HTM1A0OGYAqEK6qpgNvU5O1szGVvUbo+u2Yih+faq5duCefkm4+NP7lGUMV/9esf9RzL35Gq5Q9Gkq45l3dD1UJVgGBaOa7DZbnFshT//y5d89qHHaDJlGBzStAdFdqijkUHdVjiuTjiSbjdlVRMGYOohq2XK5loqVebzKUOvsU8SPM9Ej3TSLObqas3hvTnJruKP/+SEzSpnud5w9vQNwQzuPZoSZyuCwEe1B955f85un5CkshCMFw3f+f77vHj5lE6Fr57+Gjey+PqrmPc/DpkeGWC4fPHNK66WKyYzj12Sc3EB0RT+9pcX3H+4om8b/pv/9h/z5bOvKJWGP/5v3uXN61fEVcJHB5/wN3/zN1LQ68B4EfGTLz7n4gZ+a+4Qb17TW4JNuUa4He7IR1dUlqsVmg67qx2eY+LMYZ222GrG+Dhi/2pLoWb0Zk8mWvTewLdDaq2iHBI6s0WoKnGScHV1SRjKCNSSlLRKpZ0ZLZPxmKYe0FqDrC2oaPnbX/6Y77z/MTcvXjMZ+dRtTp43bPMdSZNiugZoLYuDkPOLF+R7aUJ8MtfZ7xK+/73v8+/+3Zccnkb0g4qiWYTRmGA0ZhhMiVkZUqaaZQmD6LBtg/Fsiug9XFdH1QLeNw8ZTY5pmgZLDwicEcMwEAUDSX6FF+qgWWhVQFlp1LVB3Q0ITS53lsk537z5mlJJSHsb1RVMjgNenT0FVxBMfZqhYJds0U2Ng0czxpMZZdnQdoKRPyfJc55fXmC5Gv50SqX0GLbBvizYnr8CRUNxTPZ1wXojGKUJ0+kIbzaFVhCnuYwymS3QVY14tyeNYw6OHALXZbuVFDHXH1GUFderGFXzcHUTU8DUPyBe77g533CeXnHv5B6uPsJ2HU5OTqV3wXZL27wmzRos3wNdYX215N50RDjz0G5jhIUiN9hJnqELwATFGFBNqPuCR49N2rpBUeBgMWe7WTHyI1zXZb3c8OrVa3b7kiQDoQ7k9UZ6aKpgGia7bYkQkKY5hgKiznhx9gzL1knyLREBx/d8blYplgNl25MVKXXXINSBaDxll624WS3JkhyjlUvTLEsYjV3SvGAyUnBtndNjC8caEe8LhNAwdOPb98P8re99CGrPbr8mieHrr2o+/o7B0eERF5dX5BVUTUMQwHYHddNiuQ6+b7OYR7w5uyGcRnRtwN/93Tdc3Qg+/GiCoqhMFhE9ObarcHLqMB6P2axjhl5DN3yyrCNNKhzbZOg1+lbD0B2ePH4f3TRYLTestwnHpwEX11uCKCfOajoBsyOFd568T3yTUrZQ7TJ2Scbx8Zh1XFPXcHwMmiW4uD6jagY8H95cveHyBp48giyvaDqb//hXXxONR9x78AnbeMfVVY4fwL37h5y/ueZXv2r47vePuL4W/OxnZzx8dIxmHuBH4Hshf/Hnn/OLX9b8oz+8R15dE79OMAydg2OTv/7bLWEEn3zyRJq11iW26wECxWwwHJPpdMpuuyVrdxzem2G4Ltf7FNOfkpRSX9+1ParoMRydXdaw3a9Zr3bcO31ENJqx3pSgStf1NBP0g8MulmqmstIo8oaud1mvE+bzEz7/5QWie81hGDKenrDa3uAoPk5wxOI4ZOREmEPPg0VEst6zuKdwtLhHGVv88sdf0FYu7zz+Ie9/8ofo9piq7JkfnKCgsdlsSJMSw7LJy5w0jfFck/lihGmAoKOJS7puzc31SwwDstTCskPyfUVW3zCf2fieYLm5wXF9bOs+aaxjWxaq0RGOx+T1jrzes9pdkWYli6MRumuSdTFJs8d0Fc6XK4TaUjcS7lEMlYaasqvI6xZDaako2GVLTkZz2jbnZl1wchKgexDHOablYAYDQysYaeBNdXqj4PrygsXolHCywLU9lhdX9G2L0guqcuDw/8vcf/1alqb5mdizvN9r+72PP+FNRnrXVdVl2NWObLKbrskh6EYzBEaABAiQ/ggBAiRK0NXwgjMjzgwhTpPN6WpfXd3lukxWZWZkhjfnRBy/vVve62IHSwJ0z+oFxP0BYu13fd/7vr/n2dugZjmMhisc16XhdijLBcPBkG6nj6yZuK7JYjDj/PicKq5w9Rr9Rh8KgSgI0WSNhw8fMpnPEDWFUiqY+TNQRDIRjocnRMm6p+g4Hpqh43k+eQ41V2G2GOMF4RpaXWVcu7LH4fNnVEC/2yL3Y2zN+hn0JAoTimLNo3VdnaPTGLe2Hvis0XQp7bbziuhUYhgquqmhahKGYNDutVE0mTh/gSApLFcRJSJlCXFUUm82Ucdj/DAi8KGurk2wtm1i2zaiKLBcBsySBfM51Ow502lKBTSbjZ9juXxVMCM/4NnhMXEKneZ6ZSAOQdNlFvN18F0EdM1EkUMEQSHwIxzHxjAsvvy1fU6OzkkTj1uv3aLbTXh5dMHFechrb13BCwWWqxFu3aHRWEfcHj1b4NR8KKCmm4iiwMXFBfO5Tr/fo+42WfneGqYhQ61mc+O1DfKsottfgx+63T6yoBEHK954t02WFjx+POfl2RxFB0GG8QzavZIre5f4vf/xEf/1//EL/Plf/JCNDXjn/Xf5i7/4GNOuIZAgCipVKVEkUOSQRDAe+qTxml+ZJSr/8X/9HjUH6m7G6fES123Rbm6yWGa8+65LGBbMFxmVCDdv7jCejjCt9d+fFwKD0zPG42j9AhbQ7dexnTo5ImcXU8II+hsa0+WKo5czOk2FMq9o1FyqokIUZURZIslS5rMlk0lObyNnZ2ebJInx/OUacBuHOI5Dnhcoqsz52RDTqOG6LoGf8P57H7K5ccGDzz/j5OQUx1rbKy3HJqXErDmYhs3o5Ut2ujaWruE6Go7pYClNvvBhhz/7kwP+8T/95+xdfYdCsoijFFnREUWVAglBmiNLKratc/ezj6jKjC984X0ES+fR43tQZty5Y1DkElIlo4o2YmlCoVOmMpPJBFHPkRUB09KoOS2iOEZSDKJ8QVWmLP0JSAJuXWcwnGG7KqIocXj8DKumUwo585VHve3g1DvEacJisSCIExynwVa7TSGIeAGoegvTUanCCMMGWRNQdYOSgrQokJEwNQ3DzlA0hTyPCSLwFJ9UKMmzksFoiKUa1CybKCgo04qhN0ZTLWyjTp6JKLJB4JckLliqwnLskSxCalYdp2FTFQLD0zHNRpd2a5Oz0yEnpwNKsaK50SIiI898cgmUPEDRNbQaRGGCXXfW8JLIx7Y09i/vc/TiYM2VNaDhOpi6Rt21ocyRqXCcGsvZkiRJyJIUyzTJy4AoWQcWtrcF6m4TL1gPgg1DRNdV0jRmNo/RROj2BGbLBWkeU1Lx8PEzFE1hPokQJEjSguks5vgU+jsL8mxdPKMYMj8l8VOu3XSYzhZsbW8wmQXUmw5J5tHstPGiC+KoIi/+CvAwj14co4iwCKHRgE6vx3w5Z+WNcR2XgxdL+n0ZAZ1OO0aTLQajI2yzxXAwZnd3n6Wf4q1SZHVORkZahOQV6+ljsI7pddQGob8ONqUZbG40KPOKLFi7xwfjEWkWce36ZcoqZzabUavVeLPbxbFdmu3Wuk84mCBKOZKacXJ8TLPTJUk93LrLVzcbfPzxIbPpGp5bb8LVG1e4d/8zbnwAF8Nz3IbIb/zGX+df/+s/YGNDRBAiPnjvOj/+yX2efDzk6ls6TVfi5HGB5/lcvaFz5eo+w9EJ4RJarsqTBxd4Cw8/8Om0XK5cvYShqAxGFzTrNZI85vTsmLIsUGSwTI3R8AyqBNsCxxI5OCjZ2RUoq4SHDw/JUuj0JUbTU6JgzXsMo4yyAENbIgoCiqAiShmqVmHbIlkGQuXh+RfMF0d43gpBhPFkvWvY7ij0ehZ5blDkGVE0Io5D7n72l5SFwMHzkK02JNWcuMyQmTNaHmFrNhIJy/CCH//0Ke/cvMrV3T7PHx/x+N5DbPM2H37xPX7h67/CalahmS0UWSNOE/KiwnJrpOkafLtYzPi7v/1bTEYDnj97jKbK3Lx5E0NTWC4+4+TFgOHFXRSlhm6ZOG2Vnb02aTlEEkXyIiIvlyTlgDBfIYkmOSEFPnGxQEPFUDV6XZ2ma5PmBWWWoikmmmkQJza6ZqJpEkEUUZYCQllh6RaNWgtBUdeQC91hOZ9TlgW9dp3A85nNVtTdFmHgrbF+eU6SZBT5gGarRrtlMzpbMDpb0KxDsyaxv7dD7IcE4ZosfnQ05PU7twCRs/NzZN0gSyFJUgRbwVIMFosAA5lVmNNrd5mtzrAMmM1CDl4eIWs2iqWzSjMmwYx6t0kppJy/LLGtiFpNo6BaW1OTjIsh6HqCYVzQaDSQxAW2odOs1VlOpzQtB02VKeKIME1ZTufEaUIlgGWYiJICLNB0ldlyhWVFaJq0/tg7OlWZ0KhbFFbCahoRRQmNRouzizPKQmA6gXZXoCpZazQkk6L0mC1gNPCA9cpeSbwON8QwmnrECZTiiDiDUlSotzu47T7mPCXJfKJc+HnVSuBVwdzd2kJUZFqtFZIuc348ZOHD7qUOaVwQeJDWRebTEFkVmM88VktI4rXU/cHDZ8iawTKIOP/0gmYT3v/CLkmUghjw5lu3Wa120VSDZ8+esZgtqCooypDlKkIXwKm1iTIDUVwvEM/nc4LQ4/q1m1i1Gvfu3ePwxSmdTpPJZMaVK5cIogUVMVEyYzT2qLkhly9fRdPXUzizBm+/tYdhKsxmFbv7Jvv7u9QbDv/23/4BjQb0eh2KXCRPfGoGlJugSSJRUCCZ0G1Aw2oTLTMsuUH7aofFfEzdtnjw6ZzhCCRhybVrd1F02LvcYjmbc+32VVbejCSP+exzH03x0BWRvUv7JFGIqkksxme4Zp3DsxPyBGwLbGPt34mifD0ttdcGzTXWbp1Rn8/nJFGMYZgUaU6Rx5y+PMBfrNZius0uZXaOKsLWZh9FKGnWHMajGXmc8Pbrl1kuA/Kq5Ctf7qMQ09/skBBTiiLTxZTESCAv0U2NrZpDnPg8evSAYJ5hGTbz2ZJf+mtf5OndeyjmHqqp0mwqxEmxVpnY69UxRZFwahsEgUejWePDL3yArsgEQQBlzs1rb7Df/a94+vgviDOfeTBEMXJUrWQ2LbBlDUqTJC6IsiPCxEcRTUzXQjU0WlULqYQ4CHnztZsYmkyVF7TqLrPJlO5GmyzJ8Rcepa0hlSLdVo80LYjDjMNnL1B1jZW/xG1aBAuPICnpiSVhsGYwGarGLFlQSlAVBYookgYpnhTiLUPGQ14BtWVURVtj3+KMur2GYDumyfWrtzg5PmW1jKhWKbEP3iIm0mLEzABguVhQ5BX7O3tsbW2RpDmHB08QZIGcEi9egAGrzCeLCsIyodBANQQkRaZM11DhNE8oq/X7JAjSmoJfAmVFHIasZjM2uh0aTo08SrgYDlHEdS7ciwKgxHllzzRrNk+eTLBsH8uuIUqg6RJhGGDZTeqdPpOLF9x/sOSrX2szX8DJ6QBRhotBimZAGpfopoQkG9TsiOUywbI1PD8lS8G2LJqdkDCpcFyFZy8iGi149GSGqkMh2ExXIQs/RiCm+/OqlrwqmI5lM1vM0TQdp+by9MmYIIaqVLj3+Ri7BoGfUZYSSlGwXPo4jkCa5oiSynIeUQqQlfDmuypbWz1EUWA6jiiQ+eTjj6BSSJPq1XI4XLkMvZ5Du6UxHy0QpATTWH+RprMB4/GMIPAJwxA/ivA8D9Ncn1bchk1vo8vFxTmbW23mU5/X39qgKkWePX8CAly/IaHqNXRDpigyul2BN998k729PX70735IlsHV6x2uX7/J+HzKyxfHvH7zFrpp8YMf/pSLU2i2oYwl7n9yijeH9z/cRc4NSFxanU0+Of8pugz+EgxRo9vqsRr5PD8s+WtfvQWdnG/80R/QcaGMNAI/5ayaMRoscGxoOhbeJGV4kmPYMmkAp8ECRZKQKqhSKBKVRqNJlqZIFWRpzmwc489zGg2XKo0pIhFVNdjb3KEsczbaO0SrNcDYVuuAQE1XaV7a5OjoFDKZ1STk7NTjzms77O5vkRYhWSaQVRV+ECNiUQQr6orEaLIkJCdfLdnpX6E06xw89akKE9vuImgu8TrHhmGYyGWOKEIYhhTl2vxZcywsS0MURRzTQFVl/KVPHCaI6Q7d2tuMvPvUpYBMXLFaeQhFB9IGbVejUgpm4RmK6ZMLHpKySRQYpJHKZsckliRsXaNIYmRAlxWkChaTBXIlockKNcPFyz0oJRI/QpElsiwlDAJqdQPX0qk6LYajMVmc0G2YKIqGUBZIQoEsqSR5jq4bFGWCmGdMB+t89P5ujU6rizdbMTybY6oGG91dVMmmWdugzFUW8wRFcBhNpizmIMkxhrDk2fFTrmxv4hgWkqRwPjjA90P8MMRpOPR3Nnl2esBwMaK306fbcvCKgGCZ07sEeAJxkrFcgWlFr4IL4L465Ud+sGalaTrLyYK6UyMLY1JVpcoLIs8jFWW0V8bMJE8oo5CCilrLZX/foN5qkqYpraaCLBbEYcWz8ZR2c0qrrTAdZ+SZyOZGHUkUuHa1x2g8R5Q1Hj8ZEccTkqyiUYfFvCBOQ+IEbBNmxfoAIYolht0gHYwwHZfTiyVSAUFckFUCeSUSxeXPtWCKAG67iVVzePLkgvsPHmNb4DqgiAI3b9QRBPCjCt2ysZwGutVge/s6USyTJBJOs8nN27e4edOm3e3i+UsOD45YLpdkabp2k+QV09GUjd4mjq3i2DrTyYiqyLl58zqNRgPXdTFsiziOEcQ1EDZMQnx/yc2b1/jt3/4togSKzOfl4QOq0md3t02jaTKYXHA2OsOuS/zi164SZQXj+Zz9Kxs8f3mfN9+9wZe/8gH/1//b/8holNPryWxv7vD44VPu3X2IWEjkac7jB085Plj7XzRZYXBW4B0AKTx7eszjhy8QKp1v/dlPWU5hfra++pdCgSDBcDxjd6/J0YsRDx8dIVTaq/3WlOUqxVumiAI4dpMbt95kOFrQajSYTnLyTEKodIaDnH5vh1/44EuUhUKRS+sIIQqyolPkUCCgqjoIEkWa0et0ubS7x2I+5+TFCVmSURUCaVQyn/jIgslvvPdbfOGDX2Q2mSIJYJnQ6TZoNpv4YcDCi8jKFM00aLSaVKVAlYloODTsPoMTePrglOU04+rlNzg8HFCJGnmRMp9P8MMViiJiGQqSLJClMXm6FucZhrF2KAUBfrhWM6RFSlEKCIKDoTVZLTxUWaZZdxABBYXB2YT51GMxXzFfTJCkDFUB17HQJQtDcqiyNZX//PTsFUSjIk59tvb6RJmHZAjoloakCpxeHPPTjw/56U9HeP6cXq+FU9OwHYOVt0DVZBxHoUhBFRWW8wXz8QQFEde0yaOSxSgg8XLqRo3tvsR2TycNSmaDJe1al0t713DMNe0piWG1jHj44DkHz4+RRJ2VXxIGkCQFi5WHooFqSMy9ObKmcjIccnR+wYNnY3JJAEPEaunkUsUyGpNKMZqtkFYwXoCgi+RygaxBvV6nWWvSMEEpJSYnHmKWUdNU2raJkGVc3tohC1ImZ1NWE59Ws02aZwThGjmoGwZBFBFGMZa1jr0macDp6RhZXG/J1GsKqwXMxhCHGaoM9+49W8NUwogsL7Ecl/lihapBVUoYqs7uzi6WoWIqBqYCm/3+GlajaNRqdbxVhChAlJRIKj/D9mU5FMJaS/3zfESA89mYZeTzw+9DlsBiDlf3bd58bZ/HDxZ4Hjh1CLKIuR8xmIQ8eDbm+Dzl+CJgsVpxMT4lyVJ8L2GrfxPX3uD8CIanHstxQBqnXL1yidhfIlUlaRQjlBKnRz6ff/IUSp2d3ZtEUUGYljQ6XYIkZjQZ0urWycuAP/6T32WrD9ubFmXq89q1Dqq4YjofgAxOE77wlXc4Hh2gunDzjSZPjz5h53IN1Uz4zve/wZe+0mZrC3Y3N7j/6X1ODy+oWQ0U2Wa1DFkuV5jmWuaUpNkrexYwh43tPv3tNnG5YuuSCUDtErzxVfi1/+IDLr3Z5ekFrPIVH332KfefPseLc54eXGDYdUazCj+J6Gx32bq8zeePP2f/2iXCNKXbb5KXIllWEYXgrQLG4ymypBKGa8+Pn0SsAo+0SlkECWNvTJgE2DWZRsPgxcFDWk2H8fCc4cWSG9duMh0vCFYZb7z2Lj4hLw9f4NRM3nrnBu+8v48ohwTxHM+bc+V6n0bHZhWEHL54grdaEC4jdntXmB4FvHvzDS5tvMHwPCKIBdrbe8Rlztwb0eroSFLCcjlkODhldHGOUFYUaY6hmKRhhoiCrpmAiChLaIZOnPks4xEPnn/MW2/fxq2ZrKZjru71ccyCO69t0WnJyHJK6KfYRp23b78HkQBBghCljE5npBGoqkleFES5j5/PGSyPMdoKTk/jfHXKtz++R6lXqC4YDSjlmJPRAa3NOst4QZKnLFY+JTJpDlTrwpkEBWIlUyUZO70OTVulV29w/GxK1+6gVypnz30ahkvdrLOaegzPRzTrbfq9bS6GE1bLgCwvCeOIdqfGwoNmu8Hu/i5o8NnjE8ZewIPnp5RyE6t1mUoT+fHnB3zvJx/x6OULZBMMRyfLMgy9Rq9tkkRQ3+qgNnRUZ63dqOsOm26XxdGcvZrGV994i1/+4D30KqeKU+7/9DMKr0COdM4OplwMx9hNl0a3jaxrPH2xRFZFuhst5osJYRhycLDg2pU+mqLj6C6a5GBJkHiw1WnRaQps9UzOTgdsbfU4OT3mfHDGdB5jmhoXFxFbW5ts9/v4s5QiiFBykNOYbsOBLCENIizd4uAZjC88NFnC0A2qck2ACr0CRfx5lcr1I8N6Z/Cbf/GcD7+2rg83b8LeXoe7n/wltg1X72j0tvc4Gw45PV8iaxVSIZCkOa6hUVUZWZwgSzrLRci92TOqXECXRV48j9jZsei2ujQaLgtvSa1WQzNkNE3FMUNGwyVhnJPNFrTbfcbTKT/60UMEAW7c2uLBg3t88UsfsrPVJol9losRv/jFtyjyhNOzAWW1bgdIJXjRjEbbYnPHeqVWyFgtPK5c2+Lls5ekWcC1K7toSp2f/OiE05dw5dIMQVjy7F7OxjV4+50NPv70Are5TgdtXrJI8oz9S7tMZgM8z0c1Kmo7sHsFfu2vv8fHdz9F01xee11gNskxjIpr167x+PFj3nn3FvcfPGJz00RWK8ajObpmcuXyHf7wT39EVMAHH26RJgnn52dYFmR5xWf3HqNIUK9Za7VFUVEJIKsKurnO5aYKiIpEFAXkVc52rw+UNHJYLGZrcG2zz49//BFpmnJ6eoJhy/jBnKIM0Y0GVAWiBCtvwTKIMUzYaPSRPRVxkTM8GZPFEqMLj8PnzzHcK+zsXSerZPrbOwyGpxRlwmw+Is9K8rxEEEQM3ULXdYpszb0sy1eqhlVEnKwBzlU2p22UPHr8GM3ssLdf4+Bwzsof4jQ7JOEUxTDZafWo5JQsKRmcjtFkh3bN4GR5Tr/TJwgCFosFJiaWbpKW0TpF03K4mEywGja1NGE8g+vXasxnKxRVpN3uMJmPEGQRCYmsEPC8iDRbf7SWiwrLgM3+Js+fvmRrq0/TaSEIAl96/wplWXHv7sdcuVTH1HT8lYeuaIiVxOef3aff32R3d5eL4YCyElj6HpcuX6Z/uqIoCo7PjqnVDLa2GiSBzGDgI6oKgqSRCyrzVYzoxSQC6EBNKBBEmbIETTLpdQvOBhcUKTj6WujWVOqkSFzd6tHvukhFRuyvSEMPsVzL2ZIixTDFdbvHiMnIiUOPNMuxbJAU5WdqUtvRCP0EqpJeu8fpywmToUcSwrUrbWqmSxQsoBRo1i3m8zlZAWVV0Nt0qEqVvEo4OnpB0GrhOmDoa61o5C0QxII4yOn1HIKVR92G0IfOhoPt1PD9cI1e1PgZg/Tn9cgAi2DA/lXY3zQwVZkb1y8TBAFXrnVRrBEYJcvVEbW6Rq8Ez0vQ9YS93SZ+MKPIYDTIadagzAWm4zmb3QZ7e/tkySG+FxI1E2pU1Bs1dEthvpozW84QBIlazSFOQr793Qd4Huzswe5uE8dxGI0GNFsNXhweYagilqlhWy41p8mTxw8ZjefY9jqXatds8iLBdnSaTRcoMEyVNBE5PjnEMHWuX7+CUtk8fnjE/n4N2/KQK4N7n4fcfFejKHPu37ugLNf/aa4N/iqg3W3hGA4XyQnDi5haA9pNuLS9z/1PB6w8lcViyOlphevCTr9BuJoSrODp40dcvdTk009mVBW8+WYNoajxJ7/3EZUAbk3m6dPn5GlJUbLui/ohoyHcvllnOl3gugaWblCUBWmynpyXhYCs6NhOnSCM19g4UUDVNbr1OoGf0O42WEynhGFKzanTajdQVRFv6eMHc0I/ZHdrn3azQ64UGGaAgIxUGpxdXDB+FpO2l2y5LS5fu8ZklpOVCpWgMJkumM1X1Gp1kiQCRGrOenCX5wVU4s/UDIIgIMkCsEbLrR1BFSCT5xq/+Vv/BM+/z9HJPWRJxYtXFMsZtVYHQVKRZR3LqjEYjThdXrDRV+jVO7huDdNSiVYesioRxT56oVCv1wgmHmm69vOUZY6mQa+3hjJrqsF4MEbRFRxdZjAaEfo+GxsbBH5EFGZkVsHt25cYnF8QhjF7u7vouo4qqRiGwWg0RhRlbHsNYv5PXM/Ij1j6KyRk+ptbyMpaBtdstUkL+5XTHcLQR1Ml4qpgGE+ZDhJsp4ddqzFf+NTqLvW+xWA+JROhUiBL16zWMIhJ0wpDM4lXCUIOlm0QexFSs0GVF0iygO/7WE6NNMooRQHVEihTAX+ZgbBAs3QE6f9bEOI4puaqFK/cU6puoQQSogjeykd2LEaDBWIp0XQUNnpbUGXU3A10U2E4H3J2vGLnco0gXsvc+v0mjeaUJE1Jkojd3U2icAVlRpYnRH5AGoIiiywWIft7MuNJjkiOJFaEoUdZVmsJSlX9/1ex/4yPCNBoGvzNv/UBeRFRkXB88oLBxRHdTp1O28bQYHerjaGt/dmb/TWAdHg+o9dqoAoySgWO2WCrv0OzZrGYrTh8/oKXLyDLKl6+POHRo0cEYYhu6XiBx2gSIilrmklZ5nR7cOuWSq/fIUtSFosFmmYgCjLeMiCJC05PLpiMV3zn2z8gTwV2tvdpNGrs7fW5vL9LnsekiY/nzzg7P2Q2H+L5E7a2u1wMT6m5NmeDM8oy5+xsxe1bd3j2LGRvH65evco//sf/mPfevYylQ69jUOZACYEX8uzJM85PBkQeFCkYmkRVSBSxQh4oFKGKmEG0gF5jh0tb16lbsL+5gYKGIcPNKxpFJJD6kMUCEgaKovPoYYkoCty4cgm37tKot6nVwAsSJEnB0Gs0Gm1UxaQqFWRZQ1EMLKuGIBrEObjNDqPZnCDySfMEP1qi6SLtXp29/U22d/po2hrCLFbQdNuU2XryrikqYllRZQVVAWIJGxsbfPjhNfIKprMFqzDCMB1mK58ozrh86TqKouGtAmazBYv5iiwrkCT5ZwIwWGfJJUlCkTVM06Jeb9Jp9+h2+3Q7W4iSy2oJaSEzX4ScXpyzs7fN+++/iyDAaunx8uCYyM+oOS10zSBPUtIsxqkZhElAzTXZ2dkAsaIoU7q9Npa9Bjdb1tpl4zgO29vbDAYD+q96Z8PhcM0FXfmcn68L0lqUB2GQQiXSbHRJ4gJNM/G9hPl8xXAw49nTl4ynS2RJ4cGjM+arJbX6ug+f56Dq2nqB3/Not7tUVcVmr8/x0RGyCGVeIJQCzVaXlZcwXYKmGyRZzny5QNHX4BJdB9cFw/pPP1kB4RXN3V+tEDMQMliNFyynM5bTGUkcc3Y25O7n5wzGI5a+h2Lq6DUbraYjWxBXCUmV4IUhBQWGpSOrMoZtEsYZURohy2vCOyWEXsj56TkScHXvCu+8/jY1vYEquoiFiSa7pOF6CJonJYGXcHpc4PsrLFtAliHLYzRdwff9tdgvhjIvkSWgKNFUme1+j5oD0cpnOR8jkEO13lgQf85X8nUPc3jM8xdP2dnfxLBN2o0mt2/dwfdDGo0G/+i3/wGSKGCqCu06TAewnEK7LuBNlniTnDKGwcmEg8dHBKuEMhURS5nLe9IaTuHDwYuI5y8OmS0XSLpMq6+xvbtFGK0QxJLbt29g2Qbz+drVkqcFzXqL0+ML2o0uaVJx9HLF0yenrBYJW5uXqUqFbrdLp9PBNDX8YEmWx6TpijTPiZIFV6/vMBwdc+PmZfI8JgwD2u02v/IrX+Tu3Xu02+v1ont3H7BYLHj77bfZ22vw7LM1RPeN27dxDJOTF8eEy4pWDeqWgVJpXBxf8O0/e8H9zyc8fZjQa9b4+7/5d7HVTe7++AhX2+aDN/8GL58syCOYDhPGgyU/+fHn1BwTyhRTN9jaANdqMB7NuThfUlYSRQHHRxGaahNGOdNZwPlgymIZUhQSi3nA6dmYMMqpRI3dy9eYrTzCNOFscM5gPGE4OceyVWxHR9UkJKGiXqtRrzXotnvIooYsiFR5QRrFGIqMrWtosszu1jZvvvkmr7/xBq1+l4OjY8yayxe//BVu3r7D1s4us+mKooA4ylksVkynM1arFVlaoCgatl0DxFda3P+ktzVwHBfHbmAYDUS5wYvjJUdHUy5Gc3TDot1usvJmhEGwXoVZhciCQafZo9/pY1kGaRZQVglllaKZMm7TQjcksiwhjAOqqkQ3VMIwRNM0Wq0W0+n0Z45113XxvIDJeLYeljQgzwscp861q9tomslndw/Y273Kjet3mIxXFLlEnokcHpzw2u03ef3OWxiGTRzBbLrg2dMDPD8gyUCWVcIopkRA1QyOj04ZDsZr57oAdafO+XmCKOhUyDg1ibysODk9RTMNNre2GM9W6KZIt2fh1gSoBBRJxrIshAqCRYFSQU1SyMMKtZIJVz51p4amCTguTOYzlklIpUjkYkmlS5htG8mWqJSKuIC0iMmKFKR1q0eQ16fN2WxGUVQIAohIJH7C3uYOm91truxewdZqeNMMbw5td4frl+/QacLTxz5lCq/fdqiyBFtXMDSBKksp8wxFWvNZFQWEAho2yALULJMiTzF0gTgCqSpo1CwcS8XQwDR/jtWSV1fye/dSNjdSvvR330MoBLZafaaTCbJkUWs2GF0sKCKBi5Mp0zm8dr3JeDRDzlUajRb9hkGt1uT09JQnjy+QxHWqoChAVsGwLeqNAiXOiZKUhbfErlkIgokf+UiqDJTEccizZ0tK4IP3L1OWaySaJusoss7TR48IfRicgPlGwXi0YjZbsXd9j1xY62VlEWRbQdcVDFta+5zlkkbTotNo8PJwzFtvv8F0lHDw+IyqguvX93jy5IjRGP74D36ffn+Ta5cu8fJwjqrAYjpDE9eWyE5LRlIrsjgkzgv8SU56ChvvwSQFW2/wy1/9W3zzm9/io++f8vY7+/ze7/w5WawQeRE3r23y3vtvMpxccO/+Z/Q3e1y+cR1RlnjyZIAgwO5unbKQGA7AsqESNKaTGeN8xtl5xc5mRKNRYzb1ODupeO26RFEpVKLCeObRcCWyqkTRwLBVJvMhpuZgmyCK6x/c6cUp/U4X13bX4rFgSp7E2HUbSVFJs5IiTxkOL5CUiv5Wn09+/DGa2ebNd95G0lwuLi6YTDN2dzZw3fp6ZchxsK3aK/e78srPXVKWIkWRUVUiAtKr/phAiYQkunzxy7/O0rP50UeP6fQkBBEOnzwjLmXa3T2sXELWNRazJSUJ7U4LoRRJ8wxNkShYrwdJqkRSRBwfT/CTnI26u4Y2lwVhEDEZRty5c4Uf/OATxAr6mz3OB0NKP2Q8BqopnU6XLE3xvYjFAnwvJcty2q0N8qxEKAUsMyJNBCTRREDh2rU2g7MJnz1O2N1KEASYL30szaLIU7J0SRgWPHl+RKvlcni4ZGNDx1vBZLbk5CzHMiBHIMpTdKFE1mXa3RpRvuaXZuUa/iwpKiIClCVlBqshIGcsR1AoCbM0Ie/5ZFlFvalhNnQkVaSSRMJo7XaSRImEDMQS01nHKuerFRVQUOC4Jr4fcnQyxzLWq1OKooFa0m33ycKMRbRkOQt48vkRs+VsTb2qCRh1he1OhumojE89Gm0ZqSiRi4owrAiWK5q1+tpRXyUUeYZjmWiijCRUa76CALoCjbpNVpTrnq0K+l+FHub1m3Dn5m3GoyWmYvF4dMT5yYAbN24xG0X85O4n3H80YWffYKdrYIhtem6NrY1tTl4eMVuOaDYLykJmq7e254miQBB4JFmMWK1/SI2uREFCGEeUcoYoi0TjgM3WJuEyxFB1vvzl6+tCcHyGIMi06m10xWI29nBMA9cWefQg4LO7EWL1mLfefZ3JeIHVMJDltUM7zkLiJKDXbhPFAUgZkiwyGJxx+/Yd/v2//RP2tt/g2985YqMDL4+OSFPQVbBMncloiKlr/J/+D/8l/+q//e95en/AlattbM1AVWSiJCAKEgxHJvZg9601OXxnu8FkvOT/8n/+v/Py5SmGqvDxj17yzge7iLLGcgFnZxc8f3nOex9eor/ZpbvVZTQYM7qYkcXw5S+/zqVLl3j+/DlJvF79qUqZslJQVBVR8BEFBV23ydMKw/QIU0gWHn7qMfeg0ZSxHYUiT3HqJt40RBAr5vMpx0en1GtNTk9ntBttNnobFGVMEvksZiuS1EeUVOpmm/5Gk3SRcfDiMbaksQgiwoPH9O7fpb+hImkmVy5fZbmcous6tm2vF9ZVnaqqyPOcJEl+dj2XpFcu+KpCQEQSFXRNQbLXufqN7Uu8lb/Ps2ffwPcFbr92k59++nDtHLdMMqFisZghqRWN0iYOIyqhJKxydNVkvpqBUCJJElGUI8qQZTmyopBHFcuZR7vtEPgJj59Avwvvf3gJy6kxHE9JwxnNZpu93aucnw/od022N1WePzshS3Nu3bjNwfkBQimQZwKffHyfi+Gc46MR+5f2aTVl3nzDZzrycWyT4TAkiRZsbq6PRbKq4vspqmLg+Usm4wV1F8pSQTfAcV1KAQRZYLKcEB2sMGom4Xw9IMpyUMSKqiqIViFpVGIqsNNuIObgih5iWVHTTWzbRNNlnKZJIecsgjlZmpEBilRR5BleDIpeUnNNoijED0FR124m23GIkpggKKkK2O45ZH6FLIhIpYhQCjx98pSjgwGzSciv/dqvgRKzii84OH5Me0vlzas3qeSSb3/3PooCtiWTlznzoc+VfZvJfEma5DQbGoogIpYFRZ5S5qwjrlIKeYq/CkBcFytF+vn2MGWAre027V6Tez+9z37/Cv4k5NL+DRaziO9+/y8ZrwLqjsje1lV8L0SqHILllBkR3rxks3OJi8EZYRii6hrhYkVeZli2RqPRQVJKkipBURRkWWQ5HbEModHS0S2Di4sLdElnPJ5i6A5RmJPnBf1Of+2AjnM+P3xOs2mQpjH7ezIXFzmDiwWHBye8HLzk5mv7bGxs4Fg1oknAZFLS3xSQZZnhcEDNadHZ2OL3vvGHXL95iywq2dmBWzdvsZwFfPKTY/YvyRy9CMlziLwDXMvGVCXa9QJL0TgfDkjzAs0QsB2Des1hMhlx/BjcTbi2v8NouCBJEnx/RbtTZ2tHxK0bXL9xg/e/EPPo+V3ylcez5y/QdZWjsyGDISQJ7O7KtOp97n78kGcHz1EVSGI4Ox0hitBpNalKn+UyQ1d9yrLCNGE8WQA5WbFCUkB3LDRL5vTIJ8vOiVcgCDKRnxGlBTc2+hRFhSQpnJ6eIskppZDSaRtYjkkYphiqhCKXDOZDuhsN/OmKt967QZ7qxFmAYWsYukGWRaiqiq7ra/NokpBlBaqqoijrE6bv+4iiuFYaIP7M0KlpGrKoUcgQBB7f/s4P0I0ZO3uXOT25C6fnZEnKy4NDap0edrOOUzPQrXVc8uT8BYgilSaz5e6+2ussUUwN17VBlgi9mCTL2Njapiw8er1N/vRPPqffgzu3L2OadT5/8BhJkjANg/ksYFbzmE9DqrQiCGZc2b9Op9NlNl0wnfiIlchsNuPy5evrHqNaZzlLsO0adz54n//hX38Dy1DQVYXAy8hzkTBc+7Qt20QQVZoNGA5jWh2Ds4sRG1tdGo0OL49OycuCetMlynwsyybK5LUtshLQVJmyEsiimCqFuimjVALe3KOMc7IMmhsOZVkgSCWL1QLd1Zktlki6hKorGJZJHAaIIliWjq6riCKURAiKxngaY1olqqqiGTFJDJub25w8OydN13nz7fYOn44f8smPff63/+I3efPGHb77gz/Gapo0dJ2GahDPfZIiQE6h3ZC4evUa08mCi9MLuvU20TJAFzNcu0YQLslEyOKYuq1Sq7tIqyXjcUCSgPbqlKsrEtnPrVy+6mHW6gqfff4j+hstXNchDEN+/xt/xI9//DHt1gaKKNDvbXH50g12ti/z+NELBqdTDp+eEa4KHt9/gVxZBMuM4fmCdr1Hu9klSytqdo0rV66hKAqmaTIajbBqFqYpMZnHGKbFfJ5hWSZCBePhCn8VUrNrvHj+gtl4TpULXL20hyqZtOo93FoX04BWa5Pf/d2XrObw4MFLTk8HdNqbuLU2b715hTjOEZBI04Lj4xFPnjxBlsEPFvzljz7j7/3DX6fTabBcTVmcw3CYc+f1Bvt7IEmwnI7w5gWaBHkSIBTFOg2SV+RJyv/+v/nfsdVxsevgGBs8eXRKkYMfLOn3LI4OxxwcDvHjIy5frxOlo1eYO4P+xiUeP0mZjECpQMzBUB3moyWTwYLrV26hKwpb/R2iMEdTHYaDCUm87vXsbu9Tr7lkMZyeDTg6G65lbZaKolmMpzM0HSoENEOkqCrKsqTbbbK3t8fVq1dJ05R2p4Pnr2g1XXRVRKxyxDLBMhXGo1PCaI4Xzag1DTIhIhdjLsbHPH12jzQLeHH4jMViwXLpvVonkohfOd+zbC3Bq6qCLEvIsgQoqSqBJMmIooQkzUlycLs9Ts8HPHz0lMDPCIMcbxkzOEuYjGecnxyzXE1od1zORyecnL9A0QWafRcv9Pj8wT0qRJaez5/+6TmqYrKzcwlNtfC9jMlwhWU28VcZVNBq1tA0lxeH56SJSBILPHkcocoOzcYG81nITz4acvRixaefPOYnP77Pj390l4uzBcPBAlEw8L2EwfkcU6lzcTzn9MWUH33vM4QKnj9dIkgmmiESJSBIBku/RFJ0JrMlzXaDTs+lqoS1VTHN0AwVVZdRDUgKn5qrMZlf0Gq7LBZLXNel2+4RrFLIS1wDNjpdbN1AF0VsU2Zn06XVqnP12j5llTEYjBmMJqz8ivEkfxWTFAhW8XqY6Ufk2XqanSQVsizT6zl4XkBBhaatB04/+MEjNE3jypVrhF7Io/sPabguX//qDkoOH3//I7aaPW7vXcNCpu82IUwgyHj3tT47zS4nT16gFiK/8pWvMzoZIBcSpqSTxtm6bZPlzKY5oZcyHYyxVB1FgHYdFAFsBWxF+TmWy1cF0w/HBFHO8ckBT54/YjQaMB7nPH0y5e7d58znFWma8Bd/8Wf8z//2m0RRwGuv3cZxHPxliKW7WEYdSTDZ2djFNFwu7d9AV02WC4/RaEKj3kIUZUYjOHoZ4NTq9Psu4/GY/csd4jim2+3z7rt3aDTqFGlBUZScvEw5fD7D92JEQcetdaBSCXxQZBtDh+Oj9VTXX2V8/JP73P/sJeOLBbpSYzGPWC5AFGA8Dmn3GkiKyC//8jtIckkYLXnxMuDv/fOrvP9+n9FgzmQM9Rr0+002egJ5AscvFiQeZEFMHkAeFfzkhz/CW3goqMRBwmK2REbg/PiCg4MF23uwvQ337sZ8689+H0ksCMMV+7u7LKYzwgCefw7HL169EGqN8cWMp48mDM7G5ElFFGWIpYqEjFDJNGrwX/2X/zU3rl6j7ri89dbrPD8sUDUDzbCpkEmznK2dfRy3znBcYTkuSZbT6fbp9PqMJhOKcg1ZWXlLDNNk5XvkRYbrOrSaDWbTIbP5GFEqmc7HfPbwMYWQ4NQt5ssJaRKgSRD6K1Rlrc5YLpcsFjPSNH11BZeQZOFVD3P97z8Nf/6TURGgqAriIGBza480Efj87lPyWIHCZHgGkQ97e3vIskgQLrh27RK7V3aJ8oQ4S9fMyO0dLgYj4jTHsmA8XfCtP7uLobr0Wtvc/WRKnsicn02JQ6jXNvj0k4d8/3ufo8g23irl3bevMZ34/Iff+VMcq8uNaxskEdTsLlWpUuYakmgS+gWnx0sG51MEdGpGk8l5zMnLKf4yxdB1NvpNbKvJbF7iBwnDSUCYwCoIMWwHWVcRRJGjk5Ciylks5gxGF5iWTH+7xfZuC80SMCyRipQkgcVswcXpGVIJjqHjGDrRcv3O+auEqszZ2u6xtdmmIkUUYWd/k3feeYd22yGNII1yHN1ho92h44rokkiW5PDK1eMtfIqioNPpsLm5ievqjMZrpkGSJDx69IjpdE6tVuPS3mW++MGH2IbBV7/0Jd65c4ef/vAHkObkYUwwWfLGzduYgopSiiReTDj3OT08QcgFgkVIka0PH3laoKo63a4GFeQpUBV0Girecn0VNjUJib8CPcyNzTqBN2E1AkuJ1hnUbMzzgzXEwu7AbDHi8tVt3lALZmOPJ4efowkGu5c2mU8CpmOfbrvPeDTEshzOPnuAaWnrU8T5kOlqimjA1atNciEjjlOyMkFXdahE7t9fEqyWfPhhxa3rt7DMOoOzGRfdIdOJR+DFHB4u6XbGqLqGbalsbuywt3vKo2chlBqj4ZKLoUeWgaJ6tLubJGFFGkOzXkMWUhRFYTKd0e1sM50O8KIZN24qXLq8zXQ05OD5AEODuqtSZRFX9raIVqcoArSaDkvPI4mh33Y5PjygzEpkIafMI0xVwFBlWq6OTIwGWDq8/uU23mrC0wfPef4C3nrD5Ow8I0vXjuimA7oI0SolKyMSH6Jlyugi5+R4wIcf7HB2coKugqoI1CybB599QhZFSJpGr7eGLBwenmJbIMs5qiJTVjIbmw5BmEEpkhUCke8TBglCJa6BsYs5prne+6xImU2myKKCv/Totmo07BYCJYYZIGkicRpy6fIum1s9VvMpvVaTddwB8jxFUdYxSE1XyPKEOI6YLxbrl01eO2dEYa2SWhdRqDdcshT+2td+mYaz4P6n36Bm6bSbLnnyjJPxgLOTAe62haxUfHb/ObuXt9jY3ubJwRGG42A4Lm+/u8Xx6RnNpsDHd48pStjo7XPv/iOqEh49eIFluvzCB+9hWQ6WHnJxesLgfMHW1hbDixnf+mbI7g68drPByPOoShG31uXo5QkXZ3Mcx4ZSYrnIiMIFtrkkXlScH0PNhaxRIpQKoqCQZ+vdQcMy8ZMlogh+FOPmCbIiUGs5cDIHSgxTwXY0ms0aXrQiCGacDxfoBjSbdRwbDEMlClJca52br5s20SqkLFMQQFZAkkuSPCCIVhRkNN0mcZxStxtErTVG7fTgHEMS0EQZWYJep0+Ux+T5iCCGPM1QVRVV0UnTlDAEsbmemud5zs6lHV67+ho6LtuNHb71B9/l7k9/yM3XtpGqnBtXLmPWRYKwQq4U5FIhzUukQib2M45Xp8iazvAipZmlbFxqMRsHZMWCdq9OnCZohgJFSRKlODpsbXZwbZfVasXkP3+d/NkjAzx6NKHKgQqKVOTS3jVca5u9nUPCLEKvySBnXLt1Gdd1+emPf8qj+xeMVhHD4Yy6uYG39Njc3KCqJAI/5uzsgt29DSq5BLFCUWQWXo4bp/ipj2mvvc/LIEAxZX7pl2+TBjlxlHPw/JCf/HjIdAQfftBFFmROzqZ4c3DsjJrbotPe4OJizNlpyK2bOrJgcX40xQvBbcDFWUq37zObJCw8WC1XNOswGsbsbm6uda9SRhjPuHJ1l8CfUZQhTg1+/e98SBqlPPzsIVf2bjC5mEKlUK+3MHWVspgiVRWr+Yyua3I2DdE06GxsUqUZlqQjqDGzUzB34fzZBBS4dL2OeydieHLC7kYH4b0z8kxCyWtMhgvGpxNKUaCIwV+uIRKyDtPhnIZTx/MWLKYVvufx5NEDxqOUKzc6qJJIHKVMJtB9w6GsMlarmNVyhmXo5FGOazcZjqaMh1P2d/YIgoDxdIRt6SBU1JsdJCFlNBwhChFxCHJbZrlaMV8sEIAgjggXEb1Gj+HFgMcXHr3ubfau1UBcJ3ziJETVZAgLkmR9JQ8Cj6oSXvUtdXRdR5G1n500gzBEFDw2N5u8dvN9Hn36l/zwOx/TqDvEZUBQwNtfvEIgzfDCOY2WQylKhFHB/pUblKLEy6MzFFkjDCNanQ0MDfwQfvqTBximw5c+eI/zwZTRcMLVKx3CIGY2jTg7hThdsdG7zA9/MCTwYG93g+OjIaOhh666/PiHn3NxEZJEsLERYJsmqrLuqVm6y8GjM+ombG80UGUNLwu4uBgiKiKNlgkS1Js6RZmgGgrLaE7LrCPqJY4LL08qNnoZUbykQqesIgwL1Ff7l0UZUbMVGo06nuLjWDYi0GnUUVodzo4u2Ng2sXSZ6XyAF47RdR1Nl8nzlPHRMa1On1ajy/nxCavhkFrNolWvkeYxsReRVClFtqYa5dl6pU/XwTRNfu3X+uRRgZiIKD2drt3l/Pycgwc/QkpkSGB0fkK9B5ev7LF/tU1WhcxXAgfPD/npJ0eUrJmyZZUjqxJNs4btQK3eQJZUBBHybA0oFlkDgbIsIw1guYSWG1FTLKrk58vDFAGePwFdMVBEg5cHC8aDhN2t27z22vv0u/v43vq6nBUph0dPMF2Nd79wiau3LZodgyAI8FYRn3z8aJ2dvRhimQ73Pr/g2bMxo9GMwM9JIiizEl3RUVUdQVhP2/b3L6NpBicnZ9y/f0hVSWxuyDTqEKwCFrMFWQb7eyo1xyVJUoIg5O5n90kT6HZ2mU9D7n4KTx7BZAQnR/Dg82OePq7wl5DGYDt1NF1E1mSOTg+ZLQfolsj9BwcsVxOWqzGSCG+9dRtJyFDlitV8hKkJWLpEEnjULANThcHpiiKOadZNahrU1JK6JqOXFfPTBfkC3r6yj1M2KJcQj0FNNZRU5NMfTOg4Br/6tS/gqAJP74/JwpLt7i57m5do1NZXfkOTqTs6VQGD8wW9TpMvfeESR4cHdJpNvvLF60wGY+K4RNMMigKKvCIKC8pivS84n4U4doswTFisQooKMkqSPEFWJdxmg+F0QZqKqLqDY9eo23UcW0ORdbKsQlV14iin19/k8rXrUFZQlHTqLYRSoCrXk+k8z/E8D89bsVjMWK6m5EWKU7NQtfVaURgGxHFMWeWvJuYFy9WUOI45ePSMs+Ml4cLg+cOMs6OUInQoUgkBHVGQaXbadDe2KEWVOJUpMPD8BESFx08HGFaDj378mNUS7n0GaSxQ5hreMmd78xrnZx5//q0f8uzJOXc/m3AxAKES+e537qKr8Mtf3yQK4OXhEMtoksTw6EFIGkO7JZFnAhfnAavl+lRfd1uYqsCdm3ts9zdIgwhZEshSuBiVODWDpbdEt2VKuaLTd6nEHLMmMvcu8JP16phpgecvOLt4Tlas6G+6bG4K2I5IGq9Xb8oso2YauJZJkcRUWYqpyeiGTHejRbNXpxIz4sxHUitMS0WSBOI4xl/6yIXCbnuHq1tX2Wtv4Ygm6TygSnLiIKEqwFBFirTg5PiUs9NzojDG8zzOz8+RZZnt3R0sa62z1jSN2XLK3Bvw5a9/SH+rQa1lsopWrEKPOM9YrDwmU5jMQFJlVgFEGYymSypZIRdFgjih1aqxtdXBNGzKEoosRxYlHEvijVsdGrZLHhUU0V8BgPA7b+wgYzCajZiOIj5bnPHJRxf4/grNEZj6Jd/+4Qlf/+snCCJ861vwq1+Hr33py3znmx/jNltk8WrtxV4smU194gSmS3BLaHUF8mLdr5rPQxpdC7FSKLKIRqPFZDxDQqLdbpNFFauFh4jE3rZBHOUYhkWnpZAXEAQRgiAgCBJFXnHr1i5urc1yEaIppwgF1CyDre0a3V4dx5ngNjU0HXx/jq7rTCYjyhLyJKfZqrMaR0xnAyQR7rze4Uc//A7f/dYh/+DvfImDRy8RhZx+b4swyFgsPXRNwHYUXrt1k4MXL6lpGotpgp/PuLR3laQd0Gm2+Gf/5B/x737n3/D8xRxZheHRENWGv/3rN8n9nMdnjzh5Fq9Xk3oNep0+XhwiVwpxlEEOo1HO1rZEv+dSpBl5mqGIArvbmxi6TK9bJxotX03mQVUNJEFivvBJooKa7SCrFof3L3BrMo5bZzydIlQFu5e2KYoSTXcYT3xWy4x23cZQVOKgJM/BrbWYT1YgSHz62UOKSGK/8x4NTUIsRWqGs6Zw11wUVaKqdGo1mySN8IOYPBfpdDoIQkVRFMRRShSF69OmWr3qdQrUXIfFQEaqHG5c+YBoniMKGVPvjPqGwdnpmEQf07WbnE8GBAlISofz5+fsX91hsQoZDKDbWfHmG3cIg4RHj54xHq3o96/x+NEBZ+ce167c4uGjZ3z0owWdHuxsgW01+PyzKe+97WIadQ7Pj7DMOr6XcHE2x62BU9OxLZvhaELkQ6sNqmKQJTkNt46prslGZ6cTets1dnaaZGczZF1A08F2dYYzn0KKkDUwXInpssCqwV5HZX93j7wIODk/h6ggTjx0Q8LUVBI5Wy+NRwGuU0eTZIo0ZTIY4C8WIMgkeYpmaDgNk7JKKcWULFvn+WVRxpv7dOweeztXSJ05yXxKGXq4mkOj3iZdjgnFDFk3SQKf6bQijJfkFdRrOZqm0Wy3kGWZ6fmUKpIxTR3DUqk7NQxXppASNnY7fP7wU9I8pN5qklcSN19zCJKCWr2Ll56SlBWjcUStISMGAaKuYcsqBesop2kayLJKURQoooKhGczGC7xFuG7h/RwfGaCMuzx4fMTBvQV5KDJOVpy+DFE0eOO9Hns7LrtXA07P5mQ5/MP/oolpGPz5t7/H7vZNkrmNkBv0+n0uBke0202GoxnvvGPiNtcrLv3tFlNvxDe/PWL7UsDtNy2KvGIymXH/5YQ7N5tc3bsGuYy/TJkMT1jNElZz2OjmtLsbHBwe02y3abVarHyPoqhYLX2ePzlgvvQoi/U1yV/lWI7CdOxj113arSZ+OOZHP4q4eQt2tuvs7e2xnC0IVil3Xr/Mo88PaXQsLl3e5ft//jGUsLO9Qdtp8pPic0RBQK1ZRFHEzs4Wdm0dszs8OCGaVywvYK/eoPBy9vt9tjbbeNMjunURvwVWDbwUwikYlcl3//ITdve2+ZUvfpEXG2PCuODZ42ecjUacnoNuQ2dTRFdLDE1nMl6ytWFjqBpHL14QRwveuHMTz1vieRVVHCMK0Gn30DWBwxeP8RYVReohlApRBM2mhiBK65UiWUBSFOI0otHsc/ryiMnQ584tiVwr8VYxsTek7rbRDZvt7T3+4s/uMr0ouL5pIgsqqqSzvbnDebCkKAqKLKMocjRNIQgDptPpelFekTEMk3q9TmrkxPGa1VkWEQgly+WCIlnSdzugGUStgGv7CXc//TGf3j3hK3/rBm+/9QE/fvrHnJyc4fTbDGcTLgYv2dm7zMnJEEVV+PJXLjO4mOAHMd4q5rXbBmUh0WlvsvG1q/yH//gNblx/jVbT44ffPmVjU1v/rX5GtwvTyZLTkyWGrqHKEifHQ4IAavbah1SkPsvFWhu9s72DrKxXpOIoYDiIEFWFMoeiSNne3KBQYgShQNLAqamYNSiFGLsOopJj1qDVVMlXBTXXwqk1WAYXKFqFUKXUazqtVovz0yF1p8lsOEWTJYo8w5BV4iAkC2M01ybJYlS9RBJyqAriOCMIc4pcxrFsLK3Old0rdJ06Ez/F0DNqTp26azErA6IwZLUoMIUIRZKp1TIMSyHJM5bLJVUKo9GISE3JoopkVhIsEhqdBr2uw+nkiFqmg9UhyiPyMidMY3JRQDQsVKVkEYRYrsvCD5CMArtZxzAliirGD0MqCqCk3++SZjFVXq7fG6dOlYpIuUye/RU4Yf74W5/hrXLGZ7AYl4hliKpAvWGT5SqzWUBUzql3YXOnwdbWDkIlsqyHLD2PyemCKtXwfQ8Embrb4saNGximhKwLfOeH32M0nbB7eYN33lZ55/23mK4mfP75iI0eXN7XuX3jNsu5z4vDl1y5fJlmy6RIQq5e2uLFwRkbvSYP7h+jSSqKIHL+8pzlHDJ/xv6VDTRRZWcjxKw5VKJAHAWMxnNuNq5w9+5dbt2+zM2bsLFRp6oqnj17gmNaSLLCJz89RJEgyVJ+8vHHCAp86Wt9fvDR9/i1X/kNrqwu8Yff+DaGpdPpbdDtbXB49JKji0NkTeTkJEXM4dKlPb7zF9/GramE4YT/+Hvf5W//3de4c+cqS39Kz1RBrHjx+AWmpPDa1Tv87v/6x7itbQ5enuGHFaq+ntAnJaiiSLsBw4uAbg8sy0BRJWqOzZOnR4jyE/KiQpag3bFIwoDDpwfoukxZSTTrBqHvMxos6fYcHLtOlkb0en3yPCGOExzH5Tt//lPOX8J8ApvtHHOjRbNuvqLXeEgiuK7N++/fZDUSiGOZUezz5rVNFFVDiiUCf8nZ+Qmz2YRGw6Vkzb60axaiKLK9vU2vt4GAxGrl43k+SZxR5CXdbo+DJ48Q8zbzi1OOnx/RcFu89u677NzZYBQ8Ji0rdnavU+oJz85OWM5TNNXl4nzGux/eRpIqJEljcL7km3/6nN/8Wx+wt3Obb/7ptzl5OeCf/e1/wb37h3zn2z/Asmt8+FWX+WL5s1Wk3e1Nnjw+x/fB0BPOTs6xLRVFzTAtC1ESMDSDlT9Yp2KWPmmaIlORxymaBNf2e0RSRFTGoOa4TYMg8xjNYF+M2NyWcOo6himRFT6SCq22wxIfpBRJldFthf5Gi7JKCQKPyWTEZBLTdIW1W0uCLEvWuW95DTVJhRxVlxAkEc9LKPP1cDOOSpJgSsPdoWG30UWL8fmSyfmM7Y6La8tczM9otlqokzFRmJIJOaK5HuPFWcZ0Dlcv2/hTn+l8Rr3XYnN7g8PFKcFyyf7mNnmZcfPOGyxWE779gx/g1DVUQ+Tx0VPanR5puCb5jyczWr0O4TImFcHPfJKgQJMyHHsdGimKEkOH6WSKqetc2t3h2eMnaIqBLEtEUfzzL5h2qbBa5Ww1VfxhyvZ2nTjNqLcbLL0FG+11VnY4hKKc8+zJnEuXbDb7O/Qbe5wrAd/4998jS+FLv3hnvWIyi3jy8Jw48ykqAX9RsJqmKKrDn3/zI5o9HUkC27CoGxajsyFVqdKo1ynxeeudKxw3fGajJV/82lWW0wGmCuE8oO80aEgGcRJhmwaL4ZzTYYztgmPKtPotDo+es7XTwAtGlFXO4fFz+lsd8jJic2OD6XRMnIWEqwy3LdBrb7HR7XDw/Blp6ZNoIq1OncPxC86DE6Q2tDdrWJaMz5zSzNi82uPJi2dcfVPh13/pb3Lj2jXURsXD+w9YpiFf+xtvMPViHj1+zta2i55k/MZv/hp/+YPv8/br+/wv//MfU2tA6PmvFAEFu/vbyJrAbDXm+DTg/S9tIUgVw9E588UE7ZXcrbPdIqoEhlPQNMjDgF/60iVUzeCP//ghu7vQubRF5JVEYcTjRx5f/AWbrc0t2q06Tx/fR5M1Tg6ekoegydBpwON7PsnKoN1WuX2rz8npQ9yazcXZI3Rlh0lccfJyyXtvbDNYhuxcc3CFhE6/iWmIPMkj8jRaU4AsDYGKNIkwDYMiy/H9FZKs0ai3SNMSAYnZYsGNW+8TrEYMvYjdWzeJ0yGyLhGNV3T7bS6mQ85mA/wsQLVqbLabDIYe0+mYTnuTh4/vsZj73LzxOtPxT/jB936KItv8w7//T0mzit/79h9y6+YdTk7GHJ+eEWcZYQo5MbZhcX6+4uQYmk1od1qMR3OyUqfV2yRKhmiCwGiasgqg31t/kPJcR9Il7C2FIFqSOCX+PMepS7yYHOCF8P6H2zS2xhxfzLlyXcN2ZBbLBYYhU3NF4twDPUWpl7wYPke1ZDJyVt4KCYE8z+hvWoxnI2RF4Wx4gVAJ1J06gixgWDpRsKSkYjzzoBCo2W0GFxParo2h2ETLBL2tU4YySlljf+8WB48/xn19m7PJBVudOrrmUnPm+OX6/SoKWIWgO3AxWRAvIJVmGNkFD48f05Jb/OJ7H/Li8JTjyZSLcYhdB91uMVmdstFoobVl9K5AEpRkRU5NFJh7YxqbIoKsQAWGLiELGUEI23sSVVah6Sk1Czb7NQanj9GUgnbbZTReEuXJz79gXt3Z4fY1i+9//1MaDRiMF3zpq7c4G50Rxh5RWnA+gnc/tIiTgCSFesPi5cljzk/OudF/ny/94m1kWeHg+QuyJOfGjRs8ejSi1QHdVknCjOOjIZJRIZuQJxWuJVB3mrx8csJqOmKjb5KkIdM5cAUkWUMxRC5d3uRxeIBb07i8c4nNXovx2ZDUEWi3O8zSczY34P5D+OALbXIhxw9hUy9ZxR6iBAglaebj1m1EqURWKgRBpLfZpllXmU0DRosRjW6drd0OmiozW0xJqohbb1/jymt7TCcLqlLi+PSCa3d2OBkesHOlzz/+R7/K8YtzzieHZELAzpUNjo6OUE2F733vc5oNCS+Kef2tdymKdbzvJz89odeGZrfFvcdTZnN4552r/J3f/k1+/w9+l1/62i/y59/5Jt58yvbeJt+6B7/+Nzrs7u4xmgyZLDyWy5Q0g8CDnddN4iDk+MUxl/dVojDls7sH6zUkx6HmrMiTksHFhNV0jiio1Owm0Srh0qUap+KE0+cxre4Oz56e4C0FvNUZb7zVJFzNSGONmmsT+kt0o0WzvUu3vc/p4AJBSnn+dMJ8PkeWBHTDwPM8qqqi3+/T7W9imiZFUeCtAqJkhqqYSJIClYRba1Gr2ZiGRr1hgeARBBZnFz569yoHJ58x90osq8P5sUcyW9Bob3D10m1+6+/d4fOnP+HkbMxyukLAJEvBrbUJVymPHj4jSSsQJPb3DbJszTNIs5yiAM+rWM0DLFOh2RBx63WKXCBOS2RKlssVlRjR7rZJ4hBFWWetddMgiRPOL0Zs37CQamC0TPbNHp1+g49+8hjNXi+gt/suy3BEUSYUpYBhiNjOemUnjlN0S2OynDJfLkBYU44qRCpRpNVsM5/OWK4yyiIjT8A0K6I8JgxjRB8QKjRNQTcckihjufTxVtB0csoio+E2MTWdfneD0fGIMIjIK4llFLF/9QqD+Ywsy1ANDVctsTsN4jLlZLBgNoUvvLfH+HTK5KVPplXs9vc5f3rOn/3xn+J5OfbmFlFaYFYGXhDitpvojoFaKpxOBhiWugZGOwKFWCHJEoqiUJUgsdZpBCGomkCcJdRsFblfI0tWyFJBUgFCgmFBT5VYPvk5F8zR7Iz9/ctcv9OjuTFnFaas0qfkYkFvBy4mIaWwdnTPlgMsN6DRlckFAX+6ZOG9pN11eHDvIadnCXEMpv2Yt97pMl8suBiluE2IM3Ak6G32GM9H6JZKlshEIbz++gZZWpLlCpKa8+z5BWUKrUaHZ88PMGyLd97fwLU7hKsVmqXQ6DrE+YL9K31OhifYtbWlUpJK/sZvvMHJ+RFqBW5zvWIhqRXtjkORhSAmZGVMt9kiUiT8ICMvEwRBpKg04rSiqCKKssS0BWzB4PTskNUyJM8iZKXFbHHBr339NxgcvcALlvQ2rrIn9Ln7ySeoZs7+tQ5+ss2TR6c0HJkwWfDf/5sf4Hnw9377Pd575x3+5f/jX7FcrTF/URzy6NEjLi4u+Bf/zf8GxzFZhDMePL7H13+pw+bGDn/5/Z9gOTq9zS3C4CXeomJ7A/q9bRAkjl4O6fQ6hMEIWSpptbookohheOvkkyAwGQxxHANTX+CtQoqsxHVd+u9d4cHnT14ZDSu8FZwez2i5NkmU82x4xHQKv/q1v0/Ndbi4OMN1mxRFiufPSdOUet3FtC0E1vnxVrNHUVRMJzMESWbleyyXK2yrjuO4ZGnCcuWz8kyKNGSjX2flzYjTgigusGoN/vqv/W3+1f/w/+RseAq6wJXr1wmijE/ufY/zyQjJqkhTyEuZyXjJYh5gGhJnpysGo+/huh0kRUcSdZYLj9UioChBgp99cKo8QxJFKAui0KcqIUl8Fgu4dmudonkyCxEECKKKIFkgyDKSDhUJTk0nL0LCyCPPDZZLuLkJigSapmDbIIkCZb4OZGRZhiAIyJKKodeYTQKicI0vS+KSspCIw5heS0fTbRQ9RihB0EFVVURZBGmdTx+eJzhWxkZfxa7bVGVGzfLY39skWATcuHKDo6dnXHx/zosnJ1y/fAnNsDgfzkjFlLm/ICYhKxKiAEpliaBIKNU6XXPvp0dc393F6LgYkkMSwYP7YxwJ/sk/+6fM84iXwyPCaEGWRYiixcuXL9Edmb29bUbjMYIgIUkKRZGQJhmFuk4dJVHF7o6MQE5VSaQ5mI5NzbE5eXGIYaoEYUpZxAgkaOrPl+8mAzw9CGh2xuxcalPvyoiawiefv6TWhs1th/zMY3PbRpQUFE2j3TVIipBbd/bIo4rnHw3o1TR+8atv8Ku/7vDNb/4FcRTx1tsf8Pm9BxwdT1BVyFJQJQNbb/JwMKTTqwi9krffuk3N0viTP/mU7W2FG3tXEYUR9VqT8WjK42dn7G312em1sU2FLBe5ensfR3MZzoZo9ZKz+QntDag3VVAEtvY6DKeH7LYaNNouVs3AD2a4dZ3T43MQUuIE8iJA0S32r/XI4pjxaECY+TTdGqoi4q/GLIMRjVqDZsvg6Pgle7u7yFLC9WvbOK7Md59+SqPWJSuWpMWMweict9++xnh2wGx5yrXbJrZpUAg+SBAl0O40OB+eIUprHcaljT5CVfL7v/dHFAX8y3/5L3l5vParv/P+ZVRD5aOPPmG2hO3tDseHZ8RhhVsDRZY5Ob1gc3Mbt9Hk8GBAnsPWdocozEhFWC4qJBZcv3aZ8WhEMQ9JolOEsuLDDz7ge9/+MVUU8/RpztYmTCcgVLC1cYOaqXHy4jGuXuftt66/UtZq7Ox2iaOCZrOHouxTlBlxHFMJJfV642f58el8Thxl1NwGlmWtM/CGga6rJIlHXuQEXoEoFARRQoWEIlu02tuYTs7LlwecnExIgbfeeouv//qvcnI+5PDlkO/94FP2b2xQUmEYDdIM5gtYzldMZqDJFbKc4HszZEljPpsRB5BXUHMFDE3EkAqiEJKkhGKJbkKzJhJ4sJqUmLqILOckCeztiuRlSV56aLrNtlvDrOds7bbQNIXzQchiOWZvH3Z2u9iOhh+usG0Z01KpqpKVn5GmCfWGRqPRZDoMmE3DNV+1LEmTCklSiaOQKF33I51aDV3T1sO1dB0lNByDdrNF3Q7wFh6R57NMU1RFpOYo1GyVxeSCb3/3j/DGJYa0haLbdDa75FnIeDYjqXwM10BTdARDYRX45BUUiUDX7VDfbqOJBj/69ifsd3eRTYM/+cOPsUT4J//sn3PpymX+9H/6b8mUlO3dFnv7W0hmzsUsJ8xyHDdFVy0EUUbQSxKjJIoyFHX9Qc3SDMepITIjzdakflGQKbIUWZYRqeh2Vep1F9nzKcu/AkMfUQbNMjkfvkQxBGzN5p0PupyPpqR5xPZujb1LVxDEiunMIy9FTh8lPH0+5/XrBv3NGnd/8IB+36DIwXHh7XdeQ1Ji2l2LdmeCrssMJzmGEZEnUMYg5DppBCcvz5lNF9x+rcPu3g4P7j9EEAS2t7cZDs+58/p1RoMxz44esrO1B4JCIZbIVoErykQs2btkUUoB23tt5t6c7/3lt2h1HFpdi0pMsGs2SVZSlSFxElNzFZK0RFYLXEenXm8S+gGamSJR4do2/mLJaASD0QE15zo1V0JRoCwDZospjUaHP/qjf4+kGNRbEs22wtHJGVuXJF5/d4cffP97KCa8/s4egecjyzKdTRBEOB+ccO/eYwzboNOFvf0txuMh9brO1tYGP/joBc02XL+5jSgoPHn8nLysuHFlE1WxiaMLDN0iyyPms5zZzENggm03WC5m1OoQhTlHR3N0HaIQqrxg2QlJ4grFVCgLiXrN4fjolMkkwxsv6fXANETefP0q9+895ehwznI64dLebaKlyXwa4RohjVrJfDVld+cqf/Ht77C/v8/W9iaSrJNlCYKkECVrnuLe3h6iKNNoNlFVHc/zEZCoBJEgjNlqtciyDMtYL3c36ptkhUVfbuGFF3x8/xO+/ku/RVR4PDx4wH/33/1bgiRBN110NeTevQsUHXrdFhIScQIUa/pUu+0gChJBkHNxdk4WZZj6eqldlxVc12VZzCArkEugBE2CdrOGL1fE4ZIsznFrMteuwtWrO6zC4RqOXMlIioBqFyhqiSTntNoqilJx7WqbNAuoECnzBMvQkGSJosiRpfWNQlV0TMPmYD4micHUdIoiJQhzTFNFkhXyoqIsCpI8QxDXio8yX/M8K6ECocD3PWzTYn/nKk23jqoLJPESRU6Zzjxmcyhz8FcX7G7fwm66VKVBY8MkEZc8Ov6MUlwrlVXDWGs6VjFSoWNVDnpl07M38CcZo/kBVQ61lsXHn3zOt7/3XebRkHe+9Aadbg1RyxjOz+j1mowmMx49HOHUBSRZxbBsTM1EKAN0TUWSIYkyNNXA6W0zGVygKiKLZcBqPkRXJNIkoswLyjJHlQVE8eebJZcBKhEePz0kyqCzBdtXt3lxfISoyCRhQpKH/Lv/5VNMEzpd+O1/8A/Z3LH4d7/zr0kzSMIVf/8f/AIbG1s8evic6cTj7OyY1TKi5rZpdoGqIk9AlWV0RafXqSFVCrPhDLcmMZ/Dr1y9wmwxR0Dj6tXLPHz0KXkOfVWh3myQpgv8eEywLCkLEeSQlTdl+3KXWmeH3asZs8UFC2/GRs/BcDR8b0ZBim5WhOECWS2QFai5FpLs4dZN0twjSNYQVcuVqbKMMJ5i1jRee73G9uYOlAlRvOCDD6+ymIeUVYpTU9nYrHP+cgZiyMaWwyefLXj/F66hmiE7V1x+4StbyIJIFIG3injwGN68A/W2w9ZujyyTsV0TQ5MZXpxSCjCeDNneFnjrnTc5uzjj+fNT3IbKjWu3+OjjRzQaEza3tjk9uyBLS9yagCTD0fEYx4lQNbBMl+l0SZ6vM8LNlkIaZhy+OCNPwLF1VE3HthrEkYehAw48ewz0Syyzyc3rW8iCy2I64Ruf3sfRLd5585d48vgplr5Bv3uJweCcv/k3f5M0TSmKgtVqwWy2QNNV+pubbG3uYds2RVWu6USygiwrlAWkeUGzVUeRZAShwjRNVl6KIGlIgokoC0znCf/m//UfcLs6rQ2HRRCi2TrzVUi9bTGbR4QJpB4IlYckKqTp+nQMkCYFuVghipCmObIk0W05UM5REDEUmUFYYKjQcEySJMIwKnRVoNAq9vdEoKTbdQAoywhBimm164gYxGlEa6NGQYAXxNQbBoK4/hBPRgGtto2siEiSwGq1QpJEDEP82UlpufSoOQ0kIUUUJArW+oksS1AVgTCMsUyVPE9ZJBF5DjVLwnkFyVn5c9I4wxQSVrMZ0+GIqkgpypD9/S4bG3XOjhdoMjhNh53LO6g1jcl0wWj4gqPzx5gdjTiJiYMEAQ1Tq6GWBolXMVst6TVt5FTB0ky8OMBbgtiT8OOIx4cv+Hv/5Ct0dl1Ozl+QBzHz5QSjpmOZOoKSsJhXVEJCR1AwLJ04FsiLhJKSPIPxdIJtGZwPCjotGAyGrJYRV3YbZCScnBWU5WztuHec//xV8v/nkQFmcxhMoNmFjd06CDU+/yzCaYAgStx/kLPyYPtNFcu2+MM//D5uQ+WnH8GNyxHbjoOkCjw/fMJ4NqLX3ybLc3Z3d7GdJkmeksQ5G1sr+httqjyhblt4vk+ShUR+wXvv7bC9vc3nn3/OapUymy4IYvhbv/k1/vj3P+Ly5cu0NxSSKCTJchRZo7VpY8YFza5DWkS4bocfffRDsjLnq3/ty7w4OWR5McFyNJI0JM8zBApqjoIsCiiKhKQKLGZjgmhJFsW4NZsySwj8hMs7m/R291nOfY6PTsnikkv71yhnKZomU5UpN25eJlj6CErE6eApSbGk2d3Fjy5w2yBqHs1mmyQWQc7Y3IPL17q8PH5OvdlClBwePTxnOl+Q5VBvabh1hzcvvc7O3g4ff3qXPIfATzl6ecZgAKZR8vLFGS9fZty8tSZUCwLr1bCRj6rBfOYRZyWaAZos0WlvMB+PWHkxtgFhkJNGPjW7RlmIZBm89dYd2o0Bmmzx8U/vo0kVZaqThjajixXjImB/O+D2jdcRBIGyymm3O3zzm9/EMCxu3rzJtWu31slyocQ0TQShIi8LpLIkjhMQUgzDQBArZCqazTplXiCKUAlgWhZpVqLpJkVVIUomf+fv/hN+5xv/E/PAo9lzuXzlNhy/YBVEqJqOJmaQFlSVhrcKSRNQZMgLmM5CRBFc10IUKqIowjQaWIaAJIJQ5hg6uLaBZTZYLsGwSnStIglTur0Gi2CKJCV0OjYvjg4pAEVLkBUFpRRodywqQeLiwsMwdEzbwvOX9LoGtqWRZgGyLJOnIKolirZWZiRRShhE9JpXEIolnr/AcRySxMPzYpSGSJrGmJaCrEoIeUFRgKgK6LZCWgpkfkSvo7HZ7GLrLUbDOdOlx9n5iiSMEISK/X2TOJRwnU0GkwFPD59SkFEJHoarIGk6NcWmzANWswADhY7dJhUEwmWMlKlstra4//kjHtxdsb8rcPXGFSzd4L1f/C2Gq2fMn7/kfHBKvePSaLgEaYhhWCiGjSiFrPwQSVTRFJ1Y9hDEEsvSEVjTrDzPQ1LWLFA/jF/FKEVKJAw9A0EiiUtU5a/AlTwroNOD0QR0vclPfvQY3YD5FHIK3n2vz3A4ZOmnSJrA87+c0+1Br2VS5SJpIvDv/t8/5AtfuESWlyiKwu3Xb/Hs6SGiWnH5yjZhmIJUUbMVRpMT0iRHpKJZtzh+uaLTahNHAVtbWyhSiOf5aDp89/vfYWfvGpVQMl+N0Q0F2aiYTC6Q9JBG0yLOVwgSPHxyj2a3zspfcXD4FMM2aLdqNNtNkiwmT0MMw0CWRZIkIQxTrHjtGMnzFD8qcWsFrU6LmhOh6TLj6ZjJaIZpmly+dYXpxMOuOVy+skkURCRpRJRG9DdcKiFi/3KbOJ2TFT69jTqSJDBbntFs9EiLFddvwd61Lc7Pppi6zY9++CmXdt/g/oOn9PoazU6bVrvNYHhGJRZsbLTRLZuj42PCMOKdt9vIssr5cMDrr7fx/SWSmJPkAltbHWbzBUVREUU5rU6DJEkos5KiAEQF24Jet810PCIKUjZ6oMsaX/3Kl9ho7UAh87u/c5eaAUIO8/ExRZyznMOdm32qUub8fIAsurzz9hdYzCJu3LiBgIJba5BnJXEWo+trqEoQBZimiSRCEMaUZYZpmj8jF2magqTK6/5nFOG6LtPpFNOuUWQZbnODL37l63z+7HOshsLUG3MxmvP84JjxPMZxZcK4QJJFFNnAy0MKwNZVDGF9hZ2NYWNTpchy5ou180eSRWQJBLFgd8fFNG3E0iDPV7gNDVWVicOYuqvhReB7QxrNTVxXoqGWqHpGmi3RdZ3zwQHbOz3KqiBOltRbOv4wYmen9f8h7s9+JMuzPD/sc/fdru1m7uZrrBmR+15VXd1d3dPdM0P1cDDiDCERkkDpRW96kgBJT3oRqD9CFCWCIgeD4ZAz3c3ea6q6uvbMjMzIjMhYPHxfbN/uvuvBcpoEBOhNzAv4mzvg7mb32O+e8z2fD+PJDbppYNsmfrAhpyuKQpIkFEVJkZcUZUYY+azXIVv9NqYpEkYxpqWjawqBt95YDEyNIkvI05w8jamKDarO1EBTIA0D/KVH4pcEC/CNEqtmcfvWfX75yy8QhZAw9lB1hQcPb3M1eoGkwnQRsLd3SLvZIPPHCKWGIddR1JI4zfnLP/4L0qik22nw4KFGHCeMZxd0ex3iQkU1S+r1GorRZ+4t0HWXuEiw7BpXN2MkJEIfRObkRYK33ky8220Zy3Rw611m0zmuC6aqEPsrDF0lTAvyrMJyFKpSZjqNmM3W32rBFAF+/x/u0eyIfPhhE0Wr8erVmuHNJotVFhsbXWeryWDHYb1OGGzJxD6sl+AtFY6O1nQ6GvN5jKbXubgccnUz4s79u+RlwsX1CY+fPEOUUvxwQhx56HqGZZYE3pq6C7f2dvmTf/OnfP3kJYvFguFwQre70R6Yjs1iveDkfM5wMiJMPQohRdZynJYBSsVkPkEzNdb+GtPU0TSF4fAaUdzAW99991329w6ZDMcUOZSlSK1WY7lc43khVVXR61nf3MQbsVej1cb3A2yrhuPWSXMI44TL6yHT+QJVszg7v6ReV1ENmC6uSHKPUojJSp/p4ppSiDEcCVHJubwZ853feIOsTJAUgevRBQe3dwjiBQgJu3tdev0mL46eEIRLlsspw9GUIPDw/JIkyWg069+wJkvSPCFOMwzLpdvZYrnwSJKMyTgnL2E0WiBJCllZEQYxVbXRQjz+4pI4KTBtg9l8BdVmoPTixQuCIKDXA1XZOOqTSKHdPKBRk1HkGvOZz5ePn6DrOv/8v/oXvHz5kp2dHeqtJllZkFcljuMiCBJBFKPrJlGUEKcJpmlimjZBnBClGUh8IyBbUVWbD1rP8zAsk6oSkHQdu1YHQeaf/of/c7wgYbny+OLxVyxWMYIAJTKarKDKGoG30bFalsx8ldLf7uE2HHrbIqJUUZFz61YbVRGwTJluuwZlQpr5RPECVS83Q0A5p+bIqEqGphb8R/+Lj+j2HC6vT6g3NWQV2l2L3b02lRRz63ALUUhoNGVGk4rVasLuzsZmaZgKvrdmOZ+haZueqSJKxEGJhMT+7g7eaomuyXzvu+9yfXVOVaZQgWOZJGHI1UVInqYkUYJpQM1QCFceUgnb3TpimSEUOVVW0m/uIOUmsyvoNe/xmx/+Q6bjGMfuMlv4FGWJbIiM5pfoLhg1jZrT4uZ8RcPpQ64zvlrx+SdP+OGf/ZhPfvlrJqONg2g8WrD2Enb26uwetpHNlOHilIqY6ewG01Q5PY2YzobousrLlyf0+z1kWUZXgAKKLOX1B7v02hZp7DOfe1RVwfZgC9d18cNN3/f8wtskNcKCStARZRe33gK0b7FcfnPCnCzO2d3rIkomURRw63AHLw5Jshi3ZTObX1NJ+TcUZyiKHF0XadS75GHAYgymklOUIfl4xXwe4rqXLH0f3/dodl38wMOwRAzDwHIksixjvUxRpI3K9uzkFY6tEicFtt3grXd+ix/94s+4e3+P8XhIWWU4dajVLfJMJs1jcjEliFas1z6KohDGIfv7u0BJkkbcvXuXm+EVkiDy2SePiKIA07BpNtt43oqTszGyDIICB3s9puMx7WaTLNng564ur4mSgjRa8uDegMl4wXzh0e708YKY9XqEadfYvXdImqypuRbe9ZSy0tjd2+H6+hykjTr32fHXPHhjj1W44t6DtxleLynFayQMBCnknQ8fMByOubyZc/vOLnGac3x2BhKMpzNaXZVGs8l0OkYzDe62GziOw9HREaZpkmUFcZJh6BZVK6WqKpbLHFFccefOnU1QPwyo11y6/YooiKmKhKZbZzpZIQoK0+mc1dxjNgNvCnIJ83FI5i0ZbN1lNllxcTbFthp0Oj2m44CDW7c3OlZVRlVVZHmzLlgJIABFUSHK0jf7/wKCUP0PbJICorj54NqQiwqqUiErcrwgADVHNWXSsuB6MmI4HTNbzREVFd3MKb8ht+d5jqmqUBVomoKmKeTFktVqTn+rjb+WKauCPIoQZXXD6UxLRDnDUmQmywJdyanEGEUrKcUI03bp9+rIcs4PPv6Qv/jZmJubKeOJT7sPqrHpx5uxgqoJ1PQaSR5w/75KHKfIisByMcUwLTRNIYoSwihBVTOWyzWdTg3XbXBzPcbzEj5470OePXvGxRmIwoL1Aq7Pp2wPbL7/nT1+9MMjBjuQ5fDiLOMP/71DfN+njGLeee0tjr8+o4x1GrUG/vyK/83/6p/h+Ut+/jdf8MtPntHsqdQ7fSq55Hp0QTFNaA9gq7eHUBqcHl1y+vUNxy9WGAK0ayauW6fWMxHLE2xrA6eGgvsPD7j/8C5nl8e8PHlKJkjcujvg7OIMRQWoKKuMg/0eF2cnREmFbmxUxEEYMJmMMCyRra0+sixTChLPX7zg/Cyn24Zey6YoYbr0UCQFKZNYrz2KZBPK/zYvGaDRkomSMZMxTGfQahtIqkK7YWHXVZJcwa6ZCELB1lZK6JXEIdQcnbObEZ1ODcdt4tYddF1GVC7w/CXLlYesCGiGiunIyGqJblRYtsF6lbKag6bD97/3AXdu36XbqfPZoy84eXXFj358xXvfgTwtkYSSUizIMyipqNVtDFNGlDJuJtfkGRiGjqZpGLZBGoeIuYimKCiihFhBEEXU3DppnpAkGZ1Oj+vhGM/bkGIiP8Jb5dzadTh5dUpRQBIXVKVA3W3h1tssFhmmBW6tw/XViPVqhaErLFYr2i2bX/36Jd2eRl7C85envP7GHc4vLqjX62iGweX1FXsHd+n0O/zkp79gq7/H9dWUVttFljUurzyiJEE1Bbw4IEkrBjs21+MNfWa6GBOlJX1Ho9Y0mc02WdY7d+9ydXHNeTRCFPO/00PkxYparcZ8PiWOYwRBYLVa0ai56KqGUMF4NKNbb+LYLfI8o6o2WK/KhpZtMx0FGHqDp1+d0Gk3mE1XvPnGBwwGAw73X98Ai9MYWVORFJGSgqLKEUUBSZKpYCM9oyQvS4qiomIzkfl3hTNJNtqDShCoAC/0WXpTcjHGdESCeMV8OUVURCqhQtE2J8hSgCrJkGUBSSyRJAHLMZEViCOYLELuPNDQDYH5bEIO5FWIUMlkVYYfL9B0mf1bG2kbRUl/r0mZL1mtR+SlRBgl/PDnf86r41Nu39kiSiPqXY24iEliH8tWWa/nlJXxTd5VgzIjSSKyLMNV5A29+pvL1A0uvBV7e01su8aLZ2ekCViGQuAtadQ38NxeC3b6NfqdHq+eH/Hwrs3L5z79LhjA9fGEg4MDKini6Ok5u/27/PSHz/jg3//HjPcklLJGGQUoosNv/cb7aJZOJlYMZ1ek64RMhCCC5XKJN84h27jq0wgcBxRFQlUVrm4u6G432dvZIko9dna3cJsmM29ErW2SvYoQZYcgCJhOY7a2QBAr5vMpdbeFbZs02sY3Sw1Qcza9//NTKMsb9vYHvHr1itVq8/+p100KQSSrYLYqGfQNNN0hyWNm4ylnlz7f5pxcBijKnOtrqDdAtzaE7LyKcOsO8/UQP8wpALem0Wk3uEnnhOuUIguJ4wivgPnsAlWTOLy9iyAYJPmCQhDp97vcXJ8gayK6IVOKKaqsYpgSNTfDMgTu3z3ky8df8P/6L54iK9DfgduH8I//8J/ww5/8W2RVQ5Vk4gyiMEVVw40yVlbwQjAsharKaXd6LFdThLLCMAxOT1/hui6GYRAnIcv5gkooWa/XG9+MvJFSHR44XF8u2MgrBeazgp0tE8vYBLYFQeKrr74mjkrGkxWnZxM03SarRPIopi/YLJdr7t3bQ1YqfH+FZdvEcYnbaJNmBYbhIPcdJrMpP/zRX3Pr3i2uL0dkZUgpaFyPrmj1LPp7XRbLObPlknZfot2r81u//zsUZcUnjz4ny3NUw6RWN3n0xVMMAx4/fkwYxkQROHUZx3EQBIGr6yXT2YpeZzPgcms1oiiiVqtRFAVVmeMtPUbDBTUnxVArvPUaTYPmYCO7K1OHwM+YjGPefnOfe/ce8PrDN5lN59imQlmJtLptZGXz2FuUGaIooqoGlQB5lm8iMCXkZU5Zlhunj1ghCBKlULKYz5EEAUGSyMscP1izDlasownxaM0Pf/JHXE9O8cIFWZkgVhtEmGmJm8k7BVQ5juVgOxqz+RhNhzKAMFpgmBq6JdAQQdclVFlAUqRNP1EVUayK1WpOlcrcv3eH9TJmMQtxHI3trS6KWpEXkGcRolRimCqaIHMyu0GUVUQhxfczDMNgsVzRaDgsFh6KIrFeL8nLika9SVmCrutk2QbGCyKaJnA42OH5s6eIAmz3BF4dVRzsQb+1xXqy4uO3vst4NOIcn69+DW+8LvDO/Y+4vrxkd2uPyVzg7PkCby7izyr+8Pf/A/7Vv/5veeOt29xS91nHc/xkxfVsTBSFyKKE7hQbZ1SSQwqGrCPZAtatBEPTSYIQUSlQDJGtvR7z1QTVlMjFhOFsTRitkVWZWt1BURRWS49Wa3NgGY6XCAqsvQX7B7eIkpw49pGVClnWUDWdxcpnvYBLcTPIHOwY1Gs5qqbj+z5OXSYOckpESkGk1e2xXqd89fWKu99ixZQBRkPo9eDW7VtcXI24ug7ISqjwN3ETNjmuKgNFVAjWKdMJZMk5aQbHVxGyBIZZ0BnktDsuZhowmc0Zz25I003TvdGuk0QRYgX1uosmy1iGxXR4yXxyg6FArQlhAP/eH77Jv/5v/ghBlkjKJb2d5jdbJQmzxQJFhW63Qb1ZI45D6q5DJWYE4ZJOs4Ug5AS+R6/b5O23HvLFlznPX57w4I17RHFMUWT0+h0UeULdqbGaebQaNtPJhK0tg16vx2y8RBRFsqJiOl+gqS6TWYhuGNx/eJswKmjVTUhXVFmEVdOBnLUXQF6SJgKVoGGZGrP5giQpaLY63FyPMdKQKPHZPdjm7OgCUa3Y29lDlDRmX0yQNLAdlXW44Md/+1e0u32W3pjRJGV7p4aklziNzTKAF3pQiIQhnJ8H2HbA9k6TVlujKDbKqNU6R5G8zYpimXF6doUkgCFreKuEwEs43GuSZSWGCW23yfgsgkrh6nKIqor8xV/8gg8/uoskKuzt3uX46HP+3u/9fQxTIytikjRFFDZUdUkSyMuKLE8QFYui2Lh8yrL8uxNXWVUUAjQaDUzdIC9z5t4CWzLQ6x3EecTpzRUvjp6yCEdYdQ1Rq6jECtMGx3bQNAUhDwn8EMdR0HVYrlJa3U0EbraYIq032VdFh6yMESqwXYOqqijIyMUCVEDIMR2RMBawXahbFv1BG8tO6PVFFEVEkRVWizl2wyHPS3a3WohCjiRv0gDzBUiShONoREnGeFxgmiC44HkeoqAiS7CYzZEkj3azRb/X4Y/+28/Y2oIiq9AVsDUNFR2lSgkXCfNrj0G9gRgsuD94h2hacfpkwi//8gWOqjC7yXCtbQa9h/wX/8//Grdh8rMf/4R7b+6yjIaopkTNUemVTapFTpivibwCFNjb2uZkeU0R58i6QJkHLNYxt+8M+Pi7b1KWOX/9w685bO1wPb5C0TQODvc5PT1me+eA4fU5+3tbVELOOtwcFVttG0EQiGKPs4sRzWades1mNLrBtizeer2JpgpcjWb0ewq21eTq6orFco5Tk9kd7HB9PSRIY8IoptORsRsWe3dWcPY/ep0E4Mc//vGmYMoivPv2h3iBx9FRgG5AqwNpssY0DXZ3d1ivPURRJgog9KAsYTEHW4dpAf2+i6aLpHlFUYkYNYfl0uf6ZvPIm5cZiqZRZBlxGGFZFrqiIiEyndwgVuXmwS2D3/v9XfYPdvnP/vMv2T3MsRtQ5jEUGoKsoOsqml4hijJhELBa5/S3VG6urzFNHdPSmEwmtNoOcRLw+RefUfHNJDGNOT05R1Cg2WwgKxJXl1fYloiqKAyHCz56/02qquLryQntVoPzi2vcWo28LAhjaPcc/CjmxYtjDvcG1LQKXSo5fnVOq9WgyEVWvkenN2Axn1NzJbJcxA98Wl0Fp+7y7PlT2q0uK3+JZgncvXOfMEz58quvSMuYZkclinPSIqcSZVb+jHrLJconNDs1vvjylEZjM5i7GhZsdyV62+Jm6qzI1Go2eZ4SRSlJUqGobFBkcUyRpEgSGJqKqdlUoUqaROi6gWkqVJqIqqqkaYhjt2nUN1EO0xSpu02iKOH6+hpBUJjP5+hDiSgJKIrNwEdVdSqjQBRFZFne9DS/+QIRQQBBEIGKoqgIvIAsywgCn6vxJQUZklFwPTzj+Ysv0S0Z4pwkzwmTGDFPsGomCBAnIV3XoMxDVKVEIEORwbYktndsLq5XyDooCliGiO+XFICoVqRRTFKBLhd0tkzyWCDIPLIqZudgCyHTkBU4Pz/GNlV03ULUFIbTCfE0wV9DnudYpoJpqVxeX2FZMlEU0O/3OTm7oCig1XKoqgrPK5GlANPcDLtUVaTRaDAcDqkKsE0LbxXw4Ts75GnKq+dntOpNikjicOsev/zpJ1y9hFnP47O//RrTcKirXXa3b3N7y+b+rQ/40z/+KUko8Pj0K977aJ/57Aq7ISKqOZpmICgNMkqyeUmc+Ei5iNnVeO3OAaIo8uz5U1argL19g3bPoVIyxqMR914/ZDQabTzzosD5xRXd3oD5bIIiazQaLa6HF9RqNe6aCstgjWXpzJcLygoUVcCyNExL+zs2qqqatBtNFr6wISVlm7rSbnWRVYUojpElCVGQuRpfkiUlrb6J/y0VzO9973ubgtltHFJmNW6uz9E02N4W6QzaXF+NWS5CRELmsxhZMskyjyyCvYHOfBoz2G5wfrIgChNGo5jzqwWNzjm2C3t7Db7zvT7L1RjEgjCMCcMQf+mjKxquZUNZ0WzVca0an332mK09ePjaXf7q3/4ld2+BYsjs7dYQtYq1V2FqGs2OhWEKpGnOYp5iujBfjMjyjYPI95eIYkm91mCxWOB5K/YPD9jb39kUvRB2Dl0kWcSUdV5dRBzsgFiVNF2NJAqJooRW3cRfrWk2bba2d1muYu69JiOKOqcX52RFwWQ6xx20efr1M95++02Go2vSouTundd58eyI/cM9xqMxWZ7z0Yff5S9/+Nekackbb77OxcUF49GaNx4c0u41efb1S8azmLorYzsuSz+kY3XwgoTFaslquaY/qKOoFZoOt27vMJt6kK5wDJvJfI7nJSRZQlVlSIpMf7vPzfUN9bqL8o3iViwrBoNtKCvSCPKVh1Bt+ptlWSJ+Y37c29vj7sEHrO+kuK7Lf/wf/89YrWa8eHHE2emQXnub4XCMbguEyRpJ2phBK6EkzVMEZCRJIs2yzUpfUQCbYZAgCFRVQVVu8pqKolDoBbVajbj0iYsVfrRk7c+ZLIbMVjFiDFm5OZneve9QFhJZElJv2OhqiiyWFGXKYEfEtFW6vTrrcMXd13bwvNXGXOr5KJKEbdt4qwpHhkRKELSSKgMvXKFZCnfuHTK58mi067S37rD2JpxfjImTDK0mkCQbeMfz5yNuHdpEsYS/TjAMCUEWKYoCEbBNsG2bxXyJroNhGARBRBRWNBoWALPxjFuHBqZu4c0DapbLy8sjbs4THtxR2a4fMLoccbB9j3T5ktfvfMgbtz/iz/7kLxhsHfK73/8PWM1LfvzDX/HrX37CrYMtarZNzVYJypyqjJlOF2SoyIaLoVs0nC5hVkMVJSLfp2XVGOztslxeU3MVer0ehZDy/NUT1p7H/v4+l49D6nUBLTU4Oh7z+usK56cX3D7YJDQAoiii3nRY+AuC0KNWM1EUCZGCvMiwbROqjMl4RRp76KaL78Uoqk2n3SEIPAzbYbles/LBdQp0XSKOUuIUFOXbk+wqirIpmNvbt3j65IgXr0aICjz5qmTXH6PooBsilbA5uouyRBR6aDZs7/VYe2eIsky7DbZlYdoSjaZBTsTVdYBpLrh9Z5/B7janJy9ZhwmhH+J54DghNcdEFitEJcMPfKwa/P4f/DbT5ZjFMuP7v/UOTtNm6V8gKBWKXKHoKpqSI5AjUCBLcOdwh6+eXLK/ayKLEtPpN+t4bLzkg8Eu4/GYxWpJ3W3QaSns9nd5/vw5jmXQb212jh1D4+7hPo+/fEyRw+sP3+Yv/vwLHr7eYbUMuLoe4dTafPXVCdMJ/MEfvEUcegxHV+i6+o2XXaeISy6uLgkin+H4hmazyXA45NHjL7hz5x6e5zG8uUESZLa6NVRFYj67QRRTXrtfxzJrpDlolkyz1aFCJitK/rs/e4Sly5wcXfHwbot+p8nLry7pd1x02UKsUiqxYu0HSGIFVY6mK0iyxGy+Ik/h9v4WZBX+KmQ1m2PIFq7TotJzAn+IbdXQVRO5cvjo4x/wGx/9A5azmNhPODm5oiwSDvbv0nAHXF+uaNQ72E4bUdFRVZWa29mQyNOcPE83BbPY9C7LAhBKpEqiAqqypCgy0jJEViTKMkVSK6o0YTa55uLyiIurI7q9Gka9QDYEwiRkOitotW3CKCePFZyGgu3WWHtLiiJhsNMkTD00o8RtQM2SWS8C0rxCoEJTdQylotDAqBk0el2iJGSRBWhiiWkoyFLJeHJGu6sxm1xgGApOo07prWl2GlwPb+hsaZR5ThbnhL6PoSokYUar1WEymiIIAopcEQQBi0VEveHgui5XlzNWKxgMFNZrnyBI2O73SIMMpVJJA4G61ufgnQbvvfk+jz95hL8suLW7x8f/9HvMpysW8yUfvPk+F2cTTo/O+eFf/Zz7997iH/79HzBbXHP/4R384IR63yXKMiRJRVJMLLdBnEsbrUcpIqsbX9ejpz/HSyeIakq74SJIJcFqTavTYu9gj88ffUGnJ7FcFvT6LvcfvMZnn33G1laX4WSIZcvcvXfIn/3Vj+lvG/S3OlwNr9juDzhdnqKZGiIVcRihGzJ110DTZZaej6zayLoBlEwuJrTWPmmWUZaQZZvTeKtlUa8rRFFE+q2VzG96mLPlmOOzMz74cIAsw2IZUZBT7ymsoxlYKxQxR9U1GnWFOIq5mJ/x1oe3+Oznx4wnsNPT+frZDE2K2T/Y5u7+FnEe8cuffY7lGuiWSqdbZzibkcXwWkNHMQpsXcbPxyyTJQ/eN5DtkhdPvqa/J3D7vklS+YiGSBynmAMHAYnlaoJWUxiOJnSacH56yZ2DPmEYkleQxJs9alVWqDkt1vOAYBXTcbcIwwglN5ieLTArB1tSaHdSJCHjYKvHi6MXODrkCDx7+pzdQZuGu8P/+7/8CW4d0mTGgzv3cd51qISQ+eScNCzY260zml/S7XdIiozlesnd1zerg4rRxI8DLNtgNZ+hKAZyqVJz65iqTJauUAoVWxOQGgaGrRPFCcUsIPJuMEyHIil456HNzqCPLUq0211Onh/TNaHhaPz0by94+FCn0+vy4jggzjNef/sBF9cjZEOhO9gmjTKCqECrJEZnN6zGsNUWCKoEU7eo17bw1hGiZvPBx7+Dbbb54z/6U3rdPcRvgun9bhdV2dz4qtImK0SK3MHQm9iOgapapJlAmkVUZChCiSyLhFFEmmwUu7Isk+c5eZriNl0MR+WTR7/i8Zef8vH3P0A1S16cfs6r86fUGipxIVMqMlbNYHnhsb0jIasJ7ZrBauUx9q9xawrv/+ZbnJ4ecX4x4Y03tzFMCdcXECuf1+/vIlTwxRdnHN5u4nkeD+7sYJg6i8UEIc8pxJxOx6UiZ7UcYjdEji6e4IcRg702l+MR3a0u6zghzCpWq5hmTWE5i7lzsMPbb79JTa3x3/3tn7DVGzBbLEiTJb4XoKqgaQaz6ZLQh6YrI5Qa68WcRsekv9VifLFimaXMLzJubb9Dy+5w9OmEurCLofo82H1IGgeISc5yNOLZsxeYhsVf/vm/4PRkyAfv73Nxccabb7+24UKYFffvfcDzV0+4/+Y+N5Mx6zimLAKmkxFpmUGlEtcUavsK7o6OsMxZzVboqs1qtSJJMoRKQNc0boY+jbaC4SpM/CuauxaoKd1ak+Pzc3b3euxu1TFNg8TLuLV9CxWZltUgTVPyMEUSRQIvxnJM0iynElUqTeHxizMG2zbtvs3KW7NaejRdAYGKWs3deKCkaqME/havjQTt5BX1lsnwZsJ0skZC57sffQ8Q+eDj95guchYBCFpEe9um1haJc7geXjGdb0AC48k1zcZmJc1bzLk8O+f85AoKmM8igjDDD1IEBRQNkjzj8uaKm8kVq3DK9mGH/m6TMF9jN2yCsOLk6kvKaoEfDFmuRkhCyno1wTKMjYSrpaEqMkkIRy+HBOsMWTLY3tplq7/HchEwnS5JkowHD94gTQq8ZUi/O0BXLSRBxVJNwnXMrYMB4XpNzTRxaippUm2iM4e3+fTTLzDNjZv5xdchlDmLyZgyCznY79FoirR7DXb2tpjOx5i2zoM377JYT1B0iU63ha5vendlUdBudui02tiaxWqxIloHREHI1fnFBrary+wM+shyiSLn1Os6ebKm26zhLSc8vHOAIVXc3d+lYes4Brz5ADQpxZsPeef1O3z/4zcwVZU8S4i+aYXYdg1N1dFVg0F/G1WCySgmS2OW8wXDywlFIlKkCnFYEQY5CAqW5VBvtDBNhySFPBNp1DvcunWHO3fuYFsuplFDVSxEQf07lJcsy8iyhCBueI2GqaAbMpoiYeoqtm2iaRLICUE65ldf/IhmT+PV+Zf85Gd/zlvvHPLDH33OaHxKq2MjSDGNOuwfdImSGVk2pz+wcVsaVkNj6U9QTYEHD7u4dZ0881HlijCck2c+li5wuKdhGyK6UpLFHsFqTqfu0qm5dOo2EhmaJCJKJZYjoRkilQhBkiBqAlmVkVUihSCimhClGbWaTZaWTKdLnl28IE4KFqs1lSCgWwYlAqpmIIgyXhCiaqBqBvOFh2qY3zymB4zHY5I4RZE0Qj9hej0nXiW4epO3HrzDXu+AYBXz5aOv+NM/+ZRPf+VhGBaH+wPeff82ulmQlQskJebBm3c4ODxkNJkTZfD8+RlPv37BylsiSRWyUmA7Cgd3Bjgdk1SKuZ5fEBchBQVRElFVFXfu3MFfrdnZ2eHNtw9RVZkoDWj2XMy6yjpaotsqugnDyZhOp4Nl2jTrLYq0pMwELMMmS3Kur0e06i2arQ7jyYIkq1A1kzDxqSQIIp+bkU8Q+LTbNba3erhujSQKkb/J7G40Ft/eJQMEQUiSCAimwXjo4dR8Hj1K0Rsyz74+IU0232naCjXXwF9rlEWErqu8+ZbGL3+0Jk4q9nYdlguPOAyQtA25WZVETFWGUmCxWGEaBr0dk/29fY6ff0lZVFSiADJYNZOsiLFsBacB7U4Ny1YRZxVRmBPpPuenY27f3kFRRQ72bm9WAcuUV8dTVCWHVYAgSERJxmK12fqhyji7uCArC3b2BnjBGstyePvdt/j6ya/4/nffo6oiTk7PUQ0NQRDo9WwEoeDV8XNW6zVxtBkc/P2/f8DRiyvSKGbtw2CnRkWJbdsEgYfvh/S32pRlyXrt0243iaIIwzCo12uEfkxV5IiAiICERIHK+dUcw2yytbXLrz95xO27B+wM9vHDAMuy6HRbdJt9Li4uUZSC5WK4idHYIhIpb75xi3ary/nlkPlizvhkhWa5GJJE26lhKDqWohDlHmmeYdk6hgM35xCGBUJVIJGxvSUShTmzxRy31md7d4cojqnV2rhuHUlSMCyLRruFaZqkaU5ebkLpkiwgy5sB0WYQLiOLImEUIMsSFdXm7y3++zf92p+x12jx+rv7/F/f/z8ynl/y47/9I8JkyJ//1X/Nhx/X0CwRuyYSL3zsGshiBGXE3s4O9abLJ5+cs7NzlzJLyZIIWVfwFnMqcjRVpt2sY5gaogitVoM4jlAUGVVXsE2Lqtz8PrIsM51NMU2DtMoQFZE0TdF1gSRJ0DRtc9LZ3DZYNYvFOABXZh75lDeXLFZT8iIn9z0kRUYzdK7GEbZdkXtrpouNPjmMI+Yzj3ZL47W7+0glIAmYNRnDKVn7F0S5Rstqcu/+Lvdu3+PJ4yd88qsvGY58/vE/+gPiKOV3/t4PeHn2HOnylPlyQavXR9QURpMxfrRAMRUyUtpbTfRQ4uz6BbW6w+HdPrIqEaYL8sSnyCt8L6TTcnFcnTyqiJIJWZHT6feYzmZIikSz3UCxFFb+iuvhgrotUpY5pqkzmgx54/WHTKdTZEXCD4O/+x9Imsp6EiJIMooksfbBckWyLKPTqBGEIZoiIJUVtZpGvWYgCiCJFXGS0WxqyIqKLNuE/+PVx/+vSwa4uoRWqyJeRSjaJiv2/MWUh+/2OT1fYLchLMAP1ghCwXoVIQpQlCmGadDtwe52i/2dHmenR2iKiNt0sFyHV2enuA13I1NaL7EsCVFwEZApCwHbcWl2RS6urqnZLeIUrsczVA063Tonpy/RVBnLBkkQoYLQS3FcG0NpIlQpVAK2ZUAlEAYZVbFGECQM3aJWc3j58ox7d3Ypioq8KtnZ3yGOY25urqjVXRZrj6MXL6k32siKzMvTOfdfswmDjFrNYrBT8dZbHRxXZXgz4tXLmA8+qLOzX2O5GrO11aG/3ePJkwm7BwOcusPz589wHAPLMlgs5uiqiigIGJrOZHSDodp48Rrf98nKAkGUePj6Q+qtBnnxiMurEXt7O6y8gKzYTCfDaM1gp8tyvmJvr0tZltTsPer1Jq+OTtG0ir3dNlEQUCUFqlkxn69x3CZiXjK9uiGJYlB0rGad7/7mu1xfXPP1FyOycOP0sa0VsriRUbmNGnW7R+SlNBoN2s02giAhiwpVVZGmKVmWoBn6323wCBSbrGVRUFGQlBWyLKMoEtU3mzhZXm56mmXBfH7Flyd/zvHlE3RDpiBi4Z/yu//gI3YPOvzpX/xr6m2b8fScvcM+dm1Dc3dqLt2OwcnJc+7eHeBaOv4qZtDrUBYJa2/B9qCLbRpMpkNCb80qyzB0nclkiWlKm36qDJZmoSgKmqGyWM2/2ViSsWs2eVViSSILb41hmUyXS4pSoBTAtSymYsAy9JElkXCWkmYxqipTIBCsQrq6iqqDoqnEUYJTk6kKkSTOsWoCSz/hxaszWo5LVqQ4uoTu5Agy9N0mb9x+i+H5OV88eoS/Svm//6ef8n/43//7NFsdDg9u8+zoBV4SUKkSaVlwcHsfURG4mV5TkLDT3aLfbhDmPqKW0+o6yIZEmMyJ/RhZE1n5q82wLpOgErEsC9FUOD+7YTQeYxkWiqZQiRXj4RAt0mj2GogizFcldT3CrlkEQUReZni+TxgHVEWJWdrkBSimjmrCzXhCQYVuQiXIzBZzdg+2UUWQhQqnLeOYGmGwYjGPEUX46OM3KCuBk5MTLq99vk2EsAzw8GGDutvlL//4OfUmuI2U7S2Ni/MRH33vA66X55CMqQSoxAK31qJuSvirGcvFkq09me1+gyRdY9kyrUYNQRaouQbzRYnTzglDn/Ua5rOCNBySxgHLSUq3L9BotZguxohqRez7pAXIAixXE26GKf1eRb/bRRM67O9onB9f468L5FJltvY4uRnjNhvkWYJlOZiWTprCzt4tkjTCcjTiNKPRdDfTWaEkLzOGkxt2d9pcXI8IE2AVopkqlr0h5ywWc1StSVmm1JsGrqPyox/O+MEP2gSBh+M0EEWbTneHtMgQZAHTNlh7HnFaYNcUptMpd2/fw9QMiqSi1+6QrhP2B9ucnl4gCBLtdo96u8NinfDF019xeOses+WM8XRNs1X/O1DFeHLNnTt3sGyF7f4Wo+sbAi8kz9c4jkynbSOgUiYFVVpgmy06dpvdvdukpcCjzz+n1HWiJOLi+oSDgz1SIeLNd7aYD5dEUUSUgG2WIIkblJYgsHuwj2M3MYzNjneeZviht9ms0mWEMkCUoEKiLCuqUqIqC7IsIyvyzdZRVhDHIbqhUFbJNz3OgtHslP/L/+3/zG/+3n1kBXrbbaxGxsI/5oHboNPXcGoiqwBuHdRZrBaIeLS6DbJ0hiSGfPze9/n80WN8f8W9O2+R5QlcpbSbDUxdY7WYougakiywtdWjVhtveAGeB+R43grTtFE0GVH872/HfwdAtusuq2hzWsoy8ONNDlSSJCQZojLHsW0838c0VfwoxdY1xnNwahGqujlJLRY5rZbOchEThnB4uM3LF9c0W31qtk0SBZDErMJLCj9DKiKOZSCyKYqCVmuL/+Q/+d9y985rhEnMi+MTnp+8ZPuwwdsfvUuRJQSxx3Q5Rnd0BFlkOL8mk12i3AM5RRQz8iomLtcsowQxgZprI6GwXnrMhSXdhokqCViOg6JrjCYjsrJA0URERaKkYOUtN8ssLlRCiWHpaIZOmISYjkkYhiAKTJcLDMvEj2JEVeL0ckUlQrtrEiYpcQwCCa0GVAUIQk6RR+ia8k2qQOF6eIVt1ZBVBdvl2z9htpo9Pv3kGaIE3grSpEKQVMajBG8ds5h7YIJlyRiGQbYWsR0HXS24tedQJRpKpfDVF0dQgSjHhFFJIabYDuiayPlVThRD6MNWF8qyQtUgDHMePz5GM2ziRCVNJOo1GUnJGY3GNOogCwKu7eCvUlRZ4vnzjGZzRpmHpGVFEldQaYSBj6qYKLJJXiTUag0mk4Rarc7p+ZBazUbXNU5OjlE1GcPWKAUQJZ23373FL3/+OXZZce/hARc3l0zmOYY2wzA1Xr16Tr/n8v4HdfYH9/j5z39G4M8x7Q3C7Oj4JYoms1zOiZOI/f0BcRzirRKOXx4hVAIKKqZisJhPabp10jjG0HQcp0GcFgRBxM1oSrPTRpZ0LNtAVgyicE2axhi6jrdaIYki0/GILE0IwiWGKbO322a9GpPFAh+/9z5Nq8mXnz8n8zLml1cIkgZhRKPdxHV0hrOUXEwwajrxLKTmmhwcpHjrgjAMefbiOR+899t0mwbT6ZwiF9FkDdO00RSVssw3eDwZVHmjVoCKqhSoRCglGUmoICupypQsT4mTFabtQhmQVyt0QwFpyT/6px/S3FbQdYXh6JL7r/epNUz+8//yX3LrtoZuSty5bWKZAo8fj7BqIAkRs9mKNx/eZT6+QhFLBr02VZayXsxpuTUsTWc4GrJYLHBdB6kQCIIAJMirFM9fUmYVsVfQbOaoukJRFCzWK/RcIy1S/CjEadb/rpCKMuT5pphGSYykgKJpqIaOEAdImkKyTrGBPIEwTBCBKCpJE0iimPl0k59VFAnTFJgv16yXK7xFQF0HSctxdYO6ZhDHPsEyQVO63H/wJnkm4TZajE+eY7k6Zl1FMqFQUpbejFenLymyGKex+dmzq2PUIbgdm3qnxiqckwsZ9ZZLKacs1xVlAbPpgiQERU4pqRhNJpu+iihwejWmqjaq6MFen7RKOD5dIGmwvdMlX0ckWYxt1wiTmFa3hbAQNmyCVUi3D9PliiSvWH6j4bCzkqLKqUQQKDjY3WI5m3NyklBUKQ8f1pFlGUGQ+E//H3MevrHg8LaM26h9+wXzj/74GekNHL6psD3o0e+rPDs6phLhRz/+iu7+JlCuWTlVGTGcxJjKCl0uuHOwR7hMcWyLnbVDEnhkSYmmQ56vef3NDrNlCAIcHkp464LBbgtZKrFEgzAqefJZQrOZ0Kir6IpLlq2oNw2SKMIyQVd1vPWC4XWMKru0WrC9LdBoqtyMVxiqSrBOKAuZ9TpAURSi2GPcmYEgcH4xYme3zdXwhiSJGQy2CEKP9XrN1laHF8fH2GaHweAeopKz9hNubnJ6fZedwR1m0zW6JpFnK2zb5JNPfk2n3WRnu0sQB/hRQFUVGIaNaqhosY7jOKiqSplXVHlJmRd0O10MVaPb7iAhMOh1UQyHT798TlIJHB7uc//+fbI0p6wEqkrg1dExVCWCULHd77JYrNElhSQOqdVqmLrO5fkxDx88YHu7xXoe4y3GvHz6Jf50zf07b24cPWnJfqdLWKWImoptG7w4OkORIJ6Bo2i4jRqQUmYpL168YDweYxlthjczFMWi3RKoBAFNk1EU/RsjZICtyohCRVmWZEWJgIwsK4iCTEVGXlUUaUJJgKQqpPGYIB6ju030Wszr7+7y1Ytf0JBcdm/VOT19hVG4fPSdLrICs+kY01Ioy4BuBwaD3kaoJoIi5ixmEwa9Np1Oh/l8hkRFt92GokSoNvvbzUaDNE/w/DWSJFAAsiqhGDpltkHQibJAs9lksV4hqRsIiKyprNdrsixDKgpMU2PtJyiKwnq9RhAASSDJM3RdpypKDA1UQaJmQhZAvaah6DlbtxziOMO3AgQB1vMpg14XQdLxVyscV2KrU0evMsqwJM0zFtMpQtyi1Wvytz/9FY7dQFBK7r9xwHg6Yee2y/n0mLNfPSUKN4/C+3sDJKuiKBJMV0G3VE6vPHr4tLdaZFXCdLnEC2F7q8b1+ZrQB9dWKIqKNCuYLxeoqsl0MeXyBt5936EoU2aLKUgl7Q60ew3mixmuZuGFPrplkhYpeZVTCjBbhcgyhFmGYuh4ywhkKCrw4wS75hKvU/z1ilZNpchzvNWGY5rFKeu1TxIXfPQRtDsirXaPUvj/Wc/+/36JALIE/+A/eo2cjG63zfXVlCe/gNl8Mxl+++23cF2ZNAFR0rAdEcSU09OCL5885tMvnpCkS+4/2GWw38ByoNsHL8gQSLi62WwPfe83PuT+wy5llfLixYLpNMIPYzpdieUChNKm0z3A8wpMrU6n0ScMcvJMZDxasFqGdDu7/P7vvc/v/b3/CffvvkWewWKRcn09R5F1BBSiKGWx8Li4uKIqBTRtM2ioqopGw2W1WhGGIdvbfU5Pz9kZ3ObnP3+CZXWQFZfrmxntts5ge5+yqBgOhxRlSZRsNlyarTovX8754otnJEnCfD7FdV280KPb7VKr1fjqq2cEno8qKdRsh9UiYDGbc3JyQlVVTCYT5pMpz558hSSD4xhcXJxxfHzEcDgkjmPm8yW1Wp1+b0DdaWx2azOJ0MsQCoXFxGN0PcGxbb5+8oTR9TWOZZKlCVWWsr+1xf7WFg3VQM4LBo0mxDGaJLG70yfJwa7pNJsbxmEURSiKws7OHlQyi8WKly+P6HS69HpbWJZFHMf4/nqzaqhICFVBmiQkUUwUhASeTxj4ZElIlofkRcBoeMzl9XPOr55ydvWYF69+yePnP+Hk4ldcT55wPX6J7ggISkKQLFGtClEtKMqY/laLwU6bMMyYjG+oOQqavNECv3Z3gC5LDLb7hIHP9dUlZVGwt7MPpcDxq3Mcs0YQxAhIyJJKFMZk5eYUHcQJURKiGTq6aWz6lrYNwmYimxebbaXVakWW5RRFgWEYKMomxBz6BWW5yQkGaw9VUagKaNkOhqTQMIEIUi9BrQRu7+yhIWCrYCjw6usIqow4jgjiANs26W9vYRgWVSmiKha22WJncBc/zBhNZnz+5BHdHYcXZ59xdPMpl/MnNLY1JDvDbqsYrkhrYFPv2AhGSSpmqLZKswt2w2Xle0zm3qa9Bkymayg2nIh+b5sgjFms12RFSbNZJ04j7twD0zaYLxJkTaXVaaGqEpZlfUPRlyipEKTNjv4q9AnSED+B7k6fJM/obG0h6yLfiELJAadWZ7ECsRIRSgFdURkMYHcXTLtOnokU5UYLM1+WXF5PmExW337B7PQFfvazZ0ymgJhwerJGb4JhbPZvz6/OsewangdfPl4RpyVRCs02tFotdvd0Xp48J86WaHrJex8c8ta7t+n0oLfl0GjCb/zmIRdXR0TxmiD0eP2tOq2uTJYn9Pp1vvfbr6MYFVfXpxRlurkxvRgKmSpT0cQWv/WdP+SLz865OkuZjRXOjjMe3P8NWo0W0zEsZkuKLKdmOzx87T6L2RxFllFkGVVWGAwGZFnG9bVHp9NhNBkzmqwIQlAkm9HNmtnUx9BqdNoDHn/1jK+evkCWNARB4cWLOfv7h1xeTGg2BTRVYj5fsl77GIaBhMAvfvpzxjcjbh3uk2UbS6OiaOzu7mCaNlEQIUkShmFwdnZDf6tHu13n2fMLhqMpRZmiqCLaN6fThttmu7eDLFl4y4RgmaHIDuOhx/HLIYP+bQxZx7EssjRlvVjy6a8/4cH913jj4evMrod88cmvyX2fm5NTro+HeLMZNxeX3DqokaYplBWHe3voqsFktOTk5AzTtJAljTwpSaKUJ18+5eTohNVigWkY5GmCJFeUZUEcJFycXpFGKaqsMJvNyPMNKfzq+pjJ7JR1cMXpxeccn3+K1cxY+C+4GH3GePmcpFgxnQ8pSCmqhIODPYoyw3ZMynLDJ719axuhrKg7daqiZDGbk0QxcRhRZiXteouyqMizguFwxGQ8ZzbbaJHdWossK1mtPG5uVtScOqZp47g2mmmQ5BmVJNLfGTCaTSkF0A2D1WrD8SwByzIBvolnqQyHPpIEDbeGocjUHZs8ShCzAl2USdYh2QrEFJZX8N7914nnK7RKpKHL3B50MRVQhQpTF1FUgenM47PPvmJ0s6RR36bVPGRv73X29x9gOk1UU2U4v+R6ccwkOCISL/CrE+bxGaKZUN/S0Oole/e2kO0KQa2QdQG36VKKUAkiaQaKZpAkIooqsVpufE9lVuL7IVUlkKYpkqIwW8zp9Lrs7u/R7/fob9lcXYW4rkscF1xfXBJ4IbIs0u21efHinHqryfXNDVGasL1X4/MnQ9KyIMpTZquSyQL8AJrtLllZsbsr0253sQwbRdapSrh1eIAsGezt3UOWbURFIS/hq69SRmP/26uWfPNIfnZUQQz/u//T76BKMl9+8YzZumKxgvcGPRSjZLleoUgyW30BRc2oVGgYFm6zwfnJmLKCZ8+vablgmlBzHPpbJm7d4I03OoxnN6iahVu38MUCUSzZ2elzfHyJ4ah0ey5ffPYE17HodbqkaYbrtOl1urx6cczezuv88b/5EYtFxTvvvMmjRyfYjsb6csRssiAOwDZ1uu02EgL+ak0cZATBRg+QpinD4RBFkWm1VOI4ptFoIRGyXkUc7N9nMV+jWnA5HJPlCVUFSZKiOwZpmmLbkOYlhqnj1mo0GjK6pZBcTpiMxmxtbbFer9EUndPjM3q9HmW52Z+uO3XGwzHb2zvsDvYQK/jOR9/l9PyMo08/5Q//4Uc8/upLLMthMp3jOC5VWTG5mRKuE169PEcqYTlP6Hc93nz9DfR7Gi9fPGawY2MpDmUhABLdfh9F0YiCAMey+O3f+B7z2RpFkijEiqdHI6QWmFstJEEmz0uyJKOqQNcV4kKlzATypMQ0tY1/J0rxfZ/9vR3iOCKKV3ieTKfVYDXccDbH4zFRGtFs1gnCJV485uBWF9cvuRw+Q9JCkjJguhwhmyGoFZqd0el1iPEpiowwjDF0maIoWHohy/mMVrOOaeo0Gi2qosS2bAqnYDqa0esOmE7mqLqD47g8/fo529vbzJdr3FqH0/MbgsAnzQoqckRJJEly4iglChPiOONwcIskS5muFkiqgiaLeIHPOgC7IeK6LoIkkmQ5uq5zfjH+u76tLEnYukueZczmCTvdGokXYIoKl7OMJISPP3ToOHXm1xM6jkMShJy8HPPRux20msXVbIGpK6RFShFDLkpEgcgqyzCFki9+9TP2du/S3+3z4vIRLy4e43QTtFpEts5Zr8ebjK8cs4wChvNL4jhGs1UG5oBKhjSHtRfhhwmSKlEImxNityNgSwZFWuGvA/x1im3mLBYLLMNgZ2cb13WZTMbMlz66DnEUoSgiSVzSbhjMZgtuH+7THzRZeWvysuDl1wGmDYe36+RFSZikyCo0WqCq4IcBWl6iqBolAlGc4XkRWQ43ozlXV2tUTWW+StFNk9t37mDVRnhh8O0XTFT4X/6v36fZMvjkk8+oNV12lSWKC4ahERdrptMUTQfHtfCDjCIBXYyZTqcIEhzutXj1YkaUwvXNCoECQSwZjq7obu1t4gSKjCjIDHZ6lFmKZurUmhrNpst8PqXXa3AwOCAOfPz1hMuLMcvZCkPT+NnffopjHdDrDHj18pLJfEF/0ObzL4/o9sE0YLC1xdZ2h8VyQppm1Bwd29Bp1RtkecRyucI0N5Sak+M5d+70MDWThtnhtXvv8LOf/oJ+r8Ns/RJvHZBl1cahosjMFitUbQPZjZICKUjIK596YbKzs7shq3gesqhQZiVJuGFsLpdrBlsyuZTjeyFFXFJkJZqssTvY4/r6mm67SbfZxFBUVEFCkzSClU8YZezvNfn806+5OIOdrc2HQqsxQBIs8gyqQqWIJIbTERUS1mt9ZMXgiy8fo5cmf/Cbv8ezz57QrNV49eIluVjy3ht3CBT4yeMjLEegW+viTyPOT5ZEATTrDfa27jDYPsAxWjRqLbZf26bdbtHp1Hj+4isUFSShQJUlVE3GX6zQdRWzppGkHqu5TykmDOdrWls2k8Uxy+iKWC6IVlNkLWfhz4nykPHRkFyocB2HPM8Jw5SyFBFFBQGRk+MJH77/gB+885s8unrE40efsbW1Rb+rsl4HVKKDIKpcXo2QZZ3hzQLTtgj9lOvRkNt3DsnLFFEU0VQbb5VsNBa2i6qmCKrKcjnDi32iLEGSpI2HSNrsvOu6zng6IS8rVFVF12RMUcQ0bKig3+5wcXaOo4Epq0zXaxbzlL4Ld97t0O90+dN/9WMevDGg09siz3NarRLLrfPVi5dEItiOQSGKpFlJKWvMpzE3s1eU0Q3f+eB3+PM/+0uOL19w980+3b0afnFKKKy5+2aHy6GHKOnYpsV0veb85pz5ZEGagGYqCEj4IdiOgmNvCPxJnJCl0KrXybwYRRAp0ow0gixOyNOKWAiZz+f4vo/nrem0XAxDIYtTNEUl8mIkQeLg1u1v2kxzohjeee8BonzMxU1CSUWUxGSAYgiUSYVhGQTfwJzFIieME7a6LcTJmjiNURMwHIt6vc/Z8BU305BaKwZRQVb0b79gfue7Nt/9zff45//Vf8bJq5wqh07XpNRCLi4uaGxbOA7IirZp+qtQAHleEKcJYQx+GAMbT0ca5fh+yNor6XTrhGFIr9dh4W16NYe39vFWS84uTqnZdWbTgLrV48HdfbKo4MN33iOKFvz5n/0r7t4dsJivsG2FvMj4+uXnTKYBSQYzf0ittUF31UywdJk8jpiNbhCVipptIgCuU2OxyrEshzD0SZKS5XJjEaw7Le4c3KPTanP/3j1ee2MPp+kzml6wWMY4doPFYsVotKDehJW32eAIoogwTbFsnaMXL5Fllfl0sTHr+SFbW21qNZfD/dvkacF8MkXTDCbjGWUBrWaTi6trsqzg7uFdXn79nJrhsF6F9Ft9vCBkOrxhMV5iKjp3b0GZl+iKRZ6WnJ5ekMYJ77/zPp/+4kf0+j10y+bqcoznhbitNnqu8vNf/AIlhtHFDYookFcCV6dXWNsdDnfapDnMLuc0nS1uH5hcXSy5uRgjpDarucfeg3t87zvf5/z0jMdffEG3XaO/1WB70OHo6Cn/+r/5l+z2BpR5QafXxLZskCs0SQG5ZLKO8CKPRXCFUSupNVWSeUqrV2O1nqIoMnJRYJoWpmHj+z7TyQxDUxEo0VUFXRHIM/hXP/k3vHw55Le//xbv33uXT59/wtXwiKwQCFOZ8WS5Ce+fX6FHJWUJsmIThiV+FGGYMpKsMhzNEcScesNGkGQ83yfKU8hL1n6EpAiYpo5ubt7XRhAwn0Y02xZ5mmHImyeUZn/z3o7DiDzNONjbY3x5ja1JVFLBD37jbQa9Pp63AdYUaUaRp+xsb1HKIkenZ5iWxFa/w5OnQ4Zn8MahyeHBPUav1uiazne/9zscPT+l0bF5f+917r21wzR6iZ8GeHNY5hNUXUERK0RVw7JV4iTDCyBJwBEyVl5GkYOkqOiWydoLKNKQiAS9azCd3+AYJrIkUVWwXgdYlky322U6nWyQfELJ7duHZFkCQonr1rD1+SaLOZ1vtnByCIINlLioNrbSLC+IsxzXktFMg/kqxLQ32VzDMAgWK+aLBVudBllZUACrIMCPKnS7IAg3Eb/T8wuWy5xmR6X5rZXLbwrmux/d4yc//SvSLOfhQ5uvHvukebh5kVcVoh3QHrRJ8oQo9mg1FKoiJ/crJEmi220xHM1IYmg0eyT+mvnU48VLaHc2Gz622yTORCpBYr3ykSWF2SxHpmKvdx8hd/mt7/9DFEmhiH0kMSD5fsj18CWWldPumjx5eorTFpBsCHPoDWAyho4tUuUKddciinyKPMWp1Wg2XCgKZFEkjiIcxybwfCxD4e4tGVMz0FWDq8tzVjOPnZ1d1qs5UJCkPggVbt1iNB2y8qHR2YT6DcOlyisEKWRrsMty4tFudgjDmCzJuXfnHrVajcVi06CO8wxFNoiKFNdtsL9/uCGeSzK7O3ukUcFqEmDX6liaTBFX1M0mdWvN86+n7Ow43L51azN8SBJGoxH7+/vMpxOOX51SMzuogkO7uY2wXpIWa/q9AaUX89c//Vt+94N3mQ5HlFnBaumxd/8uta0dgqtTPv3qBDmFnqtu1iWFNmQTtru7VLmAtwr4q7/4a6q84NbtPequznw249e//gl1V+PBg1uUScbhwSGzxZij48c02hYpPqPZCZJRIJGTFktMV0a3JMRARNQkMkoESWR/fx8/ilmvVnirNUWaUbM3JCtF0ai7CqenF4iU3LnT4+nTp3z51WN2d3eou01+9fkNqubT7w04uxqRFRKXR1Pu3NnDMC2OXl2RVxmDnQ69fhN/EpAXOYqSomgKqiGRU1FVJZIukecFXhiR5htBYBBskGyKJOPUHV48v0SSYDnbhNxvbm42QOSqwFvmdActHhx06HX6fPbJI5bLOR9/vM/S9zYhfsvgZ5/8grOrgsEtlVevhnTaIkpWksYJ/c4233n9B3zxi6f8yZ/+KwQkXnv9LoPbPUoj4vNfXiJaIqIBXgRqVlBVHqJkgqhRIaMbIrJS4rguZbUmDKvNtL8syLICVZXJyoyyzGm3GgTLNbIo0mpCmoJjW9y/d5evv/4a13U5PT0mDiMWiwX7B7sYhoZj2CxXC+Si+OYgAoYGYRDT7fSZLs+4vvbZ3q2jKApCnCBKIEp809+vUA0N25WZrhZkZUGrazNfJbw8yVgGpxQC7OxvdtHDJMdMv030xr8DCE+OKfMKXd84d958W+L0akW9BVMP6nmFZVmUUcLah6KQoBAIghShWmH3t3FrLkGx4uZ6gUKGrimIQsbxqwWaI7NcJ5i1BoZuc3095GB/F7eukmUZ9YbLd979HeIgxo/WuJbO6fEpumogIlGWJePxmFu3DrAbLs9fPcPtGBj1ikJYstPooooWDddGFjP63Ra1ho1lGUjixh1T5QVCWWHbNrVajWazyXQ6ZXQ9Ilim2IbDw9fu8W9/+iMmq2dEOdi2gOfPcRyTbi/GrVvIkk4Wb/aLi2qT62s0GvQ7XURR5tXRMYOtHaazBd464PLyGm+15v79B7D2uXXnkDIveHF0xN3bd5BEleV4ilxqHD8/5d33PuCXv36EKCk4lst2D9Iw5+Wzl5imSbNVJwpC6vUavmfz2WdPeLi/z+PjF+wFGZKpcnZ5zYvnr9jv9Gl0dP7kzx7xB99/wL07D/i3f/sLyqzi0a8e8XK85HDQowgrQi9hNrpErhwGvV1eu/s6ZSbw6uUxYimhqDJ116LIdWqORKvh0mxZyFLJy6MXBOGYvIyYrcasQmj0LOyayNwfIwo5ORFxWhHNU4I4QJiX+EGErKrocUpZbNBn/f42i+mMIitJ4wjbMqkqODw85Pz0BFmWee21hzx+/JjPP79E1jYru4g2fpwxXwQoisHu4R7LdUQYbTgGRQnzmUetZhNHJaIkIQoq9XqdUhZZBz4Im8lwmqasliGSwmYzTRRRFIUXL1Z8/HGDKICHD7c4Ob5B08FyHbI05uj4CtfdSPdSJ+Wzzz5jfD2h03FZLpfce/iAWrvJly+fYtUcmvmSSqzY2jYgF9C6IMQmf/OjH/Mvz/8NXbvHd7/3EScnJ8xW53jHNzR3XXTbotByBMXEMXVWixW+FyAJAWVZIZCBoKLIoKkmjiOQ50tW32g9dMOgVrO5Hs2YjG7Yb2+zGG24lvu7e5tTc5oAm3C+KEIcFyyXS5IkIY0zzk/PaDQaSFSsfZ92p0mt3iTMEq5HY9ZhRM3R0KwcwzTxo5C1F2DbUJYl83mBwJRe28FyNPzVlCQv8MIS223y9nsFBRpzf8RwtGBrq8VgN6Fed+HFt1wwr26WvPvWLW7OV0wnEx683mRHkvDigjSFbncLWZZxaiqCpCBhUGQ5qpqS55thz4M7e+RqzmIW4JoKjm3w2l2BpZcioOKtQ5AS/ChGV+QNMDStQE7obqWcXP81s2FCHpWspksEMv7wH/2AOBvz5OsJrcYOV0OP47ML7MY2WSpw9Pkr3nnrDtkigSpjtZxSFCmWqSJUBVkSo2oWqirTajTJ85xBf7BxyRSQJznLxQrXcPG9JXHs4/tzigLcOmxt9cgKEOOc7Z06qlYR+AHzmYfr1MnLhJOzY/JVSd1qcHh4i5E95vLsnMubIZKoIFSbrfEkTmm12vT72zz65FOSNGe58tAlgyqXaDhdklDAlGsUccVstUYemNy/85Asy3j27ClFlrOcL1AVkeHNJZalcf/+Ab3agHZ9gNGucXx1SlFJWK7L1s6AvttGjZ9wdnZG2+0gixI///URkivSqtnkSYkiqCzna7xVTt0xSKOA4fUIf1nRrm/RbnehKDh+eYyml7RaBs22yXq1YDw6x9Dh5PQpnX4DuyZyfvWSVHSwmypfv3zEW+8/xLAVosInDNbYdg2qiprbRpZlRFHG0ARs297AHdY+0+mM9RIM00es4OLiAtu2cRwHUZF56923GF5f8ujxnJ3bA5brktVqjapZyJLBweEd/vxPf7gBJRsqUZRyfRVjGHOCMMGyJbK0RDMsVpFHWpTkBdSqkkoUUHWwvuEKKIpClmXEAXjLFQ0XLMNEFDb4MV3XN0Sm1QrNNFiMAvLgGDGH1167Ta1W45//i0fo7iUvf/YLXl7AO9+x0WyZm2nGrVsGQRQQhgVKCqbR4M6dA5Rc4uTsaxb+lL3bOzQHLcIqAVkjr1QWC4/p0TWurbKYQRKvsXQDqnLj5JFkZMWAKEHXNaIkIY5T8jLFNE2iGJIkIgw8TE3F9wOy3KbeqHF5ecnw+ooo8FkvF+iqSJlXWKZJsPaYDAOqvMKxTBr1OmmccXV9TS5UtHs9pssFkiIxukkQxBmVKJDlUKsphH5KFIHnp/S7FdejG9KkQpTg6AS2BnPeevsj5quYx09GzObQ7qZYjoXbqPFtzslFgDff7DKaDLlzf5+9wxorf8Fv/ObHLJdw61DdyLKuh6RhgK1rZHFEnkYYJiBspl6qYSIrCjv7+9j1Bl98tcYLU3RLptF06XU3WxhnryKaNYfVfM7Ry4woTDg5fcHRq6/QzQLdFugMXNrbDa6GN6yDgHanj+XUefrkmtu377PVH7Caedy/fY8nj442/a4qJ4xWCHKJ41obMZYm0Ou3gJJOu44sVWz32shSxdqboxsyjaaFLORcnq348vNfksURtiXRqDs0230EUWE8WSMpGkkGfhQThAl2zaLb7SBJAu+//wZpvOZXv/4pceSzWMwY9HtEfsAnn8zY3dnjxYsj4ihlufJYrn0++Og7yKpGlGyIQHu7B/yH//SfkWcxvU6d7W2LMBzhrS5wahXf+e4bfP/772HoArf29/CWK0IvZHt7l2Zri/FszWeffsl0uKJb32Y+8vjp3/yar758DqKCYph89eKIxTpgsNNge2uX42c+y6FH5FW8fL7i5CjA1F3efedDPvzou9y6dYetnQE7Ozs0Wk0qsULVZD7/8jP+7Y/+kl9/8jMkucTzlyAVjOfXzFc3NDo6hlNQSmtu398mSKfkpYcfzPD8JaapI30D8TUMA01TWC7nnJ2dsFjMQCixLJV6Hba6PVzXQZUVVFVnMVmymq9YTBdcns3Z23UIk5ir4TntTmOT3ezXuDp9QehBv+NQc3RqDug6uK5Lb6tDq9NG0XQkSaEip2araNpGIxGsgw3VSbNZzGOoVCzL5d132xRFRbvd4uzsBEsX6bZdVtMl/dYW928dsJwEyEDNNbl7b59G26UUcn7397dJioThDL77Wy1U20S1TfICJjdrHL3Lg7vv0mpvM1+uGE6u8LM1UeVhtwwyIWYyHzKe3SCLAoooIVUyQg6aaKIKIFUaAgpxlLFahtyM1lxd3SArBm6thSqDN4fzlzC9ClFz2O0NyDPodrYJE3j5csTKm5MVKUG8/gaoIrOzs0eZbVimlBUHOw367QaqBFmWoRsGVs2hoKJWcxiOEhRZ4mDP4OY6QZEEbB00SSQOwNI3PnVBEEiLiqyETr+HacFsXnF5ecp8NqTTgv19MIyKKFoRhvNvr1ryTcF0nA6rdchofk2z57J7uM+TF8/o9kCoUhq2jiEIBJOY8anPbt9l0LcwTSjKzdDFD2ZkQkpcJRxdjhFMiABRkzbNdiImNwGuBr/93ffZ7bYZtCCYwddfXyKrXf74T3/Eq/MbPv7eD2h0B0xWCU9eXPHkxRmnl1e89d4Ok8kr3np9l9v7bWoyfO+9h9y7vYNuCGxtN1EMGC9vaG7Xef/Dt7l7cMjuTpvp6BJTg+nkgjRdMZtdIigZli2SREs+eLtBy9WRqpLZqGB4mXL8csrFxQrVcAGbOJbx/Yp6yyAtI0RZ4rU3XuN6ckJnYNHbssmKNVtbDZarCZ89GvHe2w6aovDOm2+x9mPSvKTV7vHrTx4RFRWyafLO++8xW0z5+a/+BsXIKIUp9UbCO+93uffApizP0fUlsrTgwf0BR0dPCLyQTnPA6fENXz57wdOjY2aTACnTufp6iOLplCuZJ58F/OQnPmEpMfR9MkVhHkTcXE+4f7tFp75FuJD48J3vomsGL1/eEMUFQRSzvbuDbhtUMiyDNZKukJHhtmyyMuBmeMzlzSkvjo5Iy4KcjC+ff8bl5AX1vsLRxSNKdcU6vGHhXbE9aHFwuM18OiQMVtQsndVyShSvOb28Yme3h1u32d3dRtUkvvcb75MkEWVeEKw3J5pbB3dJgwIFk0F/m2a9jSwL/P4ffJ+qWnP7wOVgW6XtxPzO9xwcPaRmxLz5+h61OrhNi3avTZQmZGXBdDqmTHz6LYcqhY7rIiKwXsQImNTdNmAynYZ4fkqalCRJgmUb1Fyd9XyFgYUcyvTsDm1bZ7fnsF6EqFpFmCxJco9KLlAtjTfea5IJFWlZcDlaEwRQpnW2Ou+gyT1Wq4LBwS30Rg2jZdPa6yFYEoPb+8y9BVmWUGYRplQxaJg4MhiVwP39PZRShKzCsRtsb+/g1GxU00Y3HdIM9gYHuIbAThP2mi127RottUMclJxdjegP2jS7ImkRopkClZCRFTGtVgtVUnjrjXe4u38H17C4d7DPnb0+qpQz92Y8O32JpMsc3NpFkEtu3TZZTD32tzqUCXjziPUU6qaBa0K4hPu3Dwn8iDCBqIQnz0Z/pxMJvSly5RN7sNWCcOnTbys0nG+xWvLvYkWVRlkIeHFGdH7Bv+MPxClYKuiqhN5s4ycS09mK01cj0hREZbMldO+1PUzDYTadbJbtawJWXWB7q0eWRIShTxgGvP6wjiJr/Df/8o9oNCxefzDg+OSKwdYtHn3+nE8+TfjX/+Zznj79moODA5azOW69hqabnJ6f8Z2P32Nvb8Dx0ROaro6uKZwev6TlqriuhqRWFEmCZkhMFyMWnw5pNRtE3hrTUui26sxXS6JguYFFiDF5XnCw1ycLc549/5IwiNjb32W8XPKzn19iOPDm23fww5g0E+h1+5iGRpmnG8K6XFJUKSUZiCW1hoUXrkAoee+9BpKkbR4jBZVuVyIMI1Z+wM14gtNosgx9jr86YavdZ3vQ4vj0a1RNwG3o/Mb33iHLUm5uFLK04ub6ChGL3/jOd3n29SnDqxF5KTNa3KCbJmVW4a9DqkhgNfdJo5ymC/tvbKM7LqUcM1t4mGYdw2lwcTlmOByyO3iPO7feoNe9Q7fbx9Btzi+vkGST27fvc31xzdpfcH4+4o23DrEsAy9QuX3nNS4uj7keXnN4b5tlOAYpIS4zHj3+Ob2dOnGxxosmGLZKkgeUJezuDhgOh1xfXqCZKkiwNajhJx5euEKSBdI84vT8FZqqUlUF77z/DpPJBD8MEKRNn1AQJIbjMdt3bpEVa2o1AaWqUKWIO7dbZHHB6eUNt+8/4NFXX/MXfwm58DWHt7fo9NpEsQdihaoorJZzJCCKEgJvY4k8O71E102yFHrdbb5+eoRugGPA1naH+XSCacqYgk6VAlmBIsmYlsGODsI3yoykKFgGHru37mDS4evTV4i6zmDQQxHX9GqHvHx+jSKJVIKMpGqYNYswj1mP1piGxmw9pxI2AyhJlVnMxliWBRnkScrNesTKSxjsthARGI/HrNYpjuMwGk3wFwu6nQ6dVpeG5aKJMtf+Jcv5iovLIbqpUO/a2LJDWUUkUUVexMiquNkAs1QoShaLBVdnZ2RxnVuHW3Q6LQgi1pfXzBYz4jymVrNRFBlJgtF4SL8LjitRr1W0Gk2iIGY62TBYy7JCkAzEKkczSrx1QbcjcuvWLSbjMfs7bPrbOhjKRknybV4ywHQcbAyHRUUYbIDAhgmyDLIsMJ3MsB2NNC1wazqKKlKv20iqgG05SILOi+cvUVSZW7du0Wq4/Pznv2C5XLPV7TCbTDEdhxwBCYF2z0UQRObLBZUA16NrVt6KJIcPPobbd29vekZZggPIisz3vv8dBlt90jzmZjxisNPnl7/6FUFQcetWF9tR8VMfz58jShJBGJNEEZJYkIYB7VYLQSyIYg/L1mlvtUGTGV8NKYUKURHRDINefQNayLIE3wfThWfPjsgycOsiRr9DkWYIVKiqQpVVaLpNXooUlYhmOIwmM9KkotXtcvTynKKU0TSLmlMnCHygRNMUWs06k3jKcu2zs60wHM+YzJaomoGiOlzfLHjx8jmL+YqtrR2SFPZ2t/n6yTFffHlFGMBvfv9trm+G7A4OsDSHXqvPVnubLz55xN/88OdEASyX1wjCNfdf22MxD5lMQrJySBiBZXX5n/6Tf4YibfpW3f4WdbeB47hIikUUecgyjCdDXn/tDnEcE3hzer0tbq43NipFExhPz3jrw7sojodkBkT5jPFsSK2hs/JXOO7G/b1Yr5A1FbNmIYoiQRwQJWucdo1ltEJEoOu2qLVqLL0VB519hKqikHNenLzk4w8+oG22+Jsf/ZpOx2Jw0CUlwlv61FyDLPIJkxXd/j5FUuH4Os9ffo1uKbz/Prz3/l3WkUecByy9BbLu0mm0Gc/nyIoAqGR5RBTDalnR7wfUGw1s20bTNlGZIgXLXtHtNqGUKQINL/YZT2dcX/iMJj7tJiiaQqfTQcxKhl/fMJ4/xm53qUodb1XgpymK5PKrTz6nabb53d/9AVHoc/ryFZPxmKrIMAyNssq5vhmRZcVmgcLQCYIIy3JQdQiyBD/J8RPwo5CiyImTTZRILAsS3ydNSihyHNtBNxUiz2fprZENie3dDkkeAyWKIlAhI8kpi0XEfA53D2yKIsePfPI8w6lZNBoNNNXAjyMmkwlhBK6rIMoyXhiQJAl5DsObFNfdDHpAwA8DDMuk04tJshRV15mvV6y8ksP9NqE5JYlLQKbIBRRVhrJCkEBVLJbrxbdUKv8H1si//IvnpCn0tsG0BGQFHNsEqUBWKjzPw7QURFHEtBySJKIqZVaLgDQWuL48Io5B0xKePn2GqakEARhaytLzqTdbLBYLJsMFVQX/+B/9Q378459wch7S7+sIksiDh3fRtFN2BgNs18Zfr0nymNH4Bt8P+b3f/wGj8TVPvvwSSRZRFZ1KlDjYr5GlG9d1WYIi6+RlgShJ1BwdRTYRNQlJMPC9hCKXMEwDWTII4xRJNFh6a3RZ485rd5B1g1988in1Zp0PP9ysxt2MYywLWo0GFCXTxRzbtDBkFc8L0DWdxSqkKCpURSUrIc0KRpMpNzcxg+1NszfNYoIgIAh8HMfeiL+KgoODPRRV55e/+IStnQ6KXCIrNk+/OmG+8vnH/+ifMBxNKdsCkmxs+mhdlZ2tffYOBpxfXhAlPsvZkpuLIS/VI4YXQ0xDZef2gM8/P+F6CKpyA6KCqpgsxyGmXaNmtrg8G3J4q0G73SMOY668S5IkwVF1wsgjigO++/HHaKoIVcTJesSTL55iWSJxusJyZG6mx9yKm9TbOpkYkwQ5V6NzUDoYlsZoOkY3TRRNZTS6od5ocevggBenL5gsZpgtk6SMqdVqiLpMc6tJUsbors7w8gKnaSJqcDU7QxYlNBe6Ow3yKmMyvUHRVFrtbYaXC+IspSRlFXnYdYOkKrCbPd4oU2RNoIoLVFPHLHQW6xXdfoeyUgiTlHrTQtF9vLBAkECQFCbzBaomI0gQhvCdD3usvRmappElJbKt06h1WC9ktnY6BN6U2WTNKvRRPQ3DqvP2u/f51SfP+fRHY954t029s83s/Aq9VgOmhEnI86OXnBy9JI1Cbh3sE4cRiiqx9laEaYKmy1h2DVFSUDQdUVZwmy0ma5+6YyEoK/wwIs9gq+sgCUCR06w5tF2HRsNFqKrNa5oF2C2NznaL2WKJH0esvQjLVlFUAceRSNWSsqwoyYjSCKGCqsywazUct7YZ5BQVd+/fR7m+Jo5j1n5AkuS02w5vv7MPEhwfnxIlOUlcsQ5G1F2LTmdjHy0LsEyX5y8WmNoMWVaIgozFMkTXNkDyVqNJGEcUuUhZSN9awfw7a6Qqg2VAr9tFVgSy3EcQRLI8IS9yaq5OvV4nqxKCwOfi3Ofm2qeooN2ON1k5R0OWZTRdIQwD9vdqlGWJJGs4bpOnz86wbRnDsPjy+XOOzn36Oyr93jbDmzmiLPDd73/Ez3/6M46Oj/j4ww/xn6R0WypyClfDK1aLOZqhk+UR4+mEjz7+LpG3ZrVcUZYFVsOl4boMRyPESsRuNJhPl7hmjShQoBCwjW38VcDZ+ZAwT2k1a9RrGmJZUogFkKLoIv2tLl4Uc3F1iSpDkYG/XiNU5cbnnK0xZJW8yCmKitVqhWVYGLpMs90nDCKePz1FUkDVNZIkYzweA5CkEduDPmWebfzdeYEXBhRVSbPdQ6hyZEXFsiRef/tDRqM101nAdm+bTx89xrBMojRlvprw9M9fIgoSn/x6ThHD/TsmRt+m2xtQpBJfPD7BMEW67ZLVMiPLc4KwYjiEO/cM5rOAx4+eksYK9UYNRdsEim3HIUkyhsMr6rUWg50eolAhCTnNpsnzZxKL+Q26DYI+pbcz4PHTX3D/9R0EKaGSUm7d3WG6GGO6DuUSiipHNzWSRCMrUiphAykehiOiMiEXCgQVxosRhqYhGzJBGiDpEieXJzhNHZSSIAoxXYFKTonCGFktaLUsdFMgTnxqjo6glPx/mPuvHtvSLT0Te6b3y7vwsWN7k/a4zDpV57CqTlWzml3NZqsFSEILlG70OwT9lRagBq9EkWw2yx9v0+zM3N6Ej1jeTO+nLuYmAf0BZU8griKAiFhrzTHHN8b7Pu/GX9LtjcgQCOINqiYxXUyQdZkojUAR2axSFhuXSlJYeSk7ByqGZVOtNvSHErKqsFwEtBwbSVS4c8fkhx//CefztyznUxRVIUkEwiLl1ekphwfbVLLMJoCbdzq0ej1OzyfkuYgf1mLyt2/nLD6fs/Hhr/7qLgLnJGnK5198yekJ3L8r0hsNuTg/R7NMXH9DVuQImcCo3WG1WqHpJlGcgiIh6ipGwyEXSrIwRiCj1+kiiRC6G5LEo2FbFGmI5/uUVY6kylhtA1GH+Wpew1Q0tQY0+yuSrERWJEY7NsEmBVkkzUXyLCMuUi6uSjotE0GSeHN6xvXMrfWbLYFmu4HTapGXcH5xhmk56FZFnpeMpy5+FNNSTZIsI0wzOr0hnfaKk5OKnZ2MndEQz4uo0hxJNFA1h+XKo8hjhFL91grmf0mN3N/boShTdM0mil28IKBCQjUETEuj1bLJi5Tlesls5pGm9cbRNjRM3SYKfGYzF0WB/f1dqgo8L+T8PKDdhjTJKUWwW1263S5fffUU1YRWrw+KhB/5+P4GyzLZ2tkiTzOCyGc0ajAcDjGWSy6uLtisl3SaLQSh4vHXbzAMkyQOELOMMHCJigTVMvADF7vRwDIdVos1sqwyny0o85Tdg32KEvQkJYkqRFnBaTfIs5j5ZkFeVJgNi5W74mp8jaoZWBbMJhB4Gd026CpkUYnvujSbTebuhrWXU5FRCjnNro5aQJxBs6Uwnk6QBJk4Dul2+yiK8m62dI3reVhKk6JSuHv/PqIsoUgafuDhuwHK5YLHX3zJj/7Zj/HDBEXTCb2I7d0+Xz+evRMaF7Q7sL/TpWMP+PrzZ/ibgpt7Rzx4+AHn5+fcuzNkPF0ynS5J45zhwOLmwQPWm4Tf/uozogC++70PaXYcTq7fslgtsW2bfn9AHPv8+le/4PbRDdqdBvfv3GF/d8i//X//G2SzpDJWbB80Ee0mhRhSCDG7B0Nm6wlBHOFnEQ8e3cK2Wjx/9QrLsDBtm423Zu1tSIuc3N+QJzkbz8V3AzrtBpIiU5QZmqHz4qXLnVsmdtNGNxQqMWMTrNE0jaZsoCkCq+WMpQtOIyctY7woQI19riYTVmvo73QxnAaVVPHy+ARBBRRAEWh0W6jzAEGRQREQZdDMOhK302sxmS842t/jh59+j7//xT+xNeqgSiZhmvH4yQvarT4rP+OGrLM16nM9WbJYBZycjpFkmavrHFGFvQN4ewIn5/U9dH58RRhHjIbdOqtb2+A0m1zPp0wXU7qD+6imUefJCwKIEq4fIEiQhhG5JBDmGcE7yGan4RBXG8LQRy6BPKdMc6SqJIlCsjxG0SVktSLMAk6uXbKyRl+WVYpp6WS5TlVFJEmBICQougplRSEU2A0LTXLI0ojxdEkugm46tPsCi8WGvKxI37l7hq0eB4dHLJdrDMtC1w1EecJysSYIIkCkLEqePT1n/3CIJEwwDYvBYMSvf/2Y07fw6CE0Gk3CMEHTQJa/vQ4T3s0wz88viWOwFzOyot58i3JBs6uztd0HIcX1ViyWHrM59Lqg63XY1WS8YNBr0Wo0Kan46qsL4hhu3TIZbZsIgsB0vsJ2HPICFssNjXYTSZIIkwTPj+gPe8iqzNMXT2m329gNi+cvn7M1HFFS4gYe7ajB9XiM7/vs7e1QVPDq9VuODrewLRlFE5mspsilhOUoNDsiupVhNyoq0WXjXxEH0OprCKLMjZsjkqqgqgokTWTlekiqQhDGFFT4QVTrNzsthoMeO9shVZqjKSpFlrGYLUnDGKnTwXNjRAnKSgRBZr3xSOOMnd0uqqyhiDXJW5IEoMSyDCZXl4zHYzTF5HD3iDyvECqNxXJNFIY0Wx1m8zVxBh99/Am64fDTf/wnwjhAVSS+94Pvk+W/597dRxy/viQJzgmCgDxasFgVrGdQRGeUuYCpO5x4My4u5lAJDIf73Lx1H0lUMVWd2zfuMrme8Pvf/o79wx1kRSAMNqxXM5aLGaZhE4YRb14953/4H/57PC/gxctnDAYjPv/mK7oHKzZBzsGNPteLUyopwQsC3p5eoJn1g0PRFTRTowKCOKBWp+TMlws2bklbFZGQSeMMQ9NrBlgFsqRxdX3O1qiWBB2/OaXbdtgajUjCiPF4hm1ZhBuXUswxLIiLnJW/JhdgvlzQGw6Yr6as5isERaUSBXRTI84TcqCSKgShotlVSXKfOI1xmgpZkRLHBcOezma1xjQahGHBv/93Uz79wQrL1JEkgw8//IQozrGdFq9OJkRJhqyZ5JWMoGqEYcKDR3sYdp8vvnhBux1w8/Yunpfz8sUpj97bw3bUOgtHU1l6G2RNxnRs4ixFVhWC1ZKm6rBcrYiThILaZZekOUGaEuVgyiA1JNK0YL1a0dRN2pbJTr+L0zDIioy4iinEAi/261iRoiLKgAQUFURFxHRqitNm46EICnkGaZYgySKN9hDb0Lm+umKx3lAIAtOLJc2+jawqaLpKUVYcn16xXGwQFYlGo0kQRaRZiaoZFNUaf+1j2xZlWbBaQb/vs7vbp6oqJpMJvg++D2kG7sanqioUSSZLM75NJKYM0Om08Pw1hqUQxRlhDFEMfhDjB2vixEPTFDodhTzPGA4dqgoEUSVPM7KsYLWYsr27RbMhYtsll5chrY7C7bt38H2X2WKObkicXU3o9Xq47pp+f8hqecU6zpAE4R1H8pKjgyZ37twiS1PCyKfdbuK0mrQ2LYIgwHVdul2TNE2J45StXpNet0mYv0HSVPb2DxEVmTSpvx9nCUUOArBaeriez32nSW80pKAOuj+7mrOz06MUSvwgpNVucXhwxPX1NdfXVxwd3sAxLLz1Bne9wdBldEWl1WjiBVc0uyqVIKK8A84KgsTDh/cJwxhv6eL7AXEUcTa7ZG+0xWq1ot1u8+jR+5Q5BG7AbLogCCOePb3kX/2r+4iizKef/JD1es2vf/NLDMvk8nrBd757l8Viyv1HtynyjEfvP2Q69rg4WaPLMr1eC1VKcecxs+uSW0cyqqxx/+77tFs9RMmg2eiwWvp8+sknVLlEkqXs7A6wWwbr9ZLlZkZRFNiNBiDz85/9ku9+/DGtRpPz83PiKCUMYzqdDlF6ht3ss/KmOE0VzTb4+5//npu3W2wf7DFfrHj8+Bk3bx1xdPMGr1+94cnTK46OWuiGSrmIaFm1Q7jMczqdDkkU429cBFtk0BmSJzHr2YbQg/0tk/l4ThyF2KZOGqcgVPS2+hhOxsZbE6YZuq3juQmlG9BqKNhOl0ajw+n1BbKsEgUJcQaz2TVZXlAIsFjPCcLaLrheuCgapEnGw4ePQJD5w+8f80efdjnc2+WXP3vMo/cH/OY3XxHnJYcHu/z+szWbGy6jUYuskmm0h6zdM6aLOcXcRVREDg+3efrigiffwP4BfPPNOQ8e9mg0HHLT4OXLMY1m/dpO5xNUVWXtl1itivlqRSlAlmY0Gg3KJIIiQRZBU2rKUxiAIws0LYduu4kqVRiqBnlJUUl4ocd05SHr0O02CFwXXYVuV6fRaHBycsbG9YhD6HaMGqiMiK7opHnCeOZyfHJBlsDujS0qJ0XSVa4nPoKQ4TQEwhAEIUTTNLZ3mpycnOB5Ac1mmyjMWK9BkhJ8P+eDD3o8fTbn6KgijWKWy5KjI5OjgxJN0wh8H1VVMQyj3th/e/WyLpimpSBIOqJa4QXQateItu3tJpdXGywbBDEjjaHbFWm2HHwvZLVe4zg2qqgiSSHr5QZN0UmylFs3B3z25RVX10+4d7/PZByxWkXsH26zWW9w/ZiinLFaZ7Uj4uYIQRA4OKgII5+Nq+BtXNrtNtPpjMvLGUeHI7I84bPPLjk81AmCjMl4iSWrHO7voYoBOzv7/OjBj1my5t/8m/+Zm0d3uDq9RFdktnaGpEVOFCz47a9esHUQ8vbsNaoBj97bZrFY4DQbhLMNVbVAFEXOziZURe36eP78GY5pcXK8QBHh6IMDTk7eIgiQ5xlhlpMkEb1Ol3a7gx+4iIJMmsVEUYhlWsCSNE25desWjUaL8XjMdDzh3r0HBInH2vP4y7/6I/7xZ/9IVUog1hneWVGg6Bp//d/9hP/0N3/H4eGIu6PbRF7GZDKj2+3Ta+7z218+4exVwdagzcHBAf/sT+7y8N4jXj5/xetXb+l2d2g1unhuSMOWaNhN+t0Bs8WUw4M9sjJCkiv6ozZRFPGd73yX+WzNZ7/7PWWe8U8//Qe2R30ePbrHdKrjdAPUQcls/hJZL1nOpthNlU6n3tjKskySJAgCrFYrFEXDaTVoBR7z+ZrtvQFtW6Ch2UzGM3a2tynign5jwE57mydff8Pde7f5w5PH7O22eHhrSB5HaILKZBoidhPSpOLw9iGbwMVPo3pjPMtpt0xkRccx27QdjbyQUAWNMoeqpCbIVFCUBZIMYQCelzPqSczmK2xDpygEJEliMV8x7A3ptEdogskffveE9RLOL5bcuv0BL968RRQavP/BIY//cEIcLWm3FT75wQckSUKcRmRxClKFaWoUJfSH0GzJFEVOEHg1pHe+oN0VEWWBk7NTDE2mpbWQNZBVlRfP5mxvK8iqShTFpHmGJitURYYqq1yeL2kasDXc5nBnm5NXLzk6OqDMS6pKwLIcFtGaZkslSFMKCm7e7nB5uqTT6eB6AZ4fkhdQVuD6PpqhoSsGWV4S5xnL5QrTsZmGPm+Or4klEFWQZNB0kSguabZ0ZrOYTqfg9PScycTHMlXiKEPXDQI/QlVyWi0D11vzyScHhJ7P5TJkZ8ekKApm84SDXRVBgCBI2R4ZXF0V337B3Hgz0hS2uw2cJuRFQqenoukKzSYEIXS7KuEqZbks6XYLJEnCDwqq0qXttImigrLIWCwyPv7ubcqyRFXqlvrqcka/30AU4Ysvrmg04P7Do7r19sAUIQxjFEXBtm1aTgPT0lktllxcTCgyaNg1v69OXQxYrWKSEPodAXcTcHJywcGNGxzdvs00n/Pl11/x/vsfQlnxwfsfslmv+Vff+5f8/voz/uZv/54bhzf58tlTzIbEg4cH+OGC+TKh2RbpdCzCMMR1l7SaMsNeH89dUmQxF+cxugG9tkar6TDMB8yDcwxDw9BMTLP+CgOXuRcgCTKyICMrInESIYvQ7nUpiorXr98SxyFZkvLs2RNEUabbbXM9vqolN2HM3/7tb/j449s4TpMsj/j66ycsl6DrY/qDLkUi8vvfPUEWW/TbBxSlxGBocOPwIf/Vn/9LHtx5j6uLMYPeAbeOJti2TZGVFO9uoJtHhzQsm07XxvVWaIZMr9PEchz6/T5BFFEUBX/0R3/E9miL9WbJajHmiy8/49HDO9x97wdcxx5etmGxmZBlGUVRy2nCLGK9cmk0mmxvi6w3Ab7vs16vmUyh1wZ3tUYVFXaGO+iCznQ8xzQMwiLG7vVoWR1OX56jitBz+virDZoiQCFy7+Y2zXaDl6+PmU2W5HKFYhjYqoKkZshS3VWpqsHb5yfcuHGbMi0xFYtCrTifeFit+ig6X9SIwEKD6+sCU4PhcMAffnuGLgWM+ru8fP6KIitYz0IiHzptgb/72xWDw19hOhq24bCYrVBVeHsMf7LT44svn9MbWKxcj3a7zcZf8fzFMZ0ufPjRAyaTCXnmI4gFgb9G0yXKUiAvM2QZiqqoo5YdpVZVVLUVM89z4jim1WkzvZywWEH7sKLd1OibLRI/4uzkkqMbtwg8F1mXeHP2hnsf3mW52GB1TMI4pUXtF9/aaZJmJVkc4vkFAjAcDYiiiCwr2HguUVAiywqqZqCpIuXYZz6H/qFGWmUUaUkclbTbDpZt1GxTw0LTdKJwQ56lmGZJs9HGcSJ8F4oiQhAhy05pNy0ODvtsNhvmixTLAkEWEGWBoqjJ9o6jfYvl8l3B3Npuc329wrIVWu0W1+MzWq0WYVi7Nh8+2Ob1mysQ4M6dEYIgsVhMAOrZgqIxn8H+vsJgoJCmNSV7d6fDsxdL0gR63RH7+7tkxWekaczF2SXffJNw6wb0mw3aToc4CZEFhSLLiMOEqijJEnj/0Q2yLGM+nWHpBqO+U4dVFSFJEqH1Lbzgisdfn3Ny/ZRH773H469/wdHBIfPZjGDt8aM//mN+ff6fOD0/ZzwbM16PsZtw8842r16/RdFqisp8uSCNc0xTwTJ1mraD53mICDx67y7exkVXDYIgYOOt8f01o0GDQgChKqBKSOKSKPApi5JW00aWNKqixF0H3Lhxk+997wf8/Ge/4puvr/j003u8fvWcPE3Z3dnHMGyuLqf0O13yZEIa5VycnlFVFUVR0GiaPLw7IEkjvFWEItvcOLzDy+dXrKqQP/3xP+d7H/2E5SRi2D/g7GJG0+xgtnV0pQ6BMw2DQbfHfL4gSRJURWC19MjTEN2wuL68wPU9tnf30XWD0XCX/d0DZrNJvfS5e4jvL2m3bE5Ov2CantMaiXQ6PYJ4gyJL6KZGFdUfdEXV6HZMZrOXpEmGIkl1QRrZdR72PCD0QigFNus1qqAyWY4RMoHYSyiygrbdQRUMEm/O4Z2bJGmALMLzb56zf3iL8XqGaZhkYsna9SipyDMBVTSwdIur84xHd03SPMNRDUpDguKapq1iahWOmZGlMBpKODc7jC8XuJsVu3s6QiGyWi1Yrz1EaoSZrsLuzj6X41OevoQPv1symy5QFZ3x9Yb333OwzA6y6pDlLmFU23HnqzoaIgpgNr9AlER0WSIvMtIswrbtGhgSRNh2zX5stzsEns9qvWTjgmkaKJLM+PKKOAxpGRJSWWDKOhenK3bva9w9POTkxQt+97vPee+9hxR5ThBkFJWEphlEUQ3ITpOMUoN+f8By4eN7CWFQh72pusN86ZGmCZJQL8JW7obIy5BFFVVT2D8wyBWQRBVFznG9CFXVCIOYPANZUjk/HeNt6hwuWVTQ1TqBtUxS2k2dtRcTh5CZGZZlcXU1IwxhZ8upiV9F7dlPkpSW02T9bVTKd1edGtlzEMSEm7f20TSJx1+doWp1rO7RzR3cTUizYbBYRYRBys7ODm/SS2Yz+KNPdjh7e8nBgUWSJO821ymqYnB1uWRvR+dHP/oRT559wz/+/U/xw4KtrUad3yyBoWmEXkJkZqRpgSoLZFmOrmkcHh6hyiKtVos4jDh/e0FmJbTbXWRRIvRDptc5e4OM3d1doqLg9OqM4+Nj3rwpEXlLp9WmsTXA9db83d/8gsGWjW2DG8HdWzu8OTmnrKDZ1rFtm/V6SZ6DLAkkUYhblWRJjFiBu6mP0+5mzXodYVsqeVmg6AaaLJHGGaEbvituFbqiocjiu5/3eHDvPYoc/uHvf0q32+cnf/4pX339JUIpYpkOgiDjeyG+H2DoFnGc8+BBn2azxXQ6x/M8RsM9BoN+nSW0mvP21Qnbg7u0GkOKRGNn7xaiaDKejBHKNVlccXky59HD+4y2diiLlOV0QpnV8+Eiy6nygMn4gg+/8yElBWWVsr+/j6zo3L53n6dPXnLr1i0ePXpAw9ZRlIJnz7+s0yrNLY6/CFCsnFbHJolLzKZFHGXIkomEWguRRRGhEkmSDMu0OTiAdrtZR/sGKdeXF+iKzsHuHiIygRfi+z55ViKJMvs7exi6TuCFPHnyFFmsuHfvDoe7RyyXG6IworszYhGuWSwzVAN0SUBWNPI8hwJkKsI4RShyijjFVEEoK2I/QwGiBHRJo2U1ucpmXFx4iAIc7LY4fTum1TZwrAaaNGMyKXn28pTvfHebh98V+Lt/vCQOlvzVX97hxqHH1mifX//yCX/2Fx9SZnXMRVqApkOvq+K6GVVZkCQhDVvBsizSNENVRdZugh9Aqy2S5zlBuEFWVXrdLeaTE64va3maLEC30UQSFap4TUO1uHkgo0kq58eXxFGOKKn4QUyYBCiage9F9HtbPH3zFrMJaVISRSluFRJGKZ6b1DEWwGS8YjKO0HRoNFScpk7kJ6w9EIqUfqfJcHuXr18+wWya2LaD60YkScZs5lKWoKoaw0EPTXVpt7tcn1+zrlZUeQUlUFQoEthNgTBIGV9PCQNoONDt9Li88EjCuvvP8xJL/99Ah3nz1j6TX13w9dePOTo65ODA4L33HvLk2VPOTiaEUU6aQn+kE0cVv/rl18gyvPeozXrlYlk2l+c+tgO2o/L48SU3boQc7u2ycjd89ofHnJ9PcD0wLJiOXZyGzAfvNcmSnPUmwNYCKkq6TYOUjDTMUDUJLwiZTaYc7O4xGvUQESjzglKEMockAlm0GV8FyIaBvxF48eyKdhPiQOHC3fDHP/gB//gPv+ZHP/wIRddQlHMGEsymPqslPHzUpxJy8jRHU3S2Bg6iVBL6HqosIVMLzJ8/nzEcivh+SSWAasiQloS+z2DQxtYtNpsNaZojURFHIRf+Ce4Gbh7tsVwuef3qFMtssTUymU2XmEYTW1fZrNbM0iV5XnB+4uE4AUUKhmZx8uacLCu4vMzZLJ8ShvAXf/Fdtvu32cwEfvZPv+f2zQ9BNqDUOD0ZM+jvce/OB+RpyXI6Q5Z0XNclDNdcnR9jGDpxFJC8GxMoikzgLZku5titFp98+ilpnBNEKffv3OPq6orVfMElEffv3WBre8B4/JZVcMxHH36Hi8VX+H7E+GrGYGuIu5mhWyYxBZKi4nshZSmynK8Yjrp0Wm1Cf0NZliiayMZfITRaDLtbPPvmBWVeYug6gljh+/VRPk1jNEPHczd0ujaypjJqbvOHL36OqMMoz2u9ogzNtoOCRObnrJcLRgPIw5DU3xCnAW4RYusQbDKcgQJlxrCtoFQGz568Rld1drYEfvbTCMoxokRtWW3pDLo3QHxD5MOd+7sEacpkekmr0UdTBTqdFsdvT1ku4c3rc3SnwN3A/oFFEIVs1inD4ZBh/wb/8A+/qdNSdZUkiQjC/1xoICszXD+j5VS4rs+w12V312K5CHBMCVM3iKOIaOWipCXRyqdtN5FKGVWWuPe9T3j2/Clvjs8RpBLZFImTAsmUUWQBRdQRqfGBp+NLRMnEc2MEQNdbzOabd/+3TJ4XCIIIokCvb5DFFVklcnZ+zXQGdhaiiApCCVlaUBS1vlsWFQwVAjFiPp7z+iX0eh69nk6rAYGX4KfQ7VosFz5hWGP1FFUizQQMXWTUc9jb3cXRLWRRYvZtF8zf/vbX5EVJp12HQ6VJwZvXZ8ymIcNhkyzZMOi3iKOYzXqFYSjvhNgrbuwfsJwtMM1aBnB2NudgXyEMYnTNotfu8vb0BNetEygPDrvkSYxu1Uy+Lz87YdjRSJKC9XKNpmh4myVZlqLIsFjA7Zs2oiiyPaozc9y1R6vXZDTo4Bg+sqwzGo0IsgQuLnE3dYxplpV89MGH/Pt//2tmE/jBdzNWrsedO3eYLhf89otLHrzfZTKesb03pCwy1usQ01CwDIVOq01ZpnixT7PZIM/W3DiqYyXiKEWSKgShQFPAsVRkWSFPJTRZQhRrhF0Y5Hz44SHTyYbNekm308fQG6RpRlVJHN24g61r/OPbf8C2BRqNFlm6QhQU7t49wHMjwjBhd+eQoxsOe7v7/NM//YzxlcdsEjK+3lDkImlSIaFw89YDDHnEoL2PbfTwNyHvP/qIt6+f8eTxK6JoRZLHdEyLshTwPZ/B1oit7SGeu8QwNIb9HpEfYLQHROGS5mCbLC3Y39/j7OJV7cEWcgSxYGdnC6wK3bUR5IKm00NTbdJkiiAVWIpBnpSkcUqZFfh+SSfLkGX5HeVGQ4hCVFNGUgTW7oq3pzGDLjSbBaqhAiWz1ZJup0l/OEDTJXq9Nl7gc3l9xc2bA0q5puZsfK8+ThoqmqiRuCvSLORof4siTxCrAkWokKocxxRZ+iWaaKGo4PsBqihiKRam6QAiH38Y8eWX8M//ss9kPMMPF+zfvous7mOoGpXgM5tf8INP7rBeZuRxxWw6ZrMuGQ1VVMVAIKltg5JGmgakGZyevmsgDMiylCTK8TY5BdDtqfQHGmmaomn1EXx8lbFarWg0bSxNZ2tri81qzdsXF5QJtB2TcLGh8FP2dw8YbW9z69Y9Xr89pkLCdpoopohltpi5U/Z2Dpgvp8hKLXnzgzqTPIxA1UwMwybPKzpdh7yISNOQsqzww+zdCAEoCoIoRNf/88LMR5ZF8rxEU2tViud5VHlFu9XF3raxzQmaUhthBoMR55dnfPH4FWUh/ucYdAzdwHUjjt+eIUkKYZgQBhmXx6+JwhCdj7+1gikCLJZ1fonrusxmC7K0YjJe4nvgexnvPfqQxdwn8HM6rSFJXHvOdc0kCEJkWWU2B0mC4RCiKKMoSjqdHovFikF3wMN7A/6rn/wJW4MtXr0M+PLzOav5gh987w5pVOBvQlZz8NYe7ioljaHTbLOzJdN0GqyXK9IkIU0S8jSm6Vh0Wm12toZomsTGnfP7P/yGq3GI09BBgCQtuJ6cYNnwwUcCf/jsG1brMbt7fZptlW4PsjxgPgfbbqDrOmkKnhdwdTUnCDwmkwWmaZDlCa2OzXw5Y+2mxClkRYbTMGk3VRSposhihCpHlcHUZbrtJgd7W1CWfPDoIcPBiCzLsCyHZqNNhcjWaBfTaDLs7dCwOmiyxbBvYeoOo/4OkqDQbQ3wNgGvnh/z4tlbQq/kxZNTNouMD977hLt33sO0GnS7Q3TNIc8rjo/PubqcYlsO08kcVdW4cXTAzs4WRZkRxT6dboP33r/77oaIyPIIy1BQJJk3b95wfXJGsz/AW6zwvABRrAHTeZ6SJCFVlZNlCeen5xQFUEnsbu1DIdJ0OpRZhaoYhGGKZdZHx5aj0rBs8jTF0DQkScBqmnVHaEikZcSDRw797RYo0Ow2Ge1tIcgC27tbJGXK1XTJ1fiaJIuRFJGdvW1297aJs7iOUJBg4y2J44CqTJEl6HWbSFWOZSg0Gyb9XhtJLGnakPgF0Sbn5FXGZhlhqE28TcBsMuPu7Zsc7EOv33y3HPK5vH4NQgRixPOXT9nasXnz5iV/8zfHlHlE0zGRBBiPUzTVYDTcYWu0h+eFbNbQ7Th4AZyfTdjb20cRJQSxwrRA06DX79BqNcjzlJ2tHlEU0R/A1vaQRsOmKDLWywXr5QrHVmiZCkoJiiDSshwUUeJnP/0F/+l//Vvu3H5Ab7BNo9mhP9zG9WPiMMWxm5RlRRQm5FmJacpEYU4cQ+DHLOYbSmSKSiLNSwRZQXt3f7huzGIVUwkilt3CsSQkod5nWJaFtwmhArGqmbOL2ZI4iqjKklajyXI258vPnjC9nnBxdkmzIVMWEoauU5UCaQKKrOJ7OYt5QlXK+F7CyfGSyTj+1orlfymYRQWm7ZAXAovlmiDIWK9zdK1e1nhugixZuMuct28mpEmF0zAA8AKfk/MlugV5Bf1hh0oESZU5PjvGDVxs28S2LRzDZHJZPxEPtqAIYsL1GlWtaLUttrYFtrYGWJaMokCn02F3Z4/r6wmvX1/g+SFFXuGFIW7gs1wviLKU68mUF29es78/4q//2+9gmAqTKdx7uA9ixeGtJq2uyXsf7/Gnf/4jPn/8FdPpnI8+uImlaagCjM/OOH15Ra8h8+DO7XepgCK2o2I1HBaLCFmWWa8Dhn2HWze3adoOslh77JMkIo7DelYnS0RJQhBF5FWJ6Rh8+c1jEDMevXeP6/E5T55+jSgUKLKEu1xz79ZtGqbDarrE1hzcpcf1xZgszup5T1Gymnu8fPqGTmOIQpPJecDjP5zQNHdxjC367T28dYRQ1rnaWZ5wdn7M+cUxvr/BsC16gyHdTp9Wq4NuWBSVhG63UAyHozv3ibKcMEtwmg2OT09IAr9260Qxy7WHIMnYjSaNVov+aEQli5QSVCKcXl3gpTFL3601rrJIXGQkeUKz10A3FIbDPo1GA2+zpswLwk0AWYG3WrOcTcnTmE//6Ps0mw7z+YQ4DlBUkYvLBVEc4Psu/WGL0d4OmmVzfH7BN0+eMZ2tCL0Q27BpWTqRW5EEMRIS4jupc1HU6g7bNOg2GxQRWKqGoRokYYJt1SFzF2dXpElMq9ng6vKc9x8NmE9n2JaBLMDa3aCqKmES0usZLGYzDAP+9b9+n5U3p5IyRKVWLU2XU8Iw5vzsisU0ZjmD6bXHTt/g4wd3qNKITtuh32tzuD9kNDCxDJ048FkuKloNh9FwyO72LmQV3tJFKATytGIxDUj9nLbZYdTaQSxUXr+ckMYJgljx5Vdf8ebkFZVUsPAWKJrMsxdPSbKEMPIRBPD9hMXGRTEs1gG4PszmJa9fe6wXC86OT3FXG5IwQRJUNE3ENHVUFQShIs9ToqQgzQFRxjQcNmtI4xqW0XDadNpdPNfn2bPnXF1fcDVJGM9AVevNv2malFmOiIS7qoj8mL3tfQa9Hr4LkqiRZyVZBt2O9S2VyvoSAayGzemlR5QU5FXJzTvbeCE4tspsOubVi9csFx6tZgdF1jg7Ld7RUixWm4jeSCNIABXsboPBXpfpMuBysqGoKrIyxdBl/p//039CE+CPf9Dnuw/uMD/LyLwNg67B48crgqDi9PQYgZyH928R+BHPnx1TlTJUsJivafV63Ll/n1dv33AxXZMjoDltbt69z8nVmOn8miiNOTiAyXjOzt4esiXR2WrR7LWZLNYspjHXZx7T8yV/+aOf8Mcf7LFjO7x/a4fdXo9us0Gn1aTZbNJotonTtH6lKok7N2/S7wzJ/JxoFTHqjlANnTBPUSyLpAI/ySkljcnK4+Tqiq+ePyUpfHb2+1xev2a01eT2rR0uz14xvnyDJZecvXwGaYomSARLHzEXSYOE67MLkjjk2dM5qiywmCX46xyZNuHGREqHrK4Ftpp36Tf3WU99hLzEVAWWszOW83PKKuJ6fE6W1TG2TquHF5RoZpdSdGj1b5KKTaZuTnfnEKPRIhdh78Y+m9DDajboDIaM5yvsZp8gFTi7XiKZDVJg4k85WbxF6+mIDZlQSDienrHOfLwywO6bLLwJmRAh6wLnZ8eoioIm6hiSjhQUDM0WOgp5GLNaznGcWqu4ceds1jPu3RmwnM8wNB1RlFi7AdfzNbrTZRMVvHp9hqE2qGLo6G12mh0csUFTb9PvbSOKBkkBvcE2ZSFw/PKE927fxJZUAnfFjaNdHj4YomklN2926HcMTA1sU2VvewcJFUXUcWydNJZwvZQoKvH9grOzDNvs8/zZa4oqJ85qB9F7Hzncu3+TIPCI/ASlgP/6Tx/S0QTubm0hBgsWZzPSYIW3WZDGPoN+m+n1BdPxhge3uziGiSZIyLmAkMNq5vLimw3Hz8ZUEcilyfTU49kXx4TLmMiFxXJGu2Mz2muw9K9p9k2i0ucXv/81sgkpAZPlJaJaoFgQ5RAkKYYD3QEMR/D9TwZYOigCVEmJmAkkfkK0KamKEqGCKHbxY5dG26A7UNi4KSdn12iaQBhAmSuEXk4UpDQbDdIUVquUOIFWB7zQ4/J6g6GriELFehZw+8YWm2nFVmeL2dWcUVdhOVvgeytMC+ym8W3Wy3qGWVTQ6bbodCyi2CXLYg4P66ft+ZnLbAI3bjTJM9BUG99L6LQHBGFEHIMgJZg2qDpcT8ZoqsHB0QB35RL6MS9eXLGawbADsiihCgrLyYLbN0waTQu/ctk9hO2hRL8/YDpeMNwe8jf/0y/ZGoEky/RaDoIscXZxgaxKDHdHyLJMnmZohsbjr75BM0SiMOO9Bw+RVJXXr1+x8dYsVmtarQ5nFxes5j6W3sayLAJvxc/+5qc8vHOIJFeEScg//eIZdtNmNNzm8ZNnbO20SZIEXdPIUoGz0zFSJaBLGrpiY2o2RSlydpnQ77kYZgPfS4iyEt02aqJNnNBqNvGCFaKSIyk5QbhiMOwgiQVnp69pOAYNp42jN7h36yGbTUCcphR7OUVR0Gn66LJO1xGQSgVZsBHSBKmwODq8w3LsMb1Y8d/8N/8tlumgKTpX5+domk6n1ePFs68ZX1/w/vvv8+mn99hsNqxWC5abkL2tQwoqFBUMQ0HV6q5ZkXVUxcQPA8qqwrBMKoHaAmdqhHFAUsb0tzuEk3O8ZENeZgiqiKJpKKVCWkRcT+eYhobnhSgyZFlCkcpIikG75TC+OKeMU1RRoigyLk5PEGSJooRev8FqssCxbFRNwQtiFsslgiLT6LbRTRPDzFks16xWazRbo0oKgpVHkZWMuiOadpPp5QRBlJjOZ6zdFbqus5xNoarHUWkSkGQRmi6haUoth9JMLMtiPpuxXq7QdJvrq5j9A4csrdB0jaqK0bXaR62oOnv7fdL0lOUaijJmOr2iyDLKvCJP4fLkgjyoMCSRowd3eHAvwS98xosxSZbhrtb0+32KfEpZFHz9+ROyBGRBwFBN3EXC7YM2H3/4PVarDcfPjtGbNm6xQZALTCfDcRziwieMArSGSpyHFFWKqIKiyRSUREmGYYo0mxaGIZNnApqWEuYFgghUKa2mTRRErNcF/a5FnuTcvX2DyWTG7l6b87MJigZ+GFFJ4js6u4FhmCiSjCzCcrlG10QMQ2drq4msSljOkjCAJM1pNmQUSeZs7PPowS1evnyLY8H15ZgiA6NhokkxlCWeB1eTOdvfdsHMCx9VULFshyTLGE88FAXWaxfPg08/vYkiW0zncyRVptFYcHU5I6sqWm0BQRSwrIp2u0uaplAKrFcu80nM3k6TUAmYXefIClxcLWgZGlmU0G7ZdAd9rk9mHN7SuLxMUG2fH/3kR3z55Td88iejWqKkqmR5iuNYdK0mrrdmuVmgKAqWoSGrNYWnb28xm2xQlDkrd04QRiyWSzRV5dWLa968DEhi+JM/zjE1lTxRiaMCz40JI5dWt83ujoW/jmj2dMQSLs9WHB7uYpo6FJAGFaamY+l15GoSlQRuxFbfQFMtwiDF0C1M08Z1XfI8JcwyVFVlOhmjyQaSJNRZQu0WURKSZjF3791CxODk9Iokjbi6uuBqMkZVVZrNJnlafzB1rYEiyei6Rd7SaNgWolAwGV8ymy3Y29llZ2ePw71DHMtCEAQef/klzUaDMAx4/Pgxr1+/5P333+f2vbt88NF3CKOUvCqBClkBUYSqEhBEFVFS0DSZRkOj2dYQxIRKrjALWKyvKCofSal9zYJQowELoSTLEuIoYL0KEQSwbRuyDEs3KCWFNIrZ5Bs0SaTVrTmhhqGTVinrzYZGy8E2od/rML+ekuURQVgQxiGiBIJUEEYbgsCn3+5R5DFiVaErMnEao6gCRV6gGxLdXpPL05N3IJEQq2Gy1RuyXE9pOR2K6YqqKsnyBClXEcSSPM+pRIk0Kbk4X6CpGlVVUJYQRRGqKhFFMbZts/FiojBl1GjgOBaWpbO3G7M1GuH7PluDIVWasVq6LJcben0D3VBJ05j5Zo5oi8iqgmnbTCdzFFlD1w12t3YpEgFvHaFIGtu9PW4fmMjIeOuA5WSJodo0zBZ5UlKJGZ2RjWqIkJcQ+hiGha7ZmGYDWUtpdRog58SJR55FeHFAVagkcYVj2lhKgSqptSROV7jYnJEnsF6saTc7hF5Iv9NlsV6hayJJXhKE4LQVDEtjtXCZbkI0pU6QlGRQZDAdmUooKQowTRPI8YKANM1Zr33SCCggcEtEGZ588wqoDS15kSDENdC8dPlWC2YdUdGUiNMUUS7oD1qYFhiGiGHKPHrUYzIdc3F5hmmaNBstfvLnP8Q0G6hKPacoCwFds1FkjTQpKIqSOM5YLutfIVYiH7zvMBy0cWyb4dY2g60hl1c+WV4y3GrT2+7RHYkM9wacjy+x2xYbf8PhrQMqqaQUSppdh93DHXRbYzxPmK98BBnmi0t2d9qoso6ExuR6yulxxMFeD10XcJcp08uAVqOWIfnuAt2o0wDnszWqYpGlAifHl3Q7IybjFb/6+TeoikW3PeD8+IrTN1dcnE4RBY1OawuxUnFXMeOrOZt1hK44rJc+88kGQ7OpSpH12qUoKtI0J0pC8ipHVmUkVQC5JC1ilps5zbZFGHu8eP2U169fMZ9P0I3aq17lBVVe0XF0bh8d0Wl2SPyY6/MzmpbJ7aMDhCJne9Bl0Gnz07//e5bTCVWZ8+jBfW7eOOLP//zP+PDDD9jZ2eHo6AjTNDk5OeHnP/85z148R7dqd5Ku1xk3IFOVEmUhkGX13M+yNJoNnaTYkGQLSsHFDy8pRY+T49ds1ktksQZkyLJMGscUWU4Q5Bzs7zLsD9A1jSiKgBooa+kGg8GA7e1tSipsuy7whqHUKZUtjbIsME2FTqdNt9diNOpz42ibvf0tGg0TRa0wLY3R1oCGYyEKFWka0eu26LYddFVkPLtmvpoRRC6lkCNrApohI2oSogKapqGo9echTWM8zyWOa1PEYrEgjqHdabJae+hGbZ/sdFssFj55nlIU4DgKiiIxn00oypydnQGtVgOJCt/bkGZhLViPod/vIsoCG3/D9fiS8/Nzqgos08EwLHw/IAxSNusAbx2wNdxhPt7wu19/w8XpNWlYcPz6lK8+f8WLZ29xNz55kVIKJbplIooinW6ffr9Pu9UhyzJMw6bZbCMIImmU1nDhSqJMIQ0y8iBDlzSaZgPHsBHyCkNRiUPQJYi9gsgPGF9PyLOMJIzQZOWdLRjSNENSNDRDrTWwFpgNha3tNpIMCDlFmTFfbijKikajReAnLOaQZxUH+11evnzL9lYPWVIJQ2g2G0RRwvkZTGZ1Pnn1bZI3eNdhHh6NuL6+RlYKNE2rj+ZRwmaVU+Qun3+esrcLgihzPZlwR72JbTkIEqyWG8oKui0Nd7Xh7Djg6KjNrRu3KJMXLBYr1jO4fUNDUmtPrqnWueayBnGakAg5TU1m/8YeB4cHvHzxliCKsNomaZVxfjXl6OYWuqVxOblk5S7Y2lOwDROEnDQJ6NgDQj9BRiCMMna3FZpOm8XchyLmxTP4sz/vsb2V0GyIbFZL1guPne0RUZrV8b/jGZWo4Jhd3hyHeH7AJ3+0w+RiRuSHmLrO/qiHJptcTq7xNiG60eNo9w6vz16xWlbsH/TQZJ3pfI6uGfT7fbIsIYoiGi0HUQBBKml1GiwXHigCeZURZSGNtsOuIOG5Mapq1lSmDGzb4eJ0yvjimsl1hKG28N0KW1vz1eef0el06LY7OJpCqogc7Gy9w/lHtBpNfN+HokTXdba3t9FNDcuyWK/XmI5NVZUIAgiCSFlUVFUFlURZCVRViR+uEZWUotowmb0mzq+JyzGr8ARdzNi4c7zERVYlTEdHqEo0RXjcYnsAANhJSURBVGbQ7SCKFfPJlDJLyfMcUzcYDgb4GxdbMzBNnTSJEASBVqvFZLXA0BWiNMYwNILQY7XKGA5EGg0bPwqJ84w8zxCVknaviamplFlOSokkCMgiSJKALIuoqsJqPaOsciaLMa1Wi1zImC/nSIpImIQkWYwu6WiaQprl5AnYtoLj2Gw2PpYNsiwSRVAU0G6DaerkOfi+h6mDZeokachq6SFLEmWRMptcIkp1MqOuq2iqxGaREKUR19cemiqjGSrjTYxkhCCuaXf7yLJGt7NFGhYkScHV2ZiG3cQUK2Iv5cK/ZrPyONjZ4cb+DdYLF7NhoJsShqXhRyFICnEW8frta0RFQTd1ZEVhvlywWgdYDrRbJrqqIGclilRQRhmFVJKXGVEQ4GgWigCaAbblMJ97NNsG88mM4XDIZDbFNE0aJHhRga4lOI5DpyUjkLOaLVisV2xtNVA0CVW3qQBR0ClKgbXrI4igyXVy6sV5SfuRDrmHrctkaUkUQqcLmgmWpRPEMd9mbKQMsFrPEMSSzWZFVVV0Gk0EQaIsXd6+TbHsurU+O5+Tl7Bxv0Q3wQtrga1hQVFUrNc+olh7U+MwwnEcJEGkiDdEUUS302LlQuCviHz4/vd6rNwVlZ3h+z6bd1tYx7FYLtf84Puf8PnnnxOlUFQli8UCz19hGTqm2SIIPdy1hy3IeJs1quywWS/Z+PDxwS7recze9k36rQJ4wZ1btxCFlM16QprFNJoWd+/d5OLskmdPjxmMmnhuSKff4aP3bnB2eUboZeiKQ1mWtJ02ndaQPEoQK40Hdw+5eecGC3fMqzdvaNkyndaQi9MxgiRweHSD6+klgiCwWgVsb2tESUhVCvQ6Q5Isw9ZtwplHKeZ0hh0Goy2+efySYO3hrkOW0w2PHn7I4jrj/Cwj9mF3O6Dd2sY2TFaLOWUa4c7nBH7Ej/7Zn/Lw7h1cP+TF0yc8eu8DVqsVnU6HfXOfMI5INjGtbocbt26SpilFkSOJyjv8HFSlhCDVM8SizCiKhDQrCNMxbnzFZPGUjX8MkouSJeztDzm7CAh9j9AzSMsYRZZotFukWZ3plMQxmlyzAprNJmkUIyoyXuDX6DTLRtV1LMsGEbwwommbFHkFQBylTKIJa89Fs3REXa3nrtSd2fR6TlqltBoNmkqTyA9I0xRdVynNglanyXq5wW5YpFWC53n0R30C36MoMspSRtMUJLkkSfMasisLKIpIWJUURcatWx1evVrSaptcXV3SbAl0u23cTYjvexQVWLaGZTZwVy6bdcKtmwdI1K4xqgJFTNF0mcANyPKIOE3RdUjTnMVihShoKLKAaTQxGzo3D2+jyw4KKovJGqmUyYKMa29KGYHX9Lm4PMVpmmw3h5RVgtnQ2NoZIBsC19Nr1n5AEBQoioKCTL9tYZgqvrfm/LSiqUPLUimigka7QZkXFGKGXCk0DJMsq5F7vU5FkqUYRr14MXWDTRJTFBVhAo2yIo8ihKpAKHPcAPoGhJHHcl2xu9vFsiyW6whvE+C6Jd22iWk4vHh2jGXCbDqnLEVs22K+WmJYCqt1RlGB06zHGN/mJQM8fpyyt1cnRGYZ3DoYIOJx65aJYy958k2KKMJgKKFotTUpTiO0op55qTKUeYbvgmNBkaWcT+d0u216nRaaBJ1WE0UWuXFkoIgiV5cBiikzW865e7jHKlgRuCmvX75hcgn/8l/+kD/87nckccbhXgtZlNgsV2iqSL/dYzK9Ynzp02+LhF6OLldoSoRtUytmcwnDbvPx+9/h5PQFP/7xDwhcj6+++oo0ltnZvYlvTRhPjhkMtvjlL4+xGyFBlFFQsHewz/sP38cNfFZzF11XSPWM5WyJt3FRVY293X3ESuT1i7cMujvkBWzWIb4XY1g667XP2zdjBtsmeQVpkVGWOUkWk5UpsiahaBKNlsXkYsrbkzMOd28yGHURugqf//4pFxclneaU/Z0BDTNBxuDt6zGdgzb379xl2B8xHV8xuR7TaTY42NkmiUM2qwWaplKWOaIIL168oDcYcXDjENM02XgeeVZSlBmqKiMrgKgiiiIVIqIogZhTZCmIMZUIcbFAN1PS6ZSF+5b+SCNOXfq9EYapkeSgqDKhn5HnBWLlUGQ5t2/dwnXXBK7Har2gLArc1ZobB4doqsHV9Qu2dnc4v5wgiCphEmOZLWTJIIoCdrc7tJw2s9mEwC+w2hqWY0McQiFACUVaoWo6eVrUbiDPo6ogTFIqQSRMYoII9DBAkAVyCcIowfNDREkiSSNM1aTlNAjCAM+rMO0YTdOoqogsy2g2u+j6ElGEjethWQqNhk1ZwtVVTKMB/W69HK3KFF2DhmUynU4JAw9Nkel02jiOhaZUVFVJkmckQoUXxWRJyfHJGUkEmzUc7Q5QJJOHH32HncEOk4sps8sZJ6/PSMKUdq/JqD9gd69PWgS0ew1m6yvyKmG5muC5Sy4vxwxGPcI4RZFkhv0eiirheWsmVytWYxAs2HI0xFygY7XIkxQpA6kUaJoOs+UCVZTp7u7yzdPnOM0G680K0zRJPZcwrJAlaDYd3M2KJExoN3UsE27fOeT58zdEESCKNZj7MqfZMDGtElnSkSWdqoSGrSOJGnEUo6l1Hvze3j4Vb9AMhdFohCQLsPi2yuW7glkLe200RWWxWBJHBc+eneOYdezE3Xsl+3uHbO3s8NNf/AzHcdArg7sPB5yenuK7FYqi4Lq128fQPZoti/3dLebz+bsZU4//z7/9nGYTdndkBlvgR0t6oybPnpxzeLOLKgScnVVQwW9//Vu6nT5+EvHg0X1kSeDk+DVpGJGGEckmRAaO9o84fXZCt91mtZkxGtpUlcPbN2dsjUS++foZebXk7Lzkt7/6LR9/9D1uHd3j8ePPWSzmPHrvHqFb8dF3BqxWKwxD5Pbt27x58wbNqO2Et24doasaiigR+CFXF1dYlsmLFy94/NWXqJbC9z79hNlsQSlKfPL9u7w9e83lxRVbWx3spoGiChiGQamVZHHOxluTxiWxH9BSbTr9FoqiIWsKkRuTh/W2809/tIeld4nbAk+91wz7+1yeeNw8vINtWsiCyB//0Q959vQJzUaHk7dvWK9cgijlu9//Ae5mQxzG9AYD3nvvPbIiJ4giEAXa3Q7X15eIYkkhCfWRvKw/GBUFZZWTVwEb/4JKE4mSCZodI+sRlezR7lp4kcjp2WvCKMZpNWg2HcJozSaMKPIUoSp4/folWZbRbbVptNtYho3v+yRZyvV0xnIdMxgJPHt+yvbekCBO2NnZIU9S3E2EJkpIXQ1NtShLj/XKw0sS4jzD1mw8N4JKqrmRqyVWpddLK0FkMV/ScbrEUYqigKroaA0DxVQphBxRkSmSkjhK0E2VRrPLeqMShnWT0O12iMIJURwymblkeU3N6fVarFZrptMp3W6fiiWWVQvxry8n5CkYmlxTrvIUSQDb1DBMjfliTJLEDPtd9nf3eP72GM9N0XWFPAfD0Dg5Tgi6MQowm83Iw5L/5d/+R77+fM3dmyZ//MM/Yndrh407x7JV/LVLUhQE0Rzd0jB0HasxpBILFisXTZLptdq0Gi0mk0uuLy+RSvjwoUjiluwOt+sOt4AkSsjTnCLLcSyb6XRKr9clyVK63RbX13NGO33CqB41jEyNXKoJVXmWIJY5uq4ym8Y8f/GGnZ0meV7bQV+9nLHZwMMHu/h+yeRizNnZBbIscXIcc/OmwdlZgqYldDoCQgXdbpcg8lgtFjx/vuEH3169rJc+vS6EQcHJ8ZI7t97j7HSCrmr0eiPW65DJJOft8Wv+9u9+imXLdHsmURLy29+dMJtX7O03uLxacOe2wo1Dka3BgK1hjxfPn2LbCopUcnL6ig8+NBgM4eadPfpbDQohRZJLtvoWL54s0GWTngOmAkIuMr2c8ejuQz5870PO3pySBjFyJfH5r89JvJLvPjqCpKDptJhOZ/R6Df7Zn/6Y0WhQA2GLjC8ff87x8Ruuri/46Lsf0ey0+fyLLyiqkla3Q16V7B5s0Rt0cJoWW3sjbhztc/P2TQShvmGSKOLlyxdIskiaJeR5hu2YrDcrtve20TWTv/+7nxJHGcvFiv/w7/9XNuuAwWCEJCmcnV2+W/6k/P73czabNVmWEIQeURSx9tYUVU4lVsRZhKbrXFxfEUc5g8EWVxcLyBWySGJ67fJ/+b/+37h95z55WTFbLvgP/+7fc3Z2BoDjODVjczrFdV0ajQaWZTEYDEiShKIoKIoC4B2IuUsURVxeXrCcj8nTEEHMyXIfLxiDtMGwMrJywpvzz7icvWDhnSBpCU9efMm9B7cIQxfbqeeRjaZNt9shDH2m0zGqKnN5lpGnIMkCeZEyW0zZO9jFajaI84wSyHIB27H5za8n75xkOW9eXyBUOr6XEfg5omDw+iUkcYWIxsZNmc5cBFFjd+cIQ3eokJjOVtiNNlujbQRBYu16IEo4TQfTaiBLOpJYo9KKvMLzEmzboKqKdx1lhWXVxoWqqme6nU6H5bJecLTbLSzLIAjqB4vvbdjdlgmDBEkUUEQwDIl2s4EoVIhUKJJAWZZMp2OgoihKVu6Kb549ZToPkFTQDJNmp0mz1ebhwzoT6weffkKaZ/zf/x//L45P1vzzv7rH977/EQeHWygqSFpJWq5RtJQgmqFoOU5TpihDXr9+iqaKxL6Pt1njLlbMrycEywBTMtnqdOg6bR7cvk2/O2B/94Ct4TZZkiOLCpPxmG63y/7+Hq1WC0XT2N4ZsbXbQzNUREVEVCTOr1wsyyBNY0xTR5Zljo9dbt0aEAUw7PU53NtnNBgw6BpUFbx48ZJOq0lZlrx44SGUJcOhwDffrBj0aqVGllcsFgt6nS6Bn1LmBYPut1Uq60sGWK+g01YZ9htkqcj15RrbNnE3AZqqcHSkoxsKUeLT7DRQVRHTgp1d0HWJnZ0dPNcHBKq8ZD6fs6OO2NnZQhYEji/mfPLpXTRVYr2eE4RrRLVE0sELPKoYtnoKLavB9UWALsPO1i7uxmM9X/KLn/6cJEoZdgZYuoI397h9sEURJYRhiKbIPLp/n/l6wi9+/ltevZpTlGC1ZJzOkN/94Zi8OuHG4U3+l//4H+h2erjrBXfu7nM9nvOP//gFrZbOeh3zf/rnP+Hp06ecHJ9x48ZNiqKoFxXDIY+/+LKOHb3ZxDCMmlw0d0mLkjiGi6tLLKfJ3sE+eZlxdTVmtNNhZ3ubtydXCEJI04GyBEmQaTgtLM1EyEvadhtFDuk2hjz5/BXn5zMe3vyQF8+Pefz5W/ZGGffufUyvu8P7j75Hq9vj6dOnGKqCKkpcXZzz1VdfYZgNur0hXjDn2dMXpHnFaGeXKIqI0wmVIKBoKqZtIcoSZZXTbDUQKZjNZsRxQKvbAilHUgOmixMups/QnYRVcIzS0tDMkqSsGE9Tnj5/wt7BLmlR0mw6rNdL3MCl1+vUyoAsZf+g9ivruo6kKEiKxtV0giqp5FlFu9tlOl8hSioPHvUYT+Y4dodOe0TDtJGbFW9eH7Ozs8V3vzckyCPOLpbEFZDlIKqUhYCk6DjNLlqhoWkapSBSliViJRKGObpaEUURRVKhVTpBUof9aZrAZhOh6nB1dUVVVfg+9IcStmWzsyP/l46z0ahvnDAMkaTajTa+mlBV0G4bZHGNTfPdgqZVkoQRSRRg2xajrQFl2UGRBa6uz0iSnLUPnX4tqq+qiiiKyYWKoizxw5Dnz59z/PKE23fg0+99h8PdfY5fvubp8zmddhtJzhH1BIQIXZcQJBFZylB1nV6ngaZq9LsdAj9FQWJ2MWV3dxdVlhGEiuV8QewlvF6+rjvZPGc0GrC1tYVp6ZycHlOUJfPljKTMEVUJRZNRDJV0k3I1jhltqYgUBP4GWRSRJYFRX0GoRH78ww8IojUvX74mjSo++OAj+r0FXz5+wTdPvmI+zfje94eUScFy7XFwkJBl0O9JSJJAkaUIVUXHMVBkEePby0AD3hXM4VBFFFSazQ6Bn0AlY1sd5rMxiirQ63XI8hBFt3AaBpvN5t2T1sC2m7ibgNWihCJFVaHIC7rNmJ2dLZbLMQd7bWzT5LMvvyCM6gXSwZFGu2+Q+HGdMBcV6KoKJZyfw/a2S7/bZblccnVxwXqZkvgrbuztcLjb4S/+9E85O30DwNfffEMYBYyvNty6c5sPPmySkRKla/KywrTrOI2Ts3PSHGarObduDrkczxAFmUbXQFIkbt3d5W/+/m+YTl0ajklBhRcGXF1dsb+7R6Ph8OmnDxn0ujx+/BjD1Gi0HL56ekm3V0NdJ5MJh0c30CWN+cWE+Qz29of4a2g04c7tLoEXs5guqEqZ1Moo0wxJUDg6usXP/+m3pKnAT/7iT3n99ZjR4IA7/7s/xnchTzV6/QO6vX1UQyEr4fHv/0Dqeexu72IYFlleMhptYzltckSiOGW9dtEMA8Oy0QwDyzIwLQNZlinLnDLL2dvbwXZMwtBjtjjDj+dYTsEmOCOrLsljl+XmNaWiUAkxqi6haBBENeg2Lws0o890McP3fRothzRPkGSNrCgQJQFEEdf36HR6JOsVFSKCKLO9u8NkPEcVZXb2D0izp6iKCZQMukP81QZDbdBs9DFpEk8vUeQQQanwlgVFVRewuAhJyUiKjNLzkESIooBhZwRQy5YkkSKti1+e5zRbTa69ENeFtlIft1utFovFnDRNCYUQ07QZj+fkOTiORJ7neH5NFdI0DVGEKIKmrSAKEu2WjbfyUUSJXCwZDvqUZYnveixXUyqhwvcrmi3o9mVkQ6dMKgREBEHAj0KEovaXT2bXyJrI7fs7iErByflLzi7foqkyO4cddE3GD+dkhY9SahRViOdFtKQWhqaSxClHeze4vJijCCadvSEP7z/gqy++RNN0Ht56n9/+9jd1HIlpcXGxoRrW0dpbe1vImsLG95gtFyRFgqCIuFFAV++jWiqKGdPpOmRpTBzENJ0Wg8GAXrvFq2dP2cyXfPTxIwYfD/n68Te8efuSWzcHqLJIWhT89V//kPHFBV7uEicJZQWLJdy9a1JVJfNFQK+7oeEYlEWO8r8FWVFZ5kymMzqtHhcXV5RlxXq9YTrN2T94hwWLNuiWjGYqTKcuiwUYZkHk55y8HjOdQJXDaAi6Ui8/dHXFfLGkosSyVbIMtnYVyipjvkrY3bXobw/wxwHn5z4ffdznT370iF/+6huSPEE1ZKaLGW3HwvdSBLHizdsL5mMwtf8VBfjLv/xLnr98wtV4zPW44NZdFUHOsQ0Fb+YSxDk3bjYRJJXJbMyjD/Y5OT1jZ2/Er3894fatFis3oj+y0SyD028ueO+9Q7rtHudnV6wWSybXMa1WG8OyWcyXTCYTnGaLw/09/u2/+49IMnT6HfKsolhv3uWii4iShO/7eJ5JqwU7u02aTocqcTmdBKhKgSrn9DodOt0+x6cniKLI/v5evcRQLERJp9vd46MPHnB+uuT+vffJSpmTNxf8yY//nIODA375j//Eg0fv0Wn3mS/XFEWFJSjEeYkfRpiNDLPRxLRtFE2lpCJJEipRQFNEtIYNlKiaQJQkNNsKjmRwOX7Cy9PfMNhRyFgRF9esXQmnWYdktTotLKfJxcUZdtOhEkE3NbwAkizGtHRkVeXy6oJmu0UlwMX1EqvRRDUNDMPC2/ikeYKiKQRRzGq1YjgckkQpq+mC7f4WYRizu7sHiARBhKFb2EJBXKa0D02arRazuAazlGJOSUFe5SiySrNlE8UergdFmZBnBWEcIRnguT5Ow0SVFUyzLvxVKQACjgNxnJKlPpkmslnXAnxdN0nTjCSpt/dJktBoNIgilziO2Rr0MFUDr+mjKgq6prFerwEQhHq7rCgKopKSV1AmObmQkuWgawaWZRFHG+IswbQtLMPA0FWaPQc/WmMoMrcf7WNoOp2ByXx2heXISImKqgggyKR5higImIqOt1gzWc0wJZvPf/uUNIZkWZKnAkbb4OvPXpCEKYatc/PmEZYzoaoKTi9PcboOw+0hyXXO5ekVlQSUIpswR/TWGJbJ9p6FJJaUYk6/16bfHTIbzzg/vai954rE6xcntNo27z/8gE57zJMnxxQFNByLv/27X3KwY2EYJrYtMZkU2DYMBl0USUCoznFXM1qtBqHvUWb//y6R/7+XDHA9Lun16j/y88+eoYkinufRbAoMh1sE4ZKqqjAMq6b6aEssM8fU25SZzGJei1uLCjRFo9tpEgYbzo6vkeQS3RJYrVxsW2R3d592z+LJ868xHJuyKMmKGEmHhTfjxuAW73/nABAxmxrD3TaXpyuCFB7u9jBVie9+R8PSVX7xT695/vp/ZnfPotPp0u87DId9fvX7v6c1rAtnXoKqF3j+kr2dbZI8pj9yePn6FUEIgqKy8mD7QOfx16/43g8eoao6q7XHauURJTnNlsp0sqYsc7K0IooDYE4YRHR6bWRTArHCalh0h32COGK+nKPrOqalstl4jEYdDNXg5M0JLaeHbcLWaI/hcEi32+Y3v/kdKho3bt4iWOZcXU9RtT6D1h79wR7373+Hw32BTm+bz7/8jKcv3jLa3cFu9rlx8w7HZ5ecXy1od/uUZYXdaLHT7SGrOqIoouo1LiyMIyqhxDRNLLFCFjUC1yXPQ0xboShDJC3CsAri82sEecHKc5H0GM1MMC2DTrdJJaiockaeSjRaHayGgR96OI5FmjksVnN6vR6CLNLpdVF1nZKKOIUwiUmyFEFRSbKUSAwpq5x2p8HGXdBqdQn9jMGwT6NpE7o1N9P3fUzLJIkzYi+hUkW6/R5RFhBELkHigpqTCzEUtaVW13WCRc11VFQQC8gL6i2sDKJQYFo6pmkSxF4tb3M9mk2LMM5rkHSSoKoijl1CJRLFAbIEsgxJnBFFCY6jIgsyiqIwHU/R9ZqWTlHV+A+h7kZlpY3lWKibOUWZ4YUZVZ7j+wlRGOM4bXRdJ44DBLlCMxQuF1MsWwUKmnYTXZNIohWbKKMQPII4oypSBEFCkiWUSiCLS9Ik5up8hiF3MVSd51/BsAe//+UTLN3i0x/ssDe4DWJJJaV13rtpslzOURSFxXKJG/ukVUacFYy2BgiqSCJP8NKIVMowTZOO0+CLz05JQo9oz2cxdZlP4M9//B6SAD/92df0ekvKpEIzdAyV2jqaB1gmxEmAYxs4TY3ZPGR/xyCNfURNZW93i5Pjc9IkpMorpOrbKpX1JQIYZs2pLMqI1bqmiJimSbvdZrFYcHy84fq64vpqxdXlhNUyx9vAZLzm1ctL4hA0RaXTspAqnTKTEVDJUmi3e+zvH1EWIpt1yctXb1iuXXTTAFHkejpD0kXuvz9iunB5+uprWoMGRksnzHw6wxa5DLcfqrz/nYc0+xaVlCKpBTfvi+wfypTIVMjcunPEzbv7NDsmYVg7MFQDkEIUraASE64nU2RFr4Oa2oAo8P5He8yXa+yWw3yx5umzl8wWGyRZIwpzrq5Sbt25z+HBbd68HVMWIvt7R/hhWk+nBQFJEdEMFSSBtbumqir6/To2NAhCdFVns9ywnGVIgszh7iGDzgBykW++ecpiscGyLE5PzpjNFvS6A1TF4N6DD6DU+MNnTxhPPN68uaQoZe7cfY/pYk2cl/z4z/6CDz/+Prv7h1i2g+eHZEVJGKdcja8RRIkky4mS+L8IxDudTk3cCUPWmyVpWlvQKmIm0xOev/oDm/CMRqegYEElrjDsAt0WsZoGsqQiSgaVoNHu9siKlIuLM4LIR1alelaqqwiSSG8woKQiSmIMC4I4YuluCKKw1lTKFWHisbXdw7I1oshHlEoePrxLp9OkoqSqSmzbpN1usnHXaJpCv9/lenrN1fic+WZGnAYUVUpBRiGkFMSUVYxpKfS6YBkSDVul1TZpNA36PQ1RrAiCAEmSUBQFEMlSUGSNwE8Iw1pn6DhNdJ13J4YSURQRxXoUMJ8ntJwW7WaHLEm5vvDJ04w8SVkul/R6PXRdJ0kSVuv1O8tsHTnr2BayLFMUMJ0W+L6PrqtIEiRpxNpfkpcwXl6zcqdM15dcjN8wW18QlS6D3Q4bd0mZF2RpiiqpmJpJGmV4a59wU5In8It/fMn1GRzt3kRIDfxFwfI6outssbO1R7vbqZeCFGRlwc7eDrImM56NESSwmjr9YY9KBsSKpIQwy0GqyPIQQ69VXsdvXdII2k0wVINf/Pxrrs6h3Wzw5s05ZyfnfP973+X+3SGbFdy5PUDTBdLMpyhSDBNsR+PsdM7Z2RWaKmIZkEVZzZ39dtkbdYfZH0KjqfH7zz4jy0FRBbK0wHXXuF6JZdegU1WVqEoJ2zJQlApFaZCn83ehWjL97V1WiwmnyytGwy6OrWHqTeaTNUg1B1DQMo6PT+q5UxRRFjBxU+xmjNmE9qBJIaaMl9cIgsBms2HvyEBXJF6dvECsUhQKnG4XfSnz6lnKjYM2nhtydvECN76gKBPSHDQkBn2bOHdpdDV8f4FqiBSliWGoqPollZgTRhWX45yf/Nkdnnz1nH6nz/Zom6vzMaK04Yd//IDlyuOLzx7j+/Dhh7toukVeLGm0ekxX5zgdmyRP8Ddr0jTFbtoYtsVkcY2iqJRliev67O31yPOSTqNL4EXMZjPOxzP+8i9/xBd/+BJvEdGz9hiPZzy8+eOaRq/3iQMFTW+QlwKiYqIJFUnu0Wi22Xg+N45u1xHEfkBRiXT7QwRBQNX0OndJVdHNOkbVadrIoowfusRhRLPZpCojXrx4RrsnIcoZVxevUKyAtXuO0ykoxBhBBEFMURQFLy8oCwUqhTByGc+mlHnKfLV857KR8f26eIoUZFlSjypkuB6vqURotAUMU2N1dU2aJSxX03ohKGiUlcD5xSkrzWKxmLG/twNiQZJEQIlp6lRCSRi5YLfQLRlRNZGNirjM65ONIaEqFUmcoBsQxWtEUaaoSopMRpZK1qslcQyKXB+Bw8jDcaR3IXh1SFee1SASQRBI0wKq2hWVpCVRlGCa9TxUU3SooNWSyNOCsiyJw4T1ckVRFeiWjqrqyJJCEQeEYUgY5VSSjKUrLMuMOI4xLQdZlSjLkqKoGQxBCN1dje6giSIUyFIFSkqSBzQaDTpOmyAIkEUNUZRwExex0tjqDxj17/D8yxk/+Wd9DKVNx1b463/x1wilwOvTr3F2dbysRJZlNFND0VTyogBFQJQlJFWm02ujmCrnL8YEKegOSAoIEpyczrh5o8nBrsRs7OEtMsRK5O3bMyQB/vf//X2i2CdPUizL4uXLl9i2zd3bOtPplFbboigKZAU6HYjiAN2ovehCVdBwDCbXEe1RPS/+Nk/lIkC7IWAbOpNruHcLer0eVDVQ4eiog+fVHtjVomB6vWazid5ZJzdMpyWmAZKYsz3qIQsiV6dQpBmmqhH7AXdu3ESXDLxNjCI4SGVNA5Ilk1argarB2cUaxVDZ3t3j+ctXPHnq0ug0MW0DVZeJUp83J2OKMmIy27D25shKyc4+rNxrBrtt7I7K67MXFJXA1qhf59zkEmVeoasS/W6Dhqljqgpv31ySxKBJImHg8YPvHjG/nnDvzi16vR6e57H2lhze2EUzRWStYvegy70HLeLcI0427O2PkISCrt1GyATWsxWyKDEa9RCEiiDcYNsW3W63lrFkcOvWHdyNR17lxGlIkEbs7w/44ovHFCnYVr3R1LUGsqRh6A5xnGI3HDabFYalMxgMQBSwGk2iJEfRG5SightmmHaLrd0D0ixnPJnS7XbpDvqMRiOG/QGaphAFIav1HN/bUOQJ0/E1tqMhiAGdkUpazvj65a+QGxmtkUVUxgTvkGWiaqBqGkWZ4gdLlqsJG3+DG4U0uz2KEnw/pCzLd1v3GNfzUDQVRdNIsnqpV6SgSjJJnJEWOYPRkMlyShBH7O5u02o1+Pzzr3h9/JK1tyQpY14ev2QVrBjtbbEJ1rx8c8r27ghBzFFkAUGspVthkBEGRZ1JH6dopkGjBYIIolShKBKyLGOYNnkJzbZBLhSIiszGyygFkdkirjWRukHoBVR5hVyJmIpG2zGwVBtSIBM53D1isw7x3BhNM7l//yGqWpsAZFWkIkeUyvr3KgKVVIJYoWgyhq2y2eSYjl1v4EWAEkkS0HQdq2mhGJADmlFLn0I/oEhS/NmK1XiKLNRGg43rcTGecnY54+R8wtL1kXUDQRDIC/jrv/6vMS2Nr588583xG1abDTsH+3hpwMvz14yXcwoEJE3lYjzmejohiHzcyEMyRJALFpuae9tsmqhKne1u6HB+ueHxl0v8dYZQgr8pefLFmE++8zESBpt5SOgmtK0ubauNWAnkaYpYgu8GpHFGkuSUOZyeZrTbGt1+i+Vmjapr+CF18Vbkb61Y8p/fHn9e4Sg2+0PII/jq8wsals2w1ydwN+yMahK0ZcGd2zs4lkSZVszHCYNuLXz/F//ie7ibK3ptk0EHyiRCE0vev38bqSx4dOcBUmpw8WqNQo/lJMNdJZy8dWnafQRUpuOUy/M13qYOcj87u6qPjZFPq+VwcGjjBxFHN9qsV1PevsnZ2rW5990eoXRGIvgsNxmq3qTXPURXWphyi9SHhtbGVnUMpaRMl3Qb8L0P9hDzkqFjomQxXcegYWis5mOCcM33P/mASol5dfYlmbhAa4aY7RizFROV1xTyglZLxRZMzNTmo7vvs98f4a3n2JbEdHbJZjWn12njb3zu33vA0yfPababSJpIY8uht9NClCXSpKAqVb7/8Y/4ox/8GZFX8PLFCefn54wnlyyWV1RCSBgtSTMfx3HQVAvTarNc+fhRidPqE8QFJTLbu4d8+sMf0xuO3gExJGRFxNBVFLl+z4Qiw13O2Bm1KfM17R48e/0zTma/Z/e+yTw6ZRbNuPY9NolMUurI2oD52mO2uqISl3jxBetojWyYfPnNmDjLcV2fKIoYDocsl0uKMsMNfERZYn9/iKLUqYsqMkkQI8gaJ+MpXpBgWg7j2ZTz81MePDrCCzyiMuZqOUbrmBxPT7leXqE3dDQTrq4vWC2vmU+nVHmBIhpQyJCrRL6EtylpNftcX0Oz3UZSVKI0Q1QtxjOPRrvHOopwwxg/CXE6JnkBui6jKuCYTSzDRixFdFHFFA1yt0RNdazKYmDtc/F2xYM73+XmwX2WCw9RkOn1egSxh2qKSEpFs2siqwWSXFCR4Ac5hqkiiBWlALKioJsiRQHL5ZLt3R0UXSMpSlLAdOoEgdU8QE4VtFDFjgxud4/wli6u75KWFZJugWmDYZGJItPNnJfnT/mrv/4us80bPv/6l7z3nSHL4AI3m9HccXi7PKV/c8RHP/6Ez599w8nFNU67R1qUiJpMkGxwoyVBsmb3ABSpdgEZooWltKHUcV0YjnR8Dy4voNdocbTf45vPX/L8s1dMT1ZEi4qm3GM9CRifzOg2+oQupD40rQ77O3uMx3DjhoJiqlxO19jNBpPVmu1DmekmJJekb7Vg1jG7fZvVYk0SgqaIeJuS8XhJv++wXhc0W9Dp1HCCJEmgrBiN2hh6zGYV0RzCixefUSYGRSKgqfB//h//D7x5+Zhf/vTnyBp88NFH/I//x3/NP/zs5zx58TVBVvCnf3WPL796znS+qeEJBaRZBYKALGlkZUb6TgIShiGapTIYNOj22kwjj+3tnMGog9IyuVxdcnZ5ycUVNG1QFJ3VYsPV9TkHhyMUUUOWChq2TsvpIZUS7jrg6mLJ+4928TyX7f4OfhAiCdBoNXj16iVrb4Zhyqw2Y1bLgu9/d4+G7RCGMWcn57jjjI9vfcqzJ6/J84LW0MEybBazOQ3LJssy3r56C6VAHMaYukkYhizXC1AqFMVAlS3++NMfMbt2+eUvf8PqKmHYOmJ7ew9v7bFZrKDUEASFOE9otnoYlo2oqiiyRpxkbDwfy7JodztIkoQkSWi6gmGaBL5LWZaUWQollHmCLFZYpkrZMcmKDUmyYuWfMt+8YRYc45bX2JZCLhYkpYBhNFl4Hhs/Yx7V3MsoSYhziNOM7f0DhtkM03Aok4zA23B1eU1c5Kh5iW4YhElMHCU0GqBpMqEfoGhq3b2WFY5TO4CuN3MUaonPrTs3efr0Gf9f5v6zSY49y88EH9faQ0ekzkQm1AWuLl2XXa2nORRLctZoazNra7Nfa812347Z7IzNzO6QNNqSXd3NYqvqqqtxoYHUmaHDtXbfF46pr3DpLwEYLA0ROP+/n/M7z1PUBWWaUlQlpiIiqCKiBHkGOQWHB2OyqmY6X9GIEnGZE1Swv+eS5yWW3doBRFGkoml30nWboqzRdA1JrQijmKKoWczgYNdEkSuKrEKoZRRZRkKlSCos1SHxS4JFiliHNIrMt1+/hKZElKDn9lgs1xR5wcndQ87Pz9BrBU1TECuRmpqyhrXns1q3Yfi6KbEsiywLqKqGlbcizUsqGooahAY2foyQVHRGXXa2d6mDhHidoCkaXhCTVaDIOpphY/XaRIFgiOiqwbOz7yiiip//0WP2dk/49slr3s7fIFyVGAOTuXfN3/7DrxlMtphe3vDq1SVuT6I/7NLbtljFc+brOaLYurmqqkJsBKqiYTLeZ2sksLzdQJMyGbaG0NurBYkHk7GJY3SIE5/p9RJTbTUbRVqQ5612OPB8RDnCMMCwTeq6RpDgen5Lt9/DtHQ2ywW6qX2f7I13AOFa5tXrczYe7O/ZyIpPkYMgyIgyiLKCIuvIskReVpR1Q1FXVE1DksH774+Y386RG5nXpyEfPd7ll7/8c96+uma+hN19WCzmLOdzPvrgfb789ktEAbzVmrsnE2bXcwShdVi3OK0GQRAwNR1FEcjrDN+vsJQcdzJCVXRWXsmgI1MUNbfn11RlawocjgMkVcEPQza+x3JZYNkLEBx6HZM4SjGUgl6vhyzW9HtDknhNp9PFdbuEUU4S5YThlNVmieloOKb9rrcGg/42t9c3BJ7PZlFgGzZhULC3c4/p/IrL2S1H7+2TpDllkqLIGpfXa7bHJsHKpz/okqcR3iamlmDQlxAVh88//5zYrzg4uM97x2OiZRs/OT4+4FV+g2UbCEJD4PsIgoIgS8h1jZfFGKZGVWQgKDhul6ZpWK2WhEFDp9NpI0RU1JqEINRkeYQotRsoJRF5uSbNpyzCSxbxDatoRlDGxBLkNeiGRi0qrDcJphEhNTU7k12EqmQZxJS1TB5X6IqJIhgUOdSViCy3qoVGkNBMi/V8RpIndAdg2gZJEqJZPdbrkKKA8VBB0HW8dYrbdYjjmMl4jKrITEYjBEVkFWzIq4LIj5AbcG2ZrtzyDXzfJ81qLFfB6riIdUlVFYThBk2HIEwxLIG6adpfs7ukSU5dg4BGHEfkOVxfwd6WhKY6REErKJMxKAsBbxWyPelweXXNZl2T5HNEQ0J3DKIwZDaDLI5AKBElidvpDEFqe/9Z0RDFKWVdIUigagZuLydJK6qiRJUVsgTqBrJZgKSJlE2NosqEmxKlqehbCiUSl7czjBpGwwGSbLJZLmhkjTSr0JQGxTApwhhRk0mbiuHBLtEmYnBnm7c3F1z6V7i9CfN8iSAISILK86dLPnq007JNxYqtrS2SKiJOU0zLJikzBDknSmvSJGXUN6mqitV8wYO795ldLCgzMLs6ke/jraHMIAhiHFtHkAROz17hDCyCyMd0NBQNdnZaJN3GD1E1yPKArKjZ2+8hSRKz2wW2M0GUGtL/EuAb87nHagVF3vozJmMQZZ0aGcM0EEWB84sNCGDYkCYQJz6W5fDeIxtZFnE6JmkgcPdeh8eP3+P/9f/8j/T7cOcOuF2QBZFf/vKXfPjxx9w/uUOQLTl7NeWf/ctfcH0+RTM1xKoiiiLquj3BGkqq8l20I4W8qFBklaKoKAuwTJfFyufZqY9uw/7OkNGwfkcHaslLTgckWUVRNBRFoyhqgiBCV1sn9tZwG1VqeO+9B3h+iqGZuJbL2cUF49EEw1JRVYEiyxj3Ssqs5uZqSrDJEQWYjHbxblIs3eDszS2yDZO9ElUyaSqRMskxVYG+M2Ixn9KxbFRBoWPJ5E2J1ECR5S278HgLU+5z/dbj9HTOjZCwM8z57Gd/gmONKUqZJC0wnC5up4ekKq2lL4/J0gRNU1AUkSxPyPKILEmp6nYnXRBEVFWlIScva+oma3fFCVnHF0TVFav8mkqJ0V2VLG8ZtF4AglRSljWGZdA0ApLUvml0Oh10u8M6gZvZEqVp0GWFYBPQH7js7u6wCb+jqmr8MCAMI0RRQFTa5YVSqMmyBEFoh4pZltDv9KCGgdsn3AQEQYAoipi6RU2F3IjESUEWJciaiC5piI3AixczKgEMB5bLjC4Vu9tDzt7eois1ddO+StZ106LsZIG6KRDFltJf1TWioCJQIIkN3iamY/eJk4Q0LtA1gbxoWG0aJmOJ2aKmylvu46TfR9Vl5tOQp09BaFLee6QxHg3Ji7RdR20EqBvyoiEt2ogTooplGnQ6m3ceJmiq9vfKpj0wsyRDEGvexUMRVY2srPCKBEnVSYqKGoVG0HDcPnHVEHo+oqqTlBWKBGlVsTXsoVgmmVxzEy4Y3dthvtjw+V88Z29P4OMPHpBvMhbTdog7GPdx7A43Fzd4ec3e/T3KPCUIa+IYLBNUVeXy6hZHNymTjCJKsA0Y93uURo0u+yxvIxAgSgJUTcQLcrzMJ4jhYb9hPFbZeDG9gdoqjLcNGkHk9HSJYagEQUBRguPaVEVK3ZTfZ71se5hZLmOYMrIKay9G1R3qRmQ2X5EV0OttgdiK7tcb8APY+G3OrT8cUgkFiiIgyfDTn/6Im+kVH36ksb0NQdA6uXd2t+hYJn/9q18x6LjYuoYqwc3FJWUJsiyj6+3ek663gNkoSlgsCsqyRgBEUaYRRJK0oNc36A8m5FnVSt4LuL2dsVpFpGlGXde4rstoNGkDyGVNlOTIqkmnO8Dt9ojChOl02oaF05zz03NmNzNUWaXrdFAahSKpaAqBMq+wjS6xl9F3x/Q7HUzNYXq7RpFN/vIv/prnzzJOjt/j7M0NRSow7O4gVCo9s49jdGmy9rVlPd8gVzKWrCI3EmmUMp8t+PzzL/nf/tf/L8+evuDo6Ih79+4hSRKr1YLr60tm89t3RPuGNInI4wiRGtPQ6XQtDFOhbnJkWWA47LGzs0Wv1+7rtj6fiCDw8P0VQbgiildE+ZJl9IZ59Jp1ekGlxJg9DbdvYzgKqgZJUpGlJePxmKqqKfOUr79+w8ZbocgiiiDSt12qvODq7AZdNTB1i6pqGA5HJEnG1eWCIGjRf3kOFRWKrpLkKeOxy/7+DnEcUxQFsiASxUGriihyZFEi9APevHrN9OqGOi1QkVBKmWAR0VTQ7YoMBhrD4fidnrkkDEMUFWraItnvt1NWSQHbsYiigKapEJBJkwrT6CCJOr0uXF9V727KElUl0zQKNQplBSUiYdwWNs0wKMqay+sbJAX+8I/hT//sMeOtHZAknE6Hom7IyxIEGcN2EFUJZIXl2mO5WuNaLtQNQtPOCfp9m2HfwrIs8gKCqMayRZAl5uuQIMvZOrzD1p1jLm7nxEWN4XSY7O5jd3skRUmUpWR1ySZJSOuaW29FY6ikUsV1OCdTCi7DG1IJ3rxpqLOGe8cPSKIcyzAo84Lzq0saWpnbarXh6iogjMB2YDhs1dfLJdRZwbNvn3F9nlAlEAYehq6wtzNGEGB3zyEvCgxLY7ilISotEnI4HuL2LPIS8iKnrFI0XUaSGooC8jpl5cUIEuRlQpzFNOL3G8QUASTRRBItaGCxjAijjE0Qs/YqqhIurm6RFY3tnQ6G3hY002z/gvOLtxiGTpa3mx3PXz5juZqj6grX1+2X6v33HyPStHu9dcPsdkrf6WAo8Ou/e8N42ArHFEUhy1qYLYCmKbguZFlD0wCNSJYW3E7nyKpFGGeEUYbbtdE1maYWMU0V0zTbKI0iYVkWN9clWVqyWYdt6DnNydI2HtPpukRRwItnTxGaBm+9IvQ8HNtmMZ8jIVAXJZZq4pgO3tqjKQVMw0WWVcq8pCzLNq5jArVAFuUMOxOavPXvlLFItEiQSpXZ+YaLlznTi5QsqBBKiaZqEJHod7pYVgtvXq021HXNyckJcRyTJAllWSJLIiI1aZzgrTd46w1FUfyuKLa08BZLZts2uq4jIFGWNXGc4Ps+YeSTphFVHVMRkDZrwmJKmC2Jsw1pFpKmKWVWUhVg6hppFJMEEeFmha4qCBVQ5oSbBdFmxsPjPbYGHeIAdiYDpKbi6uycQbdD885nI4tgWxamLqHJCpqioMoyed5+FqIokhcpZVUwv21XLOMwxNINOraDqWrosoZSSzRphYaEgogi6rz/+GNkSScKU+7fv8t4ZBEGCZ2OSdMIKBoYlo0giy33UxCI04Yky1E0HUXWkCUdAQXH1liuIc0qBEkjK2rSrCLNCiQNakRqETRbRFBk5vMlngejkcNnn/2MH//0R4zHQ4oiZ+1t0E2DvCyI05SGlqKkqBoNrd65KCryJCNPUkxdRZMVLMuBuiF+x5yVFBnF1LE7FklVc7NcEOUlaDpBllKLEoKmYXddaklgHXgkecHaj5jO1yyWG4qqZhNGBFFKXhfojsb9R11GA3j9/A3eckPfdXj//fffQVki+v1WfLhYhmR5W9BNUyTPSsI4YjKC8WCIKSm8d7fLew93cAydyWjAj37wCf/0n33G8fEhpiOg2yrbB1vs7Fnce+hguRZJnrB3pKNbElEKq82Sqi4xHd6t7sJ4q02KXN8W3N7E30ed/N0jA0iywex6St20/co4zUmS9oNCUPjyK5/DI+j3hwhihGGCrus4HZv5fI3nrSmKCluXOD275NG9+3z35AWDIfzpf/UBcRzz5LtvuL1O6XQtvM2Kk3vbhJHB2k9+F8GAlmit6QqyLKGJBopqcnPt0ZRQNQ15CdN5wMGOyWwZgKQjChqarmFbAwZDBVU0uLy8JkoTJKHm6Mjh3r0HvH3zkjSNub2ZIQoeaV6CBIooQiPi2DZFUVKUoKoa436f7dGQLI/RLZeGivlyxXIZMhr2qfKS/f07+NcZH370Htrrp9xcXmBbFl2nw6sXL5EFg83a5/n1KYaqsZlBlLaxGksXaHSVcLPBsU0EWaSpYGdrlx9/+iOKROfy8hJXnyCLNUWaMc/m7autpCAIAnES0uvfpywbirKiLAvKsqQsK4RGpK5EXLeHmmlQFximjJE3iHKCIETkRUOyWFDWHggtOCJNU8KwBLHdjLEVs53kxwlSXWIoNXf2ZPodnSCO0KQGpYk4mDjEqxWmVJLVJaYCTZ5hSBK7Q4cwizBkDaOjIlQVm+UK07EJvBhJ2mBZFnVd0+l0qNKCMi9oJBlFFhn0u5R5QRRFJElCnqb0rA6i026liY3O5YXHOoBP7B6qYhEFGdPbGNeCQV9j48cUJZS1QLQJqIE4zCmLBk2zyPMcWZZRdTD0jLyq0RWBrMgJ4ogoT+n2O5i2xXAMvWEfqOg7Nk6doZkKb05fUzYZWRKi6grRpiVGLdcLyjRFd0zqpkFVVWRZptfrMbuY0VSQ5TmypLBernF6PaqqQldBNw2SNEVAYjQcc3t6xeffnCO8J9LtdomCmiBPOJ9f4g56NFLF2g/QVANJFLmZ1qT+gsX1hqOTYx7de8DO4S5xHHP6csbvf3DC9OySKi25d3xCr+OimTKSKdDoAlGYURYZna4C1MRhhSSkWKrIwd4uYlQT+QGO6ZBkAYEf0rEd0ixke2dMnPkMxj1qqaaoMiQV7K7LdLngdpGyv6OjKAq2XSHJMqZt43RigjDGC0A3Q8IwRlPh/oNDlhffV7l8d8PUNQfPa1A0ndFohCiK7WuyKlOWNcfHMqPhAFUzSZKS1apkNg8JEp+6gfUmQddF0jTm8eP7zJYLauD9D3dpmoq/+Kv/xLffpkgSPHkSoaoqURBycvcOd48tLi7nrFYrmqbCdVWGwyGqqpKmKd7ap8rbQioKMqbpIAjguD1kRWf/4ATT7CKKCmVZoaoqpmUANWnaotPuPXjA1tYOSZJSV+2p7rouhqGRJBG6ruDaOqdnr6jqHF2TyLOI3Z0xUejRcU16HYc4CEjSkOUSBLFqhVq2Sq9vcjs9Q9UadENGFGG9XFEXApbiUiRw/jwnXBSUAZiABkili1iYpGHBfLrAW/iUSUnkh1xd3bBZbrAMC8Mw6HR67c25rBAEgfFowMnJCScnJzhmF1UxkCW9lV7pFk0jUOQNVQVRmJGlDU0tIksqiiJRNzlBtGA2P2O9uSUvIlRVxjJNLNXGVCQ6usnINSijlP3JhKOdbbb7LvFqjlKXmErD3shhZ6gwvXiGa1Qc72ok/hRLhYfHh/irBYrQIr4MWafOKizFoAhzbs+hDDM6tkUSpVi6RZ6V9Ho97ty5Q6/fYWtrizRNiYOQwPNoqoq+22FrMGHUHaIrFk0pkWcNpmFQlfDyxRmbdYRj99msYTGHplaYTRPSpCYvYLVs++FpBqtV0aok8rYPrKoqvUHLWCiqioqGsq5ahuh4QG/cY/tgm9H2GMPVycoEhApBbmgoSJKAKA0IQo/lMqaocrKspKHGNlp3Ul3XrFYli8UCS7cxdQsRhaaCzRKKtECTVUYji+rd7vrKS5guV/hRiaCAqOmsk5jueEAmFlwtrkmqlEZuLxaOaTDsDVEq8Gbw5Dcl3tWGyit4/tsnNGHOXl9n0h3x/oPHPH7vEffvnXBxdkpepEy2J5RNjWU7qKqMJCksVhVxDP1OF12VqYqc7fGELISXzwOePg3I0waEmjenr3n99gUrb4HbtSnrnOn8lukyYhP4vD1bs/ZA1SxkxaCsBM4ucl6/uWY2LYmjDNeBxbwhjCosR2M83v7+qiXvCmYUJmzWrdkvTdM2r2eCqsrs7GwhSyq/+c2SKExwbBtNg15fJEkDDBM6HYnNpmZra4vT01PiOOYnP3mfs4srvn36Hdt7Ex4+kjm8s8Of/OkxJyfHfP7FS26urtB1lY8/vk9Rtc3c/qBL6Ads1muoBZKk7VlMxjKHhyekSc5wuMvaS0gKmC18Ts9vKUq4uZ5yc3PDer0mLzLW6yWyLBMEAX/xl3/Jah0iygqbwCfJM46OjkiSiMXyluGox6sXAZrSoMoCOzsTirKd7qVJwHx2RVGEpAn86MdjJltD7j+6y830gkaKmexafPTDhyxXt+iGhEDD9mTCX//lb3n91KeIwZKHvHkKL7+D7e4xs7OQF1+fkwUV/jJndjUj8hM0RcdbBdBIzGYLZtMFl5eX6JbJwZ0jHj9+jGnY6LpK0zTkeU2eQRxlhEFKntUosoGhu6iKTZ410CjUtUhRVBRFQRitWW9mZFmALEEaRvTdDrqg4GodNAws2UZvFAxB5s72Dk0aU8Y+9w62+emn9/n4vTv86MP7KE3BzkimiK65d2fEztgl9hd4qxmurmMpKq5qsD/ZRm1kVtdzxt0hH9/vM3SHVFlNVdaIosQHjz8gCmP+3b97iu04zOdT9vb2+Prrr/nit5cYmsrrl68YdHpsFiuqtOD2ZsPt9RpJMNFUqEuZJG7ICpEHD3bZ2e2g6Z13018Dw+gRhGBaXUQBHAd8f4MgNYy2+vj+Cs8Hp2Nzdbtge3dCmPh0By5bu2P+4ctfUwoZgtbgDCxKoUKQau7cPSDOIpIixgs9iirH7UpcX7eUdlGEi8sZvW6H2XTD0UEPXTWQBJm7d+7z6Uefcrh3yGSgEm1C6ncCPEmS6PUssgwurwNUQ8TpWSw2G1a+xzL2EPSGztjhm+dfE6UBD+5v0XFdnn4xowxg/hYEHxYvZ1TLnMtvpnywfY+J3uPi9RmyKNHvdTg/O+WDD9+jaUpm81tOz0+JkgxNtwjfIe5sS2x/tqrGW63xNx7vPzriT/7oAf/yn3/MJ588YGtrwv7BDvP1jCANiPKY69uICrBcmcUq4OjOkMkW5GXDzXRNUbXLBYEPmg7LVY0gtqH7O0d32lnBX/3d91Ys4d0r+XR2w/0HFoamIDsqQbBmMDA4PLxDUZUYhoFlxXibDVWTIUotFTqMErIatI6CLFf89rcvoIZHD+5T0Z5y8QJkdYFiGDx/dc3jx0e8OX1NDTRijSiJfP7lC6yORLfbJwg8bNskXIWgiqgquJZMnpe8fXOKLErYZus48bw1dV2TxO0Oqut227xhXdLpOBi6zO7uNnkaEwQRZQllUROHEbpm4XZsuj2XzfKK58+f8OiRSV1XqKqMqcu8fHWNaan0ei62ZVA3GQcHLpouY9gaWVrRHVisrm4QahFH0Nna71GUMbqu8s1vn7c9QBmiAi5e3zDuQl7B86/PuP/+PcJsQyH6GHLN7CbFW1cU/ivKA4tPHv2COl8ycMfIioMoyGRZThJnIAotoV2QyIuaphFRFANBqFAUCVFsrY91JWDoDqIEsljQiAUKOpUos1j7LFYXdHsG0UogjzK63S6CJGLLMZqoMR71ydKY1e0teehxvL/FTz76AJmCKFnirWaoAtw5GHF3dI+IjCSuEXhDI+stEFmWW7e3F5DGGUJVsyrn1GmOYrW8SiqRwAspBhWGYbG11a4b3s6XqLLCzs4OoX9K9a5f/Pz5c+6dnPDm9IKmhl/96hlOF/rDPhXtDUcSNY7vnPDm1RM2qwhR0EjivJ22qzCf+6Q5DLo2URTheQGjUYZuqHS7KXmeUtcwm9+yCUHSVpxeCiy9BD9OaKQaVRMRJOgOupyen6ObRuvetgxO3yyxbVivQVGg22332b/75oqDAxdFUrFUm6KCOEhbSIqkY2oWfpBTFTWmbjC9XjLZtej1cvKkYLGsiaSIplNjOSpCEnO79BE2Prat0TQCN5e3qKXBp4/3+O7XlzzYBaUS+fjkff7kT/+Ai+vXCHJFbQb0hz023oKbK1gupySFzzSYY4+66JbG0+dLrB7olowqitRlTRZnGLKErqjMbqf0zA6maVI3JWmRUngFiAJRHiJKLZxma9ckThOCsKQRYLFegyAhyTpZDjQNutHu8dc15HlGUzeIAmy8dzCc5HuslrwrmFFQoakFz5/d8OOfnmCZMhs/Ic0CfC9iNBxwfbPE80LcjoqpC6xXCXUD9x73WVytsE2Vq9Oc3R2XbrfP5cVrFE1gNNYwDA1RlNnek9BMg2pVc3TsICkig8mI4Js1e8d9tre3ef0mYDjskxcJTVVSlDkXFyWDPriWQF2LCKJKUQk0gspg1Ce+umC58BgMe0iyRJJHbII1cRhy9/4dvnv6DUnYMBqYbG9v4298DEPDj3ym8ymjvsPt1Zw7R4d4m4gkjdicblBEiTsHh9zML6kbmY23wnVtqipDkiHLI2RJZhOvqAs4dPa5/94RYZCx2az4+79Zodbw+M6YTeXz7NuUTz7eIkpC4jjm1bNzdg76KKKGpiqs6hRVgNsrn3jzlH/6xwrbox3STAIkkiSjrDJUzcOwLbKyoK4qJElDFFQMXUCSG0SppmkaqlqkqQVEUSLPMlbBjDi/RNaXiJqHKMdIYoq/WaKKElWW428CFosFaZpiGybW3oTTV+cod7a4e7BP19H55tsv+eIfZjQ19EftYs1sfku/0+fZ09fsH97Htm3CrKEsa65upvz+H/0xTsfll//xz5nf+Gz3DA4Oj7herLmezdja3aeqS87PrlnMbtvDrSx/l6BQVZmqBi/YoKgypqWTZQkXFzGTrQ5PX3j0hgq2YXExvWEdlJyfe3jrOXfv7rFa3uK6XUgjFM1iNFZY+wmO62BZJlVZcHWVkSQRiibT7RsEUUBRgeeDpIJqqPjRBtWANIO0jJE0nbwEw7E4P71qdS/DPrKsIolQ5jAawHQKe4+2uby8QW6giGssReXmfIouuqi1gaapiKKMrhpYRoKh6GR1RVWARLuf7wwclHpNx7AQC1iuPCb2ANvWSIu2B93G1iRWFyGbxSU//uAxW9YOHz38kN3JhI0/JbpdUwkRB5MxO0d7/ObLOWWZoukiXrQkSj1cuYtmaOwfSQiyQo2I0DQYgoghC1RxQhrG7A72EGvwIx9Zlun0XFRDZzqfkRQJeQJSFqLqJiu/IYrBciFeVGgaXGTXhGE7MxFEkCURRdPpD0UkSXr3FlUShuV/GQVT1SAMcxZLiMIlHVfD8wvWyykXVzlPn6wwHbh7fIDlatiuxBdfPSMv2l6dJLSnQr9XIIkK3z15zvMXazp9QEpRLY3zyyW/+L3PePXqFUmZsuWOOb2cYo86OF3aAUbc4qVkWWY8HhL6AetljmXC4cEOrm1zfXXLcrlBFGTSNMftDDAMkyQB1+mSpAGiCP1BhzyNiOL/Q9NQocoKcRz/bsjk+StUVUYQJO4cH6LIOr4/gyZjZ7LDRx99xGrdorryPKEs2z6W2+uiGTqqnkIN9x4ccXN9TVFnrFc+murw/OlzbBMeHPYYmRM2VxF/9IsHqKrOk2cLtnYnWF0Lb71gNNGJvIhoAxLg6CrL6YJvvnnC8dH7zGYLTLMmz0FSDIwkQ7Ns8qwkLxpsy0aWFVRNRJIrEFoNhSDLLRfRUEiztr1RxhlNFaJLMaZd4WYy5DLj/jbz+bINf0dxK5wSRaqi5sHdQ4QmIwxDFtNLQi9EAPb2wB1oXC0zlpuGZy/P+fyrFC94QVZK3Mwjshqc4YCXr9+AILLxA0wTNpsVrqbgrVfURU1TieRpiaZIVEVNXkKUpIzGHRRNwY8CENvvSRgHPLh3nxcvXqFpkBcZd4/b4YjnbciyEtNsKVxhGLNcLomCuIUli5A1EUlZkxVlm2MtSyRJoiigKCoEJFRV4fYmoaZ9lR4MNUaTMStvxdAy2Gw2qJaOqmsESbuFUzdwcws72yllmnF0tMPs+pY0qSGHxMsoY9gdjyiKClN1qdM1UZkx6RkYqkmSRMiCwqg/QjI0lrcXKCLkaUYSJpg9DdM02N7apk5KqmnBehkQpDmGAYtVhiJkmKKGrZpcXsX82f/1v+LL//w1pmQwdHo8/fofkJoS1zVQxIosDbFtA9sxEPScKskQ8gYvXBGGPhkSeZyRZBViDV1NQbEMFEQkTWM+nzPo9rEsC8/fsNisQBSI0wTLtQlnIbrWDs8kuV3ztGwVSVIoy5K6LhmNDURRZrrYsLxJMIwE3VARpXbvP85SZBX6hgA333PBNLS2aH7wGLLUp9/vcnigI0kqNzc5eQb37hk4lsGT755zcGSTZ/DgPbB0A7W2uHq7wNQcsjhnugiwXHA6bYarqCqQeOesyfGjBj8K8EJYeyskCa6uZiznC7Z3xlxeXDAeD1BlGUlqV6s0TWO22PDilc+gK7K7sw9ZzXS2JAg9FEWgKArW6zUd1+LwaJcsCbi4OGPYH6HrJpvlCi8I2J5M2gzZYoZlaNhuD2/lQVPz8OFHFFmF67rEcf67nmBZVfR7AyRRxLQtVpsNcZZS5SWmYnB4dESW52RFTpFHSKLA48ddhsYW//Z/+oaPHmzh2Db/4//4W+49Erm+usGOVTRTwpC7eNGGZNNK5PZ2bGpH4OztBdvjB1img2HaCLKCqhtUDTSIFFUNtK6YpmkNkE1V0pC3bnEaREkhyysURWA46qCYLlFxRZTMmS5ecjl7TiFFRI3G9c0MSVLZ3tvmww8/RGgaZFHgy8//gSwNEcddEDUef3CEaehkScqX336LX4JkSuS1yWAnJcMmQyDKI4a7e4y3t1j6G7zNGkGRcWwDpS7pjzskdclttGIxbft87/3gE+7fvcdXX39Jmqb0Oi4VDYIMw4nOYDQgu86IkgjbtThQVa6vfT748CHfvnjObNWgWGA7Cid3D0gTjyjyUQ2p5T3arVokyXIURSMtcqKoRlNUHBtEUaKqcmgEsqLtpVUV6KZNI0hEcYpuqAgS1E1DVtWkOZydrVEk6HYFlouIpigZd7exrYLIm/PowTazyyk727vkaUkeZvhiTNccY5ldXGeASEMhV8hCCzepq4qmrGgqSJOIqoAoDMnCksSNGHUHiOxwPVvy5Lc5Dx5At6cS+Tk364w/+MEP+XDXJA4yVos1VxfX1HmKH23Y2R+DGjL359y8vMXsWDRkBOGakpS6gdu5T1hAXFfImoCuKORxwWZVUIcF232TQa+POrTYbDyC+ZQgCukNuhi2xezUw1/mZDm4QxMviFCtNhK22uTs7gwo8vb/bt2U5GkrqhOENuc9UHLcTjtXybIUy5ZxHPt7K5ivXr1qC6bjtKH0rW2Lqs5RNYFilVKLOQ8e2DyvQ2RJIAoDeq7K9njMfBniOAaKIOIqLqf5gtGgz2oZkGewf+Tg9gQ0vUbVNe6/N+TF61e4PZfpck2cpRzdlZE1uVUdxFDmrbLw9jZEVSWEpkHXNTabGFluo0uCAJKooGk6SVzi+wGKonJzsyHPXtHrW2iawmIxw/N8AEo3p67/jwFJjiAIINREUYAsi6RZRRgV3LlzxN72AS+fv6EqBZ49f8Z4e0QYJFiuznDcI0xC8qzm+nZKkZfUZQPFmp/95CecX97Q6Q148+KC7e1domXJ69dv2d+X2N7e5le//C27u7A1HrAK5vhBzo/eu0uZJAzcIdWBx7OnbZ/PtUYM+iP29g5wO1sUtYIfJAiiTJYVhGFMmuYYholWVTRNRVlnCGKOILYDNEmoEahJkwRNkxDFlIaUKF4w27xl5Z2Tlyt0R0PRBYaTDqbh4jhdFqs5AnC4t89gPGK5qsmLmudPl3ibkGF/hCZr+AkIhkiQqeTLAtPZxTK76EhkgktnNOKb5y9xOiaVICLrGkmeoFsaggp+6JGmFXf2t7BskzTN6bgm3W6XJPLwAp+jwwNK9V1eU1fY2d/h5vKGH376A377+ReYrsLWdp+X5yLDUYXZddgEAWkWsglWbI26uB2d1WqFbujURUHXdCkEhdoPybMMXbUYDDSaWqAqBQRJwjAFFEUlyQpEScUPQ1abHMHLMU3IioIsr5BkWKxAEeHnP77H21evcU2D6e0G1+yR2jV39u+jNCaqpCCKNc/eTBl+skfH7XCwf4wfBiRhgKFbGIbF4moOuoRpGOhZQJE2WKZM13GRLBEJAaFu8NY+XWOMrfhogkxPH1D5cwSlxFAduuaAX/7Hv+TuzgmT7TE3t2foloygVWySFTkRa3+DM7LJqpSNvyQX29VNUWwvU6PegKwUKdKaRq5QnQpXlnF1GUlotRpOx+HO8A7T+S0rb0UZ+TQC9Icip2d1ux4qiKiyziqJuL4CQ/co8wSlq7K4zUhzODgwMW2By8sIUQLL1kmziKIGVxdbHfT39Ozu7rYFc39vws10SpZFDIddiiJmsQRFrvnwgyEyKpbb4erqCkHMubo8R1Ng0HMxdYt4KdJxOiiySlU2pClcXASocxhtw5YkUAkRT1/M2d7WkTUI4pq7j8YkWYwsC1gWRFFriRPFNgtYlyWKIqHrIoqiMOiPoVHwvYjL61viOAfgzniLxXJDHDfs7VsousxmtUCSQdNUHMfB90MEob2N3dzc0B906fZb5evbs0t+/OnP6XeHvHp5ztdfPeXTTz/FdgdcX08ZjsY4HR1JBEnWiNIUTTUpigRREpiMRkRJTuAnNHXOdBqyN3EBAdu2ebR/zL/9X35N4sM/+Sfv87/+799y/AD2dnXOT19haga6bGCpJge7Aqt1RVxkbE92qOuGqmpI0gzfD9ENiyAIqYU2C2vaDmVdIDYVAimiVCBSIYoidS1A0/65skqIkxV+NMcP5yTZAsuBztaYi9UtsiCgGiJBvCGMI55+t8LbwGj0Wz772SPSssKxOwzGHtt794jjlM0qI88Ntu8csokivDAlLgFVZ7XekNcyF8/e4g4GvDp/yWLZ8Ae/d4CjCzRZQJSFINXousLO1j6iVPP111+xtT0kiVMESSEJfeqmIc0zREWkakrSNEZURCzHxPPDFn3nL+j1bXYch0aRkPUGw5RJcwVJalqCuVDj+WuSCvaP7nB+uyBNYwxBpSxqTMMhjnOyosaQFTqdPnlWousaimIQxyGSSBurGdrU1PhBjKxIyHJFXcB05hOGFaNeB9/L6Jg90rDg8mzGuLfDfD7HMXs4usbdg/dI84z12me5WlHmCVtbYzRFQxAk6rJCFIEG8hQmEwfbNNEkldnVDUJRcXG65ORgxO//5COSdEPip8yvS3aGDk++/o4qkBhbuxiOS0GFnwVsHzjUqoeiCmSLEFFrSNMYSavRDYUgqJBNsFVYxSBJIpuFx2qWYylwNB4z7DgodU6WJLiTAa/fnJJWBX7okVUFvU4fwfNZ+jXjbWgEMAwDUTKwzJJOJyNLK2RRxDRNRNo3T01TSPOMqoKshPlqiqYobUZcamik72810jCMtmAe7I/Y2e7w6u1LVLUm8BP63Xeqyzzk+YsV/+pf3acoElabW87OSz75gYxlG3z3zRtseUBWlfjza9KyZGtbbCe3AliGTFkUnJ0F1DW8OU159NgkymMkzaBKc7x1g6rI+OuSzbLg+I6KgE6SeVRlw3A4JM0KRDEjL2qCMENVBCyzw3DU5c3ZS+yOTFOVnF1MMZYwHvUZTSacnU3pdmLWa4/79x6wt3vIYjmj47gkScxyueLo6Jg8z/mPf/7n3Dt5yNHdE569eE6/3yUrK3THpRRrzs5OqcT29dzpdsiCgKqocbodvnvyDMtyUDWN4+NtyrClcm9tDfn8H36N4cK/+Bef8T//z3+N4YCmq+SphGmOiKOEF+cr8hTuPzgmiTPmq5Sqgr/721/jdicUhUBS1Ozs7lNVFZaloygS3V6HPGoPjqZpWk2B1NLAm1qgrgvKsiKMVkTxNX4yZeVPWYdLNDPEtSWqqt1WopFRFIlPP/kxJydr3rx+y2KxYLpYEMUph0ddnKwgKgq+fvoKGtg7OOD6fAmyQtcdUlU1QiVyeztjuDUh8DeEuU+n45CmPrfXN7xaFNw9NLm7fUjUrVB0nfn0kiBcE/oLRu8fEwZTsiRBNxRubi+oqoqDvX0kSeLLv3vFgwcTzqdTBF3C6nS5ms8p6oo8DlhvPBRToxEAagRVxgs2qJqMt4ZGgsF4xOvLaySEd/3LEkVWCIOQogLTbDAMrS0ksogiV6gKdDsGVZnQtS2SNCLxwTIlOo5KXdR8/utbdkcyptSnUUqaxESmQ+o1pGpDvzPh7O1rjo4O8IMFV9e3eEGKIImYhkqaJwhSQ6drEVc5wWZBtGl/ZlfrEHoht/Nbvv2y5OPHBboAhqbzkx//nG+efM10OWOxnDLuyyymc+7u3OEP/+hnxJsNvZFEkGrMNpdczF6yd3dIVgo0jcR0vmQw7mC7Pa5WNwgFVNK7YdUdHduPCMScPIbVdA5hiI5AVRUYbg8v9tG7BmmZsVplKHqCamgM9Haz6XbuQwOynKKoGqOJxnqZIUkwvV2zt9NHVjOSJMP3UwwDtsYGTVMz7PeJ42sUqSEJQ5zvrWS+y2Fenj3j4uwFXRd0pUaXTTQBLBWKPOKzzyYs15fcTG9bfW0HRLXE932WKxhMtlgHESgFcZ4xGmq4FsQ+OJrG2YsUFXBMeO89lTiP6fYMajSefLdCLHTUqs/AtBFycI1tnj/1CH0oahUvLEhygeevz7i43lAhkxRwebvg6ctT7ty7y3xT0qgyhmNR1DJhUnN6PqWsIc5qtnYPiJOCz7/8ltU6RdO6NI2BqrjIsowgVtRNwc3ikr/97Zds0g2YAu//6GPsYZ8X5+cM9w6Ji4rpxqMQGvK6YjDq8/L1S+4cH9JQEHhLbEPBMhUcR2IdTrn3/jH/zX/7p/hFysMPdvj9P/opsMXx4R/w9LuYxdxE00eIisPL1x4FNmWl8fnnT8jznCdPvkHTZd67fweRHMdSODzc4v33TlCEmslkyKA/ptPZwjT7KEoHWbYxrQ6D/pDBqIvVU9FdkVVwQ5RFxFmO3RkzmdxBEUykWiGLC3TVgLrVa5imSZbVNI2A2+/jRSFzb8UsWDI67NDdNUmrgJ3hmE6jk8zWdBQNKU/YHzoYYsrJ3gCNhK4p86P39zgYbfPe0RbVBr79m9dIqc4vfvpD0vQG26r54P1D3rz4LaqYMBmb9DoqaRpQ1SnfvXzOv/n33+EMJdRul29enWEOtlglJU9erTm9DlluItz+gCDKWG18TLfLs5dzBNXm7Cph4bXF5/ziCn+dIQoNy3nMchkAIIgNd+8do2oCvZ6OYZbs75rU1RxF9pHrhLv7BmWwQc1qOjJ485zpVUIRZZgSxMuaq1c+Vy8TLp5HaNUES94ij8C1OpRNznx9zvnsW7zkiqZKuTw9pdfr8ObsBdP1DZ1JB9PW2NrdYdgX2RlY3Lya0Ve26EpjHuzKrC5LqhQUKeLZy19zOTsnzDJMF16crREMFWugM9s8xepuOLv+a1beE/zoGt3UWa1LHPuA7e17dNwtnj074/nLG8bbPfIKlgs4PIJgM0eXChSgY4IsQFMKvD2NcHtbpFWGO3LYhGtQBPwE1kFIUTZcXqf0BhPyDNIUtnYmVKTYHYXhlkgjgqYbrDc5XXtC5KWIDQw6AgoCZZoR+2s+/fCEfselyr+nSvnukQH6PZub2YbJuMtwtEuVLVEVB7ejMV3esLM7ZDpfsFy2gxxRgyCE8Vjmk0/2ubq4ZhPBYKCg6TlpliDL8IufbTOb3bKew+NHo3cypRQJhc0646uv3nB+CkKaYmspo7GO0MDF+S3hBg4Pe1iOQZyEBGFIfzAiTQo2mxBFVrBsA91QSPOC8cQhz1Mk2WRne59Xr14iSzLUNb4X09QSrt2h2x9gGRZJVuKHCU3dUBY1V7c3DCdDoiTl4aMdhuMRWVkw3B6xXK0I44QXb96Slzm9fh9V15BlmUYQyPOcBjANmzoLyJKIphAYjibsjnd5/eyS/+n/8x8Qcvjhpz8gjWvOzq/pdvcoc42gkfmX/+r/TOCFHB6dUNci09mS1dLn/Q8/5WdOlywvkWWV0WRCvz/ANE3yNEORDeI4QZIUZEkC0aChICtTosAnzQKGI4dBR0dzTBaRTbVUmXoJnp9T32QIjURdNBRZTVDFvHjxiiRJmS9WdDousqqzXM1/t+0i6SoSMqqoo9Qqd3aPYEvg62++4PL0NeOtAaYhIeoitu5Qi106gy51CVmYYgoaktKhSUqqpOFXf/kXRP4aY9hHbER2JkOgJkxCEAVUAebLmr39Plm+4vyyQrdWqIbFdOUjSxq6K2JZJpZtEKURSQJ+GCDKAheXcHSi0+tbVEJEVUKSZOhq64jf3R1wddUmBAzDoCyL1p7atKzGe3dNysKnqWsUGZo8QaxFHNOlzhp0teH1q5SihoPJhMyref3NBXlYszUa84//7I8Zj12my1O+/PJrnJ6N0dS4HYVGKFldR5zcv8N4u09ar9lEC1abEsuxCWYtV1VsNKIsQ67EVqpWC+RJa0LwowXXqzMGk2MW65QC0G2J20XKBw8bpotr0kjg3uEucawgmxZBWvIf/uIrhuMOf/h7n3FxfsPLFzWjQzgyhxy6HYqzU4oEDF1AFluB2tUp7J30qMKG0VBEFBT6ow6VVrNYrBAFicmkYDiasF55lGXOr/7TW374wx2qpiaKfBRN4s3bEMuCyZZK4uU0VYNrpYQh6Ea7NJNnCWkCmpwQeF7rlK++r1LZPjLAcr3BdUXW6zVZDltbR6w3EdP5OXVdkWYJRZGhKLC3J6HZrQvaD0N2trY5fb2h2wFBUEhi0EWBNG4YDna5uV7xe5/tMh6NObs45/pyw9IH1YS9I4uulXM9h80CkFM0HcKodbD0Bx3iNCDPE/Z2t8jLkqurDbZlsV4FbDbw05/eJwojtseHfPXVtwxchSSuuL2u6HdooxOKRpYVxGKMKMvU1MwWUzb+Bse28IIQz2slZEEYsb29TVnWFHlFHKVsNhtkWcZbrVF0CWs0oCpKhAbyNGU83kYUdKoqpm4EECQEuSFNE/KqwPMXFCVsDeHZiy+Ig5puV+fNm6/46OMP+eQHf4gkWxh6jqZ3ODo8Zv8wpyhqkjhjPNrl8uqGNCkYTUxct0sD1I2ApMg0eav1FUQRqJElGVWzkMSCqqxI4gWVETNbvqAqV2hqhre+BUGiwABEbKuDJFf4fsDN9YwwjBFEmd3dIVGasFzESLKKLGsIyCiqRKfXQZd0lusFqqCxCTZkVYJsqER5iOf7GF0Lt9/DdGyW09W7SXUf2dCIk5ysrLA6HYaTMaIAq9UCyzawbR1F1Oj0ulxUF5RFQN8dspgHbOYFq+6a0dY2hmqw3KwRBCjKjKKW8f0YSYa6hKIo0PVW0hc0Da6lIAgim9UGCaiqBtd1Wa9byLLjOCiKguMYRHGCbkBFQ5bl2KZFtytSpQ1l0fa0kiDn9sJj21YY97fpO2NO1zd0TJcPPv2Iw/0jPnj0gNvpGdQtKHfv4IC4LHEck7enN9j9EY2QsfJuufvwkCjp8/zVU7xNymy6YtDvU+QFeRGRVxGNVCJbAnIGdQFWT2N2sUaJ54RpjmLAqOcidGoG3Qn+7AZT6NBz7vLK9/jy6+/YP7lP1xrzn/5ixu3Fv+Mnnz3iX/6Ln6J3dS4W5/hlRJbCcMslTVIG3SEdS8JbXGJbLo0iIHcVdvcmqEZD1XTYzNdkWYEqyaiygiLJdGyIIjg9u+bBwyPqukSQRDStwLZbwE4u1RRlhaJKiBK4rsLW1oSNt6ARUlRdoajKljr1/QLX24LpeWA6MtNFTjVd8/jhDmVTMlumWA5cXl9gOR329gXunNxBMTzmi9bXstlsePs2wNLB8zYA7O3tEQUxWVpx/977yIrKb3/zDUmaY1pdzi43KBlkI5HLM9iegCjDZKKAUFE2NXUKYbQmDD1mC3DckDhOW1HSwMH3IwZDUGSRm8sVA2eIjIxt9Lg6v0CgpXFXVUO32yNJYoIoRGigNgzqukY3NGzXQWgEepLcRpJ6A/K85GZ6xb1791gul1xdXdHpdIAaRRWQBZFg5dNUFXlaUEoC8+WGIiswdBvbMNBEBXIo4oLtnQE9t+abz2+4/3CfYF1wdnrDpz/4IT/+0R8iSjusvYbd/QFBELJcx1S1yKP3HpPnJaZpc+fEpSxLRFkiTgo0TUOSJKIownUMqqpdi4yTBE1VsRwDmhpRLji/eMLxgz4r7w3ffPcrTDdj72DAYGRyeXOBZujopouqN63kSyiwLAlJVlA0E5IcWRFwnR55XRDHKXqtQyO9SwzckAYRURFxfO+I7qjD7etbVkGMKVWYgy5RmrAOfZqqRjF1qqagFkBUZEIvwjRNdMNAZEOZNYi2RlPlrGYbsrhm2JsgNhJxUNB1oCpqrs9vGG5PMAyDpogIowJB9skLGA6Vdh1RaNjdBc/zePs2Zmsi4roWl5cbDAMUWaFpGiaTCXGSURQFhe/T7Xap6oL1qqQqG4K4QVdLVFUlywtEESzLorRFhhaIpU4d1GiWzgcnj3E/7PP44QeEfsBqMefbb77i6P42jx8/5mbxhoV/hTt8iCjD4d1Dnj9/yYu3C2r5kEooyIsEQzbZ2+/z8sWKsoDNGrrdBaZjczTcAaFGlCp6A4eMlDfnSyRZZG/XpmN12LLHTKdL6qAmlQ3+3//DX1IWFY5xzGoGP/vxf82/+Jc9bq6+Q5Azzq8usFKbohY42DvBi1LKXKIsJLK0Zr3YIMkQRDFDp89qusD3NaooQTMVVFmlKjLqpqLOc8o8RVPgYBeWG5BEkbopUVWZDz/a4ubmlrxIieI2nF8UCUXRchpEqSXuCyLkeUFZegiC+F/GDVM3oawbdnZlskLgenpNUYj0hzJpXlIUBYNBjzxrqKqCKo3RLQlJMMnyduNHUcExVRwTRKlistVnNrtF0wwQZMIgRtF0TN1i2NsgSBIUUtuvGGs8eHhAf9BhsbzmdnrNagPTqYdpQb/XTh9HQ5NPj4+YzdfICnzyyUf89tdfUSZwcXbN/ZP3kFFoShj3LUxLpW4KirJGlCWKqkQSQFYlFEVHAGqgKiqiOKEWJTq9Pi+ePSdOk3e36IAoDLEsE01RmUwGqKrMcjGnLissxyYMErI0RBElUiEjCkN0ScGQNAy5VbrObs54/MGYreGI19E5/6d//qcM+lskaYgkV3zyyWfEccr+vk4cp4iyytffvuD+/YckaY1umqgaRElMlpfohoWsqBR5SFHGFFlCFKSEcUYqKiRJSFFtCLJzZvPXLMNfc7v4lqKatkSqcIka5uiGiqLq+H5EmuQIokq/3yHwQ7KiRBRler0BRVXjOD2miylF0R4c3ibm5uqavckuQbShO+4y3hkTxB6lUDPZHVDJDUmR48cRfhrTMV1QVdIwpRBbIO7AtUmjjGAT8urlNVkGn3wCW1tblE3N27c3qGlDkUs0lYBlNNS1wGpZgrRkuD9EKQVEOcAwdPIiwrIMENp8qgBs1htCH1K3xrUFqgIUW0FA4uzsHF03yfKSNM1R9VYxrWoGRRUgCAJZBmmao+sygiAgigKGYaAOHLJrAaUwMQyHTx9+gq7YhF5MkxWUaULZpCwWcwrBZ7RrU5QlB0cHNAKUArw6e4Gf+XQ7Bjfzq3dYtR6KotHUIpOxQpqVVFWDqDU0copsy5iOga6rLOZTRE3C7QnQyAz6QzTBwb/d8OXfvsARLG7VmI/ufcwf/P6fEMYJgipx99FDvv72b/nJj3/Ody9+S3FZ43sJ18spQZoTBRWPjx9wO79ldrtgs06Ralp4CxVpEXNx+RakksGgC2WFJsoIkoBUQxql+GswO/Dzn57gBVELiR4OUBSZMIFRVwahag2RYo2igixLhKFPmtYtgb0AQWiYTFx0M6d+8z0XzDiFk60tTFvi5nZBHJYEYUJelXS6AoIsomot6yuKAio5otPVUBWN1czj8WOZLC5xLYM0Lnjy9Jr7Jx3SLOXZ84yjO10++fgR8+Wal2+v3p3OEpDy0Sc9ynqDrFZUTYymi/T6FogRlgui1H5AcVxBU7JczcizHEUF21HRdOjbLv5mxacfv8/nn/8GQawxLZWDgwOSNGS9XmNaGnVdo2gKoiyR5gVxGLFarTENl9ntkgcP7hFEEUESszUes1qtcF0XUZCZzeZomkzHPkaSBMQKFGRG/RFrseR2+pYyTZEa0AToWBZKI2DIJt7c4xe/+Eecv7nFNE0cx6Escw4ODvjrv3nBZ7/3Tzi/nJKlBbbbYTycYJgWnp/w8s0bDvYO8aOYhgpN09B1DUEQaJoKWRGJ4taJJMsKo76NLOmUdUQQVQgU+OEVt2dfYvVi+iMJzayp1wnr9bviMOxwcztjs/HZ2trBsiz8ICQrCiRFpq5rkESCOCIIYzpdB7fTI00SlmuPyfYWimNgmjqbJODN+RvyusB1h0yXM4KqxA8imqahViRWoU8ShNQ0xEVGXpWIIvQGfQ7LnM1yRVE0nF1esVgu6Xb7vD6b0SvanqLng0WF5bQ+eD/aIMrQ6bb0/6pM23+rdxtdvh/T6Tg8vBcjCBJCLWBqYMg6YRyjaRp5UdAizWVM06Jp2hvkZJKwXnukKdATWqFcV2Wz9EnTmCZReXz3Eff3HmPoNv464uXLV7x6+aZNHggV//if/xkffvIe3774nOhqgTNQuP/4Aa/fPkc1VW4XPr4Pip7QG44xTY3hcMh6sSaKIj549Jg0rzh1LzEdEy/wSPwYrZQwTYvr2xlNLXJwcMj5+QWGJtMzXN58/jWKJHJn/yE/eO/nDN0tXjy75uT+Cfcf3+fN2XMCz2M+bWiqmq7T43R2SRgk7B0fc7tY8pu//xJBgpvbkof3XFZTH0EQODt/zc5wjNA0FGVCEsSsZj5l3So2DE1Hk0WqsmbUtYnDkK++mPIHf3yfqq558vQVo76CqRtYRoZtyAiUuC6Ylt662yvQxXZYBC0cSFGU73PRpy2YRQW64bDxbri8DLE0G0EUiQPoD2A47hMnAZ6/YWJ2EMUWfZUkMbfTjMMdlaaEKPZQJXBd8COPvquhGrDcbDg6HtNFQL2i3f+TcpIkpzvUCcOGV6dvcF0Ft2MhKzV3jvt0Og5n52fMbis0A8oq58nnOScnAv2eQRBs+OCDB9RRzXK+wvdnhGGA48i4jkuRt6+r0+kVgljjhQE2NkIYsV5tyJOU9bpha1KgGWq73TCbs7t/gKHpZElEWbY37CzL6DoOgRcShj5F1kJJhEYmTWOWyxRdhkHPYug69JwOmR/SFPDo0Yds1iGHB3fR5S4Kfaa3K371l3/Pn/2T/xtpqfHs+TfcPbmP50eIwgotSnn8/od4YUC/65IVBWXVvgrKskjZ5G2QvylJ45AizZAFB81xUGWNpkjRVJm+YWEa0Buo7ByZvHj9GyxR5af/6Cd4m5jf/PZrhju7mLZFVuSUdUFeZkiqjJyLZFlCkiRtcRBq8jJD1YYgiTRAZ9DhdjlDFGuqrCKpE8K0oADWgU+cFyRJStVAx+2CJHO7WCBXIh3bJi5zdFWjY1nkVUmUJhTUXM+mhHGOZsi4qoakQ1aXlEKDZrfaWUFo2NrfYbq5IkkTLMmgrJv2s6RGVVsf/KDrous6k/6YIIhQZI3MKVBEFVWpObl/l+V6RVUK3M5W6LpOGEUYpo6umyRpBg3UFciSimu7rNcBq80aKTZINpdUG4kwjHjz5hRV0bEsizCO0W2NVThjsNPlgX6XZXTLdH3Jy7M3TFdTJns7OL2S66sbZtOKrptAU2HpKaPBBNvKCcMYWTUwTRNV18j9gjTLqBQJudaJU9BkjSKHKmswFZ0yyRARuXd8j8PJCctFQEff5sH9xwhKwdMnX7DwrqmKkOurJYJWMBj2+OrZNyyWFYEfIooqoR+z2rTZ0153QOz5LOZTNquakz2FMkvRdIMkSVrdSg5BBLs7DZNBn7JaMB4N+eu/PaXIQZMlFmuPJIbJWIO6oi5BoGS19EEERRJZr1oyfllCUbdtw8V6gSz/F6DZ3T8YcnFxyc3NmjSB6TzEdkzu3rPxg4b9gx2yLGK9ovWgAElaEYcxYQCK3HCw66BIsLPd50/+9B5ZAotlhiDCo8d9EBOcjsThsYRutXu+O/swHLda0+UaKgo0TWG1aodMjtOe9I4DRQaPHz6g2wHPa6ibgsurU96+fYmqV5zcnbBcXXJ8t0+3r7O3P+Li8g1h6FHVOXEcstnUhEFE4MeEYYKo6AxGFlEUM3w3lHrxckbH7XJxdUmWZVxcXOB5HrZhMxlNmM0WPPnmgjgqkJAIvJCL80vSFMZbPXZ2dpFEhcVixcX5NVeXU7K05osvn+KtczS1SxhBVRhY5hbTG5+9gxP+7J/+Mw6ODnnv/Uf0Bn3cnsu3T79FUSTm70L4jmOAUJJmIYJYYhgqmiaR5znrtcfV1RXnZ5e8ffuWs7NTFstbstTn0x884snT3/D5539D2SRYrkmcJKzWHr3RgLW3pj/qs7W7RVrEbIINuqWgGQrz9YwwixAkUDQZRVeoaFht1oRZwmA0pJahVkS8OCQtC5yejSBDWTXsHR6RlyDrOt3hCEnXiYoCyTDojcaIuso3L97gZxGF1GD0XO48OMEddcmAwdaY15cXWD0HUZcRdZH7H+wjW/D6ElRbZe9gD1mTSYuUMExRtPZm2QitbdSwLZbLdWtRRMK2HSzdalMHgzHn5+fM53P8KGQ6DUnSFFXV2d7aYTzaot8fYlgQxBXT+Yy1tyEIArIsQzV0er0OYeK1rYgmJasCXl8+5c3VM7bvDEEv+M2TX3O9vEJ3VWRDIq0y8rpq401ewkePf8jBbhdZMFnNYuIwY2uyh9DI1JXwrgg7qKpOmhUsVnB1U3FxtUAQTXq9fWa3AbrSZdTbZnm7Qhd16rxhOVvz6NHjluTV5BRlyLdP/p48naEqCboGF6dvCbwN4/GQ/X2T9WrFfLpBlQUe3HM4OQLbNDnc30OTJN5/OKRjWwTrFbEXoCBysD3i3p0Roy50TJtRf8C477Ce39Jx4U9+f5cvv3jK7HbK9pbIxXlImafoGti6Tl2CYwsM+n00Dfpd6HYNDnZ1LKv1fPl+8D2Wy3c3zMuLBfsHAySR3zVVz883fPhxn+EIsiRAlCsmWxD4MQ8e28RpyPPv4Oc/6VJEGUVcIFTwr/+bf02eVRiyyReff81wCEkacHnVAjx2dofE+QK7A4oGgpSCBNvbYFg6l9dzRmODi4uI6e132DY8fm+fN28uKIqChw97rNYe0Pph1kGBouWcXbzh+O4xz569wbZVnj7/mqPjXfq9Hn605vo6pNeTKPIa32+5lv2eQ1ML2FaHq5spo9GI4+MO3377LfNFxrDrYRgGvl+zPXG4uZkSxyG2JZLFNd4qom40PC9jOJTwfZ9xf4iiqFydXdMxuiiCzhdfvuCTxz9F00bkmYFrHfDf/3f/HVkCn3/1iiyvMW0D0TaRFBmx1yPPW1DBxlvS63UoyoQwShDFlkh0evaCJEnY2ZowHA4Z9ccspxFv31yxt72DamhImkZJxsXlG3Rd4bvvQn76C42qqUmLgkZS0A2b+WqGbrcOGSOzSPOU26spuzt7TDdzOr0BrutiWg5nt1eYpcN4POaLz79i/3CPEoG6LNne2+fp01c4jsrx3WNevHlLd3sb3TR59Sbm7duXWAYoDVBJVGmJKDRkDcz9BZVcM94Zkuc5/iymN7F5fXVNKYAhVyiqjmO69LcHJGKOs5Xy7fPvyEr44Q/v8/LlSzYB7OwbJGHE29MpW+MO65WHIEmUVUO/3ycME1YbH1XVcXpdLNECEV69WbG/3+fp0ymaBoZtUDcVaZwiiWDbKpZlcXV1xXpdsrfl4ro2dVmidWwGuz0efnyXf/vv/ncKKebex3fYpFNqL0G2G7zYY3p2ztllwcddjc6wz3ffzHDlCFcJyQJ4+vWUf/xnj0njkM0yQJFNZrMpeSFxMZ3SHfU4O61x+mDosF7Bp48/5PZ8wcOTjynjmC/++luKoORX/2HOL35q8tnv/4QXz77h7O05P/3ZD/jss/f59//hCf/5b79l76jLycP7TLb6pE3DZDzgzcUte0OXTq7QHfZ48XKGpkPi+ySRz/I2RymXSHlFlVfEccz+g732cwtDfvTJY56/eYWsKIgybFYpkgBNXaBJMB64XN74iDWsZwX7E5umahUmR7v7nL9+SxGDOTZoqprbWYYs0AJzvBbA/X09MsDhwRFFFeK6feJ4xfbWEaPRkPOrJxQFyIpAlSfs7XSpxYIsCfH99gQoiwxDVPnmOw9BgH/zv/1bVMXk/OyKq6uGXg/itCDOwHABqUWClXW7ZN8IJbYLB3f26Pe7/MPffovnJSgKZBlsb+us5ku2Rn3qqiLYeDRVTZLV5EXJnTtdXry8ZGdHodNTMUwoypzhyGYw7BD4AY5j0ekkILbIrThqZcixn1LRMBj0MAwDgCiKkCSJ3V27td+VJZqi0u30ubq8pCgaQMY0JPZ2DylpkIVbwrCi76jcXt3y+P4jTk40enqPxa1H//iQm2uflaSw/9Mf8+jeQ7y1SJHL/KPP/im3vo8gVAiijCA0IFRISssclRWwHRNFkchykaLIaCjRDaXNlFCzWno4ZofJ9haO08GyDC4unuBvbhGMNUHUbrl0+5BkOXKUUtQ+UdSwCSMEVSatMsq4Ik4jGgEkRaQSG2qppmpK3MGY1dpDVhXSIufs8gpRlQmzjKppuLzxmS98jo/2MTSN9Sqg0x3irWOiOEMSwbTB1FXWtzmJH6LsyOxvbTFdLEibnKvFDV4aoKoyqHLbHxOhKKCWQTJVqrrk1cVr8rohiELQWovpbLZgs2koq5Y4FGc5WQlhnFCXFePxFv3OkJubKbPZAgGJNIvwX73BsGWyum13GJbJeBxSNjCfLzm/WNF14eoKPv5QodsfoMo6srTidj6njgX2One5vHjLlrxFV3c5erjLi1cvWPiXFEqHL19+w95hF8VUcHSL/nDD27cLTBMGjo7VbDF9vWY42uazf/0Zmi5yfXvB2zeXbO3sYOgODTKbTcjSC5kMFXRHoxZKpDrl+mJFEQv8zV9+zsAyUQoI5gl/9PMDfvjRT5hPbxiP+tw9OWCxuuC3X/wVH35yxKMP24tPmPlkUcUmiajlttUiUuI6BlJTs7ejsTUesVmu8OcRH763h6WqrKZzPn70CWEYsll6rfm01+N6ek2Tl9x9eJ/5cs5iGWKYkATtto8mS5gqbI10yrSkazmslxsMGWQkNEVhb1dAQsTpdLm5uUFVQVdUdP371eyKAOtVSFkI+F5EmsBm5eFtNiznCYYOi/kV5+cVklhhmwqKDLYJH7w/YNjtML300IGffHTM4trnP//yBZGXU+UgNBKGBtsTjY7bIwwyTMPBsU0mkzGu28UP22n08+fP8QKQ5Va7OuiDoVrUpYAgKKRJiev0se0Og34X9Z0RcL6CvCzY+GvG2x10U6CoCoIwZOOvWa/X3NxUPPs2IfQSXMvh7p1jVFkj2ATvbnMCVZGxXq9JkgRFaeMmnueRJBlxnFLkNaKgoCoWhtlFUS1Wy4D1EoSy9cNYhsvrl29xjC7rVUjHGXJz49FxtxiNjpjeRjT0KAoLzxN49vSSqhZb4K0k/I7MLcsilm3Q7bpQFygS6IqMIgnIAri2yaDvYpntPnmc5oRJiCBXCFJKlC8I0yV5EVAUGb3ugINDC0nWEUSVOK9oZJGirtAti6KBOM8omppaFNBtC1FVkHWNt5dzojTjejZH1nVEVWPlB/TH22i6zWR7nzSBLIWiFLi+WTKbbxBRqSuZjjtqPfQeRGHrAS9yCPyQi6tLLm5gE6aUNNSiQFaVNJJIUuQkBWzvuyBLJEXCyvc4vQpQDIX4Xb/McSHNS6qq/e6kWUFVvyMNNQKSZlI3IklecHlzy3JVohkmtSiS5gUbP0IQBFxXpqqqd3CTtneY5aAZrc1UFEWyLCMIAgRBoqrA7rn46Zq0iRjudWiMAqUD8wBu1jmDic3xvQGGraNpCsPhmIPtMXkEtuYwtHfwLmOGxj4/evQZVSRz+uKS48P79Htj/u7vfsPZ5RXz+YLNuuDmoqDfHTPp7jBydjiYHPHrv34BRUMeVTz/+op4VTEyt7izdZfp2S1Xp+f8m3/7vzCdnyIpOd88+TWz2SmaKqBrIpos/+77rmkKdQ3T2wVpHDGbLqjzHKqagd3l5HCXh3ce8cG9jxELhb/6/33B1fk15+dTkiTBsqxWcVNVrJcLFvMpdQ4dW0FqagYd6NoWhtIqNMq0pMoqiiiFAvIoo4grulaPcBORBBG2CVvjdhC2s+V+n/WyvWGev13w4afHvH49x7QhCmJeemucDoxHHUSpQlNBFEvqMqPjKkCBZSqs1iG7kw7rCw8J+PDRe8yu/56rywLPg8/+0UPOLs7pTwZUlFzfXjLa6iKpIrKqM1vPcVyI0oSbq4KjI5XxoM9qvuDunTvUdY23uiSOVuztH3D44C5ff/MEWZXpuX1m0xW6AYKkcH27YNQfIIoKAjKr1YazMx9JbEEX905shv0JN9czAt8nDEJcx8LUVSxDRZJkwjAgSxPyNMGrSsIw5u7xCYZp0+1VXJxdEoch3Y5Lnl2xXnsMe60nR1dVFFnn8voacoXTl1cc7dxlOvXQxC2UCTSWRpI2mJqF7fQoqCmLClkRECWQJKFFszUNkigjSTJJlFPXrW+9LiuKMkcSRGStJVP3uz3WlU/VFMRpQJzF+OE1teghVO22jyCBqTiEpY/RSHhBgKTolJQESUqVtL2YLEtpBKEFdngbkrRAUCCvGypBQtctSiS8KKURA+q6Jju7ZLmAX3x2hyRMmc82DAYDnj+7Qtbg4N4xmgZRCJUK+jucoKJozOchqxUcHcN4so3jOFycn7LxQ+J3gkDdtLmdTVFMncWiwA9aqLDpCGRZg+s6GIaNY/vkeds2EiUB23aoqor+YMjt7YxmsWb97kCuRZGiAavjEkYbAERZIgxD8qpBAARRRtPA83IMCxpBpGkaVmuPLGn93LezG0buFkGx4fnpd4SRj6JIHN6D5RKQSn7y0x9wfn6JoVscHd1htdqwuPwrtNJidrHm0f6PEEuVwhO4uZxjuCbz6QpdN3FcF2SFmgblHT2oSkDvOASRR7IJCTeQBBv2RhO+eOZjjGx2uvtcv5lxcXrOq1Ofuw96fPvkS3pDkw/ff0RV+bx+9S29QRdJ0TEUCacusTsupvGWKADNqKEERZco4gxNMcmCjL/893/N/mQHQpW+7fC3vwq49x5MpzOqqmLUH7BeL/nqixtUHQQJhLpA0Q3qHMosRRWhTBMUAVazObpkEGcxkZ8Q+TWpmxEFEIY+Vgd01aAqynfYwu/vaYnrPsxuViymsG9Af9CnJEXTQixDIwhXbE9AlSHNcjqOQ1kUUOeYhkTmpzy8L2Ib8Pk//D3eBhwLjo5U3r55gSBLbDYr0ipH0RRMx2axmpIUOdNlwu5Rn7W3YWdbx+n0eP3mhiaHubVCkWTm04xuT0GWdSRRw/NCwjTFsmxURUdVUixzi+vrS/LUI88LTk4O8FZrXr2En/3YbrOERUnoBywXCyRRwdRVdvf38cI1UFNLCk1dUhUlq6DE0FI0Teabb15zsD/h4b2HqIpFGhfomsnLl6+Jgowf/vCHLGdz9vd2+fqLLxkPt7k4uyKJ4R/+4RU7owEvXr1iPit4cGyQJp/z3oMf0enskmUFkloj1TKSICMJEnVTU9UVTd3qhQ3VQpFkmqZEaETSKEeUBCRJIMtiJClEkATcjkUQ+FRlhOGW5FWKH94g62CUJo0sUpYNimFQhB5llaIYKkUjUDUysiyj6DJhnCLVMllUUCKh6CbX0xVZIVD4CZJYU1UK19NNK2izXLa3SspC5NnTG6oc9rddxv2G7nDA27cXaIrN9qTduPGWK8qmldEJdcVomGIZFrKokqclV2chftT20/cORF69vCZK4P5DhzKLUGWIw4Su0wVbYL30MbUOimaR5hFhkqNpCqIsEIQJ3X5NlGSUdYWkt1/8VeiTZgWKpaDqEmmakWbtAHNra0RdQRCFLObwkx+P0HSZJPLaaFRdI4owmegkYcRKWGL2TOIiwovXWJbBR5++z83VJbt7Wzx98h3rxZpgk3Dx4pq93WMG6piD4TFHjx/y9jcLHK3Lq69fs0pWDGWb22fn9LZdDk/2uZnNub2Zsdm0euunX18hVxKhF7JYrvj5jyykuqBMAnomyIXAq6/f8Ob5GRsP/vv/+z/n9cVLBEHgwYOHRKFPkVe8/+DnLDdzYgrCOML3YkRFpWMrCGJBr9PFsSo6dodgHfDi7IJxp8PB6Bij1vnln7/kcgZbJ9DtasRxzMVFjN25z3A44PLqBttqSepVBobeEPvQVAs0GcSy5ORgn2dfXnB0sM16+ZrETykTCNchHVtm7ZfomoKuqsRRRFV8f7QieFcwbUvk6myD60AaQWZn9Po2Se6zt7PLf/6bGaORgCyJ1DVokoAigyI0OH2LshEI5IrRQERX4f334atv4e5AZ7HxObl/zMu3b9h4BY8+2qPbd7icXWKbIrsHLpKmcnVZc+dQ4LsnN1y8hZ/8QOb07RLHllAV6HQGXJxecXW9gEYmiaEqY7Z2JtBUXF55XF83DHsViqoSBTWrRYQswnffhfR6IZYhsjXZ4YNHj6iqiqura87evkLRFbIip6oqqBuyHLIcTB0G/RGK2O4YX1/f8uy71xiazcHBIft7R+ztHXDx5hxDc2kKkaYSSIIUVdEZjVSkJuTk/gOmlwGu7bK7v0unM8YddHBsByGSKcUUUZQQWnYONCLNuzxb09SoskKRV0iigCjKgIyMiKYoNLVMmqYsN0umq4SqWrC1pXJw1MGPPK6/W6JKFbquUwgNumJTt+hyojxGMUxEUScvGxRRQxArsjxBUOp2qiyKiKLC+cUcQWo1EapiUTYqYZRhWhobL8E0OiymG0a9DqZh0NQyumJz9vaK2SqhM3i3ey9DHEEaQtcIiIIUS4cyq1nPNkiSRJbAsNMyUnXFYr0IqBrI4hJFhM5ApC4hLVOiMGG1ANtMaBrpdzT9sioJo4Qwanjz9gxV19BFHVmHNMlIiwLF0MjKAkfXyLMUTWu992oFSZKSZRmGAXfv3iUvEr78/IZ+v0TTNFRHp+f0ODu9ZLne8ODeCaauglQSBhvqumrVLAi8fXnJnYN9msjHm/rc37JpAon/4f/xVxyNvmFLO+a//b/8Ht5vbyFruD67ZPvegDxPEWvY3d1C1XW63QihVvmbvzrHn3moksL9wyM22Q1d16FcwE9+8BEnvfdoIpk//PE/5uzygoO9Y4I0ZB3N0VSHMmktpYYo4joHmHrO6uw589mGldcW06YBf+2h6zqKpDLsjBEGCsuLFc/+5ht+9ukDHh3vM+pfIY1riqLCsE0URWQ+n9Pru+xMIIhh0FeIkgJdUXCsFEWR3skJM5S+iCErqLJGlcF6mdBUEHol+8dDNC2hbkrqsiJOQnRLp/i+C+awPyFJN+wfOWR5QFM1zKczBhOVftdFV8CxdIq8xrEUsrRdMUyTgDBeY1Xws5/dYzTe4fzqFX4EP/ghuAOR6wUc3h2xjG/ZpB7DsUWQ+JQNGKaI1bFZhzmWA9fXCXUOOzswHIzZNEs6jkuWpHibkOvrEEGBwajtY0iSzGoZ0HH6vHwxo2lg0HMQGpHLyxWrRcreLmxvjVrOXhJxfnqJod3+zn99sH/C0l8RRRFB0BbYYa8Nhut6GzJXZZWDgzt8/dUT0qLEdTQuLm+RJZWqlFnNPWzd4O2L1wx6PW6urrBNC0M1+OSTe6zmaxZrj8HgmN6wx+HBHucXpwx6FXfv3WexWaDIEoIgASISIIgC1A0CAk0lkGUZuiqjihqqqKFIUhuNUUvyRmB99pzV+i1xco4fmgzGEqISgpDx8uVLxnt9SqEkbXKiKCQpMlZBhZIFKIqIF2WokkwtNNzcpFhOynwBig737/VoxBhBUBAkkTRv8LyQ5QKqcsnR3jab1RKhrImCktD32N9f0+l1md5GqAb464wkz7hzKGPpIolXkyQJYQiuBapgUBciZVZhqPDw3ntcX98iVNAxFZAl/GWAIoGp2Qi1xNoP8QJQZCjymiTJ22C/qbNaL8iyBlFqg+59TSAMIzrdLqYk43kBttMhjjdopoMggo5KGLSRobWXYhgih4cOL1+/Igo9lkt48EBB0zQEQeT6+pr1pqRrS6w3S3zaTTjTNJlPbwg8n+XNnHHPwZJMCrXhm28u+fPzXzLs7TDSBYbmhE/u/QBXtpj0JzgDEV+aYvVk3k5ndHc6RHmCINYYxv+/vT+NlSQ973vBX+wRue+ZZz9Vp6q6tq7eSTbZFClKIilaFClTlOW5tnHHM7I8sEUZkAF7vs9A82UMyzZwoRnPCLLlkQRREmmyW5REcRVFNntndddedU6dJU/uS+x7zIco9hVF0mpdXLh1Z84PKKBOZmRGZETmE+/7vM/z/+ssJhYKcLS/RM7goYsSzbpKs6FQrq8gmUUmB0OqSo/FYszerX1u3b1DIPhcfvICqlxmaE65fOE9FNUi33j+Kzz87jNIoo6qFPLZliIQBTCyU7a3Fey5g7vwcachFb2BsQrve9dP4s08Xrv5bfzKMWY8oFMuU62WGQwPKJUNJAlcD0RRQJHAdSya1RKqqjJfLkhCmE+m6KrG4GhA4oMXQrlBPh03HRqtOnv9PlEUMLNgY0N8+6IlDxZ9wmBOtaKQZiGdTptK1eDebkAY+rx29Q0WFhz2PY6PvdwXBYFWS6PZahAncOZsl0JR4e7eLtunV1A12N5pcXC0oFSD+XIfXYsoFkEWUuaDAZEDztzj3o0+5mzChXOrzKewuS5z9myVO7t9RFmmWq9h2ha37tgkGRiGwGxmspiAoWkMjmxm4zlk0GvXicIM2wwgy31ZCoUCYRTjOB5BkAuT1hplRDljMp3z6nduoCgKkiznixFpbnZVLBrEcchwdITt5Cu39++PyGJy+wrbQURkPp1xZucUx8cHXL9uszTn9HodptM8v6cZOv3BMe97//v58Q/+BLfu3Ob23TvMzCWIcHh8/GZfOPAgR5NP+SRFRFElVF3JO3sECVHWAZEkzUgepHMUCSoVnWajQBSZvHb1L/jan/8Rd++/gSAnLMw5RrFEsVKjUKwiiHIunlwEXRdRdQPQCBOJOBEJQ0hjicDP+/GHgxmuE+F7MaVinWKpBoKCbkAmyAR+xmwUcvnyFapVlfk8d29M04Q4BFWWiD1IA2hWWvQ6K9TK0Gm2OL1dY321xvbmGs16hTSOiANoVBvUyjXETCEMUpq1NkmUUTSKOJaL5ziQwEavQrteRMzAsnzCOEKUJSwvw7JBVRUaNR0i6N/PSLwYTdEJgoQg8TCtEN0oEqcCYZySCFCs6BRKAqIs5lULiEymIWkCgZ+xmNv4XkiUxFy8uPZmfnllZYWt9Q1alRr93QUlscxm8zRVuYc9zDjVfhiDAp/53QBvGfEzP/UJfuZjP83O+XVm7pBCTWW8GKLqebug61rs7d7BcxaMR/scH+/huVM+9JPn+PGfeIQrj2xw7twmzUaN+7sHNJtVaq0ibmaiVFPuT26ydq7Fj/zEO3ji6YcRpYjjwQGdlQ6iLHD1jTd44sl3MB6MScKEVqNBpVSmVqlSLkBRhgtbD6HGOnWliRppfOC9P86//j//K2qdIp/5s08z9vusbjVpdyvohoSi5sZlcRAT+NCsgpCoZKnMwR4EbgaJiu+kVApqPgCQVPpHM7IMshjKWglCmPQ95EynqGioYn4NZfFtlFznQcAsV33OX+hQLMBkdojtj+huwPr2FkejKUECgykoJUgEiDOZ40HAfLHAD+DewZD/9NvX+H//5j79YUq7u8PtuxPOP9zk7IUSc/MAy3YJbDAHU+xhwvluhRWtSFuFlqEQ2WOefkrjzM46d+8tuXRlgxCf127epre1glIAUYFiWaZkwOktUDOPogK7dy12Tq2zvbnG4f1FrnZTKCIhIAoyhUJuo/rSyz4751Y56M8pVAy66xUuXNkkTGKa7RYrqx0KJRXHc1jYc4olFVkR0HWZg/v3qFcl1lab+J7LlYcvcfrUNrVKkYV9zMHQ5cxFENQYtShTaxdpdNq89vobvPNdz9BbWWd374CtnbPIaoFao8F4OsMPIhzXy33ZxQxBjknFgBiPGI+UgJQEQRIRZQkvCKk1G7kXje+QJAHz0SGNgkS7rvK+9z7GY0+cp9kt4fom1+/c4Mz5CyztgAyd4+GC3Xtjbt8a4TjQbDZx/YjF0iWM4LhvYZn5tPvs6SaBA0f3fVqNHvVaB0nUMJcOpWIVzVCRFYOD/RF+CFdfv0apXuHio9BaKaMYEEfQLFeQU7iw1SX1Eq6/esRiArVqmel0ga7H1BsSzaZBtaKytl7lxRe/TbvbJckgDBKSGDS1iL100BQVTVFRRBDTBF2UcOZzSoaE6+er7ZkEWhE8N6ak1kiWGb0CyL6Inki4CzAXFokAV6/tE2Pw/MsmCwciIoyySmelgeXYlEt1FvN8waV/OCNNFJJYhExiMl7geRnLhc14OCFyQ8zBHD2GyxuPs/fShNG1mA89+Y/45hd2uf6Cyy/9n97NxvoZgjSgsVHgm3e/xPP3v4S+nrH96BrH832u3/wOGRElQ0FTMtI4oVKFR5/YIpEm1NZSmpsiE/sQexlyav0h7h8dMAsnPPTMBmb5AGXbIW2P0FZsOjsSoThiOL/J3L7H4eh17vVf4rN//FsMRwes9Dos5mNq1QKqlJH6sNlsUIqL7FR3+Opn7xJMAwxV4Vuvfplb85e58JMrbDxt0DujcvHhdVx/TJK66LrOjevHtOqr6EqTwClweDfmoVPbnF5/FHsm0qhsYM0S0kRhuVyi66BK4FkgJ1WUVGGtcYbRnstyEDLY9ykbkAbp2x8wNzYaSEpMuVJgPk9ZLGL6x7AwLRBUPB9WVwSSFOJUpH8UkKUwm4W0ezpzEyotePypMqpRwY/BKJfZuz+l1+uRJBn9ft4RaS0XFDXYWFlFzGSKmoqQJdSqRbI0pH98QLGUy3zFacLKWoXZckatmRuqBUHEqe0e7VaVNIxZX1HZ2IDde4fcvvMGD19ZQRIzNF2l1WogyQKTyYQojllZgclsSpRAuVJjZXUdSVJYLBYIgkAY+dRqVVwn5eGHL7C+1iUNPSLfQpVS1notamUdMQuYjQYkgUulorGYD/nI3zlPq1miVNJJ0oitrQ1M0+SpJ9/Jt198iRu37mE5AaIgo+lFOu0em9unqNfrecubquZ2BGR5jZIQg5CSkJIkSW64FcZkQBglSIpMGAf4gQdZxL17NzjYv0v/+D77B7cxrQn1RpH3vPdpgjgiCGPG0xmeH1EwNJpNg/Ve7h9zeDRFFEU8z0NVBEol6Ha7OJaLuSBXkvEjlnOT5XxOGATM51PiOGa5tBgOUlZ6DaI0oVKvYDpw594tLHuKIMDB3pxOvUCzWsO3PMQ0l16LE59zD3WJEw/TGhNGDoKcESc+3dUe0/mMpWlSqVWZzGfsH86ZzqFWq1GplNA0iSQOUUWBsmGgKjK6rhLEEaomoWsajVoLVdAYHQW4M5ATEVWUKBs8yI1LpBl4fsz6JsQJhHFAksVYlkWS5KkfXQNRkJHQCfwU03QIg5Th0KHZaDAfRxwfTVBFBUPR2exucLw7IVyKaGmT//v/5df5+p/d4NHLj1MvreL7cO/eHrf3btPZrmF0BYb2PlY0o9w0qDTKaLqM4yzxHJMoyGcSi+UQSU0YTfdZekPCxGF1ZZNioUYigBUtWCQT0qKHUHWZJ32+/cZXWfrHVFoKsh7x4qvf4LXrLxBicvrsOtVGHVFQSRMQBInJcE4SQGRHTI7GPHb+MZ55/BS9RofB0RHXbr2MnY7pnSviKRNev/UKspKyc2ab/YP7HB6OqdcN9u/32Tl9nsXcZXVlhUevPI0qVxEFg/nIxrYSjg7HdFZ6dNe6zMy8euLW7SNmk4h7tw6QhQKnts5SMWSyEOLw7ZUrkgHmCwfXT+itdHBdqNbzGkgyBWsZUNSh3exhmxPseUSWgqDntXSGUqFv+czncPGCQaEi88XPXWdzW6TX63Lt6j6iotNu+ayvVanXm7n3t+BhJ3Gu31dRqNXbmFbAcuGx0jNwPB9E6PZWMZdLarWUuT5GkfLV3DRNsB3AC8lSqNVA1zNqNQ1VrXBwcEASRlQqFWw7Fww4c6ZLkiSUSzGioDEZmty+fQgCNGs2wyMTVQViEJIYz3ER0oTNjS7z6ZLYddGUErqUcefmfQ6V++i6RJwlzDUFMYVGo8b9u0esX9wiMQTu3LyDJhtUimWSMGG5tFjpnadarRPFal5qEfukYUJIBEKMQP6lEBAQhNxKF0SiIDc9C0IHVVWZTKcEfj66tr0m49kEy1rSbDUQHYvrt69RrBU4ffYMYZqx3++j6TKKXkE1QNdhNBpjmbCxobNYLNE1GUOX6LSb3LlxG0WG/fuwtu4iixKBbxN4Acd9WN+UiYOUOIFas8orr87YOJVfN8eHWllC02PqFSiVDfbv32UwiFlbFVA1gSSKyLIQQRJZmjZRaDOaLBmPoN3TmU0XpGnKpSuXOTg6xHad/EelyiysKa6bEIYJlZ6EKBvYyzlqUSd0PQxFxZ57OLGNUVBx7VwAV1MU4jCiUdMIxADXeeDK6PqsdLt4zpAoyFdiHdcjjiAMYhQFsgwURSVJMrIopVwrMzy2+M7RjNObIk88cpnMC3AtH0OUuX39BvdvR3z8J3+UDzzzcdLM4P7BPqfOrNBcKfPa1W/yxhu3ufDEaSQhYTobkEkRWkEjREJXdZIspNFoYLm5AtN06tFsqvSPTVQRmvW85CryE8IwzG2KH6wYplKGH7usdFcRVAFzYaGrBmpB45FHHmU8nDAcT7iyegq9kJe7eccLkhg2N7oYFIjDhFdffok48vjoRz/Kvf5NDvaPufDODTxnQbVS5NaujbkeYNsOlx++Qhgk3Lyxm886rr1Gd62N6/i89OoLvPjiHZqtPH3RaAkMxzNu7R9RKCgEwOZWneU8xLVcZF3h4iOXyQQbN5ywcGckb3PAFAHGk4DRZInrx4RRLsZx7myXol4m8qHXqZEE0G6sEnpQLYlIqDRKRWZjC8uDp54+ze29Ebv7t9nezh3WNLmKZwtoUo3VXpNKrUKhqqNXZI7GfZa+S38CjhfnYrJ+jF5QUbUiUZjhuTy4yyc4nku1WqVcLjKZTVBVme2dSu5zXITeqkZvtU5/sIcoRczmLtVaiSQNefzxx6hWq/hewHg0YzJOsEyfyXhJmkLJEJCyFE3J7yBPPLLJYjJlMZnQazUYHh1QUmUeuXieRkknC20IodfUuHBmg8cefoiNlVW21zewZiatWp3pcIJjeRwfDKiVGtimR7lUodtdIQ4TFovc9N7z8txqbiUaEIUJaUK+Up5BEgvEcYokyYiiRKlURNd1isUCvu8zHg9x3CWNVg0/cnnx1eeZzIbEic/dvUNm8yGD8SGL5YjB8ICltSBMQpIkJRNklnOHdgParTqVsoEsZpQKGtZ8imVCvZp/SWrVEgUj1zvUVCgaUK8VsJZ5k0GWJcQxLBYLajUoFqFer3H6TJFOp4FuyMiKgCSDoooIYkoQOiiKjBdE+FGM7bk4HiQZ2K6DrCqkYkp/cEScxTQ7NVQdMiElSkLqTZ3NrQph5CIKCaGfIZMRennAdCyYjT1GwyGKAhvrHTRNw7VcmrUmBbVEYEMSQuQHRH5ErZbnkqMoL8TPHnT8eDbYVkwcp2RJRpbmZVEScHpLYW1lHV3SUESVM2fO41kBK50V/vW//mf8/M//77h4+Qqbm5tUKhUa9Q6TyQKjWEFVVcbTAakY4UUOTujgBQ4Lc4YgQblWwQ9zlf9Ou0enU6fVaiMA4xmYlkMYB5iuSZQGxELKwppj+RbVeplT505zNOpjeRaSplBt1oiklFK9glrSWTgWUSbQW9tmNF7yR88tKRg1ZEHj7q1dLMvi5s3r/PiPf4A0C1hfbbPS1fnG175NyZBYTic89FCLo6MBR4cjfN/PF1A9l1NnOziuTW+ljVaQ6R8fggRXHn2ED/3kh7l46RE0XQUFFl5EIsPSsyjXi6CKXHzkEh/88E/geC5plj0wg3s718gfBMxGq4IoKyxNB0OHwXE+9XVdn5VOGzmTWU5MasUaq+0GYixTUis0Si1cM6DdLSGqGscjQIi5eGmHdqOJOfMgMFCpcnR/yu7uAS+9eo2D0RFyUWYZZshFCJOMw/6IpRkhqwWGkykJYHtw0D9mNM6njKqqPggwPqomU62WqTdh+1QFxw1wvTmCCJPxAe2mwPkLO0RRgKbKaKrCeLxguUxJIqiWG6SJhCIIKJKKtVhSK2uc3VlHU3RCx0MTZVRRwlA11npt2vUKy9kQIQ546rEqT1w5R7NSIHZdrr70Hcp6ge3VdVIv4eDuAYZcYDxwONg95M+/9heEfsLG+jZhGDOdTimVSsRxjICELMpoio6h6+h6EVU1UCUdWcgDpSjIZJmQm4w9KCw3NBVJFvADiyh26K23WVlrMTfHTJcjVAMkNWOy6GN7CxJy0ylBEEiSjDBIiULotMvIYkKtUkCRQVNFDvfvEQXQqsE7Hoft9R4kHr6T9wI/+nCDtV6T2TS/Yfmhz4WLBQQho16voaoqsixz5swpVlbbeL6Jpot0O1DQRWQRNEVAUSRmi9xnXdUN6k2Dja0yc3NJoVwgjGNeenUPx7Opt6qUKnkhtKhI6CUdXVeJk4BSyaBWFijoGokHUiZgKFAvSyymMbKQy7UVjdzaI0tAlw3a9SKuDY6Vcbg/o1auoUk6QgKaBqoiMpstsG2wLLBMj8DPF7PiINdX7bQ6rPVW+fOvvcDLL14lDlLW1rZytR/b5Y//9Av86v/t/8pv/dZ/otlu8PyLz/M7v/M7LMwla5sbhIlPJoZkckImhoSJhxsFRGmEIIlESYyiqTiej+cHLJYOqpYvuvVW1ylUiwSJz3hhMl5MmCwmTJdTvNhHK2nMrJCj0SEBAe31DmpZZbgYsvRNKq0ayAq/+Z9/F9dLWN+Afn+B6wZ86IMfptPq8Av/5P/AB37sfQhigmnN2N5aQ5NhNhhiyCqRn3B45LF9+izffvEWr3xnD8MQUVTY2G5z7earjKZ9FpZPrQHT2Yzbd+5x7cZNZmZIZ7WDVpDIJJB0Ba1kIBckpuaMV15/laPhiExQqNeblEu1ty9a8iBgSpqOH0YEUcL6VoMkgYP9GePBmFqlxngwYTl3iIKYjd46i3FIQSkRBSmKpNPt9PjGN65TKECn3SX2IsypyeHdI5y5j2cGLKfQqOXlQGEInbUuQQKnz52iWm/iuSGyKiMg47gZxVIFTQUygd3dBEVRmC0WHA99SqUiSZLQ7x9RLhdYLE0qVSFfsT+zRqlUoLfS4s6dWxgFlaOjA4pFgyzL5aIMIw8ai4XJ/n6GpurYVoC1DBAFhS/9yS2iIKXZ7OC7Po9cvsJyuuCVl1/EsSO6zSprq22S0CFwFnhLi/M7p+nvHWLPHZ585CkeOn2e/t6AdzzxOIpoYOhVvv38K3z9y99gbXWDUqXG3t4ekiQhiiKynKcaJFGBTCSJc6+hJMlI4gzPC3Ach8FggGUtCSOXQlGjUFRY2+oyXvQplCXe8fTjqAWRWAjZOt3CDkxqzRKVRpGNrVVavQaqrpCmeR4uiXPjr/lshCRmNGpVKiUDTZXZ3IDtzRXarQKVUoFSUadchJKusrnepduscuYUbGyWSNKAbreDLMvU63XK5TKOaxGEHpIMS9NDECMqVRlFBUnOa0yjOEAzIBEE3DAiTjMESWKxdHL/IEUkyUAvaBiFApW6jqIrGIaGbdv0+xPq9SpbG2vsnNqmVipDBIkfU1RF6tUampK3Sbquja6rZBkMj0c4C5tGuU7kgjUD18pzZJqiI4oCpWIRUZRRFQ1VzXOIcRAji7nwtWnaGCpMBzPEWOLWdbj5Brz+2jXWVjeZTqf8T/+P3+A3f/P/heVOef3Gi9zefZ39/i2uPP4QW6fXaHVrtHpVUjFANUArSGgljUa7gihJOJ7LZDZlubRYmhYL08V1QgqFIp12jUarzdHgiME0YjAC005RCjKCCseTPm/cusb5y+tYocvxZEAiZzS7beauyXA5IZZS/uzrX2YwHmG7UCrB0+96ku2NbQq6wc/93M9hWRb/+bd+g+Gwz7e+9Q0W8ym9doE/eW5K6ESMhgsqFZU4zigW4fTpBkmWMp6OEOQEVc9TMJoBlXqRe/f3+fbLrzCdm6xtrJKkAlkm4Pm5JioSNNtt7u3t8p/+83/h5VfucefuiOFwznTmvJ3xMs9hzhZTXB8kRaZUNGg0ZkQBRKHP0cE+jpkriSwnCwJFII0g9iJsJ/dBsZYLGjXwHFhOLFrVEovhkvkgpdeVieyASzsrrDRqdFfb3O0fsFxaKDrImoiW6cSzlFa7y2w2Q5EFdK2AKJmUShVGozl7uxPSBHQV6vUmYeAQhqDrBQ77Lpcu9xiPx8iCRKFQIMsErl8b89ijbQQho1BUCQOYjKF8Cvb27iCSsr4OjUaLUqnE4f4R+/cHWCakiUTgZySxxO1bu4yPhxiaxtZmDynLRTp8x2V76yzdlsLr37nNzZsTKuUpt67eJ0sKuDZIqc1D565g2/DCCzcQhT/nx378Y2iaxnF/gq4X0BU57+pByvNjcUKSJLnYrSAiZCJJHCMiYFtLanWDOIpQNQFZyViYx8yWfe4c7iJoJnN7iqTHdHotpGLKcNJHUmeUijWyLAIhRZE10jCl06oj6yr2cogiSbSbLRzbY21lhSAIKBSKHPePCT2XbqNBydDJsgRFiImDkHNni+h6nfliiec5CAK4ng2keJ6Dac4IHJ9qDXZObbOYTVnMlozHkGYOO60K3ZUmrhcwm3ukQJblClbj2RRRlpCkFN/3GI6OieOQJI0plgskhGiyiKbLiFKKJIhkYUrJECnIOl7mY81MoihPIViWRZZ10WQFa+4ThTGK5GLIeRvjha0ik+MFnZUGQiYhIuFYDusrLXTNRpAgTTMMo0iWBHi2R7NeZa21wTe++k10CdZWoV5rE4YxZx46w1ovIQ1UwkDk1c/9BZ/7wv+HD/zE+3j0HWfwIpNENEkFl+PJPpmY5UMYMaVcLbG0l9iOzZ270Gg47Ox0Ea2Aaq3OeDzHc31ee/U7LJYB1XreBVQui2ye2kIQBI72D1gufSzfJiYBMWGvv8/x7Di3s13aFNSQhROiFFSaHZXN9R5ZktBdW8VaWLzwwrfp3ztkNh0TJRVOnz1DsSExWOzzzsdVynpehuQFMTdv3KXTbSJIQt5nX5ZRVRFRyljaMZIKpUqRIEyYLpaU9CJhGFEv1jBxKRkW8+mcNJEpFkp0V1aYTCZUmwUEIUHSixTKRd7O5kgRICVB1UFSBCazEbKSLwgYhsaNawGaDL4LrrnkxrVDauW859ZaWliWj+fY2EtIfSDS+OZX77J7Y8J7njrH9as2BVng8oXz3Ll+B12sICQqt29MqZQkDu7fYzGbY5oZiqTSPwwRRfmBPzHEccrZM+B4+cjw7NlVBEnOy5Qi2N+fsHO6x2ziEAYZd+7sc//+MSCytSWQpBGHhwOGwz5xAvUGXLq8RRD6VGsaD185h+141GtdklTk9h2PSw/XMM2Ql17e4/h4wc3bQ9JMRtPLeH7MbG6hqAX6gyVf/OKLvPTtV7n+xoSKAc1aFyUzMOcuslDEMkNUscSdWweUinVazS7fee0a0+mMU6dOMZtNiOKAOI6Jo4QoSoiiiDQFUZRQFR1N0zAMg3q9SqGoUq0ZqBpougCix59/889YWa+jFgQW1phmpw6yQH88IMwCkFPCJEAtyKi6iqZpFItFNLVIq9VhbWWVctkgiUIUSWY6mVA0NCRBYD6dYCgSke+hyxLrKz0a9RqqLDEZDAhdh8A30XWRJM3TH/v7Y/r9OXEM1UqJbq9Bt9cAIcKPbDorNda2cjWqw6NjCsUybhASxqAXVBAE2t0Wo/EUx4uo1PL61NFkgWmmjCZjTNMmCALK5TLz+ZSDg32Oj45Yzhc0ynU69Q4KMoN+xPFRrozl+j5e4KOqKrVy8YEavkXNUEljOLt9lskQ0jCvBwz9iMU8/5lkDzryoiBEkiQ0RSUOU6rlCvbc4s+/mvLYlQbFgkqtVmO5nNPpNLC9GYnocO/oO7znfevUuiJSweKFq1/kYPA61+++xO7RbW7c3mc6H7OwZswW41zb03VxnYxODxAg8BNevxpx9+59bt+a4ToB06lNsShx+vQGaxt1BEkkTiNUXcGolCjVdebLJZks4oYBN+7eJEhjVrfWaPY6DKYTpCI0V6qsbXY5dXqdMHR56onHaTRrfOUrX2JlfYVMyKjWa8RpxnF/jJgq1IttskiDRGb/fp9ut4eq6Lzy0oTzF7YxijppFlKuFUlSkFXwIx9BlnAc0IsFZEEmciN0QeXpxy5S0oq06g1C32d9fRNNL6GqJWwPJrOAmfX2lhXliuspXHnsPNZyTpqFrK4abG2s4iwXdJ4pMTzKy0Nsx6Za480SFIBaWWc68zl/uk3oyjx55T28/OVPQ5ILcaz1mty4dZWXvvkNnnn/+7l9eJ/XX7ApdcA1E1wf6hsqW+s6r72yT7uZ54T294+QBLBMh06nhO+7qJJIwSjR7x8yOPK4cLFD/2hE6EvMJh5plhJFsL3VZTmzKRglxuNFboYW+xQL8NA5Fdscc+5sl4ODIWkW0Gi0ECWdwTClVITRxMrLFzJYWFCvFDCdkCR1WMw8jg/g/Pl7ZIBmwGTs0WkqiKnO668e8b73vAdvXeL/+etf48d+7ClObT5Eq3WO06cv4fgZhUKJUqlEGIYoikISxUiZSCYIQJYvLGQJIiKKpGLoGp7nUKlWSYUCYWDh+TP0QkapLLG43efVN3ZRC3n+SxEzkiwmjkLCIMByod1R6Q/6uF5CrdomTFJUVccwihwf98mSfGVV13WyOMN3A0jBtV3qlTqO5ZKkEbIsc+P1WzQ7FXzHYWOthxvGzBYmURTh2RliBtWyTLNRYT6fUS4aCELC0p5w7qHTLBYLVkq5CdZWs0EcpyzNkGrdYLH0GI0gjCZIiogqZkRRhu25dLtNbt+ZMjr2yfARJSjrAYVSkd3dKb1uncnunOXCJV4T2Vjd4rWXb6Kp5Is+G6s0GnX6/T6GXuLgxohG0yBJMt752Br3bu5y5cIKd/aOaXUKXL/hcrAPEof8nQ+/n9s3b3P+zBnS0OPwYJfZyMKxLLSkwP/+fzxLu9FgMhwRxzFrOz0O7/ex/SlKHZSyx+pOj01jnfamxGixINM9Bse3saKYWkOkWiuysBakWYZt20RRRpRAo15gOnU5Opqwtgb1Wotrrw/Q5IT19R67ewPqDTcXCE5TLMfGcmxG4ylpCp4LGRmGIRGnCf3jCVGaMBkviIAsNpk7CWvdDkfDPeQw4aUXn+fw7n1O72ziBjZaSWcwHZIQYxTKvPzabR59bJVaq8nMdWhUG0wGE47HEZculXn11T16qwqiqBJnMaoKsgJJEhOGIaUKTOdT1jprvPPKU+iqzp/+yZ9BkDKeHLO2eYpKsYIkadw/PKK9soqsy1y9fp8fKb1t8TIPmPVmAcc3cXwHzVCJ44DZfELse9TKRU6dahM4Npsb63iuja7rTIYDdL1CrV5i6fQRkTi3fZFXvn2NMIAfefc5osDl2vVXODjyecczZ1hb2eTZP/kKjRLs7sLqNlw632QxcRBljeUszxM98nATc75gf+5QXilRb9S4e3uPZZjSaJiEUYasgeWE+B44dkwcyUiSSrtVZOf0BWx7wdKc5O5zRQddV9k+FaMocq5teXREkubOlK7lcGbnEleubDMeTIiCgNk8odPQCP0A20kIvBgyhVarRanosrG9ibWcE3kJ9niCIhRx/Zin3/Ek45HNyy/e5NRWlS/+6Qus9C5z5tyjCGhcvnQeWS8yX1h4nkOr1YA4QSQlSXI1FkEQUBQFXcslwYLAI0lD0sxHUcFzLY6ObyMpIUE6I0rmSGJKTIJSEAlilyhNEIBipYSPTX/sIgugaxpLM5/2CKnA8XCIakioqo65WHLr1h0qpTK6brCYLmnWmmSpgKEaSHIB27LYXO9h2ksCF/7izwdsnclvokVNptVq0Wo3mU7H7N0fEoZwdifFKKjMFx6ZkKEZOoEfUa7BwrSpKlouaycpNBoagb9AVRUMo4hpmkgKaJpOGMa5TYScCzqUyhqqqpMlEZICtuURhXBqc4VatQ2ILOfwxFNQqVeQNZXhZEyn02F0PGdro8VoOEOSDZyFy2Cy5JSmUdZF+ocuyxm8+90S5VIdAJGMJI2IIp9ep01RFUmCmE6xRuTGOLZJkgRUqg1a3RqimOIEU0ajEecfWWNzu8vh4D5O0mfhHSAUy3Q3yhR8n06vy+FxnzTL8IMUTYxotxuIssTe7hhDV5EEhSwSUGSDgg6GoXN0NKBchKtXp9Sr0F2pYC4sMqDRqBNFMa5roSrgeAlxGtLslNGMIn40Ry8LxGGGnzrEmYskpNi2xcHhLo5ts7ayjhc6VBtVpvMJp3ZOsVxOOTqGdmvCyvopzP4xt+5N2NkpIaQRkR/S62gMjwMuX2kRBCGel0vlNVopuiFjOzGel+LYJoHtYXsmuqwQCzF3RwG6MURSVO7cPURQRHw/xXng8/N2kotv1Ers7vdxl3D+XB1NLaKKGc5yycAJqZUVyqUCpm1hLU0s65hOu0YKhHHKY49e5GCvj9DRObV9DunHSiSRw63dm7R7NcpNj3qrype+8mX+/GsRlx6FxAdnAWoq4sx9tk81uXBmiWnDfDyi02wiSxKe6xJHEfN57hUkiRpxopCmHsfHC3wXzDtDquUiKAKT4YKr2TVm8xEFQ2LnzBa7dy1KBViYETs7TSxzRrNZwvctWs0qtqTzyouvMhwukeW8wP7aGyBfDNjeWCVLYww1oVgqICkK8+Ec/+YenudTM8p0u5sIgcLDly5gmzFXX/kOzfo6olClf3SDb3z9ZS5ffC9xJGCZHtgBsm4QpynmYoEsSrnOpSgiiiKCkJJEMXZoYi5TVld7RHFKmjikiYXtjrm79x1cf0ytrTI19ykKIIYZhZpKgohmFFi6c9BkVE1hvoxAgUyAJE5o1JsYapG9/X0CP2Ji+ZzdOYUkyQwOjhkOpgjkHS3rq2sYxQL7+/cZTqbEic90ntJswtYmKAJsbK7g2B62ucTQVIIgeKDoIxAmIUVFx3TAdEziKMPzItSCyHQZEglzPB8U1aPZbFMo5KVkmqYRhSmnT59CkgVGowGRD54NgQjVkoxlevQ6NZa6iWuGiECz2sExQw77fVwnLxEqFMuEWcSwf8zW+g4XL15ic+UUf/yFL2EuPMRU4f3veRe9jS7/9Y8+y2q3wOqaxL17FklzxsuvvIhvOWxvrDKdDEkCl2atSKPVITRjgtAiCBL80GdhTzk83sNxLPzUpLtdQ5Iz7h69yu6hwxPdHu31EikhWRiRpCGyLDGfh2xuNykYRVzfw3I9Dg9sDAMKegExVbEDD2tpUzSgUW1zb3ZApaBy8XyBOIhxbZdyuYwky7mFhqyRxBaSLuUeUEJMb6UDmcB8AbqRkQHtOiSCz2iwJDHhoa0M3ZA5ONylXKlRqlbYHxxQblbQdIUzZ0EzSty7u08Uhpx/qE0a+w9yxQHBIvcBevXlYza3C2haPsL0fZ84glJRRhBigsBn984dpoMpYRSRiPl6Sb1RAVKyDCqlKqKsMO6PkFXjbQqVOfmiz3zJYAAFLe+iyNKYNAzIMlha8OjD24xHI2aLJfu7HoUCpNmCcrlERog4Mmk315lMF1iLiPuHB0SJTburY8gZtV6TP/riS6g6/OP/48N84U+vsr0BjzzxELP5kM3VBl/94hGI8NjjJYgjLMuGDGaTkHZHQZZAkSWCMCPwU2TVYDLx8Cwo61AqVhHEFElOaLU6CGJK/2jCzZv3WOmWqVRLuK6H67osFi61WiFPM9g2ulqiVipizpbM5yAKcPYUbKyuEngRR0dj2o0iWSziSgGTcYKs5Lc6JYvwnQUXTj/CN77xEraZcLA7YzyOefyRp2k3N5GEAou5R6kqcXh4jCTLnD3/EJIiM59P0XUDRZFRZYWM5M1RJmm+mu96JnHisVzOSbIlSWZRKGW4oQtiQLUhEYs2c3OJXGoTEYGs4AQxmSchqSLFYq4SND0MHow0XZIwY7n0QISjPlw4ryNkIggqAipra2t5+sUNKRgyg+MxlWqZ0dSjoEOtUudUs4IXOZQMlVF/QP84oVoOOHt6B5GbvH7d5uLljDAOkFUYzka4DkiijBemRDEslj5BALYd0WyISJKM4wQkcUaS5LWdkiThOT71OpSLCqYd5QpRWYQgqiSZRBKniILKfOJgLRxe+vaSU1ugaCKO7+GZFseTFHN+m6ceLbB77z6T/pSjw5Cf/x9+CtkQePWlV5EFiV6vx+7+fRaLfDW/XLSRxdzoL419wsAliSWKBZlgaVKqSOhqgTg2CAKf+8e7QEwqBwxnI0QVVEOk0oKZNWI0TymXodWpslZtUSwWqVRE4jBGKkmkKSiiQqOhkiYCjulRLCgEXkiYZtTKBkIqoACSoLC9dgrLsjgeDCioJcIkxjYXGEWBclEiQyCLYW5DrWpSrtSoVnOxC6MImQh+mPuClwrkojOCQr9/hKCIJErC+pk10DPm7gK9XKBSqyDJAof3TFptgdkso9aEoqGCH1LvCRglA1lUqJVB1Q38IGbpRSRZjCJD0VA4Oj5EjASKtTK2b6M+sOqeLIa02jpz0yR1fQ73Eza3/hbkMOezgGIBNlbLqHqR29evkUUpugbNhkCns8rLL99GVWEyg/deWmV/v09nJW/rG4+mFLdL7O4fcOP6PjduwKOPgRqDUW4SCBKhCNdvQmt9TBDnArC3ru0ThB69jkGtAOfOq5w9u8Pd+wfIZDSabUpGPn2wl3sMBzFhcEiWZayurpKmRywXYMbw+KMtVte6WPYU11ng2g6aBhsbPVQ5X9Xutptcuzbl9Okis6lDt1NhNlpw/8acekWgYohsdJuEYUKz2kVAZj5dMDmGkhYSBzHlcpFOs0SlUmC5XGKZPi2twcHRhN29ActFRhpIpJnEYhlx5eGnMM2Qr339eX66uYqoaiRZQL/fp1QpoqoKaZqQxiJeFBOEHkmSoKoyBd1AVkTi0CPDx7TGJMyRFYtaTWEyMzkeTeitVXDiBDue4/gWtu+SyQJpJqIWKnn1gAK2my+0VJsQBAGuld849GKZTheWS4dXX9pna71Oo1rBscPcMdMLicKU0cjG90NESaJRL9JsdHCcBYPRBHUTTm2tQXLAvTsDPM/DKBmsrdmEYUq8dKm3BFwvY25CtZLiBCCrArqqImQBaQpxFCEiEPrg2DaSkKvWKIpCtdxgu9FAFASu3biJtfCIUg9BTgnCBD8UmI1C7OEBp7fPYFnHvPcDGwjFhINBn3pHR5JzAeLBYIQ7O0AWZQp6iL1wuPnKdb710oBaD8qNOVGUsLOT63K2mhWWU5Pjo33qJR21kruWHh1HaEjouo5eUJFlA8tMiBOPQkFHLhRJFJ/b9wLavZRTZ5sIssDQnLB0wNxfootLDH1OtVpjOp0xniwZjKBgwMZGk9l0ycF+zKmtIL+hIaLrGsPjQd4vHGW88I1XaHaqNKsNRoMRC9OnXNWRUOi0eozGUyQxZjaDNBlz4WKZndNnGc2OUYyI5SJAllW2TpXJzIijoyMatSbnLpyj2qrxjee/wSNPPAqSiJSmJJKPHS6pGzXO7DS4dn1GpwOGJlEpligWE3b3l3zgkfMszDmzuUWSpGi6QiFKsL0UUtANiW9cXfLQGRASOJ5bBCkM54f0h7C11aNQEVgsAzo1j06t9jaGywcBs9mskSQJoqwxHEw5PEiplsDQFDRV4/7+gNWVFsPhhM4K3D8ccunhR1kul0zmLrrW4IUX3sAPQ7SKQHsro77e4P5oxoV3PkK5bPC4mLIM7/Li6wO6a6BpGocHDs26zI2rHpcui2xsbXDnxhv0RzHlmsp0MMINY2znmKUFkwkYekqSgG35ZGlupKYosL+/x73dmyCElIoq5YpOknqYpomQRcRxhCwJuc6f6aJrGlkqkiUP0gNRhqZlbJ/rQKbiewk3b9zB92NqReg2Oniunbd4ZwKSIFM0SoiJyni4YHTQZ2N9m6P9PQIv4cMf/GmEtEy7vc7SPGBv75AoTMnSAMexUVWZIPAolgroigq6gSQLpGlMksT4fojrWIShR7mooWgppjUlFebE6Yg4tYgSk/F8j2WSoFYkjIJMKkEmCjieT5YpIChoegFJEqjVHCqbFXrtDpPBhIXt0F3ZoFJvoxkllrMlfrDP7btzBFQa1Tbf+ovXadZlarUK7WaLg8MJ9YZAkpisr29y/37eRbN3b0K9plCv1VCUAFVWMDSdTqvCZJn3Qm91SmRigBGEaMUSkuMgSgqlUhFVkbAsl+VySRQl+D4Mjl0qFZFep4frupSKZdIYFuaSxRSEdIGkQiolpImAZabc34N2IeCRy3WKGsiyztIaEydw8fIlZrOXUMV8JtUs6iw0m/nkDq9/5w0W7gxVhsDLfYHqtToHR3NOnWqRJhG6LlAsGhQKGqPjIXEEZ06XEeOQNPKxXQ9DLyIpkIopogKu65OJWV6D2JAp1XLDPT+AZluiUW+xe3tIEttc2LjA5sY24+kMXRuytDziKEFTi2TJktnEREKALMYJXFwrptkoMB666DrYcwfHdPD9mCSCOEzRa3nuN0ugVqkw1kwCFyajCcVimfnMRtTJ25+7q0RTl/54iiuYrHR7lKslFs6cwRQu4HPc7yMJIsWKguua+AOTrY01Ll8IAbBcG101EGWBtV7MdDRhNJ0QhylCnC9AFotw6fwWpmnSP5rT3YJyt8R0aeGmsH1OoL2yiukfoZckTNtmMVmiSeCZS6i9zQFTFHU818JeznIxDCG3EYiilIVns7mu8NgT7+LatWsIosxXvnKLsw8JXLux+0CYIf9nVEBQobEKpU6ZQuxxZ7/P3v173LkL73xaQVNUbl1zMG2H1d4KvrPgx350nX5/j707dxFkibM7DVJBZW9/QJzAvXtQLEOWQq+7wng6YTxZkmYi3a6MOQlxPQtFznMfnr9kvggIfSgaIeWKAejs3bPY3Cxx+7bNQ+eKDAdzymqBxx7OWGutEYYJk/GQLJUJ/JThocvhAWxtgZyCZ9nEikScRghZTKFQoN3sMNy9z5mz53CdhLPnTpElBba2z/Ij7/kIN6/vEwQKcaIwnc4pVMqkaUqWZXi+i6pJyELuFSNEGVmWoCkqqpb7nXt+xFF/iGakRMkMSXUYTfYoVWM63SrV3imef/3bGAlohSJB4KFoRVI/Is5gMl5SLBoISkazWKRUNAjDEN/3sW2Y3zjg/EUDb2QS+RGnTtU52Jvj2AHndroo2uu8/kZMuTzj/T96hp0dmYSY2XzCZDzFnOeCCatrsLG+SrncZL706A+Omc/nNDtV7MAki8DxXBS9QK2ukqFSqWssJosHbZ95K+hs5mOoAlkC4yl02wYg4nkBuqLTHw+wLA9dgUqxilqUWXpTSHhQhgbtVpXJZI5h5L5BE2+BaEBCRrWu0r8bMhqP0bMSs6nNeJzR7ahosoqqxmxsqSiSzFF/hmOTLxwGMWtrK7TqZUJnjqZDpylRqxYgEYiDXPZNkBRAIktiojRgZs7p9Nq44YijfszMvEe9Veahi1tEccbCNCkVNRwr4JvfvM5jTzzE3u4+sqySJTAZLWi3umxvJxwf2lSKMlGYMugnNBtQqVQxZy4721ssFgsO+ksaDRVJSjBnIbrmYjteLo1YMCgWTAQBjo9N0tQEJZfdK+gCaSIzmy6JfCh3KhQKJe7cvcU3Xx3SXINap8ThJGA6C0hDIIBT61UODvep1SpMpyZJBu1mhygJ2d4+zeFxn8GxSybkJniSlHdc1RsV/MDBceFDH3+KJMl45Tsv0ihCb6tNrVmlsHfEYHiEqlTIUji73SJL/xboYe7eGzCZOIReiiQpGBpkqYBnJXluyXJ58YWXyZAxTZtWW+Dzz73CwSEoeoXjIXgJ7B9BGOerl/3+gK3ttbwjZwCqDoNBhOM5fODHLvHwlXMMj485u3OG5dJmMYdus0O9VGf/1gx7arLVW6VdrXPprMhaV0TMct3HaqlAFseokkCtUuLjH3+GXq+DaWZ4nkcU56orggiZoINQZjYPcp3HVKdUAkEosrp6misPP0kYxkwmuZOgKEgkUcrz3xwxHsEjV6DT0iBLMCcJaSRT0prErkx/b8qN1+9R0CrcvrXL4cGIpemhaiXGkwXfev4luiurXL58mWKxyNe+9hUsc44oZBwd7rN76w6KIDKfDNm9d4vXXvkOr7x4lf3dQ0IvpFIs0Wu3OHVqi9XVHr1el2LRYDQeczw8JhMT2t02p3ZWKJRKOH7AYd/Bcf288D3NWCwcbtyYcnw4I45TLNtlNJ3R7HbZeWidKIFqo4Egibz42n28yOf85Q0EJWOxHHP+/CnWtmEwhhuv36Gkl/CiCKNWIRFh56E6P/Xxx3j3j7wDP425fucWQRJTrFaJkwwviClXaxSKIvNZ3iev6wWyJKFSKeGFEXEqkj1YkQpckCQFRQM/glKtgqSIaJpCo1ZHTBOSCIpFiSBJGc0WRLGA60DgQKcNZy6d5rC/R6kARbVAGsHkGF79xlUePfckigC7uxNu3NqjXKnwzHsvMRwPKBWKPH5lBdsMsW2bS1dOs7oK+/cmZLFHuaRzcLDHnfsj1rdXWF9f58tfvsdoNsbyHfwowg8jbNtmOp0znSwYDTOuvjai011ha6uA78NibuGaS2bDJfbMJ3QDxARu3YA4CLn+RsrhoY9twmIGgeOztbqNocBqe4VWvYFt5yIkfhCwut7h4OCYMIzZ3m6RkjGbJ4QhDAYzgiBEFPLaZs8BVRZxLAhcOHuqy0pbxZxm3L+3hwCcPrvOyvoqUeJz894QUYFOT2YyG9HrdTl/fpNSUcB2oNXq8sEP/jiu69LpNak1SpTLFYbDCZ/5r1/jqD9grVXCnEDow6VLZ9nc3ObO7V2uXp8gF2B374DdvftMZrCw4dqtEd+5eo3ZDMYDqJXK6CKsNMvIifu2BkwZYH2twO0bLtUeaIqEncLN6xnvfKJMvVZhNJoQRQErusb+QR9J0ZCVgN5ag4VlEUiwnMKTj9UZ9eekRZ2NrRZ//qd3eOqdNXplDS8MaNc0Hn34Ai8//yrd5gqPP75OwYjY3V3geBBGBgd7+/R3oVEU0QyBpmHQbpS5dX+f9zytoMoOtrkkC8FzEoSyy7XXX+Xhhy+xutbj5ZdfQ1EVNK3O0p6QZE2ipEQYp4jKgq99fcK5c1WMQpu9vT0ST2TuhaSZhjf36PdnCJnIhcsG/UOPOAVrEiAJCx46s4Ou13n+W69gWQntjkKxUKCgVVhfb1CrrLB3b4zrRFh2SKla47WrV1ksTE6f3YR0jcP7t2k06rzxxhsALCdDVlZbvPNdT9OqbbNcuNy/v4trxpiLIfWmTrtTIU4FJvM5nU6Pp9/1Pr76zc8yXh6gDBN8SWBsJgiihiTHTCYmYQwraw86e7KEbqeBbfmEYUiUJjj+hNnYYfvsKkeHxxRKZa48uc5R/5DdwQFlFYbjexiFCmoN1rahVyly67U7BG2orjZYhB6ePYe7CZIkcPfOkrNnV7mxv0+SZKyvr3I8GeB6PnoBut0mlmlxameLW9N7BO6EXqfBZOngOSFSKBKFCfNZiCBCoQ4TZ85DvSb9o318q8TujZDOKtRqFYa+w3CRsN6okvg+QhrkAiDxiDsDhw88tsNoNKGgKdhJxN6LET1hSKtSIYhDqnqFIPGJ04RYiNFUiVvXjqEIoiywe/8epgWdElQVgaKSUa0VuHsUEIgCrp/Q6UAkSOzuB1zYWcWaOthWhCaV0JQS22sCYQKTkYdeTlDVfEVayTwKSRElLWAHPooC73+vwXQ65cIFiUqlTtmocvvmXbyFwx8//3peIyyOWFldp9YYk2kSTuiTygWMUpU4CTFKZY4mE4q1vAV59z6sryfYvs3mxhYbGxlhGHD2NIxGPmLi844rj/DG1dc53nPplCFzXRxb4o3bIW4E73lfi3v7E7KjI3StyGJm48wzDFVgMg5ZaYXcvhvTWJkiSfDG6zeJ05RYhPHM5nS7xs9//HG+9NLL3Lx1m/e9+33sCwPcxEbXDCZDm3KxwMZqkZt3nNz9U4TYg1oRju/2+ZF3XEbXBCb93byM5e0MmEVDpVpzaTUq1CpVEi8gcj3q9TqNehXLWmIYBq+9touqAbFApVZgpbdOlBwSJDOKVXj55TkPny/Tbqxw98YNVjvg2SZiojE+hosX61gLi8EA1joZljvn1ZcPOftQnel8zmg4Zz7J0ASol2oUNB0vcrHtJc2aSndjhdFkipDmQgg729BpVBmMh/zZnz3PykqZ1ZUVXC/isD/muJ/h+0cokspw6OZe6lXwvYznn38Nx06QUhnVqDKem5RUnUKxSej5TKcL/BC6PagYYJs+0+MjKqUMISmQhha+IxIHIVP/mM2Ns5zZOU+zuUMU6GxvXeLpdz9DGGfs7+5RKpVQNRnbNKnVK1x46CyqrLGy1iERXQqGjmM66EqR9ZV1ag0DSSmzut1iPLmHKEWY9oggybh28xqWvQTVpVapE3g+vp8yN70HtrC5l0qr7dPpdIj6x1TKZeIkJckEBoMBi6WDqIKs6dy9eY+t06eo1CsEWRNnPocwRRBjFDUjzCDOcntU33cx04yFZ6OnMboqYvshN2/7XLpY5XA4QlELkGTcvLOH/EAWzbFhpiyRZYnADbCXLr4PRskgihVkuUDi2cRBQqEASCBpIBsac3NOFMVY8xmGAlIKURyALCEoMJt7rNdXCScH3LyVUDs6otWFerVCFMSIYkZgR4RTGNybUNosEscxpCmD4TFRKrGwYLXXoVSUePHOEZDS7DSI4xnVIoRuQuB7LJZzVjZAkDSKRpG5MubevQBBgF5nC3e+R+zb7O3bvPMdPfRand39Y6rtBlrJZjAcoSqw2VvB0cvs3u1zemsNrSgzGE3xo4hWo8He/TGeOWFnu8fenQFnT6s0ax0QhbxAHZgvA8jg7GaTxWTKaOpSbhRptcrcvW/heXD+oorvRaRhPvtyXZckjlDV3H+rXChw5/otfMvjzOkaYhQjZzGTmc/6hsaZRpE4jSnXoNvuEAYZnpQRqxHLpc/R4YjD3T329kFtQKdVRFF01ns9bg3HmBbMWfDl+y+TVODRxx/m6KjPnXtTjKKA5UTUxQJxkOJnPoVC/n2xFkAKBa3Acd9lf2+PWlkmCYG3UXRdBhiPF7gu+L6HLUrYtkeWgeu66JrEZGRTKMFslgeQ+dyn1qpy+9ZdZqbDY4+1MTSVG68dsb29jZylXH8DNs+AH6U06yUqFQ/P83j11QFxDPfvD7CX8P4PXOLwqI+iQRB4BAEggOc5eJGN6S4wavkX3LZthkObYhkqfr5YdTwYcuHCaZ79wj103ULVNSxzQeBmNGpQr9aI/Nz2YDLM1XcEQcK1E8oFGUXW0GUJa2YhCjJGqYwVZ+iaTGElptNu4pkhgecSijJJkiHLOq5roRsJSkljuTQ5yPp02yPW1y/Qbp+m2dpE1Q3SIKHWbKHrKuVykXK5lKsnaRpFrYisgOUnBIGHa0VUKrmqfJLaLOZHWP5tylWR6bLPS698nUJJ4Pqdl9AKHr43ZTzxKLV73LwVIKnQ7cLxEIIYGo0Gju+hqfl01/dDKrUaIOK5UK3quI7HYAAr6zH1QoFSWMKZz/NgpuaJ/CzLRyuGYaA/aGzwzRDLg421vHbU9yFJMhwnxtAjFEUhDKHRLOO6Fp4Pk0lMvR4zm81wHLBtMAoZs4lJt91BkGV0PaTbamFHNqOlj++4ZLpBsagTuAG9Hkhqvs+yoeMHKbEpgiDh+UnuR64qdNYLTEdzBocDkmrI+YeqPPqBJ1FlhWF4zGs3j+lUmpw7c5bdoz4b2ymNRg2jIFIeHlEqF9AUiXZbZ7DrowBnNQ0ygd5Kh+PjAVKlie+HtBrg+/DNb3yLklbhcD9BEuDa63eYzEHWYCNr8NiZLQrlFNee8p3v7NGpnOXHfuxDvPDKl3B8i1qthlGusZhb6LqKKqTIcq4sf/7cBchExtMZQRjRbEokQm5VvDTnNFtV3MBlvhhTLpfodPNBhW7IxEne+fXdxgjIrxXkvfGD0ZL5CCp6ROb7bHQ7WMtj6vUmhZKK5ecDJkVRGA1HzGY+YpJfc1d20dRcP1dTwbYcDsyQbm8V285bqmMdFotcZ9cwity+tst0ChU1YziKKbcTokzAixIaDUhTGA+h2ZTpNrrE9jFJkiBJKuubRZj+9w6T/zMy5O6EBQOMgobwIKdaqQLkNU+6nifTH71Sx3R8ZnOParHO69/Zo7smUSqVyIi58tjpvMD4aECtDooKvR70j8YUDIksyyWzHn20xdHuBNeBglFmNJqjaQLVapnQneFbYDtLvDDFCuHCZpnAjDBNk0IBqpU67WZErVLlcH/BdDJCEvJ2vMVsSuBnVMoiYZCynE/RVQPfhSyB+RQqJZNauUCaphzeP0AV8vxK4i4J3Dmu5dOqa1QrBpPJAilRqFXbVAt1XEsm8BfMZ2AYMeWSyvrGFp4b4wfQ7W2wtf0Qaao/UDiP0VUFRAFRllB0Dd9zMQwDVdNZLCcIElSrVTRFQpJAVyWCyMUNRtzdv8HDj57CdA7JWOB4IYrm0+rp+EmJUApYWDPabZgu8mt3/rxCfxhhWRZxli8wzWYLDvsLtk/nzp9ZBoIgc3R0jCyTa446DovFgsUiJXJAL6SEYcjaWh1/PqdarRILCWa2xMw8/DDG0Iu4rsXODty5Y7JzuoZlBnieT7tdQdcMkiQEIcCy82JmUTBRlPy7oGka7aZOvVLn7uGI430o6BPQcqvmtZVVIs+laBj4ywWNWgE/SrA9H0HPPXMVRWM8mjMe5T/cSrlBYLncvbNHt9XGWFFptVps9lZRRIViJiMqKRoqYZTRbjdp1htMpkPm8zGNhkar1WJsjug0W9iHhxgKuK6H52VUM4nx2IPlgNTLON2ps9ou4M0TqoUGu28siR+MhKQU1lZ6vPLSgN2jGRcuwYVLa5izY27euMdk5LK2WcENM5Ik4+rVN9i9l6GpuSXG3eU+hqxQMEoMBiOWC5NCrUa92WZhm6iahjWes7HaZHWtgu1bJIR0e02K5YD+kU2hqKJmKpKUC9PEYYTne/g+zKYmaZobxQ2OHXQZTq/rlMsaUZhw3B+iliTiKCaOEzzPJ45BIa+RLRQKXDi/jmLcQq2UOTiwcOOIwXBM4IMsgaaJPPFYg7uLCd/5zuvYlku7AVaY34iXC4uSoeInUGuriLKK59s0y1002aBUKjEbT1DViG6nQvDfN0Z+DyKAbkCjCdVqEVURUBVoNktIsoAgZKRp/sGSJOFgP3f6Ozrq43tAKmEUCxSLBmtrKwwGfe7cnVKrgaaAuQBVllEUhSjK7RFEQUWURFpNnWef/RaTCSiqjFHQabWLbJwq0mhUKBRzBRbbMcmEvNSj02kzm80BsKw5va5M0dC4cBYa9TK3b2bMJmDoKvVahVNbm3iOm6uKr0O9AmmUS3gtxj7HR/ndL1cycjnY95lMIEslJFFlPEoQUFBkg/nM4fBgxGi4IE1guYCD/Qm+l7C+cYbTO+ep1DpYVoDt+Fi2T5SkJBkkKSRZiiTLxFlKoVjEKOoIkkil2qRYrqDoIggRSeqytIaomkujBVevfZXR9AYb2xX0YkChHCPKLrWGhm4IdFcapBmsrMLFS+sYBZW1NYXz5x9ib8/J/dhtm9kUlkuLwM9bDD03YjrJz3EYhkwmE6bTJVH03WCWF86Xy2UEAZbL3JfbMAwkKS+utiyL+QxKRQPXyUcQxWIJ0wwRRZHpdPpA9UilWMxvvFmW0Wjo1Go8mDm4BF6Ib+e5K0PVkEUJXQFREDAXyzzt4GWkUUzgBZjTGNd28JwAz/VZLm1cJ7edmI4W7N61UGWDn/rJn0KIwV4sefn5F3j5289z/errSEnG6LDP/u4ejm0xnY3Y399jNp8hkKIpeUVHGIY8855LPHx5m8HxiMFxrompayKOExMGYC887KnDxZ3LxHbCoxfWEBN4+sl38djls4ixxGMPd3j6HesUDIPF3MnVsEK4c/eITFDYPrVDsVBlMc9otaDXM7BMiENw3YjFwmQ6WeB5AVkmYJo2h32X8XgOAly9ep/jgYmsZHi+w/7+FMuycVzIBz4pURQhCAKCIBD4uUCyZbl4bn6tZQk0VcUyc6V5y3KxbY/QD3DdXEeg2WywslKhVCpAls9ifC98ILYsIEuw0qtimjaalsvFSYLM2uoGYQj392xcO6VcMlBViVYDTDvB8wPSBOIoJY5TVDUfYB0fD8myjMUCRqOYIPDehjD5P5OPMFNQZchIcF0b3we1JeM5LpIAjUaBWqPFdDqn0YDtrQ6HxzN2tgssHZeXX36DckVgn31mw7w+8uLFFS492uL6jVuYywaZpDAY7yMoIGQWd++mVAyfUikvqNZ1Hd93gZR2u52X1cQebhzgeR5OlOHHUK0n3L0L5895WMuEUxtNhsMphiFy8fx5Fotv02qvICBzd/cAXc8D+cHBMRfO1SiVSkxGEzzPR5Hg/LkmvruAVGJihkhSrooE4oPpN3S7PabjkBdf3Me18pFqu6UwX0QcHcJodMja2lkESeOof0wUTFlfP0MmCNj2klmWUShq+IFNsVjAcxyieh0pjpEkCUXTcDwPz3Mol4sIacre/TuUa0sKlZhrN15CK4qsra1hulMyfGRNI0l9jvoe6wWHixeb3D+cMpvN2NhaZzSdMJ1O85KYEEqGQqUSE4UxQRA/CHZ5N1eWged5xEFMkuQtqLWCQk0po2oaUZZ/RwaDAXrZINMVgiC/z89m0FnJC+G7XdjbO6Jeq+N5+YgsTVMcG0plkUpFZj6PH3gY6WSZwGTqcOcmxJuHCBnsnJI4ffo0w/kAczLn+PiYLAiJRJmCLpAlKbIo5n7tkpznROMUUVLIspAwBM8NIYONtU3qtSaddputrQ0KbpH5dMad6W0kMde21BWV0WLI4eGMUy2dZqvN/mKMZVlUq1Wuv3GPx089RH1rm+PxBFm2CYKQTBCxrZSSDEIiMDpesCfusphYVEtFdk5V0WQNz/OxTYeKbhBFCf2hh+14eA6Mx3D7FtSab5Behd5KjVpNJgozNE0jTT3292G9C/P5Atu2WdgeomZycGjjx9BqyVw4vcHB/i6FosDKxgpZljCZz2h3Vmm1bI6Pp0QRePYSSZJzSw4fBMhVzPN0MLKsEscpQRABwgPPJuiulXGCGUKakWUZsiTBAxuVXq/H8PgeUQSmZWEYAvV6k/3D+6QPmnJUVWWxWObqVVUY7oMWeUjlXFgmkV0EQaBUEoAHJXZILJdLDg9tzm9uYBhTRDEf0b6d6+TCP/tn/+ztlJc74YQTTvgb82/+zb95W/YrBEFwEjBPOOGEE94Cb2/Z/AknnHDC/4Y4CZgnnHDCCW+Rk4B5wgknnPAWOQmYJ5xwwglvkZOAecIJJ5zwFjkJmCeccMIJb5GTgHnCCSec8BY5CZgnnHDCCW+Rk4B5wgknnPAWOQmYJ5xwwglvkZOAecIJJ5zwFjkJmCeccMIJb5GTgHnCCSec8BY5CZgnnHDCCW+Rk4B5wgknnPAWOQmYJ5xwwglvkZOAecIJJ5zwFjkJmCeccMIJb5GTgHnCCSec8BY5CZh/yxkMBvy7f/fvAPjWt77Ff/2v//X7tvlhj/8g/st/+S+89tprP/C5X/3VX2W5XP4vP9gT3jK//du//UOvwwl/e5Hf7gM44b8vn/jEJ5Dlk8t+wgn/Szj55fw12LbNZz7zGWazGWma8vTTT/POd77z+7a7c+cOf/Inf0IU5Yb3H/zgBzl79iy//du/TbfbZTgcMhqNePTRR5Ekid3dXZbLJZ/85CfpdrtveT8/jCAI+K3f+i2GwyH1ep1PfOITVKtVfvu3f5tOp8Nrr73Gxz72Mb71rW9x+fJlHnnkEe7cucOzzz6LKIpcuXLlzfeK45jPfvazHBwcUKvV2NraYrlc8vGPf5wgCHjuuec4ODggyzKeeeYZnnjiib/ReTs+Puazn/0sjuPQaDT42Mc+RqPR4Fd/9Vd573vfyze/+U1++Zd/mfl8zuc//3lc10WWZT7wgQ/w0EMPMZ/P+cxnPoNlWWRZxuOPP8573/veH/r4X+Xg4IBnn32WMAyRJImPfOQjnDp16vu2e6vHaZomn//85zFNE0mS+NjHPsb6+joAt27d4otf/CJRFL15XYrF4vfs5/bt2/zRH/0R//gf/2NKpdJbvuYn/PfnZEr+1/C1r32NSqXCpz71Kf7RP/pH/Mmf/AmmaX7fdn/8x3/M3/k7f4df/uVf5md/9me5fv06AKIo0u/3+fmf/3n+wT/4B3zlK1+hVCrxD//hP+Thhx/mhRde+Bvt54dx+/ZtPvShD/Erv/IrNBoNvvrVr765//v37/NLv/RL7OzsvLl9mqZ89rOf5Sd/8if5pV/6JQqFAmEYAvDSSy+xXC751Kc+xc/8zM/wyiuvIIr5V+VLX/oSaZryz//5P+cXfuEX+PrXv85gMPgbnbff+73f40d+5Ef4lV/5Fc6dO8dzzz0HgCRJuK7Lv/yX/xJFUfi93/s9nnzySX7pl36Jv/t3/y6///u/j+u6fPOb32RnZ4dPfepT/NN/+k/p9/v4vv9DH/+rfO5zn+Pd7343n/rUp3jmmWf4/Oc//wPP6Vs9zk9/+tNcvnyZT33qU3z84x/nd37nd0iSBNM0+cM//EM+8YlP8Mu//MucOXOGz33uc9+zj8lkwrPPPsvP//zPnwTL/w1wMsL8a/jwhz9MluXW7Y1Gg2q1ymKxoFKpfM925XKZ119/nXK5TLfb5ad/+qfffO7s2bMIgkC9XifLMs6cOQNAvV6n3+//N/ejqupbOs7NzU3a7TYADz/8MF/4whe+Z/+KonzP9rPZjDAMOXfuHACPPfYYzz77LAD7+/tcvHgRURSpVqucP3+eOI4BuHbtGp/85CcRRZFCocDFixe5fv06vV7vLZ23KIpwHIcLFy4A8K53vYunnnrqzddduHABQRCYzWZYlvXmyLfb7dLtdjk4OKBUKnH37l12dnZYXV3l7/29vwfwQx//q/ziL/7imzeAU6dO8dnPfvb7tplOp2/pOKfTKZPJhMcffxyAtbU1KpUK+/v7TKdTVldX6Xa7ADz55JN88YtfJEkSIJ8V/O7v/i4f/ehH6XQ6P/BYT/jbxUnA/GsYjUZ86UtfwrIsJEnCNM03A8Ff5md+5mf4+te/zm/8xm+g6zo/8RM/8WYw+m7Q++6P9C//nabp32g/P4y/PM0zDON7RlaFQuH7tnddF8Mw3vxbluU3g6rv+9/zXKVSYTabAeB5Hp/+9Kff/CxxHHPp0qXve/8f9nk8z8MwDARBAPLRmiRJ33esjuNQKBTe3O67n8u2bd7znvcgiiKf/exncV2Xp59+mve85z0/9PG/ys2bN/nWt75FkiSkafoDz/NbPU7P80iS5M2FOYAwDHFdlyAI2N/f59/+23/75nOqquK6LpCP1rMso1wuf9/+T/jbyUnA/Gv4gz/4A55++mkee+wxAH7t137tB25XLpf5yEc+wkc+8hFu3LjB7//+7/Ov/tW/+l99Pz8Mz/Pe/P9fDYY/iL8aVMMwJIoiIP9RB0Hw5nOWZb35/0qlws/93M9934jyr/LDPk+hUMB1XbIsQxAEkiRhPp/TarW+5/WlUul7tvvuZyyVSkiSxDPPPMMzzzzDZDLhN3/zN9ne3mZtbe2HPv5dbNvmD/7gD/jFX/xF2u02i8XiB57rt3qc5XIZTdP4F//iX3zfe7z22mucPn2av//3//4PPEfvfOc7qVQq/OEf/iG/8Au/8OZN6IS/vZxcob8G27bfnFJdvXoV13XfzPV9lyiK+I//8T++WZLz3enVXx4d/a+xn/8W9+/fZz6fA/m0eXt7+7+5faPRQJIkbt26BcCLL7745vGur69z/fp1sizDNE1u3rz55uvOnTvHiy++SJZlJEnCF77wBY6Ojt7y5/nu9PzVV18F4IUXXvie9MF3qdVqVKtVrl69CkC/32c8HrO5ucmnP/1pbt++DUC1WkXTNARB+KGP/2Vc10VV1TfTI9/9LN+9Wfzl8/NWjrNarVKv1988Tsdx+PSnP00QBOzs7HB4eMh0OgXg6OjozTzod/fxxBNPUCwW+drXvvZ9733C3z5ORph/De9///v5nd/5HQqFAleuXOGpp57iM5/5DL/wC79ArVYDQFEUnnjiCX7zN3+TLMuQZZmPf/zjf6OA+cP28/GPf/yvfW2SJJw/f54/+qM/YjweU61W+cQnPvHffI0kSXz0ox/lueee47nnnuPxxx+nWCySZRlPPvkke3t7/Nqv/RqtVovLly+/OY380R/9UZ577rk3p6BnzpxhZWXlb3TePvnJT/L7v//7/Omf/intdvsHfkZBEPjkJz/J5z//eb72ta8hyzKf/OQnMQyDd73rXTz77LM8++yzCILAlStXWF1d/aGP/2U6nQ5nz57lP/yH/0CxWOQDH/gA+/v7/MZv/Ab/5J/8k+/Z9q0cJ8DP/uzP8rnPfY4vf/nLCILA008/jaZpaJrGxz72MX73d3+XKIrQdZ0Pf/jD3/f6j370o/z6r/86Dz300A88lyf87UEIguCtJ8pO+P8b/vJU+Mtf/jJRFPHBD37wbT6qE054ezmZkp/wfdy8eZN//+//PVEUEYYhN27cYGNj4+0+rBNOeNs5GWGe8H2kacpzzz3HrVu3EEWR8+fP86EPfehvlGI44YT/X+T/C2gRDxTtC7r/AAAAAElFTkSuQmCC"
[ "if a pine board could support more weight than a fir board", "if a pine board would support a 150 kg weight" ]
null
1
math
grade-3
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "1 pair", "no pairs", "2 pairs" ]
null
0
math
grade-8
base-plans
true
true
What does this object's base plan look like?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA1AAAADxCAYAAADFs1bnAAA8GUlEQVR4nO3de1TVdb7/8ScgSAJuDGQHalwqcCxMpUxdFXhymmNHwy6n0i6ak4ydcxo1q2lmStBqTk3lJec3ozAn0cloajK8jE0dyz118npQjjsNrGCjXNpc4m7cNvz+2LLHCg3l8t3A67GWy9jC/r6A1Vrf1/q8v5+PR1tbWxsiIiIiItItPDw8jI4gPcjT6AAiIiIiIiJ9hQqUiIiIiIhIJ6lAiYiIiIiIdJIKlIiIiIiISCcNuAJVVVXF8uXL8fDw4MEHH6S...
0
math
algebra-2
describe-linear-and-exponential-growth-and-decay
false
true
How does h(x) change over the interval from x=1 to x=3?
"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"
[ "h(x) increases by 600%", "h(x) increases by 6", "h(x) increases by 3", "h(x) increases by a factor of 6" ]
null
1
math
grade-1
two-dimensional-and-three-dimensional-shapes
true
false
Which shape is two-dimensional?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAADbklEQVR4nO3VP24VVxyG4d9c/ykcIA0iygJIlsAG0mZxacg+YA007ADsPo5IZYMlHF8NxQgpG7h5Bfd5mpmj03zNq7Os67pe389c3c3c7mce1gEO5HSZeXwy8/xi5qfzmeX687q+valnwfF58WTm9PJuO/x8PvPrD1udwGHc7mfefZr5637m/d3M7uZhuxAfHN7jk621mZmP+5nd/j8XwOF9be3fdWbXToHjJkAICRBCAoSQACEkQAgJEEIChJAAISRACAkQQgK...
0
math
kindergarten
ordinal-numbers-up-to-fifth
false
true
The first picture is a bucket. Which picture is fourth? first
"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"
[ "crab", "boat", "bucket" ]
null
0
math
kindergarten
subtraction-sentences-up-to-5-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "5 − 4 = 1", "4 − 3 = 1", "4 − 2 = 2", "5 − 3 = 2" ]
null
3
math
grade-3
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater perimeter?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALAAAABiCAYAAADwQVl6AAANeklEQVR4nO3de1BUZ5rH8S+NDcQL0pG7MClRxEFqEi6RuMkkEYmijjEyEttolbWWFXfRHZVKOyKa2lKJAUO85FbmAo7RGBNWA6ZWIoYKsIkQy7QworhsEIoWE7G8IN3K9d0/CCSkAVEbTh94P1WU9nlP08+p/vHS/XDePg5CCPFTE/yfBW61QotAkuzWMAcY5QiBw8HLCRx+ahTi+3qly5KkexfpCsMqLO03fJwgaER7uiXJXt1qhQtmuNwE/2sBTX1L+4AMr6Q...
0
science
grade-4
use-data-to-describe-climates
false
true
Which statement best describes the climate of Adelaide? Hint: Summers in the Southern Hemisphere occur in December, January, and February. Winters in the Southern Hemisphere occur in June, July, and August. Adelaide is a city in Australia. It is located in the Southern Hemisphere. It has a mediterranean climate.
"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"
[ "Summers have more precipitation and lower temperatures than winters.", "Winters have more precipitation and lower temperatures than summers." ]
null
1
math
grade-5
median-find-the-missing-number
false
true
Manuel has the following data: If the median is 27, which number could p be?
"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"
[ "29", "2" ]
null
0
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAADOtklEQVR4nOz9Z5Bk6XnfC/5O2pPem/Kuy7T34y0wAEkYUqQoUpfUajekJUNLxe5V7KeNG6GVVrEfpLixoRuhkBQ3VqG7IikCdMAAGIfBzGDQ0zPT093Vrrx36b3Pk3ncfjhZB8AlJN1LcjCG9Y+YqKzqmqrMrPOc932f52+EO3Vdn/eAz8oJTnCCvwSaKmy0IduHkA2eCRpft5wU1glO8FeDzwrzHuNxS/3x1y0nhXWCE/zVcVxHsv7jr1k+madyghN8/nFSXCc...
2
math
grade-3
reading-schedules
false
true
Look at the following schedule: When does Laugh Ha Ha, a Comedy end?
"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"
[ "2:30 P.M.", "1:50 P.M.", "12:05 P.M.", "1:15 P.M." ]
null
0
math
grade-8
apply-multiplication-and-division-rules
false
true
The number line shows an unknown number, x. Is – 2x positive or negative?
"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"
[ "negative", "positive" ]
null
1
math
grade-2
select-three-dimensional-shapes
true
false
Which shape is a cylinder?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAU60lEQVR4nO2deXRUVZ7Hv/dVKnuobATIQgghBDBI2BtQQLBpRKMoCtjt9ESlG2c8Zzxtt63d09qjzjhzZLD7ONMLthq7p1WMogIGEWU1shmSKIuEAElIgBASsu+pevPHq1dbKkvdvO1W3Y/nWC/17rv394pbt37b/T0iiqJY2wOc7wBarUCfCA7HcAQRIMoEZIQDY4IBUtstisdb9BaLwxk+80cBQeUd0h/jgoHMCGlWczhGo9UKlLUDV3uAcx2A0NInneCTlmN...
1
math
grade-3
certain-probable-unlikely-and-impossible
false
true
If you select a marble without looking, how likely is it that you will pick a black one?
"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"
[ "impossible", "certain", "unlikely", "probable" ]
null
2
math
kindergarten
rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAH40lEQVR4nO3dz28TRxQH8O/u+ge2EwfbUktOcCgFqSoSoCoSgUD+8rRAkGhFK7VCIoUDqIekB9vEiW1sZ709uFVbWiC7M/Pmjf393BAkjLxfe3ffvLeOsizLjqbAqxFwkgJnGYiMlSJgPQGu1oHPK0B0NMmy7we+l0XLbKsJlF6OFn/YrADXGosUEpk6SYGDIXA4BX4dAfHgbPEXDBnZtJ4sMgUApykQp//4CyKb/srULANiv0uhVcGgkQgGjUQwaCSCQSMRDBq...
2
science
grade-3
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAjrUlEQVR4nO3deZAkV30n8G9m1n11VXf1fUzPaLo1Gh0IIQTCEodAIJZDGAJk4SUcEHYYwoF3YxfjWAvvbuyCHd4N74I3YjERZoUPQCCu0YCEhARCsiyJEaCxLkYz09Nn9V33XZn59o+sqp4+pqd6pjozq+r7iSAGVVd3v+73+lffzPzlKwmAABERACEElsrAmTyQ0QCV1YGImsQhAUEFmPAB/S5AAgMIEVUtlQR+kbZ6FETU7t4QAhxWD4KI7ON03vh30AVc6Te...
1
math
grade-1
more-less-and-equally-likely
false
true
If you select a marble without looking, which color are you less likely to pick?
"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"
[ "black", "orange", "neither; black and orange are equally likely" ]
null
2
math
grade-7
classify-quadrilaterals
false
true
What name best describes this shape?
"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"
[ "trapezoid", "parallelogram", "rhombus", "square" ]
null
0
science
grade-3
classify-rocks-and-minerals-by-color-shape-and-texture
true
false
Select the light gray rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAABwnUlEQVR4nO29eZBdx3kf+uuz3X3mzgoMABIgKWshKZlMZEumbDn+49khpVjx8mLZL09lu16ceknKea9crnKcqOKKLetVpfz8Uo5LsSVbFhXtFHdSFBdJpCASpMRFpEASAklQAAbALJiZu997lu73R5+v73d6zr0zALiBmm/q1r1zlj59uvvblxZKKYUd2IEdyAXn9e7ADuzAGxl2EGQHdmAM7CDIDuzAGNhBkB3YgTGwgyA7sANjYAdBdmAHxsAOguzADoyBHQR...
1
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 4 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMIAAABoCAYAAACjZi+5AAACgklEQVR4nO3cvW5cRRiA4eesf4qQnwaBuACgSeoUFPgCyP1wB3A9CT2moEmbNCH0GEGDnViK8WooVpYQDRLZswet36exVyvNN5Ln9dEWO9MYY5xd8fMlF2uuh2TvHU7cO+DTO3x8zHT2bozn50tvK1nO4/scvr7cvPjkmM8/2FSS7LuLNa/e8ssVP12yOr/evFEEuU3uHWzOPLxZs1r/7Y3kNrk5838OVstuJfl/KIREISQohASFkKAQEhRCgkJIUAgJCiFBISQ...
1
math
algebra-1
special-right-triangles
false
true
Find j.
"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"
[ "$2 \\sqrt{3}$", "4", "1", "2" ]
null
1
math
grade-5
mean-find-the-missing-number
false
true
Clara has the following data: If the mean is 71, which number could w be?
"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"
[ "63", "49" ]
null
0
math
pre-k
circles-squares-and-triangles
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACTCAYAAAB28ADfAAAKsUlEQVR4nO3dfWxddR3H8fdte2/b3XZd27vndVs3to5skxXBDcfDxhzBTUgWSTSaGGPgD5UQNRITDcSIMTE+JWpIfIgxRiSKGuMAkYcJ42kwxxDYWCnbunawbmtvWW9vH27v7fGPX6tVHsZ6fk/n3O8ruelIw/f3zTmf/u655/zOuYkgCILeArw+DLkSFAOECK0qAfWVsGoWzE9BoncsCJ4fdN2WiLONs6Gqc1j9x8IUtKVVCoUIK1eCjjycKsBrw1AxWFS/kJA...
0
science
grade-5
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJAAAADqCAYAAABN/8wfAAASNUlEQVR4nO3deXCc5X3A8e/77n3rPmzJNghbCGMbYwdfEIwptnEuwBxJQ0poQxI6yXR6MJm2yTSTmbSZNBSSdNqENpm0OUjrOgEMATtAzGWwjcNhbCMLHzKSdWu19/Xubv+QrSB5dfnxenel3+cPBu377Ps+a3/9vu8e2lfLZrPZ7iS8F4VQGowsQozLrIHHBAudUGsFrTuRze4LFnpaohSt8oK5LTr8Q70Vml3DdQkxnlAaWiPQlYSjUdCDxvACiUdMhcc03Ap...
0
math
grade-1
addition-sentences-using-number-lines-sums-up-to-20
false
true
Which addition sentence does this model show?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAABhCAYAAADsidaRAAAW3UlEQVR4nO3de1BU590H8O9ykyB3BZEUQeiAlxDwEhFNophqYm5qolQzmUgaY2rasdWOY4zpRCOtpmlSfWMmE+tMqDU43grGpLz6jgngFLmIoFFHjRoQXDAuuITlvrLvH6dnuSq7y4HnnOX7mWF29yxZf78sy3559nmeo7NYLBYQEREREZEiXEQXQERERETkTBiwiVTgkwuA527g2f8VXUn/sA91cZY+iIi0xk10AUTOrroRGOEJuPfy56yxFXgtG/i/m4CH62BXZh/2oS7O0gcRkTPiCDbRADK3A6P3AgU/9n7/lmLgSh1w+gUg1Gtwa7MH+1AXZ+mDiMhZMWATCTR/DFCwCIj2E11J/7APdXGWPoiItIpTRIgE+sWDoitQBvtQF2fpg4hIqxiwiRTWaAZa26Xrd/97aWqT5sUCgKsO8HEXU5s92Ie6OEsfRERDAQM2kcJW5gJfXO16bH5Wx/UoX+Dq0sGtyRHsQ12cpQ8ioqGAAZtIYRsnAyvGSdfvWoBffA38zwwgNlA69oBGXnXsQ12cpQ8ioqGAv5KJFDbeX/oCpN0eAGDSSODREFEVOYZ9qIuz9EFENBRwFxEiIiIiIgUxYBMRERERKYhTRIgGkJsLYFl57/v3fg8035Wu17UCFSZg9yXpdrQf8Pjoga/RFuyDfRARke10FovFIroIoqFq5D+Ampbe71seDaTNHtRyHMY+1MVZ+iAi0ioGbCIiIiIiBXEONhERERGRghiwiYiIiIgUxIBNRERERKQgBmwiIiIiIgUxYBMRERERKYgBm4iIiIhIQQzYREREREQKYsAmIiIiIlIQT5VONMhKa4AcvXRZVv/fL1PX74nwBiJ8pK/4EcCsUOlSTdiHmHp7U1YP5FRJPZQaAGOrdL0zfw+pZv9h0uXsUGAWT5lORDQgeCZHokGQrQf+cQXILJPCjyP8PYCFEdKprmeHKlmd7dhHB9F9lNUDR8qAtCs9w7St5B4WRgALIpSrjYhoqGPAJhpA/7gCbDrddUQ03FsKZPEjpC95ZLQzeSS1tEb6ytYD5Z0eI8Ib2DRVCnfsY2j1UVYPbC6WgrXMzwOYPRqIHyldyqPUnRlbpdFtuY9sPXC2VkwPRETOjgGbaABklgFr8jqCXLi3NEqYEuP41ILSGiDtsvTYcriL8Ab+NkN67IHAPu5tsPswtko9dA7Wy6M7RqAdUVYv1b/9u8F7LoiIhgIGbCIFGVuBRceA7Crpdrg3sGmKFOSUlHYZ2FTcEYoWRgCfz5Y+8lcC+7DPQPeRdhlYc6pjOsu7U4CU6J4j7f2RWSaN7suj2rNHAxlPKtcDEdFQwoBNpJBsPbDouBSC/DykIPf72IH9N7d/JwW7ulYpCGXM6/98YPbhOKX76D5qvSAc2D5D2WDdXdpl4PenlH0uiIiGGgZsIgWkXQZezZGuzxoNZA7iyJ+xFVh4TNpFAgA+n+X4CC376D+l+jC2AklHpakofh7A9kTlR97v928r9VwQEQ1FDNhE/fRqdscI47tTpJFSETYVS4vfAGn6wOez7fvv2Yey+tNH53AdFwikJYnZFrBzDwzZRES2Y8Am6ge1BZDOI7f2hEv2MTAc6aN7uM5+Xuw86M49qOH/KRGRFjBgEzlIrcHD3rrYx8Cyt65Jh9UTrmWde8iYxx1GiIj6woBN5IDSGikIAeoKc7LOgajkxXtPL2Afg8PWPn6fB+w4L825LntJHeFaJn864O8h9TCQCy2JiLTORXQBRFojb/0GAL97SH1hDpBq+t1D0vVFx3o/WyH7GDy29JGtl8I1AGQ/p65wDUjTWxaES7W/mt1xPFsvBe9svbDSiIhUhwGbyE7ymQDjAqUt09Rq+wypxjKTVHN37GNw9dWHHFrfnSJmQaMt0pKk0fXsKmlUHvjv/tnFHXuNExERAzaRXUprOkYZ05LE1mILucYd56Wz9snYhxj36mNTcccfCaJ2PelLtl4aVU+bLd2WT3xTWiPdnj1aWGlERKrDgE1khzV50uXvHlLvKGNn8SM6piZ0/liffYjRWx/GVmDHd9J1tY7Al9YASV9JNc8OlfYWN7ZKJ9YhIqKeuMiRyEbyQjo1LkC7H2MrEJEunZmv5EXpGPsQp3sf2XppNHjWaGnutRqV1gCzj0o1x4+QprEsOi79P5fnk1tWiq2RiEhNOIJNZCN5tC4lWjthDpBqTYmWrm//jn2I1r0PefR6oE/j3h/xI6Tw7+chhe3NxUC4d++LNYmIiCPYRDYxtgIBadL1H5Zpb4uysnpg7L6uI47sQ5zufYR7S6PwaldaI51CvdzU9XhcIFC6WExNRERqxBFsIhtk/iBdzhqtvTAHSDXHBXaEUvYhVvc+tHLilvgRUpCOC+x63H+YmHqIiNSKAZvIBvIWZFoJQr3pvD80+xBPq334e0hnmOwcsrWwwJSIaDAxYBPZoNQgXWopCHXXuXb2IZ5ce7i3tDOHlnQP2Vr8FIGIaCBxDjaRjcrqtR8k5L2X2Yc6aP1nytgqTZ9aOFZbC02JiAYaAzYRERERkYI4RYSIiIiISEEM2ERERERECmLAJiIiIiJSEAM2EREREZGCGLCJiIiIiBTkdAE7PT0d+/btE11Gv7EPdWEf6sI+1IV9qAv7IBLPTXQBSquoqBBdgiLYh7qwD3VhH+rCPtSFfRCJZ3PAbmtrQ3FxMQoKChAcHIxly5YNZF1EREREqpWeno7bt28jISEBU6ZMgbu7u+iSSEX6DNhtbW0oKipCYWEhWlpaAABNTU0DXhgRERGRWjU1NaG5uRk5OTnIz8/HtGnT8MgjjzBoE4D7BOy2tjacPn0ahYWFaG5uBgB4enpi2rRpmDp16qAVSERERKQ2r7zySpecdPLkSRQVFVlzEoP20NYjYPcVrPkDQ0REREOdu7s7EhMTMXXq1C65KTc3F4WFhZw6MsRZAzaDNREREZF97hW0c3JyUFBQwKA9ROksFosFAHbv3o2amhrR9RARERE5lYCAAKxcuVJ0GTSIrPtgDxs2TGQdRERERE7Jy8tLdAk0yKwj2M4yReT9998HAKxfv15wJf3DPtSFfagL+1AX9qEu7EMMZ8lRpAzrHGxO1iciIiKyD4M19abHLiKcrE9ERER0fwzWdD/33Ae7c9AuLi5Gfn6+NWifOXMGb7755mDWSURERKQan332GRoaGgBI69imT5/OAUiy6vNMju7u7tYfGvlU6R4eHoNRGxEREZEqeXh4wGw2M1hTr/oM2DI5aE+fPn0g6yEiIiJSPW67R/djc8DWirCwMLi4uPT9jSrHPtSFfagL+1AX9qEu7INIPOs2fURERERE1H9ON4JNZI/MMmBzMVCq0ElMI7yBv80AFkYo83hEIvH1QUTkGI5g05AWkQ6Um5R9zPgRQMmLyj4mkQh8fRAROYYj2DSkyeHBotBaFd0u5Ub7iETj64OIyDFcPUBEREREpCAGbCIiIiIiBTFgExEREREpiAGbiIiIiEhBTrPIsbq6GteuXcPVq1dx9epVhIaGYtWqVaLLstudO3dw6NAhnDlzBnfu3IGXlxdiY2OxbNkyhISEiC7PZrdu3cL+/ftx7tw5mEwm+Pn5YdKkSfjlL3+JgIAA0eU5LD09HRkZGQgNDcWOHTtEl2Mzue7ezJgxA2vWrBnkihxXX1+PjIwMFBQUoLa2Fr6+voiJicGKFSvg6+srurz7unDhAjZt2tTn97355ptISkoa+IL6yWQyISMjA6dPn4bBYICfnx/GjRuH5ORkTf2+un37Nvbt24fS0lI0NTUhODgYiYmJWLRoEYYNGya6vB7seb9ra2tDZmYmcnNzYTAY4O3tjcmTJ2Pp0qXCfxfb04ezvMfT0OEUAbusrAzr1q3rciwwMFBQNY4zGAzYsGEDjEYjYmNjkZCQAL1ej7y8PJw7dw7btm3DqFGjRJfZJ71ej40bN8JkMmHy5MkIDQ1FeXk5Tpw4gZKSEvzlL3+Bn5+f6DLtdv36dRw5ckR0GQ6pra0FAEycOLFHYIiMjBRRkkOqq6uxefNmGAwG62vEaDTi8uXL8PLyEl1en4KCgvDCCy/c8/5Tp06hqqpKePCxRVNTEzZs2IDq6mpERERg7ty5qKysxMmTJ1FUVITU1FSEh4eLLrNPer0e77zzDurr6zFp0iSEhITg8uXLOHz4MEpLS/Hee+/Bw8NDdJlW9rzfWSwWfPDBBygpKbE+R9XV1fjmm2+s7ymifhfb04ezvMfT0OIUAXvkyJFYtWoVdDodbt68qdkQlJaWBqPRiBUrVuDJJ5+0HpdHHw8dOoTf/OY3Aiu0TXp6OkwmE15//XXMmzfPenzPnj04evQosrKysHTpUoEV2s9sNmPnzp1wcXFBe3u76HLsJgfsdevWYfjw4YKrcUx7ezs+/PBDGAwGrFq1CnPmzLHeZ7FYoNPpBFZnm+DgYCxbtqzX+y5evIiMjAw89dRTiI+PH9zCHJCTk4Pq6mrExcXh7bfftp7S+sCBAzh48CAOHz6MtWvXCq6yb3//+99RX1+PV155Bc899xwA6efp008/xbfffouvvvrqvn8UDTZ73u/y8vJQUlKCqVOnYt26ddbn6MiRI9i7dy/279+PlSsV2oPRTvb04Szv8TS0OMUcbG9vb8yZMwdJSUl4+OGHRZfjEIvFgjNnzsDLy6tLKAWAuXPnAgC+//57EaXZraqqCr6+vl0CEAA88sgjAKTRCK05ePAgKioqMH/+fNGlOKS2thaenp6aDdcAUFJSgrKyMowfP77Hz5YWwvX91NfXY8eOHRg7diyWL18uuhybVFZWAgBmzpxpDW4ArFNbKioqhNRlD5PJhPPnz8PPzw/PPPOM9bhOp0NycjIA6VMFNbHn/U6ufcGCBV2eo6effhqenp7Iy8sb0Frvx54+nOE9noYepxjBdgYWiwWvvfYahg8f3iMsyCfb1MJH4ADw4Ycf9nrcZJLOWqH2ebLdXb9+HZmZmRg3bhwWLFiAo0ePii7JbrW1tRg5cqToMvrl7NmzAIBZs2YJrkR5e/fuRV1dHf74xz/CzU0bv5blj+iNRmOX4/LtESNGDHJF9rtz5w4AYNSoUV0CKCCNmg4bNgx6vV5EaYq4efMmAGD06NFdjru7uyMoKAgVFRUwGo3w9/cXUB2Rc9PGb/IhwMXFBU888USv9+Xk5ADoGAHWmrt376KyshIHDhyAq6trl+kvamc2m/HJJ5/A09MTq1ev1uRIaXNzM5qamuDq6oqdO3daF3L9/Oc/R3JyMiZOnCi6RJvI01w8PT2xa9cuFBUVwWQyISgoCHPnzsWzzz6ryeensrIS2dnZeOaZZ/Czn/1MdDk2e+KJJ/Dvf/8bR44cQXh4OCZMmIDq6mrs2rULrq6uWLRokegS++Tj4wOg42erO09PT9TV1aG9vb1HANeCpqYmAMADDzzQ4z55wKaxsZEBm2gAMGCr3A8//IB//etfGDlypKaCKQBcu3YNb731lvW2j48P3nrrLURFRQmsyj6HDh3CjRs3sHr1agQFBeGnn34SXZLd5PBQXl6O1tZWREVFobq6GhcvXsR7772Ht99+G3FxcYKr7FtbWxsA4OOPP8ZDDz2Ep556Cg0NDfjPf/6DPXv24NatW1ixYoXgKu2Xnp4OFxcXLFiwQHQpdvHz88Of/vQnbN++HVu3brUeDwgIwLvvvovx48cLrM42/v7+GDNmDG7cuIGTJ0/iscces9535swZ6+td/hRRa2ypW6u9EakdA7aKGQwGbN26FTqdDmvWrNHMFBFZQEAAlixZArPZjKqqKhQWFuLLL79EdHS0JnopKytDZmYmZs6c2eWNV2vq6+vh5uaGxMRErF692npcXoy2Z8+ee07rUaOXXnoJzz//vPX2woULsXbtWhw7dgzz5s3DmDFjBFZnn7q6OhQXF2PSpEma21nHbDYjIyMD165dw7hx4xAVFYUff/wRp0+fxr59+/CHP/xBEz396le/QmpqKj7++GMUFRUhODgYlZWVuHDhAtzc3Kx/2BER2YMBW6V++uknbNmyBXV1dVi7di2io6NFl2S3wMBA60IhQJrqsnPnTuzZswe//vWvBVbWN3nXEH9/f7z++uuiy+mXmJgYpKen9xipWrx4MY4fP44bN25oYh6m/BF99yktvr6+SEpKQmZmJs6dO6epgJ2Xl4f29nZNTv/av38/Tpw4gRdffLHLrkClpaX485//jA8++ACpqakCK7TNxIkTkZqaioMHD+LcuXNoaWlBZGQk3nnnHWzbtg1tbW2anHoE2Lb4V6u9EakdA7YKNTY2YsuWLdDr9fjtb3+LhIQE0SUpYvr06dY5wGr37bffory8HACQkpLS4369Xo8lS5YgMjIS77///iBXZz+dTtfjjdTFxQWjRo1CXV0d6uvrVR+w5R1Qui+qAzoW3MkLabUiPz8fADQxRae77OxsuLi49NjCLj4+HjExMbh06RKqqqp6LLBTo6ioqC7T2QBpSlJjYyO8vLw0Of8a6Jh73dTU1GMv78bGRgDaWTxPpDUM2CrT2tqKrVu3oqysDCtXrtTkjgnLly+Hl5cXPv300y7H7969C0AaHVa7sLAwLFmypMfxlpYWfPnll/D29sb8+fM1cUKQrKwsfPHFF3jjjTd6THWRd1HQws4ukZGRyMnJwbVr1zBlypQu98k7PWhh5wqZxWLB9evXMXz4cE3u8NLY2AidTtdr+JR3QmloaBjsshRz4cIFtLe3Y+zYsaJLcdiDDz6IyspK6PX6LtN1zGYzbt++DS8vL01M4yHSIm3+We6kzGYz/vrXv+LSpUtISUmx7n+tNSEhITAYDCgoKOhy/JtvvgEATSx+kk/33P1LXojm6+uL5ORkTTxHoaGhaGlpQU5OTpeT5BQUFOD27dsIDw/XxJvszJkz4eHhga+//rrL1mkGgwG5ublwdXXF5MmTBVZon6qqKjQ3NyMsLEx0KQ6JjIzE3bt3ceLEiS7Hr1+/jkuXLsHDw0NTu6J01tjYiH/+858AcM/dnbQgMTERgHRimc6v/ePHj6O5uRnTp0/nFBGiAcIRbBX57LPPUFJSgpCQEDQ0NODAgQM9vmfatGmIiIgY/OLssHz5cqSmpuKjjz5CQkICgoODcePGDZSUlMDHx+eeZ7KjgREbG4sJEybg7NmzWL9+PWJjY1FTU4P8/Hy4urr2OgVGjfz8/PDGG29g586dWL9+PRISEuDp6Yn8/Hw0Njbi5Zdf1tQItjwFSash9OWXX8bmzZuxe/duFBUVISIiArW1tTh16hTMZjNeffVVeHp6ii7TJtu2bYO7uzuCg4NhNpuRn5+P2tpaPPbYY5pe4Dxjxgzk5OSguLgYGzZswIQJE3Dr1i0UFRUhICBAc2fUJdISBmwVuXLlCgCguroaBw8e7PV7goKCVB+wJ0yYgG3btuHQoUM4f/48Ghoa4O/vjzlz5mDJkiWa/Dhcy1xcXLBx40ZkZWUhNzcXx44dg5ubG+Li4rB48WJNLaB9/PHHERQUhMOHD6OwsBBmsxlhYWFISUnBo48+Kro8uxgMBgDamtbSWUxMDD766CNkZGTg4sWLuHjxInx8fPDwww9j4cKFmvikShYREYFTp06hpKQEFosFYWFhSE5O7nHGUK3R6XRYt24dMjMzkZubi6ysLAwfPhyzZs3C0qVLNTHFjUirdBZugklDmG6XdGlZqc7HIxKJrw8iIsdwDjYRERERkYIYsImIiIiIFMQ52DSkhXsD5aaOj66VEBeo3GMRicTXBxGRYziCTUPa9hnKvuGHewObpir3eEQi8fVBROQYLnIkIiIiIlIQR7CJiIiIiBT0/19fhczy7o1bAAAAAElFTkSuQmCC"
[ "2+4=6", "3+6=9", "4+6=10", "4+4=8" ]
null
3
math
grade-2
match-analog-clocks-and-times
false
true
What time does the clock show?
"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"
[ "4:25", "5:20" ]
null
1
math
kindergarten
represent-numbers-with-shapes-up-to-5
true
false
Which group has 4 triangles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAJY0lEQVR4nO3du24bBxaA4SNbcoBskibYXWyClLv7CGnyECnS5SG8iIG4UjpfOru3H8B+Axt+AqXzGpYgR4VgCNjIKgSECa2hSM4WhGNZN95mDofk91WhLsYcg/lFajxnVsqyLH/tROy0I1q9iG4ZAJVYXYn49GrEPz+O+Pu1iJVfi7L8+bdZHxaw6L7+LGL1l/bgwT+uRfz7L4MaAVSh1YvY/iPif52IV+2IK791B58QG6Bqn14dtCUi4vdexJXeiU8AVO1dW47...
0
math
grade-2
interpret-tally-charts
false
true
Emily washed some vegetables. This tally chart shows how many of each type of vegetable she washed. Did Emily wash fewer pea pods or beets?
"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"
[ "pea pods ", "beets " ]
null
1
math
grade-3
identify-faces-of-three-dimensional-shapes
true
false
Which shape has a square as a face?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAARJ0lEQVR4nO3dXWyb1RkH8L/TuEmcuI6bj9ImXdMPJy1bP0ZXIboybUKbkKBiu9mkSRtMmgQICe1iVwgmIU3TBGIwpGnaBRLazZiQQFoRVyA+VLUSIKAqE2sLqJCSxE7SOIntOE5c78Lved+YpG0Sv+ec5zj/381WNzSnUv497/ucc54TqVQqlbES8FkBmC0DixUQkSbNESC+CUjFgG2bgcjYfKXy3oztYRFtPLdvAZovFaq/2L4ZGGqvppOI9JgtAxfywGgJuFg...
1
math
calculus
domain-and-range-of-exponential-and-logarithmic-functions
false
true
What is the range of this exponential function?
"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"
[ "$\\{y \\mid y<-1\\}$", "$\\{y \\mid y>-1\\}$", "$\\{y \\mid y \\leq-1\\}$", "all real numbers" ]
null
1
math
grade-8
identify-alternate-interior-and-alternate-exterior-angles
false
true
\line{FH} and \line{IK} are parallel lines. Which angles are alternate interior angles?
"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"
[ "\\angle{KJG} and \\angle{HGE}", "\\angle{KJG} and \\angle{FGJ}", "\\angle{KJG} and \\angle{IJG}", "\\angle{KJG} and \\angle{FGE}" ]
null
1
math
grade-1
subtraction-sentences-using-number-lines-up-to-20
false
true
Which subtraction sentence does this model show?
"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"
[ "7–7=0", "7–6=1", "7–3=4", "7–5=2" ]
null
2
math
grade-4
acute-right-obtuse-and-straight-angles
false
true
Is this angle acute, right, obtuse, or straight?
"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"
[ "right", "straight", "obtuse", "acute" ]
null
1
science
grade-8
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAX8UlEQVR4nO3deXgc9X3H8ffsale7OnzKJ8gHGIPBYAdzJQ7ggEMagsnFlbZpnydJ0yYtbRqalKdJnqQkaRtI+jwhSZO2afKkHAFCIRhzQ0zANkEGYxt8G9+HZEu2rGvvnf7x1WplaW2vrfXMSvq8/lnpt7OjnzSzn/nNd+andVzXdRuTsLUL2jOQdhERKYkKB2qDcE4VTAiD05hw3YY2v7slIkPd5SOgYkuXfTMpDOdWWxqJiJRCewY2dcL+JGzugkBb2p5Q2Ih...
2
math
grade-1
compare-money-amounts
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAmoAAACiCAYAAADx9uGPAACvYklEQVR4nOy9d5hcd3X//7r3zp1edrb3XtVXq95ly5K7bGzcANuB2NQ4CQQCOCGFJL/vk9C+fANOjAFjAzbGWMZyV5fVe12ttvdeptdbfn+s5mIBActBssDzeh49q7a78zk7c+Z8znmfcwRd1/XhBLRHIKiCopMmTZo0adKkSZPmPcAkgEuCGjvkmUEYjuv6ocB7/bDSpEmTJk2aNGnSvJ3FbjC1Rab/UGCGOsd0FJcmTZo0adKkSZPmyhNU4XwYhhLQGgExoEz...
0
math
grade-2
fractions-of-a-whole-modeling-word-problems
true
false
Carmen collects interesting rocks that she finds while hiking in the mountains. For show-and-tell today, Carmen is bringing her collection of 3 rocks to school. Which fraction model represents one rock of the collection?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAABKCAYAAAA2aaayAAACDUlEQVR4nO3XsU7bYBSG4eOQMATabq16AS1Ld26kW1cui5WNK2FmobA3XQlEgib6O1hRqw6fFErqVDzPZMu2dCRLr4+71lqbPVbdLKrmq6plK4AXa9xVvdqr+jCterdf1c0eWru4HXosgN1z/LpqfL3oT97vVx0d9AUFeKnmq6qr+6pvj1VfF1Wj22V/QSAB+g4eHfTHd6uq0eq3CwD86uGPVjUadhSA3SaSAIFIAgQiCRCIJEAgkgCBSAIE400f6E6m25gD4J9...
0
science
grade-7
compare-magnitudes-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material, but some of them are different sizes and shapes.
"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"
[ "The magnitude of the magnetic force is smaller in Pair 1.", "The magnitude of the magnetic force is smaller in Pair 2.", "The magnitude of the magnetic force is the same in both pairs." ]
null
1
math
grade-2
estimate-to-the-nearest-ten
false
true
How many marbles are there? Estimate.
"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"
[ "about 20", "about 50" ]
null
1
math
grade-6
absolute-value-and-integers-word-problems
false
true
Brooke is showing her friends a new card game in which you can gain or lose points. Whoever has the score furthest from zero wins. So, losing points can actually help you win! The scores at the end of the game are shown in the table. Who won the game?
"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"
[ "Brooke", "Jill", "Lamar" ]
null
2
science
grade-6
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAXRklEQVR4nO3d6XMUd4Lm8W9m3aUTJEBCEojLYA7bXDa2BXYPG9One93j8cT0THvmzXhedcyL3Y19N/sH7H+wMREbu+venvG0u9cH08b4HE4DNjcGIZBAErrvuq/MfZGoQEhggYqskvR8IhwOFVWpn5RVj/L3ZP6qDNu27b40XI9DJAdZGxGRgvAaUOGBDWFY4QejL2XbpyaKPSwRWeheqARvW9z5ot4PG8ucNBIRKYRIDlpj0JuGa3EwJ7LOPyhsRKTQKjxOtgB...
0
math
grade-2
which-bar-graph-is-correct
true
false
Bob went on a picnic and brought nine pies, ten oranges, and five bagels. He made a bar graph of the food he brought. Which is his bar graph?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAZwAAAEOCAYAAAC976FxAAB8p0lEQVR4nOzdeZycRYH/8U89V9/dc2fOXOQmkAAhXHKrgFwiKiuu53rgouiqiPtzPZYVxcWVxWNxxRV1EfHCW1EX5SbchCTknCSTua+evvu56/dHTyZEUFFI56Der9e8Zrr76X7qqZnpb1c99VQJKaUccWFbBYoB+BJFURRFecEMASkdFsZhlgVixJHy4cL+LpaiKIpyKDsuDcbWSu1GhwWLE7U0UhRFUZQXqhjA5jIMu7ClAlrBrz2gwkZRFEV5MaX0WrYAlAL...
0
science
grade-3
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
"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"
[ "45°C", "35°C", "10°C" ]
null
1
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEYCAYAAADPtGNgAADvI0lEQVR4nOz9V5BkaXbnif2uvn5daw8PLTIzUpfIUl1VXS3QQKMbwAwWM7a0EUYujUYjjS984QOfSTPygbY2w31YM5K7D+TOLBRnFoMZoNG6ukuLzEqdkaG1a+1XCz54ZFZWdzVGoBOoKcbfzMMjrrtfv3Hv97/nfOc753+ED/tRdC4OSYlTnOIU/wkYBrA2hmMXsjK8lplsF0+JdYpT/M2QlOBcfPL7KPh0u3hKrFOc4m+ORzzyok+3iX83h3KKU3z5cUquU5z...
2