Maths-
General
Easy
Question
Write the solutions to the given equation.
Rewrite them as the linear-quadratic system of equations and graph them to solve.
![x squared plus 1 equals x plus 3](data:image/png;base64,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)
Hint:
A quadratic equation is when the polynomial has a degree two. A graph is a geometrical representation of an equation.
We are asked to solve the equation graphically by arranging them in a linear-quadratic equation.
The correct answer is: We are asked to solve the equation graphically by arranging them in a linear-quadratic equation.
Step 1 of 2:
The given equation is ![x squared plus 1 equals x plus 3](data:image/png;base64,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)
Re arranging them, we have:
![table attributes columnalign right left right left right left right left right left right left columnspacing 0em 2em 0em 2em 0em 2em 0em 2em 0em 2em 0em end attributes row cell x squared plus 1 equals x plus 3 end cell row cell x squared minus x plus 1 minus 3 equals 0 end cell row cell x squared minus x minus 2 equals 0 end cell end table](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIgAAABGCAYAAAAXWNyWAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAApgpYK8gAAA7lJREFUeNrtnDFoVEEQhhcJEoIIIhLEQghBxCLYShARJIgEEcFCUogIFlb2YmVjJSIiBBELC0EOEQmHIHJYWAgiIZXYWKexSCEhCOcMNwdHfO98b3dnbnf9Pxgw78i93efc7uzefnEuL/oSOxSfKOYdABXsobhF8RWPAoxjG48A1HGG4iMeA6jisNQgc4r3OEZxl2K9oOd2lqJL8UtG3+8UDykOlpQc/B+3JkmiyQuKm1IUl0KP4jLF3pFrJynelTRy8Cdgv+cKyBn+nvXqLoSt1Dt4g+J+xfV78toQTo7jxg+xn0jftdrI0/S3HEYHXrLOjvx8neJxxYPYHSkkSL9BhPY9dt9m5T5ch1zIIUHOUzyQf5+j+JDIMNzPoO9tPyijcTunGuO9LF/XI1TWoZ9q6xqkTd9j9O0AxSWKz3LfLOBs5m30hYQKub5RMob0PSSJ90mSJM8iRUeG2quZJcik+x7axuR3pLmSfksxIxn9xcXfvEk1QWL0PaSNC1KoJsshWb6OPpRlN9ioKj1BYvW9aRv5q4krFFNu8IUn76z+oLiWanLwjt5riiMVr72U6n5ShCypU+37aTfYhd6W6ElCAgAAAAAAAAAAAAAAAAAgXaBDgkZAhwSNgA4JaoEOCWqx0CGtsdAvrXVIls6euME5VI5V5yeitX6QFjqkNRb6pbUOyUrFxZGfl118xeSvkaNrkYWRVlyWvxeChg7Jxw0fVVznEav1YWkLHVKjPSUkiJYOySfnl2qmuY7PG2rrkBrtyTlBmuqQvh7Oz11T2RC+tunTYG0d0ro9qSaIlQ75e8xrO75vmpoOaa0oNk2QHHTIcQnivX+lqUNatyeXGuRfOqRvMm7WTDHTvlOMtg5p3Z6cVjEaO9IdV+3bLPkUqRY6pHV7ckkQLR2S91ueVlx/3vYDZ6VDWrcnxQSx1iF7Mk1PyXRzx7X8eiQ1HXKS7bFYwlvrkFwIP5N78fb+qozIAAAAAAAAAAAAAAAAAAAA0DxBI6B5gkZA8wS1QPMEtZSkeQ6PUW5JbcWHsVcU7zcR9dKS0jRPHgX5uN/w0M4JSX6tM8Dm6qX1yNEtLeMrOEqxofC+UdVLS0rUPFMswKOrl5aUpnmGcEqmmTqSUS8tKU3z9GVaisdFhfdWUS8t+d81Tz5x/qZmGtBOkCz2lErSPNsyJ8kxr5j80dXLSewHlKJ5toELbzbeZpTvE1W9tKREzbMpXAi/cgPTTZto6qUlpWqeTVkzWroPCVYvLYHmGf63S9rSSr38AygturpggrExAAACZXRFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtdGFibGUgY29sdW1uYWxpZ249InJpZ2h0IGxlZnQgcmlnaHQgbGVmdCByaWdodCBsZWZ0IHJpZ2h0IGxlZnQgcmlnaHQgbGVmdCByaWdodCBsZWZ0IiBjb2x1bW5zcGFjaW5nPSIwZW0gMmVtIDBlbSAyZW0gMGVtIDJlbSAwZW0gMmVtIDBlbSAyZW0gMGVtIj48bXRyPjxtdGQ+PG1zdXA+PG1pPng8L21pPjxtbj4yPC9tbj48L21zdXA+PG1vPis8L21vPjxtbj4xPC9tbj48bW8+PTwvbW8+PG1pPng8L21pPjxtbz4rPC9tbz48bW4+MzwvbW4+PC9tdGQ+PC9tdHI+PG10cj48bXRkPjxtc3VwPjxtaT54PC9taT48bW4+MjwvbW4+PC9tc3VwPjxtbz4mI3gyMjEyOzwvbW8+PG1pPng8L21pPjxtbz4rPC9tbz48bW4+MTwvbW4+PG1vPiYjeDIyMTI7PC9tbz48bW4+MzwvbW4+PG1vPj08L21vPjxtbj4wPC9tbj48L210ZD48L210cj48bXRyPjxtdGQ+PG1zdXA+PG1pPng8L21pPjxtbj4yPC9tbj48L21zdXA+PG1vPiYjeDIyMTI7PC9tbz48bWk+eDwvbWk+PG1vPiYjeDIyMTI7PC9tbz48bW4+MjwvbW4+PG1vPj08L21vPjxtbj4wPC9tbj48L210ZD48L210cj48L210YWJsZT48L21hdGg+QPiQ7QAAAABJRU5ErkJggg==)
Step 2 of 2:
Graph the quadratic equation:
![](data:image/png;base64,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)
The solution is
.
A quadratic equation can be solved using different identities and even simplifying them.
Related Questions to study
Maths-
Describe the possible lengths of the third side of the triangle given the lengths of the other two sides.
5 inches, 12 inches
Describe the possible lengths of the third side of the triangle given the lengths of the other two sides.
5 inches, 12 inches
Maths-General
General
Identify the common noun in the given sentence
"The mice are afraid of a cat"
Identify the common noun in the given sentence
"The mice are afraid of a cat"
GeneralGeneral
Maths-
How many solutions does the given system of equations have?
y=x & y=x2
How many solutions does the given system of equations have?
y=x & y=x2
Maths-General
Maths-
How can you determine whether the relationship between side length and area is a function?
![](data:image/png;base64,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)
If it is a function, say whether it is linear or non linear function ?
There are other ways to determine whether a function is linear or not, like, checking if the slope is equal between each of the points or if the equation can be written in the form of y = ax + b, where a and b are constants.
How can you determine whether the relationship between side length and area is a function?
![](data:image/png;base64,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)
If it is a function, say whether it is linear or non linear function ?
Maths-General
There are other ways to determine whether a function is linear or not, like, checking if the slope is equal between each of the points or if the equation can be written in the form of y = ax + b, where a and b are constants.
Maths-
A 10,000 gallon swimming pool needs to be emptied. Exactly 2000 gallons have already been pumped out of the pool and into the tanker. How can you determine how long it will take to pump all of the water into the tanker. 720 gallons per hour can be emptied from the pool.
A 10,000 gallon swimming pool needs to be emptied. Exactly 2000 gallons have already been pumped out of the pool and into the tanker. How can you determine how long it will take to pump all of the water into the tanker. 720 gallons per hour can be emptied from the pool.
Maths-General
General
Identify proper noun in the given sentence
Anubha is a wonderful lady?
Identify proper noun in the given sentence
Anubha is a wonderful lady?
GeneralGeneral
Maths-
A line can intersect a parabola maximum of ___.
A line can intersect a parabola maximum of ___.
Maths-General
General
Choose the simple subject in the given sentence.
"My little brother broke his fingers".
Choose the simple subject in the given sentence.
"My little brother broke his fingers".
GeneralGeneral
General
Choose the correct spelling word, to form a logic sentence
"The is in the center of our solar system”
Choose the correct spelling word, to form a logic sentence
"The is in the center of our solar system”
GeneralGeneral
General
Identify the type of Sentence: " She smiles when she is happy".
Identify the type of Sentence: " She smiles when she is happy".
GeneralGeneral
Maths-
Sketch the following line on a graph: y = 8/9 x - 6
Sketch the following line on a graph: y = 8/9 x - 6
Maths-General
Maths-
Sketch the following line on a graph: y = 3/2 x + 4
Sketch the following line on a graph: y = 3/2 x + 4
Maths-General
Maths-
Sketch the following line on a graph: ![Y equals fraction numerator 3 x over denominator 4 end fraction minus 3](data:image/png;base64,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)
Sketch the following line on a graph: ![Y equals fraction numerator 3 x over denominator 4 end fraction minus 3](data:image/png;base64,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)
Maths-General
Maths-
Two linear functions are shown :
Function A: y = -3x + 2
Function B: (1,-1)(2,1)(3,3)(4,5)
Which function has the greater initial value ? Explain
Which function has the greater rate of change?
Two linear functions are shown :
Function A: y = -3x + 2
Function B: (1,-1)(2,1)(3,3)(4,5)
Which function has the greater initial value ? Explain
Which function has the greater rate of change?
Maths-General
Maths-
Seeta, geeta, Rita are proposing plans for a class fundraiser. Each presents her proposal for the amount money he raised Y, For the X number of hours worked in different ways.
Seeta's :
![](data:image/png;base64,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)
Geeta's
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPQAAADhCAYAAAD/NJjWAAAgAElEQVR4nMy9WXfkSJbn97tmAHzlGiRjz8istdeZ0YPO6Bw96NPrQaMz0mi6u6o7t8rM2LiT7nT6AsDu1YOZAc5YKrO766ERh0E6HA4H7G7/u0IsbpgZAGaGitH9E8DAxbcRAwEc0v0NYAIGmFj3uttMEBOcOsTi+UjH53PGP7b28Ynjtk7ZH5Detf6Anz3HJ8+7da7PbCZb17q178E9/My+D/f/3HkNwQQUiX9/dI3xtUj/2h68K5hIumXBmeANvNrD68vX9tGZf2afpX0dI0ReMrN0JYJzDuckHmMkXpPux0wRMcTFew0Yin28KP8BNkEf3DsIKlEisH6dEcl3R6ICoPR8ZuQjMJfW1bo1kvRt8WWWqX7NJP+dCC9peQvbJoClLzPDROOipjVVA0mCiQiWbibTxiwKs3W3wANl4DRg2tLRST4Q0F+6D0naw6WbcQ/l8N903v4+P/iyD7/5L7rvFx/vDEe/pta9m8luiBkiGgnRsUdUAiqSmIFEqBB/OkpJrxC21vKX7DPrmTCfXyQyXKdaTDAVRIzQBswM5xziPOIcgmKqmILhQDyuE/j/SJshHSUgC1e+1i2bEgVsi8eSGKb173dGBUavvLJhJSoPs0RtEQTBxPGpdcnfXcRzPLTQhiFCunTrOEmylVBJF5dem0RhNkOzvFnUtGCIGt4Mb4n58hXwgFc+rZA/ENZ4Spe0Rbq5P6PIbZsZ8+m2UEK/Tz/xpQ9tk3y079++2db/n/quB3u0F1BFtjR1+qQZDkNM428i3dQME4eJI4gkBWs4FG/RYkgmxkOz3i/Mz9xuPueH2wPLkq2RgSbkJyguK3eLlivyuj2k7Ufn/NT3/Pu2T+itz+zL5iq/t4UyPjjWuWRd7QNUi4BFvIUI6uIPCX2ZReXtsuYUMLWtb7OEgrd4IImAkgS6u0CzjjbOIrerbZ8qCpJqvjVBTQgWTxbSSU1AzSJ0MgVTHOCTlvk8CT61jJ/YOvMv/esPT/Gv3uTjPx/g5C0O/0siQdn6o9Mj/RqJRdbGoniopLXvaRkRkBlOFU+g8A4zI6hizqEOGoM2WXcn0jPXn7sZeXCBn98+eYotxrdoIBDB8PG9EDldQnj4fQkFiiWDsXWfWwb/s/u6U22TKt3mJ/f9zHkfkMUE18Hm3pXJhz8QaJ8Uq0b05CXyv0tQ3AkRNiflHEmuqBqWEI44AEVNo9KWD74pfXz7ux8IdL8ZGiJ08s6jRKENFgVYxXX7aoW6NRoN1EFpQiBohOtq2mlk7TDI5xkkWsrse31qywKcNLi5z54L4oL9LDt+uEj9lfCQma2z7n8pec7y8mnLn6CwGc4CYka0rQ4V98BPdxjeWkqtqVCqwuN9pNEmtGzCmtYVNDhaUxDFOyWq389tv1RL/gJfxewTdP/4cwKIBcTaKNDpvQ4obCGGLu7wwT7g07EL67/po3jGBxD4c/si12lHrxzbyNv2386Dk8gsXoTKO8r0UzhH4YTKRQDv1PBO8OJwPmoaNTCNCMo5hyRX6iHvfQyhPhbopCVVLcmfxxBaMxqF2oTGjE0wVo2yWNcsNw3rpmXdtGzqmqaNQm0JHgQcrRMa+bwP8ACg/VmJyVZlS91+jFbjkb9IoPO5fomYWhSBv4hEywcC/ZmjDBwtzgxTh4onOI8lrnQYjkCpLZVuGBfG3mTMZDymqCoubhdczO5p/YBWCjYaTX6v7T9/r//a+/n3bp3QdJbT/nzQET5pSbvjf8m+T5zjc/sk6aUuhCVb8SI6ZzJ+zEWL6oDSC8OiYFgWDKqSYVkxHpZMByVjcQyBQQGVEwoXlbiaJuRFF1DMcau0CnxqzT8WaANweO8xgyYYrUGN0DjHMhg3q4aruxWX83vOb++4vluwqhtWm5r1ekPdtGgIyR+H4Bwb8Wxc0UHGj7cEy7Z9g09uBhKtTB81/PyhfZDh0wvwSyOp8vC/v8yWTP5nryBZ30Kiy2KWBFoKNIVinCneWiqrqdolB+OSX3/xgufPnjCpKv5wesb//PoHailp/YBGSnRbqX7K/31wnz93vz3o/POK+BdskjFISBbpP9YWFY5urVkMOGY38+FmyUk1SicMCs94UDEdjdjd2eHRzpTHezs835nyeDSKwTGDwqBA8NHRQjBaTbER18XFt7z2pNjTn5+A3PlwFyF1MBqENXBXt5zfr/jp4pZ3N3ec3d5xPl9ws1ixals2dUtdtzGSqYazeKNBPBvnWYuPzCTyeUbq/OzPbUmg3Xak9lOrH3039M+KzC/fkiUV+fMw/1+zdamdP+fGilF0YC4KcxRojwDeAt5qKtswaBac7AwYnxyxA7iy4P1qxT+fnlPLgFCMaNwAlYKPsgOfvF/5hSv3F/JDxICA0EbB+Q+0dYKkumUkJAaBAU0H5GWIKjMGKr0YpTiGWagnMw6nU57vTlk8OqQ93Od4Z8LOqKQq6KG8OEjBQ3Lc41M2iV60Pwm5zSAEIxg0JmxEuGsDP13f8c3pBX/46Q1vrmfcrBrmQVkpNAqtgpkgUuG9wxOdexVHI45a3EcR2n/dloMByTrLz1jo5Gr/Rbc/EwP41299cOPz7xtOInObOYKUBClR8QAU2lLgGSAEaVhLRe0qQjWA8YCNL1kER+tLAhWNlSgliP8FZPh5q9tZ8wfn+vBDn/GJHryfcXYKrz5wZP9jbJGd+vy9CZ1AW3qdUXH0icE04DTgVJmvW9xqSXG3YlrccjoYcLd/zebxCb979Rw53mfHecSBKogXRBzyIFhgH13T9p4CHhpMIS2pGo1FXbnYNLyfLfjn12/5w5v3fHtxzflyzUIdK+epXUGLR50DHB6Px3U+QEa+lq3m9tXk7cF1/hmi55UUB/j0+jMM9PDXx1/x4Ps/5u6fY8OPj/y3MGDGI1tO24NvNYLEeEQEoyWBErUivqc+1QgECi0JWtK2jqYV2tYRgqMNBa0UqEWhVtw2avz8Zh+yy6dWRLZeRp9XHuz7+H63/+zPEpnQUlTgU66QffD5h+v2+Svtj/x5+nwsMv3+zr/PbMhWqYj0PN6BSFNQSfJgOClwGmgbxRpF1mt+XDb4xQoLSmhbXjw5ZGdUUgJOo/9ceNdD7M94jnlLeegPLt2gVaNWWItxcbfku/cX/OHHN/zz6Tnnm5Y7EzZFwaYoaVxJS4GZB+sFWlS7HyeKZxv7py/OEYitYpXtbZsIsnV9OdJtHxF4i8wpiNEFNbpzpn3d9wl9GuwzRO+I+ClW2TrgFwv156zah9QyzDTdcgZVJYZHkgU1C6AlYhViJRYc2oDWBq3DaxRmsxLnSmK+M1nBT6z59nV83v35UEiSuNnHK/Jx7rY/4OHRmVIp6PdRZctDdGcP3nu47p+iwr/H3mdlYvqJ1doS5nxNGpSgMf0rAoUTvAPvFAsK2tKEmqvlCru7p1WjBarxCFcUTMtY0adGKtQB9LORoO4ai8gQQvebaJ2DGuvGuGoD313O+Yc353x7seBsqaxdhXoPriAufmQ2RWJU3Hz6OxnSVMEU/cECh6AhJDWmIFGzW3BRKYiPUMOBEVACaMDhKMRjavGHgEoMujlcVCKpjK5NCbOc+fQJJqgIrYuBOUEQFQSXfOM+ZZYDGj3yi3nHHFAysS4qG39nfZ3+7rhHOmWVq7UeaNutz0EGCllY4mclMYVL9ycYTloQxTlF1IFUqBWoerzzVN4xcEZJjGWopjoBsa4I6GP1lL/bxe+kR29djYLmwiOH9w6TEGmI4czhtKQ1oQXUC4hFS5XuN4eKQCgMKjOwFhUlSBvRAz4WxCSlJ8bWWve56V539DTrX6f7hL4cmZw7Tgo8fT5a3VQ0YtZF2R8aiFS+bLkM2nq/Of2OwtejFHEeVKMLmxVBKopSYtbn3ilqNZubOc3ZBZPHjygmFdVgSEni88QqKn1xiqTr6e423UsSaLo0iKmhGhlg1SoX9xt+uJ7z9eWMdyvlTgeYKzFxMYdmKXViuRoo3XReixSR1rRQUXkkJ8GBmGJO4+JLgVIARRQwIcFNxSRQJMaSVL5oYqgTWhfBt7MYxjEgoKjE63JpRXwSqpAEUyz6OZlAOc0mGUhZFtAcmY8xgKyJRXKKJQtlH3mPzCEdYz74XHpf7OFnskDlFEhO8TlRcqjQWUxTqTRYVJs53k2wAjWPw1EKlBLtuaS7U4zgYq0+mqqztm2wbbPwFrNgMTaSblqS1YjLqhgt4kBUcBaVjooQkjLPxRWxsMRlFQsaS4IjLRXzIQlfoFOE6VIkfX+M9vcMvCWqKZ2U6agdNpYk2GRa0MdyMiYTcvFGrKKLCiSLdS6qonuvRzeRekLMO3eua17U9FstRrGNWE/f4jDnaAtjo8KsrrH5gpPbW/YPxuyNSyqBAYqpw3z+nqwQ08mVB/HNwlSits6Q0ojVKgjrNnB+t+TNfMnbZcNCBrSVBzWkDYgEvI9J8c66GThNFa8SUBdiRFpA1dO2IMFw5GMUc03SdC4JvI85VwLBpUIIb2gItK1QhFQ6mIRGBUQtQplU420uWmhEEaOz0roF1Y3M8LFmNjJTFDBJP46esCExY26UkOQ4xRRLXI8IkTNho/KKDJRLEiQxoOIkR3O1T9NIrr92nSWzZP18siQORWyNEhA8RoWaR831/rFaf23JGqsogRBr9NHE7xnE9YKdixgEQQJd3MN7j/cFToQ2BJp2Q6DGrI1KJQi0ShCPekebrLkLDU4MnzMcZBob2sQ1Cy7yiklI1xXAclQ3XV9WKmlXtowPFWQ055bvUSwCxEQDUmFO5gFJyE1M+9LZlAOWjn4+ok2T/jt6CNbJbeQ3thR3f/0qRAVvvfpvEcxX4KJyrILyej7n8WzK48mIcekZebCQ0KGLQWaP9F+fLyVb6HyhXVmHRTOvJqybmqv5nMv5nPl6Te3GmC8wC4gGJEZjEsa3znq6ZI3VWS8sWVkQc2xOBCep2ls1KZUEzUnaPyimAfEa/Q/AqeI0/q0ChYtwxqvhQ3wfEYoiWiIH+GB4hULjeb1LK2FxvzNDJfb4xCsMMR+qqejVSHbQRYuSovVi8bNZyKJlsYR2eqWRbWG0LLmWPTPd9k9af3Gd35w4Nr5WiQrANCmQNh5jAbX8fZJt1EfdVPFarC/432LKLMJx/VOazHoLjUU3DDTWEmhILBnRlWp01VDFXOQBHwImLY4Wb4Fcx9whwhB90liB4cA5RBSnLbETICMjwWlfEiqJl3oDmgSyQ1aGc0mhEQ0MibIq292EPdT2pgllZqHeXhklQwUlo8lcitsLcEdR2xLoDt+lOnwe1ueZc2AeVcd9CFzO51zNpiz2dmkmI8wll7a7nocxiO0tG6gHfhIWi/rVjHVdczufcXe/oK5rdDBMLW6JNUxTrXd/E/QGoXuRLbeaxnpW7/DSC64EEqMGhIC4+P1ibRQuC1RO8CqIRkubgw0WIgm8CkXI1j92xWiquinUolCn0tVCUqWUGYUmuOUCRuiEJRL1IWFdwjdirnPBskBnyBYPd6mAxnU2/iERMvl7SLcNcT8ilPX0ibDLeiVJ4jfbarDZ/kmf61jYHvql+fjOwuQrS+cXSSrClNAqgVQBJeAlCk4QIaikHpIoXIUajg0iNYVrwNqEGlrUAqqKWBEtl3eIL3Epmu+2GmUsmWFnWXKykGytpyRjQEJkAKkOwlnim+QG5OaWbRvbq43tPf3vLXWLuaT2hc43376ULAeZwm5rjWOqdQsJpUuP6+kIbcvd3YK7+R2r1YowrBCKdM4tM8zWCezhyw+aMyLcDqrUrbGqaxarNeu6pjUlWOycih0hsc9Vsi8hPYN07XzpeBFNMNCl4nShrWucbXCypnAtzkGwgNFi1iSfI6DWIqGhaBVvHtES0SiyAaVNPWGCpA6V1GWk2e+M6rPX3z10k04TJw/TMhlTcBDXrWFnLW2b8MmvEbpg1bYPrN2Rvag87P3OUZWtftit7+p9uLR/i4DbjNaT+dNC/UkmsHzCh5/P75uFePWS7yRg1kZhdan80SA0As4jUiIiuFIoVGO7bFgitsLLBnEh3dEAw2hVYpDOecwJiEND7inOF5GvLmOGKIz9ukBXz5nbNdPv3N8S3aJY9y/mUrwhBWGxB0KpshU3yPTphN9SULQPLPa8sKViOhnILz8ozpG+nDXXcUefUQhmrNZrlqsV682GNoTImRZi4NP/fClzsZ2DtmSZgypNUDZNYNM0NGaYi5VjqKYbkRQZ1o9vJPtg1ocUohBts7pSmFI5qFyEzmbQmtJag5pgKLkvXkKbNFlJ64XaJEZTLVoPL7FAWcVQNAqTRQWSWwc1Ea0vote44BK90VyF4nBJxLM278Q5Wop0v7Hkr2egrjOKPkTTi9S2tU+LLtkC5bM//MSnNtv63f/9gaWw7EF+fLauDuBzefcODgQExQsUTvGixKr8QJUE2gw2AVCjLcoY5BRDtKUINZXWFNR4WYO1iHM454FAbcqSwDLTwwTTKHyh16Od8GoKZKnEY3pqpRWQ5E5IHyCzrbNs9yyTVievjEoveIagrhfo7VSUJbiuKfXhMl/nb7Gs8Hs908PxnlIdC3WWN/KPmtGkfoi6aWg1JHlMSPAT/PDh1lnoPjURLVUEoBFOmXPgffQQLfqlKh/4hvToRyxmMlRiqipXjHkR1FrAMx1VTLxj6DyFrhFtca6kDo7FpsFMKAvHqBpQuoLQxgSU+QFL81GvhBBvGkUkRAjuI5IIW65BRBMx+q5itFsEMRcJ16aSTrG+ZTS4vrQvR7S9Rv8wAY5ou9JK98U02/YxLohLeEwS5I3AIPtUOVhEyn1Att+YJmsg3ZCJ7NPGCHOC+l2ueougmV2sD9Rlpo3R6p5JMmPFFE6sHfBOqUQYFo6hc6DEqjQxPPE7F7WyCLAyqINS6xprAgNt2auEaVXii9isE9QoSwdSsq492hp3YUNrDvGO0nkQoc1RbqRTkEEcQZIrk3zpwugQVpD4kwXaxyQKQQxx2+L68O9OKScB1iTE2hmB/px5pbA+i5EImQyW64xYRhi6pa8/VMbSsYelOE5M0rYhGtQ2/aiT7Oz9WWW/JdACOXiVtIZhCV7E9ImK6wQ6pyyCxXRUat35BM7rgy8uRCZBA+PxhF+9OOHFfsVBuWFgNRJakIq7tXE2qzFzTIYlRzslk4ER2g0Bx5qK14uWH2YrlvMFYbXGNBDMaCWAy439Sm7u1+R75QVRSVFs2yIosYhWUj2fiRAs+uExABanauTRPZICQeoMdbFkJmu56FaEBEvTfXe4QLrgIOn6jMik0b/aYhiy/9rJZwfztgMwZMbsxHLrZ8vXzvTNTJYDNnnLfnSMCwQqceyNhrw43uX54ZSRUwYoFVBIRHKnN0te3655swhcrwNtaCkFDicVf/XkgGeHA8ajBqhpWqUoxjQ65Oq+4PubNcubGXebBgupZbKDpNFvjsjWYT5mF1og1zVryKlIuvtSBFHDaYoFSbS4SALuFuvt+pBlstc55iF9x3OE+H3EPNIyxhC8S8KbMjqi8SKcRdfvAYJKllq7c5ECV0k6JMZ2LCntmDa2+GPx/S6F98sEOuGD9HcPN7Mgx97nNuGJImnJoIo6e3DxmTP6qFwMkljbxHI3SnZH+/ztb1/wv3x5yKtpYL+MUesmwNms5rv3d7TBsT8Z8NXjIce7BZhRm3C1Uf7b6xvq78+5qGtm6zVYmkJlyZJ2asRjUqQBDNHXi5qzjV1KaPTvE0Bz5uPcM40WocUgzcNSNQiBQpXSkmmQFCTyFSY+EtskTmdxKb2ksb8X0675pFUQcSljkAtVXELh25H1ZFEy7TNapv+dxb4bjGPJv0tC8UCoO53Th1i2o7DZWpBiHwNxPBpP+U+/esn/+rcveDLyTB0xY+CEtlW+fnPF//P9Ge0377lfzWitZmcw5NXjA/7rf/o9f/flMYc7RlWmKDjC7Qq+u2gpf7jk6lujvb5ls1rhA5gzpAART4HHhTQFxyUkpIkmuJjZUOtrRCSiSjHDh+hwtE5oiyjULgVavcaoe0Gsuc7KUsUj+LSQaRiBGaRgqWjAQoi9zJS9AreIXiwoThzexZbj7B7nH0uuROffSx8FT9xCD/OlS332gxCyYn4oxELvsD0IivV9B/Er1PqyhziNpCd/nKrgiB7rNpNZtitpoeKrwgmF97SqNJslV+en3EwCX5QT9sYTxsBV09DO58zP3rFeN7AzwabP2Tk4YAjMFN4tliyuZyxvb9F6TaENLjSgDSYhDqQTFxdZiujvWLxW74hplWZDYYFCLDb6i9BagwSHDw5rHc4VMBpEt0MNHxqKUDNoAgOU6LIHzBmNNBgFRfAUGgXatCVYg7eAE6VwEaLGLI2HVJyjSfhiBDsSLwcUu2wCJMHfVrwPVzsa9vw6nUcypO+96Th0op/Ylc/WV0AlJayKNQ31/YK7qzl35wuePtlnPHI4hZGALxzt4SHzu4Y/fv+eQdgQUHYGBYe7Y04OhhxMPBUtU19Qerg3uNqsmF3dML++ol0vcO2aItRI04CzWDosLqYZNxF+F6MK8y7C3yAUKgwDuFZpQ0BLkEJi2suMYQsmDik8wYrE3DEG4Glw7QZCiy/KyBsmKAXmjJwnIcTMCxaiS5hjOipI08TabHz0/ZPE5lhKrrToZHF7FJlmFBJTnLlSsyszsj7KnkBeHENk1gl6AjNbiDh+ohPo7hRd4r/3ODRBwhxhzHheXCyi305ZKV2oiexvQCwqqFLSeL2657tvv2enmfNYnvGkEMbDAYvLGWev3/Hmu29Y3C9Z7O7wYlrwbGfEcHfI4vae1z+e8uZPb7h6d4luAuOgDAWKwuMLR1UVFEWBmCcEx6YV7puWWgPOhKpwjMsRlSgFLdDQaEsdaqqiYigl1joa8awHjjttWdYrRoVjr3LsBRiZgFPugjK3lroU8J5BcOgm0K5rcFCUjlHpqTwUzgihpTUjSMHGPPdBCRYgpbdysmY7g+0S8tgO6GynrYg6MynQPspNrv8luyAJOFr0vB+oh44h+qo6gLZpWMznvP7hHTutsdNCcbgDyxVTL0yGBfvDIS/3pxwNHPs+UJhxOB1wuDui8oH18o7F/T3sTdjd22E+W/P23RXfffsTb95fsbxf4oMxLGDooCg9NqkoxeHaWA66aRtW2rAkFjENqwE7RcWOOlwj1C20TmkL0AJKhHEQNgFmqtwQWCs4bRhKYOyNCmFQekbDAYUrUROa4KhbqNvofpbeU3qf+tGLSBfvqOuG1WrNsBowHI1RFVRjs1BdK6u6jeXTKC5lSrLblAN5aj3qyqlfTUgyFp/0XJA/m12iuO9hiCy/+swIok45kLHadilC72fTCfN25K8LlOZzWe8PiBNaNW5mN9zcCJvVPhICFYY0a2xzj9VLpF0joULaGmlbBoA0NffzGxbXl6yvr5DWsVcNeLo35enJHk8e73FwsMtwUKGtcTuveX+x4Lu3Z1zMFxQ4vnx8zH/+9XN2K0fYrLieXXNzd8v9ZsXJwSNeHj3FqeNmWfPt7YJvTt9zen/Lb58+5+9fveDVcMDYlPvlgre3V7xf3sN0QjnaYciYy/c3nJ1e8ujkEc9fnvDieJ9hKdTrFa0GNkFZtvDmas4/ff+eetWCy7XLdMIr0hOQrUBYTwSSMrWOzBkV6db6ZyXQ0cT6o4X+lAkHEMjlvMmtapXry2veaOCvnj5iPRywvrqhFsOmI06eV7zcH/Db4wk3syGnqxUvjsa8fHYAptzezGnv5kwLwe1MaeqWu/slV7dXzGYXNHXDdDzh6eE+rx7tcXK0x+RwQiWCrRs28yXvzy75h5/+xPvFHK0KfvfqN/z+xRc8KSqGOJoQmNdrVlZTjgdMypJxcLw5u+Wf3l7y/arhclPDZsm4hGe7I756fswXJ4ccHxwwqAbUdeDy5p43pzf86YdT1OA3Xz7jyck+B9MBpQcNgWXTcnZ5w/uzS45Ojnj69AniPAFPrY7X76/47qczZndL2iYQtiLoXfaHHnb3tEoy1pn0LNS5AUk+EuJPiOznBdqyJ78lyJmnVOKFoBYjvbJlHSwJ7gdgvLUYIW5dBO2rpmG9qWnbFlQpnTAdlhwd7PDq5RPWdc3BZMLB7oRhEec3aAjUzZrN+h5bL5m4EU/HY/7u+RN+8+UJz58dMBwNKAuPqHC/bHm/v2CI8r0YqzbwZFTxt0+PeLY/RsKGt2cVr8+M05sNrx6N+PtfnzApR1zerZEfzri+PeNWl+yXgS8ORvz9owMeVQWbes2PN2NeL+7wu1N8NUFXntebmmJ5x+++OuE3v/2C3WGJtTWre6hGA1xVMdsExMH3P75DLBez2IOCB03YaEskIzNYr6e34xQ9+toOgtEHwlIknJQv7yeC9FH3XJMcRHDiCaJsNLBoWmb3S9ZtYBNabhcL5psN6/sBB48mHE6H/P7JIbPFHLlUnj+acnw44e76htl8zjgE9CDE0ls1Nk3D3fqeul4ydI7nBxP+9tVj/vaLE44f7SLD1D5YtxSN8vZgRNPcYm/vmDdLTobGr48n/H7/gIPhEAOuV/fM6hXleMDuYMA+Jd/vTECN+7dXrJcrvCnPxxP+7tlj/vbVE14e7VNkn1c899MJz8YjBssNi+WGF5MRvzra59WzR0xHJW3bcjlb8I0GwnzGy8MdfvPqMcPxgFodF3ctd8sNZXmBidGmMlvtqsy34hlkNyuJeLLY2yg6iuC2Y8QHf3+8fd5CP2CK5CMk4qttCbTEMtFcHxx9tBgVDpaHEBCjkyrUGgNRpSugKCNsB0rvOT46gPGYw1cvaFQZec+TyYjpaIABjVmKOkeffHc64fcvHvO///1vePVin8EIzi9uWM02TIdjnu1MeHb4iKo0BpXju5/eY8sFzc0Nk92Sg90B0ky4nzvevZ3TLicUYc3x4ZTBYMzh1YidYcVAYDW/5fbsPU1pTE+OePb4kJ3DKYebNYyHrMmR2ocAACAASURBVDbG2etbdquCL452+buvjnh+MuZP3/zI5dk59WbJi5dPOXr6mFpaSqvx1uK0TTXg0UrHOuQ06ZGYCzYcllIi2Z3ZtsuSBJcHAh4V6jYUjxNcQiwAsQ5wJ3eKToUEcTgXg5AWlKoosNGIdliy9sI8NNzf3HBxFTh+sseXO0/57fNjlvWaWgNPD3eYjEp+PD1nc3XLb46PYpedCS6Vzdba4rxwvDvh7758yn/96y/57eM9lJYfrm9pWmO3qHh+sMvh5DlraWmLwB9//J7N3Q3r20tG+7ucTCrKyjMewWjlaETZq4TnowGVHrGs4c1szXy2YGc64b+8es7/8Z9/x8vDKayXfP3Hr1ksN+wdHvP4+ROe/+4ZQxF+enPBZjFjc1sxeLrL4ajC1LG8bSjW99j9HLe5YygrDqYD5uvAfDZjNp+xqlfU1tBK6ApRVHqXKcqV64RYk2XWHEiz7fLQnk6/ZNtKWz3cupa1PrPen59e0+R0STbfOZhGttAZZlgs9Gi9R5yxUaUx18EIJU4PXawbru+XNEGZliV7VUUzjMc0EueaNRh42NkZ8vR4l6+e7rM3Kbm+u+Sbr/+J64tbnhye8KuvvuDpy2e8fLzLzf2Ct6dvuZ/dcPbmDb95NGJ8cMTIGVqvuL66ZOA8109ueHa4T1UOEFeAr1ApuLqe81Pxjl8XBV9Mx+w8PqQdVlxhvLmZ8fb0htPvL6nvNuyNh0y9Z7/yPNmdMNhMWS6UYrPi9v073t4uOH97TbtepsIE5aGN7buwLIlwFtI+j/3wn7MPyJQtQVIC2gl0rA3IXWJGbgSJQh0yPHSOVoUaGBSeelCyLjwLJ9w5uNissMUdv53d8rJ9xOOdIX/z4gQrPMP9Xep6w8X1DfXNjC9299JsaSLjOmjEKKqCo90pXx4f8tXxAQcjxw/vzvl//8c/QCt8cXjC/m9/zc7uhBdPH/P85pKfLs+5nc158/oN870DZH+HSVnw5mzGdz/+xH2z4tnhPs9/9Vv2BgNOdibslQV7pefJ/phfnRzy6yeHHA09i2ZJGWp8vabSlnHh2J+O+PWrY0K75h/+8T0//bRgd9SyO3zF/u6UoVN8s0EXc2SzpNAGawO3s3u++9P3vH53wWK1iPydZm6r9BY6ygkdPXOAK9ckbItbR0/5ObHuKV98uKM/R6psygXxW2fczlc/iIjZllAn+0AO6pigeNQPcN6o65pac0mmY9MaV7Ml37855X++fctmU3M0neJ+8xWjFAQJLgarGkC9MZpW7O0P2d0taMOat+/e8//9z//BuzenfPn0Fd47do8fMZ2UHB0OcUVgdn3Dmzctt69OsOeP0LZmubzn8uoGtOD0/IYvnj9HRgM2QWitILiKi9kto7rl7WjCb44fxUIJhJv5kv/+T9/yh69/Yv5mxsFgwl+9esHiZkGzP+XFowOeTAbMb6+5ur3l3ekZb99fcXG1wJoWzyBC7gchyyTYuYkgN608WPOtdKFtizZdYCwf3xUMqYKTrvhFSEUtacJcJmMn1CmTsfGOunSsfPxZFp4bbVgt7zid3bBY3PF4b8JXjw8pd3c4a5TvL665ns/R5YqmaWPaLzOsxKKcQVVwOBlzsjvhYFSg9ZrXr9/yf/5f/x1CwezVbziaHPJlNWYynbB/eMhwesDF6Sk/NO85PXnOr06O2dkZ8ubtKf/t//4f3K5m/PWrl/zN4VPG04pB4Rg4mBSek90Jx3sT9sYVAxrWtEyGJWbGcFDQtspy3TCaVIx3PLfLG95f3NGEGfuHA8aTL6hKGBVGoQ0DAoUatzdrfnx9wR++/oa3N3fURUntKlpfEFzOMWzNwsoL3VnH/Cr7yQ9d3Y+l8/NCvQW5syPevxkt9IdC23f7xOqkLrySOCjnOPNxyZKLA+djTjgEvLapFhtqg1VQ7tZrzq4u+fbb71gslzzZP+DZ4R4vHj9iYhUAqkpI3ThF5SiGBZSONiibtqFua+p2xXJ9z7JZ0ViAYoCrClwpmI89wQ1KY4p5jziPZlfWub7lLYCF2EKordK0SoNQO8dGhMu7FT++u+a7H095e3qFawtKWk7Pr/jnf3Y0iznPjnYZlwIaOHl0wN6jQ6aPnzJ+d03z/SnLWc2iTWuVE6JdIKXPkW5n+w39iMq9VbfsGXU+k20jgAy1t+B5f37paZfE2nvBTKmbJlp6HxvzF03N1WzGm/MLTq+OOJ6OGE8m7LqKN2eXXJ6fc3tzQ1XHLjGXqugIhjYt1mxw2jLywrhwVB7qdUtTN4RWWa9qbhYrlm1DW4BUJVIOwFVxzJJ6gjgaHGuFdRNYb1o2m0DdGi1GHlhPUFwIDLxjWHqKAprGWAWlEVhpS72cc3spsFiwDC1vzs65I3AXGuTmlm/Prth9dMjhzpivXj5mMbvhq5fP2NvZ4fsfzvjmh9fMV2s2QOscTcqba7fUOUIh20TbokmvkLdpm2sStoX207Y6Uu7TUz9NcKkdTTQgwZAc/pQszLETKl6Lp5v1g/YMYW28xFxGJ4ZqTeUCu6OCvcmAwWiAFj4uhBhtaNis7lnfr1iPxtQaaCW22hbeMx1U7A4H3A9KTIx1aLlvAiKO8XjM0aMj2k1g//CQ8XSMlI61Gssm0IQ4xyQUnlqgBopqyN7OPs+OH3N0+IjD/R2qKuavp4Vjzwu7ThgNBxxOJ4ymE2Q4ZOOE+7rlbrmm3rRxIkXhaQTu65r5/T23tyWVtIxKQZzx5OljHh0fM3kmNONz/nSz4e3yBqtDJ4gPSJRylBmHaVdtFlKRRN84oB0m0q7N0KUAWtwfxyp3vlpWDpIi3En4Y1w1jgYuaBkVwt6gYH80YFJ5xpVnMh5SDYa0OE6v5/x0esWrJ0/Yn0Cjwu1szsX5JRZaxoMRk9GQqioRgVKEcVGwNyhZmUJoqJsNTaOIOHYmE56fHHO/VHb3dignJaGAZRNYrhrqtTIoR+zu7DIYT6AsaQx8UTEZjdloiy8qWicEL0jhGVUVo6LE6kBTtzTBCCasEBYKN01Lo/egENY1N8sNZ9d3zMVxJ571MvD1xYLDyyVHX+zw8tkRNK84eHpM6wvenl3x0+klK3W0xZDWD9IQjVwBmJVxfoRTqjKhlxnysItu8KU9sNOStXS2nR8Jc/xdPHwn95vGKRnOWggthICFBJ8dIDUmDUoAinRxuaJdwRqcNeSnW6l5LI3cdaFmt3L8/tkjfvfqKUdH+1TjAVo4hrtjjo4f8dXzp6zrwPHRCUfHx5SjESowGQ346uQRZ89OUJS2qbm4nXM+X/Fsf8wXz17w97//Lzw7mnHw6JBXXz5jZzLh5nbNxdWC2c2C1XLDck/i4otnOt3lNy9fQQt7O9OodccjNgG+PCi42fdsxg4/2ePZ8REnT44Y7E1QB+Ww4NHhLl8+e0LTGOeXt1B59p7s8du//oqvTg5Yzudc3lyzuJ+j5QDZ2cNGU8rBCF8MEPGgcW3y+Jp+CEB0R8RiaalKnOwhorHlVNMwB4wggZYQK9dMKCxOXUWU4FriBA/IFUkPaoytT5J4bSmspdKGsVf2q4KvTvb5m6+e82p/wuF4QPX4mPXVC1bX99ze13z9bsZvf98QgnG+XPH24pqrq1tO9g756viEZ0+OmE6HeAe7owEvjvb565fPeHdxwXq14OL6huvHxzzdn/DVFy/53/7THXWAR4eHPHlxiJXC1dmC89NrFtczHu3s8OrFc/Ye7VOOKwoPe7sTnh4/wkypfEnjhLYUBuOK5ydHrBYNm7s115dL7u6V8bggVEOuWsfbZaAtYTL1DHcmbPDcz9fMtOK2HeIaz3cXxvHpht8dNvxqb8z+b18wt4p/ub7j/dUdF4vAPSNql6ayoonn2zg3gCi4PTD2yRAmgSaXI4doDOl79XKgVMwhTmJxSw5gPcDUn53LnU4iUeuHLryeLypZguyqm/QCncbN5IHk3dwji1MQCw3sFxWvjo94cXTIZFgRTNk0ii8K9vb3eP70OXUQ9vYPGIzHNCjzNjaK7O1OOXr0iNP5ivO7Jd+/PeNwOqX54jGPd8c8ffacg8NjhpMRVAPeXM754+srvv7hPVeze0KtzGrj3bzm9fWGR9OCwc4uz168pCo96j3LpiEg7EwKjvYnnBweMB6OefbkmIOjfaQquKtbzAv7+1OePDnhallzentH4xw2HFLu7jI8PEC9MBIlVB7GI+7VuLm5483FjNvFkk3ddhV1cc649No64+2ss1O5aSxz7ZWvSQ/ZMoTrLXRmmAStcxxki9S9oo+0c6q40FJ6YWc44NnRPq+eHrJTOSoCe9MBjx4dsvvoCedv3/Hd1ZKvbzZcDVa8n9/xp5s7LtcNXz5+yt7TJxSHO6xLjzaB2hujnSGPnz9lFhpOzy74l/enuMGQ5cvnVMWQL796hTnBD4esxfH+cs4ffzjlp/fXrNfKzotDjh8/ZTAdR0TUBqrxkEePT7hdNagfMmsNH1q0MPYOd9m9WfLmpzu+f3fB9JsdTh7vgXeMDg85rCpqL5S7u2g1ZHm7ZrZuuK+VVSOIec5v1rw5veX8yYSX030Odnc5v1jw07tLzm4WzNeBphyiUsZhE0lQJfF9XPAUHOtgeNamlo7Vzm3taW8fE0q2JPgDL/sjgbZkJdSBegjeCD7mJrtqh2T7++cPuQ5CRL87DxiK73vzoIJXGFIw9QN2RxMqX7JarrnabPCaGyVKRrtH+OBwgyGLuuX0ZtaBkJUaVCO0HHO1uOFidspm1TJfLPmbL5+xPyyZDCsajJ+u5nx7esMffnjH92/PuLyvKX3B1Trw9bsZlOd8+WyHnSFsxNOsas5WG3YnA6qqYhUcOhxRHZwwnE4ZHO5jZcFsvea2rlHvcaVnsDOhnE5piwH35riphXeLlp11YDweszeq2LEjiqrkal3zT3+64B//dMqb82sW6waTMhWJ5GRFHDYf3Z4syFv0exg32aLv1v85om0gSGoeSPyS1Xtism22iKOSHI0aAY8bjKkmI4qR4351T70RcI5QFDDdZy6XzO9r/p/3d+w0jsv7Od/MV1yr43g8ZTGdcu5gtVohS0UF5hbQvT3q6S7nb8+4eP2Ot3cr3t1t+PLpCY8OdpDScV8Hfjyb88O7a/7pm594e3ZL6yqKyR5ussNClbO7O7wp9wbF7h46nDPTgjfzNffuDlNoBw6bVFyHDadvZlys7/nyq5e8ePmYvcdH7D8/ZqnGIjjO7zbczpbc3tyxWdVoiJ1ly/mCi/NL3p+PuNgfUFb7vL1e8O3r91zOFmxaxapU6qmBPNMsT+/JY51y7sIyMTKtOgW7FQzrkfQv3j6ZhzZi21krRusguNhV1CuKPE8rtoylVm162B1hokkuMkyzCgXUHLf3a/7xX/7E+fs37JZKKbnQQVg3ynzVEsTjy5KqBO/jIhTeIR7OZmveXS+5qQVtDD29Zblpef3ukr3RgLJw1GpcLze8n684v1txu1bWxZgGx/v7mvrNGefzJV+/HjIqjdCsaNqaNiiF9/iigmLA3WLD9e2C4XDGd2eXjAdC4aN/FAQ2atyuW85m99yFOCTv9e0S/eef+O7tOUNp8RJiqsg7Nq3y9vKO9zf33Cw31Bbnb8VUZNLUElJXUBLoVH/dS2/fX95J+BZzbD9FNNKzt979Z9LsE9EtoU6jDETAeVbBOL+d8w9f/8jF5RWVxE4yE8fsvuX8dsXVckPQwPrrH/CvK+7bNbO7Oc1Gad9ecDpf8w/DikEaW6TO2AjcmXF2e8v7xQbawPXmhpv1n/j29JLD3SE4YVm3XM1rLmYrLm/uWaxjG8q3Zzes9DumRWDgWpzGCSjLdcPp+S24gvMairKgCS2bIMwXa04XdzSbDVfNhou64fvLa6bTCueFVQisWmO2rDm7uGY2W2AKlS9w5qjXa2azBdeLDRfLFr9qeHO94M3ljPtaUecJ2o83ijPKQnpUUUZbMa9gaXi+fSCpD8HzQ2H+pZnoTzzbSjpyq4sR4dD5dkmYs4VOcFtSKKV7GmTymfvukdSxZNCY43q1Yfbdj1Q0lC5qQIj56zgCVsAXmC8IIaAWW0OKAspSqK2g0RJkgKegWW6Y3V3w3U9nVN7jRGI0mvjUj1BUBDdABxVNMDYb5W59y/urGUPvcTSE9h61QDChtdiz68sKMwhtG/u6U3+3c3GMUh3iEzfVeYIvaCU2htTzFee393gNuFAjhDQkj1RUYfFJkK6i9f3jgeLypgZ9SSMStjFyhmNJqEkFIRlOP5DiTMutFFekXoLkaWZXhoH5twKIQ3zFWhvO5/dcz+b88fv4kHbonzwakqulIrx/fUYrkV9cGZsrLt9d8U17ydh87IoypXVGKAQrHQ2BplVKcSyblpu7c757d0HlY0CwCbBsjcYcuDim2Ez59uyaH8+vcG0dC3Py3BqDtg3gSr693lCrsmpqpEiNdiG5E8vA1eac4vwaJw4lPTXVYr6+CbENqfIlpS+pXEE5gPFkiAyGzIOwvl3yp6s73t8uWatgrujq5CN9eoHOI5Wim+qyVCR7nac5JDptJyA6Rdw5t/8Ggc5bDq5Kz1MP307W2WIVU5f2sjxHK7Yk5iCPSuxldeIxXxEcNNbEloTMcM4RTAhqmHNxQFopmAWsTYJhglKCq3BUcaKGhwaP10CZFE1rQi1CI46gPiocX4ITxAdCG2hUaVLb4ybE8j9XVEg5BFegIQ1M9yVY30PrNPZSBxUCsXMKV0YFZI46xKknXgp8VeKJs0JVG1RDioAW4EuCi08cyWWfvRsjHbFNpRdiso/FVh033b7MTw9I9gF06ybHSHJz+v7DqITFI14iNLKSRmMDi0sDCIJJaqmNrpVJGqvoBSnSA9zMMAqCGGou+ZExJ6sWU4IxcFTgXUEQYdm2rNqAc0rsFfe0zsWRt6SpneJoUJwqpXeIhNhLDfHRMUVUOIsG1BfYqIiTSQk4Fx8AUZjQKDFzkxClIvFhcN7hPFgIrOoGqQoO96b8/qvn/M2vnvJXXxyAGv/y5pp/Ob3j/d2GhQwIvqAfF5GrK5JfnOu+cjfGNi3lAyWcaPlh5d8vtdGfFOgtFA/04fMO6pukGcwZcifm6z6ZQvZiXXN2944I6mKbWm43S3gzNpcnflURLD4lOy6IFGAhznqmAIuPgzEBCsG5IgqLaTpXzFO2SUmYiw8GiG2FHrUWlRCnTQrUxTBeZ1FRVCNwBW0dCGmmuFiOPKZIpLVI4eMIVol910gZj4gVnDHV5qL74jRactVA9yCy9PC+PHpXutV2dA+ySxSxD2m6JaSSeeUB/T48LltmA9vu7QJLD0uIH4yKOMZMkhvlBMyn70kWGoeaJ0M3M5fW1qX4XpzvakI3+UUsJ9a2C5MU8JH9pcFkO9XpwMcnbYbY2ROH11tKxUls80xTJhHnEOcwhYYQ2ykrIaRJo0GKGLDShCRD6p2XLrGASHykq9LSSiA4QUrPeG/K+GCXdVFydTXnH19f8sP1PbMWmjLxu8u9zbmItrvbuM6ydd9dKmur+fgDwj3Uw7/Mkf5IoLeyGThNEzNTcAWIvaAmOHVp6Hu01l0RuctqIF10Byc0Bmk0Dg8LdQDAlSXeF1EjhxjWF1ekqQ+GNfE43BBxGZoneG85vx0H8wdxNKGOhxcedQXxKRw+nh+6JxFIEuQNcXSRDIZxMCFCGwxCjCSbS7OyLPbGGi1pAAlF4XDe0bZxvE4MXjnERwEMZqjmohHFOY8ri2QVDVR6Aj8gmaT54ekn90L38t392t4l23xiW292pOiF2lksKc2WOl5DP8wrl4oGsb4FUDXeT+oOwxURQiqpdzj5751RirETJD2ZxAxCEws9kuJAA9amscgUiPeoN1oLBLU0ty5qyPg0FZcUjdG2TaS1l6h0ROJ3iyBViRFo2xoKiejMPKGN6EA0XlPhfJrAYwQNaBMoSnDOI4OYTl00G16fXxJQ/jQecnUz548/vOXifk1bDWhTX7ukKbNYFGTdQkEkoK0pe9Q3XWxPRvtQEpOl/sUe9OcsdEpdFGqUAcoQZ1sHyfYjPdoym5Wk2eI1pIHz8WldUShTGZYQg2KCYIUn+l9xaod0qoHklydPPfnlpn16pi+oiNCu61FKRfBIr/c0CYx1jwGNx6XnSNCVXca5QmCCWqrqcakx3hLScEm75ymV6XjL6580blc5B/RTJbdqpjOEcvHczhQpIilC04IIzseS0K4GuiPxp170W1YO2R/fLgsFUgN+hu5b5+p4RrbOlV4LSOzM7qGgZCWSxvJYSGVR6U0jQeT++clx4ILvHj+UfUvR3PuTkVp84Hme1S5OIqDJ7ll6okhXHOPyTLbII3nAg3WEybGdNB0muRXOHC2+62BTETSBDieKeM8GZbZZ8ePFGZeLGYUvWa5qLmd3rJpAI4KlofHx6VQGhK7/PM9uy+sZfWTreHm7CnO7GlDS/9Kh238n5PbBKIJRBSg1/t0mIvpUD9xdEAYuaqMITVtEWnDRTwoauvE7qkSrWZWQpj2oRU1dSJoVZaGTr9yIr9pruozSu6pxi2WognXIPxBSNWWyPCaxgMMBhUMIiMUnOggGGiuVRAris5ZI4fVkRfLQQdlyQdRicU2GbNvxgO0AVfL9MkLIi+wSDBVTvEvP8FBFXHxCRQixOCF+X/hZ0LUttFngyNeSecU9kN6HVBd58DqHO2MuNVt34lpriPGI9DBCb3mMUfar4/ROzVeerLSIROtn1s1NsY6SW4gu3VEMLEVXDVNULWVQEmdIclO2NJ0B3cP48riQbg0iLaKh8GjqIjQncQ6WCJraHkXiI5U2TcviehkxhToEj7iCNikrcfEROpofGJFpIX0n1fZdfUi1Lu8s9sAAuFy6Kp+i16e3z1joWOVZhPi0iULTsPIcSswYzhS0BTbxb+dwXhFrIawJbROfXuELcBJRGRaJniCYaU6bCE1ITy8Q60YJtU16gLxIHMZelHE2uGpS6FvXs+WPCIaF2Gvtigrnkx8W4qg552IkGW3wBMpkbYMFGnW0oh2EszZEX94gPhtGuzFBkMvyeqbqU0OQn0Nkkq3E1jG5mMQUqy1BQFAN1Mtlty4kV+ahlGaybxnr/N423I5fviUj9nD3tixsWWwnKUYSFAs1/z97b/4dR3Ld+X4iIjNr31DYCZJNstndaqltWf5hxn5vzswc//L+63fkOUee57HHsqRW71xBYkeh9qrMjLjvh4jMKoBgN8duURqdCYkNICsrl4i4+73f61yG0Zo4aEWOzPtsFd4jrz3qqVKF5lVgZBGYnEFK9RaPChs0mkJDWqvQDf2VNWIzJC8gn1TZdsmGeS0ggK8xgmuhOSlc917zk/J2pTax8j+szW9gFIXccoEmTFDPsRk68n3Q03SJQ9BJHPbMGvbMNQZVrGd4tmvpn28b707M8D1e7lU+MKENSaBhVsX3Cu+QUKFuVqExBiIytEtxbunVFyNYFBkEH4oJfxmPwClBvXYZBiFSoV2O+LrZbE3NQrRvfOf8IoO3ScosmxBfLWhcuaLNSZhosd4FIxLA3zNicVTFbxgbkv1TsR5HTQoNoogDB+dYIGq/Ptcpo3CI+KfzjiG/d8KmwjtztMsxyvmQlsu92aEiLEKaC74pe7D/pWCGqz3hk0TWFu3mxijmIBgBZagaViHF4tPiuoRsMcTjoVnf6EC7jIoyHlTPScgeFO8ND+tQRD5EPHKXXZcwyu+VsqVcsa8L6aGgqAFVTvkwoTiczVDitTcFHq9P26BJeelbmD5BfQgMNRQGFfNO2MOOstsJFCAcBJt2JSkL6V+yTOXb90ZK+XZL4jAq1DC41AN4iAne/yIcdZMYVUFcYUO8WWSzWsd1z8q/U0IX3ExEhwZolP/8vBVbwoL2cV9nLdplxLmloVPqRny7UQRHzsLC0uHDQtpgve6NjrTPF88zjGQkWqiY4Mm0gosibBxhTczcwixbBtWt6P/k1dISbjXsWt9J0OM9a2fBOkzuw2QRgMtA5SSRUFGWap4Ta4MyEWNnmdqMTBxWx8FD7jeMC0xBBZVs5SxW5ULoIlFGeZOjjD4GqeCTDSzGZVSMUNGKxHi1OstSREVILfY411ZwyqOf2YIARNYkzErFLzqVlCK6kA5rhFz8U4Vtu75fikw1cWB9jLeCr4iqJjFxIDIJCS9ohTVCroVMgiaVC855Se3iBBfFuDjyT+nyov0XqxBPIMTC91VW+FtwObHkVCKoVWJsnjJbzJFQpy74yEIRFiXUlqsADoF4QhUxgWmFhA9XhNFW+RVaVqp/AYnJWsqmFkE7i7FLKspRjQzilliXkRghR5PbjKygGx3esdQe1kfQbkUCCa45xgLjLvbKtaV8h/F2CKIwST4jymdFecdykQ1TgNvn3tYSR6sSc2ejw0EnYrsBsVhwjhzF5XjB2XCOihIqtRqNRpUkSdAo7NKynM4YX55R0cLeVp9KbLwTJq4wl4iruXB4PuL5yQCrDCqOglUZAvRrmTfFZi+ZfwDHL2x0HWB/k1iz3e+w06qylUAtisms4vBixOvBlMtFzsJm3vx2fm10cK4VLYBKi9p7fcK9VUlLHsWzlJEoxMP82pxIMmqRpt+ocmd7g06jhsszXwlkhRdHl7y+mJDrKk5H3htd6IBB7JcOtjXCLfmasCbZw1wVm7ywNdf19ELDcF4yV43Qr9e5u9lkv1enQmgk5xxaa4wxZJFiqRxLlzGfZ8yGKaPxnOF8wWWWk2UWUYkPD0ogYFaZhsW7yNozaBHIvfbSbzfZ2Wixu9lmOp1yeHTK1WTGLE99spI2QVssemUE7G3xxShO1MredgFRlZVWKHj+UQgCP79F9VORE69RzpEozUalyl6vwcF2D20Uy9wxt4qL4YyXx+e4zCE68ZI6oLOsiPpGjr7o1e83tK+CUa9scvVORH176qciePw84oIN/4osT6cDFwzqtnaCcY5evcnHd+/wVw96WLbczQAAIABJREFUfLRT83C31vcxevLyjC+/O8aKodvv8PjDXXrdOmIds3HG+ckV336xoGrgLz99yGa/TVyJSE3M+czy3dEYl7/k+OiChTiU0aHW1O9eKScGil6+FMTsHEY0sYlQYhHn4WIblSoHu3v87INdfrbbpF2pMJ5m/PqbQ/S3h8xfn5FlGQSMbh8RWRN3qvh1jagheE0Ld94qLdYfDc/jLMal1HTEVjPhLx8d8PjeHtVIyPKck8GYX87HnB2NcQZUXPUx1nDfItpZLL4XQGte6KBelmtaEDNQFNGXkbGSEayKM4zNqScxu702f/H4gL94tEs7giRIFq1AlCbVsFRCCsymOYOzGYevTnjy6oj89IL5YoGyORLFYCKQyLcbdsr3iceX1drw/KWJ4BxxpNjp9/np4wN+8nCHy8shkY749vkhs6sxKkoomukVLKEwF7SE8OQbtjUUHUMUwQ9GAOUvVy2c54LdLAqsUIsMO806f3H/Dn/9s0c0mzGLPOd8Inz+7SGXJ+cs0gydxKRKhfZRaym7a9pjsUglSuuaGC6st2sNCW/Vzd8ctxC0v0ghmTOjyXXoPqChAHCWIhhLDsp3UiBdsLy6xMzqbOgeu+0qsVKMpkvO7Cl2dMV06WhGil71A+5v9TBYns+PeT08ZTk8RScKt9yjW99gY2uD83nK2eSK0WTAdDmCOMemgk1dSOIQn6RiCM28VFDXnddRnfIgBaIQY0BynMsQUrIIZsMRbt6jV9thf6PFop1xcjrgSaRhMccuMkyNkBJKCKFonwapAmyPs1hny5VQCEY5T4AmJLUEtUqJoKxD5RnaprjpjOUgJxv2ibMOd7c2QSliLBuJUJMFVipkEpfXWK3tmsf9LQtcxJ7Xv1F4YK+5w68RdWhCYFPy6ZjlcIQdd+judNlqValGmul4xunFkMlsitXQ39zg/lYH3ety2KrTiyukS0t6cYkSn/NuEVyeIzno3BO0AogUEitc5KWQtoGxCKg8hzwnwudEa5ujrUVbh2if4GOlCBX6gl3B4YIXnigkMQWVxYXWFIXpBCHdUikwPkXZJ0KFFrYOVO4gy0E7xGTYywpcddnd2KOx2ef1Vc7g+JKW1kyc70WVE/xQSq3Z50UoNqyCuk6qRZruKpRVfPr9slnWzvpeldtqXRZnrCp0VhcXVGn4a6VIFwvOjk85blYYtBvcbdbo1GLySYos5owH51xNltQSRWQd7QQSDM/SKYPzYwaDUxa1mMvxkKXkqCTm6nzIy+MTXrx6wWg8olbVmMSHHJQygaVYMrHk4hdKK00cRyRJREU0xgoqt7g8A+VQicGSYBwMzwdcdpvYB3tUta+fbVY0tVjRTDRCRKVZZekUWVBXrQi5zcmd30ix0Zg4ItIxRaQTseQizJx41JSgasdiqWKpx4p6rUINIXZLZlfnLK561O9sklQSruKIqlHEqsiyvk6YK+P3mhHMNdIunGfl8esbqUxPWx+F99NAbjNG4yFHryIOKxH7zSr1XotuVTMfZJy/PuLl0RGiFfVPPqJ3v8bOdotuXCNPFU9DaWHqck8cxhAlEUlsqDqFtt4nkSrLQjkW1mLFO2FjE9FIIhKlYJmyGM9ZTCbkszkq847MGKFiPNGiQ22xK9rdxGQiLB0s8R0cDY5YC7GGxChiHaGVTwDKrJA5IZfQhztI5hhNEiliE9NSjoYsceMrJsevifa7bG31mFegGRkqShPBtdwIxWrZCr/fG37M0mLy+e6saRDfq2jf4OTCbYglZXA/FFwo76xRkoL1YAYqxHZFRd7biIcWmmaWo8GMz58fUUtgs1ejUtkItrcldSnL5QS7mFIRRy08k3EKcYpZBqkxjKTKpUvQ84wvX5zy+ZfPOHx+iHOKu71Nur0erVaTaqVCnjuGkxnH55ecDq6YpgtqtRr3dvpst9t0ogiT5szHY45PT7HGUOv3yVTEYpkxuLjk8viKydWUbKtDUjdobek0Iz59tIeKqjTaXZwYUitkApfjEa9OjrmajHDO0e922dvsc6e/RS2KyNIFo+mUo6sRX59dkS5ytI6IrKOOZbOi2es12d/rU6sIkWQ0tSOfz9B5ThzHGAGrKix0jVzHUGRaFZqRKG/nqRVqifdvBEehKpyYsmLGgSmsE/jKdA7/VQ5nINWGibNIlpGcn1M3wsP9Pvd2N8jRDOcjnrz+jq+++BJloRUlbNebbLTbJHVDvd1CmRibCzrLaVdievUa+5tb7HS7dCpVsDmTyYTL8YjT0ZCjqytGqcWZOp1mi72NDgebPfqNFiyEfJzCfEGc5TQEKkbR7dXZ3urTabdI4ojpZIq1QpxUOb6a8PxswPliyTLPqEhOO1ZsNiscbG+w1esSxzHzZcbJYMLr8yvOBmOWuQPnHZfdepXdXou9bpt+PaHuZtSVJU9TlovMh2JzEOvIXU6qHHkk5MqFtfBE6dX34EwMmWUlLToJa+mumQNBWbjuLC85wIpe/VrL2yW0X+qQjiegxXuwfealBzkR7QlaQulBLsLCCpJbng/GNI8ifjY8YHujhY4U1VpMs5Fgs4R2PaJuFBX8e3SqdfrdPtVqE6lWiBsdljrmZLLg6atTXr0+Q9Kc+9tb/PSTh2xtdWk060SRL6CYzTIOT7s8fX3Cs6MjlNHc32jy0d4m97pNEmuZXA152oYsqVDf22fiIo7Px4wuR8xnS7I0x1oHTmNsRiNy1DYadHobbG/vEiUVFrnjcjznycuM8XlOrZnQ7bR4cLDLwXafzXqdqta4vM486/Bi2MYlhmdnV8ync2rKst+o8tnBFh/e22Z3f4soVuTZArWYs1Wv0oqiIB00omJfJUaEk8LhVqiPfmHXtkXhRlnz+BcK1cpOW6ngq81TkLhv6hbiwWhSNNrC1XzB5WjEZL4kzS05MSrWVFsVehstolzTqddI4ohchOFCuJhOmWYpglCPIrY3Ojy8u8vdrQ22Wk0aSUxiFM52Gc2mHJ6d86/fLHl2NmYslkaSsN3tcHenz73NJt2qhskVryLDUCkq1YS7B9vcO9jhznaPSmTAOWy/RhRXqNTbfHl4znKRMZkvUGLZ79R4uNnmw90uu70W7UYNrbTvsLHT5cVZmyevL3n5+ozpZEIt0TzcbvOXHx5wf7tHr5ag0jmSZWgUzXrdp1/gnZ8en8SRKofV1jvjxKc762CPK1Ukm6zpU0XSTnC2FtV2hSemIPCbNKquSWh/xvfgcq+cPFoskeQUhnRRBE+wPXInPt8CjYkShnnGq/GMo+GIR4se/VqFjW6LO9t9+s06d7b7tCoxcQgd7/Z6PL5/j2evj0gjw9Z2Hx3FXFyNODk7Zz6bcmerz9/8xSf81//wc2p1zSJbME8zjIlpVJtcLQ747uicX/6j4mJwRbuq2d+o8tn9LdqxZjHb4N6dNoukitra5mRiUU9P+Pbrp957HfukB6wjyjPq+RKTVDhoxXx40KHabjJepnz9dMFrWZAsZzy8s8cv/uInfHR/l2aiuDo7hWxOtRrT7m3xiH1Ut0vlq6c8/eYJ7cTw8V6f/+c/fsanjw4w1Yh5tmQ+X9CIDL0koV+pMElzDAaF14CcCznKWm5qWWvKdimnr626Wj+pPOY9vUXxvYhadXjQfk0Lm9I7J8Sf44Tc+q6bvV6Xn332KY/v36emYva3D2h1u2QKnp+c8PunT7mYDFEG2rU6j+7t8PNP7tKJIcpTXDahV2+yt7VJUt3l6LJPtpwwmS9ZjDIiyWlVIvY2Wnx8d4ODXkRTZrx+3mB4eUVUqfAfP/uITx7t06tpzo6PubocsLm5xUZ/k6TRweaOZy/POLSWRCt+em+f/+vTD/jFg13sYszoasBiviBp1Gl+cMAnDzXfvBrw//63f+ZwMWO72+IXj+/xd//hp+y2KiRiSRdLUIYkqVGrxVgFceTz+lWkyZWQuhxrtDcDrAollMEPL4WrZS3+DxAyHdUav34j42+NmN+g1XD8ewi6UMlWqprnIurN0ygSCHyL2VlmuZzMeX5yycPNDv27O/TbDT7Y3SLLMrY2ejTrQdKLo1FN2O93ebS/RxZr9jfaTPKUk5MzhsMBlQQ+fnSHjx/u029VuLg65/nRIa8vLmjUW3z84EO6vQ0e3e3zzYsew+mQ49OXHLUUH++22Wx2adRbZIniaLbg8OKYJ6cTnr86Zzwf02nXUUaINFQEGk7oKkO9WmOjWiUCzk5PeXp0zBdfv+D1yxNq4ni80+evH96h36oxvrrk8ug188mYVqNOp1Fjb3OHn32ww3gyZnh4yE69zuODXR7tb7LZjDkajHh2eMjp2Sl3NnrEO9ts9PvEooidI3YOYy1GDFpJKNgoJOwqbOWXYN2LvfKryBtr5Y94zUsFgg7fJyjm4tVFF7otGoRYG2KlMSHBIzJ+ftpJjValTrfdJkPx+mLEN89f8t3zp4wmQ3KbspinXJ6f8OoFzKsRVcmxyyV6s0e/XafXa7K72WF/s03/qMrxdMxsOuD8LGG81yBbNjAq+ERihdGWyDjarQq9ToNmLAwjyNMZw8EZ89mMjIQXzy8ZX54RS06n0+TxwR6P7uyw1alxMjxmePyayWROs9ent7HBnV6LWBuebPVgueSDg00+PNhmv9fAzcYcnRzz+vUxcaXOwd0HbJouURKX5ORsXmYw+kNF1ZVe+/um0+tNEn2X8NTbxtsJutgVZdzM30pQPuxR+mJ8goUxvpmXTR3OCtNFyrPX5zzrtfh4b5Neq8nD/R2cQL1RA5Uznk/Dhqmw2a7xyb19skiz06pxdXTC8dFrprMRjUbEwwe77O10yZZznj97wT/+7rd8fficje4GWiJ++tOEbqvBRr+Ffg4vXjyjaXIe722x2a7TqTRwRnE8uOB/fP0d376+4uRixmA8Yr8To7BEylHVhpaJ2KjU6LU7NCt1ZtMlX3zzhH/+/Pd8891L8qXl3vYu9/odHmx2yBdLTgcjLk7OuRpe0azX6Pf67LU67DSr7LVrdKsJe70ed3e26NQrZPMFL54f8k//8i88efKEn9y7g/n0E7arVeKkTuwscZ4RZRmRjshCFpUER5YPaajVVlhp1dePhXWUkvgLKRA8uCFzjSBBINjhYiG3KJsTGUWCpqI1ifKOF7tImQ7HREoTh8KNeZZzdjXh5Oyci/NTFvMlNrekGVyeCy/JsJ0m7dj3FasYzbA/YWOjR8UYuo0K7UaMMZbR5IJXx3OOdhqc77TY3WiQugCGKCk2FybzCaP5FHGGDI+wczkaMl8MuJrmPD0ZMRpOqOqInU6bu9tb9NtNJF8yHlxxcXLKeLJgmUF7Y8hWtU6vathq18k3N/jwYIc7/Q6ROA6Pjvn8t7/jXz//nHqjzS/+Oudn0cdsbvcRUYi1OGtRIhgVOmAUPosbCSLl3yXlXyfhNyXwj0HQBb+WtUbwhTpQomisLDBltC9WcIJRhlSEZ0cXfNuu87c//ZA7nSaP7uyijGGeLTk8fsVyuaAWJ9zZ2mOj3ecnjw6Yi2C1YTIccn52xGw+pFHrEtcMSWIwNmc5mzAaXDI8P0dZYXg1IF0saHVa9JoNOo0ah1lKtpiTZxkKRZbnvH71iq++/ILPv/iGi5kjszF2OcOmC2yWgRWiRNOoVtnsdTi4s4eq1zidThhdXDI4PSebz0h0Qj1OaFVi2jHMckOn2eLD+w+YziZemubC8dE5l0mVxXhCFWhXEzq1GhUTY9MJk8ElV2dnDM7OOUtiBlvbLKYLYlMhxrewJVui4gRFvFr8cmPcVKlvU8bfPL9MfinstiBBdCiAUb54iBghEl/CapdLdO5IUCQKhpcDfv/b3zMdT9je3OL//tu/pd7ZoNv0c9drN7gcDlC5ZXtrm588usdnH95nv9uiijAdXtGq1djrtelWExZZRuwylF2Q2zlLN2chiqmdsrQLTARox8IumLkFy9mUz599x0Lm7G+2aVUMdx7eJYoSrDNM5g7z3Wtm37xiOM3oVhO6tZh67GsTuq0Wd3b3SFMLcY3lLOX8ZMBChPlkRgVLv25oVQwut0xGYy5Ozzg7PSeuzth+dcgH9/fYNf2gaYakJQDn8NBOLpQbF7hi3kn576LYHxjfQ9AFvnahuK2ynbyUJoQJPOGLLnylHo0jFeF0NOHl+ZDjyym7rQab3Q46MrweDnh29Iqzi3M69SbVSp2dzS12NpuMlnA4mnJ5OeDs8oJptqCjHDObh75YiiSKqVeqtKoNWpUaVWOIURiByEEimqqOqOiYWBmM9osyHFxxcXrB1cWAWa7Rpk6MUNXeaeEFlY9XO2PIFcQKkiiiVa3SazSZN1JwBq1NicJiAZQmMjFGGaxNGQ4nLCYpl1GFy/Mr7HKJZDnW5ljxuenGGKpJlXqtQZxUwZhQKA86UsSxIYkMRhVcXVGGmtYk8kpbCgdk7YMymWJlm10j+5IpExwyXvorHEYpEmOoqohqXCHSpqhwJl1mXF6OePXykMH5kAf3H3Gv0qDbqnN/f5uT8wGDywHLNOXu1iY/fXifX3z6IU0TsRyNkcmUBKiiqAIoRTOKaUYxNaNIjaJiNLESIuXDTYnxyUFJFLHMc0bDMRcXA+qRQzV8k7pKXKXd6bC72yKVmItJjj0881WAIZXTv6vx/gmEdJkxzobINGVuheHVEJzFZlnIt1BoHRMlNar1JjpJSplWzJ7WhmqlShwtSMV7yVdputfb9L7hCPkRxy2YYqwqicT5zCi1stVWeTkrg82JgyxDic+FFgUpFiWai2nGt4cX7LbqtPY7KGDqhGfn5zx7eUi33mR7e58P8px6JSLLM84vBhydX3I6nDBxMFOak/GcwSJls9Vic3OHR/c/JE6adFttHu4d0G+2UFaYD8ZkoxmdaouNZo9mpUmsIhQ5ka7QqLXpt/ssL8dk84xupUW/2aUWV0L9KwzyjJfDIadZyt7eLnt7O3z68cdoXeW3Xz7hfDBiCVymOacWxDrORyN+9/uvODs5QcSysb1D3O1z6iLOzkYMR1MuBlecDa6Y5ju0ajU29+5w/8M5utbi7maP7TsHJO0mNklwcUyt1aLT7TKbsyLS8FNK9Tscc+JVaLe2jhRW0fWa6IIHiKiyU2hZa44PUzrnO2TWqzX69QY7O9vUmk2cNiwdxLUW/a19Ts+GDEZLvvjqEF1pcfDwLg/295jNMmbjGZPpnPs7O9zb6rPTanB5PODZNy948tWXdJt1ahg2Gk0qtQpbrR4H3S3uNGc0JKYXVdmJ62yYCnEODV1lr7XFRWPE2My5295mv9GnLREXT17z5PycRr3N/fsf8JPPPmWn1WZ/Y4vDwwuGoylXkwWzpSWOhLOrMV89O+T07AKrI5r9baJ6h6UzXAxHIMLh2Yz9vYydrZj+7i73PvqEhUkwccwHjx7R6nRCfr0iqVTodDrUF0tmWVZmg+kif/wNZqrWTNkfb9yaKRZuFzaDW9sQxSdvfkecJ2B0Aamj0CpimFqeHl/w4V6f+wcdMuBomvL8asq351e0qykPBmM+mmdsVyJmufD6YsLpcMnIKqYq5nzh+P2LI7bqbfoPqrT6W3ySVNk7uEe9krC3uclyIRyfXPD68AyXw+NHH/Hxo3vs7G5RqRlEDAd3D/jEaWZxi/SrpwwGY+4d3OPDDx+ys79JrR0jQGWrj5vMeXJ8wiB3ZHFCt9PmZ5/9hLjR4avnrzk8PePb0yua371mr9tCt1rs3Dug2WkjCI2NHsu4xunZnNQNmefC4dk5Xz57zoP7m3xwd4fO9iaPTExn/w6dJKbZayGNBmIUlV6HOw8/4NHUMHl2wmg0XfNrFLXH617tVRph2Sr8hnds5WH1zi8b4iLePF/9zwVnqIli2t0uH9zd5ycPDtg72KTe0Rigu7PFw08/5Wqe8erFMU+PLql0z+jeuUO31+QnH933nTVOB2gnLFNhsXRUqhW2tjZJZ/epV6pU611MXKGaGA7u7PPRQnGSVji7GNBKNI/29rm72acZK3b7PX72+EMWC0+QB9t3uLvXZ7tTYZAkXCYN6tU6m50NIheTzVPm04zxbMkiX/L181c0qpoHOy2STpedDz6gsrGB0xFJq8dCYuaDGUs048mYr14e0+416fTb1Nod7j1+TNLbwDqh22oSV+ugoNaErZ0e9x/cY4Bienbue0OLC6aNDgxWrXs91mzY1d9v+ET+F8ebuNzhp1a+1tU7VArHWIhyl+7TQv0TCpidIt9YUEgUM8uF52eXPD8fcm+8x9AKX52OeTFOeTXNGCwXPLmY8t35hExVuBgueXYy5WwqLEydpYo5nzv+9btDGlTYrLS5t7tF/84dNvcdxgpkOU8PL/jdt6/59vkJKjbcffghBw/2qbbrTDNvGWzsbHM/rnOhWry8WDBPNXsH99i/f5fqRoMFMAfo9qA75/CbJzw7H3K5cPz1Z485uLPLg2qLoanw7WDM716ccmWFX3z6iIe7mzz++V/6RuUK5krxejhHz06w0YBUxRxeXuHI2bu7hVQTOt0mnf0dkq0d8tmcmXKcpjmVSkyaxPT297gzi/n2co6eLny1kqzmfIXUtr5+QYe6IRJKQMFA1LZIW3Kr5fStTymltY4jau0W2wc7HDy6Q6NnfC8yQNUr9O/fY/NyyulUeHk0wL08o/vgivt3N2huNLj/+AE2rvP062d89+qCuFrj3lab3QcHtLd2cZlgtGbqa3iotBts7d3hzjjCxC2q5Gz2+zSaNVILlarh4O4+h+dzUnVFvd2n1d1ga6fFZm+D5d0l1cTnRgynjuevrnjy8pyz0YxZNudfvnriu49ED9jq9nm4uY0AudIsxHB0MeU8PyGNK1wsLhi/fIWuJ9S6HR7d3aK3scFeZ4PpZMZiPOJqkaNqkCmotxJ293foj+e8Gk2Y5nNyt3JIrupFuW4mXYtYFLR0i230byXoYqwyVFa2cYn8cS2u6UsJNQqlbEj8FyTAC01zOLyc8g+/e8bxxYSpFp4PLzgc54x0gyUxvz28JLW/o1etM5lmfPv6glfjlKVqIokj1cL5zPGbpyfk41+z3WvTatSIjELlFjtLOTkfcXg24GQ4wFRj7O+/4emrI7qxj+gKvtfRxTLjxdWUl1djZk7x5OSU9F8yvngaERkhzXOWohgMx7x4fU66SDkczHg1HLO5ucF4Aa/Orng+GJPmGWfTORfjOfu9Nt0kItG+HnaUZZxPlhxeLLkYjJmpiEzHHE0X/Lfffsk3J+c0mk10VPNZaLMZyqU0qoooUuROMZgbjq4s54MReR4yE9YXurQHWdsM62tzY0cUHwf1q6z7Dyu2yioT0LDIMk4uL/j1lzA+PaWlMmLls6Uzo5k6x8npiJOzEYPxgqMXxxz98n/Q79epVg2TecblYMLg7IqKMXxx+Jq9fpt2tUK2sGSLFJen1KuKStWQozmbOZ5dpkwmMyrkzLIx//PLBJemiDYsJeb5yYiraco3VwN6zxK6dUUsFm2FSpKQO81wYnl6OuLbkwGXqSVD8+R8wOILy/HVkI12jVo1BvxczyxcDBecno84upowcZrIKr56fcnsH3/HzjcN2o0qcRIxHU+4Ojuj12zRbbeZZTmXy5yTmeXl5ZDpbE4ebG//f1lbpPV1KVQnx481bkn9LP6Vllapaq+rAyv7zcPRmJCI4spreCDThXWcT1L+9btjvnp2SprAWKdcppAmLZwyfHcx4/T8KVGusbm3sUdGyOJ6wGqyLPKM5+dTLo8m1JLg8Y4U2goschbLjHmekRqBLOXoq++oiKbqBC2hybgWZghTHFYUBsPy6IRnx6coyUFyRJwHncORZ0vy3GKvZjy9HBNVKqRWk1ohzS3OOgaTJeeXU75MIhqxxijIJWecZswyIXUVRHmoWklqDO2c37444otXpyhTQ+sqiCFPF4hbUol97yonisxVSF2VzHrMb9Fr/hRZW65CAKxvFln9vgqVSAAEXJ3iVLGWa6utAK1I84yTywGLyyueOiFKU5TkKAOpEZZayImxLibNFS6d8M3wa6JYYyLI8zSYYgqsYF5qWtUa1SjCZRk2TbHZgjhWmMjnyM+IGVNFnJCQ8/z8iEQs2XKJFY01FZZE5DpCnyoMGZFbkChLYhRJlOAkZpZqRkthkgs29pDJy/mS0etzXp4PqFUMSey1ydzB0sJ86VikHptdq5hEG16P5pxcPadioBIrqhVDOp8yuhjQrjVp1ltM5kvmTkiThCkwFXCRB75EJJRQyjXHpV8at0ZwbxPHhSh/t/H23lbrN14zx8qbFHnFzoKzqNL/WUCa+hBW6mBufUWSImexdMwjRxrFOBPjlGaUGxaZw6SCbwofkRYxOutfWgRSUUzEMslCvWqmiESIMvGlatWKb9ujPRB8IoqKGMQ6Dy1kNFmksUajnK96WuQ+rKURDBojoFPfjUGp4O3WmpmAW+ZgEnxQJwCmO1hmCuuc73elPNpjrhS5inG6AmJ8F09i0B5YTolCMhXS9xQ28/nsEYLRHmpYiDxcrtLXET7KMOKabyMAA6xD7BRSez0OupLisvbvBjErQGmcODIrTLKcPLPEznmcKxQpwlwgx5cIiol9qrD2IRtxHjYKrXz5ofLggNM0Qy/zsNOULwtVvsbaosi0JjPG5zYITNM5kVjiSkLmFMscJI4gSry173w/sEiE2Ak6yzxYvkuwUYQLEYsi/p6Tk6aOsc19IlyoDbfKkIkiNzEKD3/ltALr7YFYPLaeTpdgBZU0mEtMvrCkVrNEWFrIPCaTJ2YKfDPPoBVrJk2JdcbKsRH8INfWtmTM70bU3xO2WlPF1om9+CMk/HsQt7ysIvEauQFCcaUIC/FFDSL4Nq6iKPo55U4QJ2QOjNYo8TjMuWhf3VZAuYh31qRafN8tFRR7USTad7OQyIO950qwVsgdZMFF5JS3/3yQVYXLOo8X5gAdYcAzCAeRePwqpzXWKJYiHlBOa7SK0NqHyBB88/fQFaLHC8TyAAAgAElEQVRokYMxfnol8kD5Yj3YgTYBqMAjaXi868gTvsIDMykh0hEeDM9QgPCXCBprVs8bfL1kwAUHXsnjskVOKd2DZ7zYTLCSJMobUlYJGb7GWJQnNCuOVGCptO+0qBJQSYiI5DgykIB5jgflVwEPe5mXmyT4aQRfD+Bb/YqOIPKtZ52FHJ/NFjuFFcNSR6ATULH37SgB48gcpNaWyKJOxaB8yakEdBuU891Z8OWXPiIQiEuDwzc90MojnJQ9qMRggcz5hJtIxSSVCnMLixzQsWfgWnvcAMMaQa+SciGUahb3LCXzzVWU23680/hegr52iwKXqXiIoDJoLJrcx9lYx67ypeJWCWkpdTQu0h4zX+OdPFmOdb4YnChGSYTkDrEBZkdpfymb+9uGnr860gHrKyCoaIUYD8Pqgu3vnN942iQehJ3QDld7aCIloBZLxAqiY69wKBdQQSWsicfP8nalz20uAO/E+DlwrgBU1zjtynCxiApoNt6x6FGBdbnYLiBPKh17gDkirAhKWY/E4VbwtOqWZS0jEdfWaWUkre+Va+Z0QdBOhXzuUJChBSkqZEM+t8/pNkEr8GrxQiwZ4ruORDXQVV+oIxZlZ6vrBwbgEUk0ojWqEgcmJ1hxWMnDfBRtdSNQkQemsJZIJSgBN88RbYiTCrlLPMg/LgAHGj/PNsUog9IVxNSwYrzACBJOBXxvtK92AhfKLfGbRnvoJNEBsshZv1HFBAQfvx/9HoxIlxlYS6wTJIo8cqgH4Qv2TFiPdd8EQX36QVX7xrresta3jR8g6FUYYxXe9JctwiI+8TwE7YGy66RSFKlJHlvf9wtyQUro4pzIeEJygg3yFK1LYEJyi6hV/2SUeLVWvFrjtTqPX+0COLvooqOHJ1qPIW5CSI0AFuhhaqKw2VIPAoVDkWuFhzW05WZITIzoCIvx/a7R5CowmFCVJiKQK/98AS5X44vmtYq9P0C7sjuIwgPqiQ2bRavSC12gR0qWo4j8lJbq14pKSzV5XcIWOyD8vkJzkaCKeyI2TgL8bljVgjmuxbeceE1HWw/lI0r5Pk4e6gMpOahn9kYMvj0S3hTTXmMTBCugtDclVpGRQmvxdYgiCskCoTmHQflkHeWTO5zxmWA45cELwjwZFaONT2cVV8A0eiJWSoJ2pAHfK805G6ZkDTTCidfcSsHlQQDFFAij/vOi0lBpBdqGbhxCBrgC0KJMLCmoaF3fvWk7S7mWsraOq++sohkryKh3JuhiEwQJs8JDYS33ExFZw2z26W1Fs8wVJwq6ofaTFSKcIIKyKqCMmOAAFCTPPaKnSnxjawfkOYKFKExmseGcgFahwMAjlChxnjtq5b8vBo32XRLESwxEsM6hbO5hbjyVkUuYLOXRJnLw2FmAUZooVD+lgQidCwhRSmGMwjiNss7D0wY7E+09C0YZosgTsy2woMXbyTgd3ifMvcc58szPCS63XgLp6zL6pllcHlwtIataaViZS2v1trJWcC+hmE7wRFFucr83V/NjEGNQBr8XrPLQyBLQS7UqGZWHePbmkCugH4Jjz4nyxKSUZyqhm4RzgtgC0ysQlzIYYxATe1u8eAOlERzWgSEgkgbTKLeeoIoOKVrrAGumgvYXgAxuInMKIR024J4pE9o2eSnr+5CBc8ozkciQWYuzHpEFp0OV2kr6rlTuFRmtzOLVqqrVyddIbqX5Ftn7byfq6DaJ70nP4CQBSTASEUlKJhaRLBCO+A2p4rCBhUIdRTQr2NtA1JEpC7YFi81zJPcTLkHlEu3FuRMJMLeFnWUCmH6Bvmn8psnBWSEvmsNpvUKzdB5M3SjjJ8iBzQIEjdYoIpRzvu2NSGkvi17LidMVP6MOskXuHT1R4sviAvELlBD4sYowkUFrfJdFUUESBB1HubCh49CjyTcbwKnQ+sfb3SIO5wxKaXTkOWJhR4tEUKj3wanimZXFhN8dkCu8TYdGnC8NNUKwJf39oJBiUHZgKjiFLTaZR2bVSvtNK37OXeg7pbVfCzJBWa9Naa2IdBK8uw6xCqMjtIrJcx/W8wxP++W0NsCTBxVfGXSk0MqRpXOyXPwesGDJcdprW+TOz754tBErocWOinyvM/GNC3AF9mpYA0Ap/+wSKKmEGxaF5AHCyHmnpQqquG9mh/8szXwClTKegJXHJhcRJC24pAqNWXzvLu+HCNJZFAQfSlDPABOe0btoi4xMjQpQ1GAcoR1bwZZX0lvhfUC3kLPCSoyVBKSCdobYBXD1QiUU8TdWSXDcED7QeFSTwgYLjBgVmnmF8zzVeS1AF/2nwoIWgkbhib102QZkx6KlSQDcd2WjNIX2Op4H1Ud7DqvAdzqU0Mkx2FN477fHelKB2RQKqCm5t0N850jrys6IgZ7XlClCdw3tP1ZFMo4Lryq+N5fTYUUCzpi3Cbw0CRvN2+WeiDC+us3fowB2896Lwp/hu3KCCVqTRcgUZMZ7b0U0Bm8WuLJn92p9ComwmnjCdYuyWI0Y33bVm0b+nOJzbwpZUNZrWBRoN4oC+do7Sk1gEi5s0yLjrZjAQrPRYW9pLL6ro1GeKGxonKWUBrcyiZx4+FzRJkjlsNGLRlsSKsgoCFQHB1rRsGEF5ufEO2rXkz5UMINKDaboZaZXzMD7C1xgmsH8XCMwV3q3Az0UBI0nEqOK8g6Px16g7oIEx6AvZfXO+eCLKQRmGBEUTNlvPq/Nah9fpIJIjHGK2FpynVI4fwoAeP9GUbBbV3wGKQDbCiVcrXlUDVoXfYlXi1k82bpH35YHwgK58lf/LsaA9hbvukniN70ioyCYAPxW3lJwyvhetKWYk9VGLbaehAVLkqImyXNjVbC+YncrcilsUc90FUBUOPfC5lCh06OoMDOucOIHSeElnlszAbxUCapsmHMJ8+ejDJYoAPuBIxPHUkFqfOMAnPaNCwJjsyGc9GY6gyor+soZCHsjF1uCROryJTMg97zdhHkOvgUbNDaUWan8iD/kDQpKRTT4WorVUfhU4hxQOkbFkQ+FosK8+1Cpny/PuJX2dnkhuSQ0IdS6WB888ZSbX1bK65rmguAjJtqUX/NyMvcSO+jCKjLhmQuJG44HVrXa3Gpt+/qN7dlz0YZZB36uMOLrzTUhhVrrspuIxhGJoF1Qu0PfNQl48cUtbpHQYejg3HEpNp/hsrF3DgSJjGis0yEko1Yvi5T43SWNKkKYRgcuzNrEsnp5tfbn+nOpG+etHX/j3PXvFMS94ge33o+S7az+fvOS6o0j6zeWm7+UpyvUrde7cW75+5tnl8ylYKQUKKLipY5kICmST3C5gMrAuGA+5IhbIrny/oUQYrBym9/8e97wLabbNWK99uI3F/DNdyrXTt08q9B91m/55jXW71cw13fNufr+d189kMh1oL+bc/D266hrW/DNj5XXWgqacJkP/0Y5KvfdQrRWaKNBubCFCw2Xt175lkwxr1MolWN0RqSXxGpBzBxRBqdDn2O8fWBQGEJjrfCKXk54j6lThaTxgOUr3n9j/m4h1jc20dvW9Ob3bv5+Gy1eO7bSI/7d47Z7vcu53/M9FTigb6sTmp8HaWaU78ARk6GZE2NIdE6sLIacxOTUoows7ARjYt83+62c/Ed4rz+F6/4Y4zah8q5D3bLPr5+ATyPyBG2cpUZODaEiOZFYIu27zxROY+8vVazaC11/PMVb+kNrcUR5SkNydusxk40mdZWRGe1b0xhTKptalDfUg6fbz0MgZl0AzoEPIZlrxSV/EqNkeW/lpX/cIYVa6W1oVyRKBBtaYzGSE7kMnRk2WjW2E03LZlQXc7YrEY+3u2QSIVEFTIRVoRXrnzIx/dmPkLhjvZYbK6gpoW2ErVaVmgHtnA9dBtXaKe8kRq9Mo5AV9XaCRgJ+dJ7TixSP+x26EYx3++Ral4X/3gmgSyQG7bzLimBziXIU2rgorsWF/6TGNbX7T2yUzqmCoFUg6LIcBkXokyU5yi5pJBG7rTpdm1KZTnnUaZF88tg7l3SEBGYs6v8Q9B92FO7St5lqPrEoc95PE2tDRSsqYtluN+jWEmIliLWIiXw3z5DcUljhK9t8ZQ+oLBXxsTuHtZY0y5kvMqbzlFnqUUKIDDqJIPaet8x5179WqvCTXAMQXyfocJ+VrfAHm8A/1yErzSeErlzJjz2fV4QEH2exWcpiOiVbLnECtUaLWrOFMt6xVDS8+z/r8Icd8gMan49NFH3jfHRGieCyFJV7J2c9jmhWEpq1KrXYECnfztbb1hRRtvI+Xom/ZfjeQJaGgV6jRr3ZoNaqoE2IcQbPQ3CwFblh5b/CifvG64QDhbrwh5aJP7hp5W0Oi/BDiglb/R2+9n6GWt1TsZrT29wNRYRhPltycnTExWzCfL5ke2uTu3e3fK6yrOUohYX6oTl633rLuzKa22Tf2+Rh8dn7GKWb5wdepPDaWMqGnP7vHObTObPJFFUUPykQ5T3eZfgMnwdf7IgQA7jNhg6Xljx4+AyGnMglIfnBg8lBiKevObn8T7d6Yt4ykX8C2u26l7VYgFu1b7nlO+9rFAQXHCxFzPWmv3h9/n3XbXDWki0WKJeRaF80hEBUhGjdKuL+J7Acf37jJm7Abafgw3sW53HmUPj4uyMVG/DMdLkHPEGrUjIXu2ElTIVI65B2GjypBI+0MxqrHbmB3KjQdM0/hQpGuQri/nrwZhV4WP/5/slBreUwq2u39yYBpb0PrJIDCA3e8TFNQUKvopBEwbpD4g88gnq8ekr/Ltdv73WkksNrn1CSG0Me+dJPBziDT53WYROUWtL3rckfx0R6+zP5RSsCQiuGvFqfN7/7p/YOfhSr5vuVF42RvT2divVte7Um8rBBISVal4larGnA6+8XrQhzjQS1r4rKRVBGkWnIdcjzWfv2qmBjXRFcEfTqiitqen8kLWXetyqrWwpXxYqIRXwyjVaFp9CDHnofgc+ztuJKYvbnvactUhKdK/+8KZ8Ll5nfGpAipMqQmQgbJ+TGkBLmXa9Yrrq2Zm8b8kchh5tv6MdqD62chF6FkZDJtUbm1771x3mHdyHoolrRZ1yJ076AxeUoydE6wWgdUoFd6Hj6/abGrYglPk9k5VGFkAWmAgpOoQqGhHW5hoKhrhHyzZu/76ktuHjBYcT5+mWlVWgdqkujUpzDWk/wSvm8Xa18CqawHtx/v2/hQhLJiqBXSfrFb5Zibos4tU8SLNJGiycukkcLl9rbR6ENvP8VWzcE1utN/DKp8mD5bOGYz3uGmyrUD7/rjz/WNarbRlnhVpwnPoZRflYUPxWfq5XX/E2Ta0V1t5dPlt4XX3Hi84T9P12K5cAd16rP/FeKjDEVMvpC4catBuofdvhUavGqtA5T4wSxBGmrVmE0UaEKShAVQNNltaEl2BuqTIx/n24W/1OVC1++oTcKVsvlq8vEoMSgnfF5AoSsTLdmc6mb17/93u+fnBUqrBlIWS3qmawunXkFwmlRFlk0u/efr8/QSnq/7/f4obuWufKhrmB9ZUtCDmu8aoqwYrOrn8EW5m243BAqczx6Rxz+6cJQW9XrreXwFon+gR9ec8kq3uH9fvQhzuGswxhTuBZ8LrglFHKEutXgbNLKICpaPauVkm5Xk/+md+APPUypexfiaj2rTa3UTU1oNmCIbETkNLFVJEUOvQ0LWNpZ30/M750KFL7M1krw02jvGApOWLSvznMBbskf80LHF3nItWeWUDnmr/V+X8ZrsD90ki7rDDyqCsEXUlSdgVIuCMaQViQ+92MF+LW2H9VbJXQpb8OFpFS1KWqRC8ovjTIJFVa38PVr1vv7m1gVChJKJmQMymiMiVd6pzFr6gUrie0EZ/07erST4l3+CBsdbrooVr8X3RlU8acq/xVx/3JzrTOCd9ngb9cY/zCj3CdrMsiYogFmOZRflFI6r3axWl3HcS3k997HuotC3TgO5fwXirXgq7FsMDmuf72Qzqvij+uiZXWD2wm6tIvXMr5Y3wPru99ze7f20IVQLn4UdHyNYd36krdMym3Hbl7jtmMQ6m0VYi15qEu++SXvGPOqeHHMGF/S5sraYd6NAH7ssS6Y18zFMvwY8u6Lgo4Cz8zicQeKzCLPg6T8otx8l3dZi/c1ikqwUN0vJYRQMJN0gKuikC+CS93aJpNya6oAdPHG+763d7nx88ZnopSXxhRgGQW93Xxmb1+rItMy7IfbyONWp5hTIfwhvmg700JmIA6if90zJloQXQD2rJ6+oAHFiu5v6iA3mNX1Y2sT8TYBL7ccu3aXIL3QiuUy53IwYHg1ZDIZY50tTw5BD5rNJr1ej43eBtVqFY+34SfTKF2CAtz6Du947JbHfSvfKhSgdWZZOLUKDDeUKhMUchVAGCNYRrCMhNR4IPgoIIx4m1sCpta7VVz9W3nv28a7zJkILJZLTk5OmEwmaG3odNr0NzZIkgQRWKYLhsMh5+cXXA2HLBcL4jim0+mws7PLRq9HI0k8scjb7/VD7/FvkSvrn73tXIHS/1GUGBcqtyvl8drZZTh1dS114+Heiim2Qj8Sz+1DppG5+bh69VDraoK+cdr6ld/28m87/n3nfv9k+7cwyrDIlnzz5FuePn3K5cUFSiniJKFAwtTasLe7x8OHD6k3m1TrNQ866AJUrBJQ5g1b7Pued/3Zvo9w3nYNufH7tc1RcrI1Dk9Q27TgtMOqgJBKqM8uHJjq+rXXf/4QUf5b1u1tjO1t8+NEGI2HvD56zW9+8zvOzs6oN+p8+OgRSe1TOkmXPM85OTvl+YsXPH36jKurActlilKKVrvF7u4ejx495IP7H1Cv14i0eeMZfohQf8xjb6wf62Hf4pfrpC/XPlTX5mpd5V5/kVsJWglE1qszsfOwJwUnEKUL4ey1bUpYwFXS+Jv3WZfbt93yDzJ8/E6IjGIxnfPrf/41v/6X/8nw6op2u8NGfwMA53yYSrKc7Y0N3H7qJ0ZpcnHkeQ5EPgZdZG29t7dYzdgqxTbU0oYZNmtzahCPYy2WBJ8THLHCClGqCHK8m3T+MYcET61AyRiv7YZwLMtSnn73Hb/61a/4+7//e46Pj9nd3WX5n/8zd/f3aTeapPM5T7/9lt/85rc8efKEpFKhVqtyORhwdXnJbLHgr/7qr/i7v/s7Pv74Y7b6/ZIkRNYyJwrPsb4mgn6Mt/3B+b1h/JVM2UBZ9OQFc7CzA7jFqlD5po51Wy53uJB2RahKCoScQNBQZCjcNBHM9cu8oWq8b0tG1l43XS45Oz7h4uyCyBgO9u/w8ScfA2BzixPH9tY2vU6XJI6DOuPfPTaeZKQAmv/BWtcfd1xTsa6xkxV5F6p4sWblPwpGUKyArP32/sbKPApAfnYFB1QMoxTLNOXi7IzvvvmGL373OWfHJ0yGQ06Bq8tLbJahnBAbQ6vRZH9317f7bbdoNJsMr6744vdf8N//v//Ol59/zt72Nr12h06zSZIkHtZpLeQFf5i9+S4myEp6X6eW8nlk/cnWkzzfdkG53YYuvlbo6FpW9vC1u649mbpxvNgw17fe+x+Ff9pmOS7PaTUa3Llzh//6X/4L/+k//SefCWatV61F0FpTr9fLTaeVwkQR1vrcWmXMH+U9YF3FukHU4YOARuWZcBG3LNdGyo28vkbvbawRkcPnmq/HkIsxHo347ptvefrdE64GA/Z2d9na3GQynWKUx91ChEa9zicff8zDBw/QWlOr1YjjGOccv/rVr3j54gXT8YQn337HRx8+5t7BAbGJIJhRWq9ypMvn+zEZ9TtwS39/bxauA/u+eZZ666fXb/aWaqs/l7FOrNZajPE2cJZljEYjzs/PieOYWq1Gu91GKYW11uOdiZQcvCD0P4nxY4jV/xUP1o80lFJr3uoikuCP6zWifvXqFb/85S+5vLjg3r17NBoNxqMRX3zxJVmWldczxtBsNlFKletajEajgXOOLMtwzmG0JoqiEu3jTeheuaZB/CmP71/+2yT0n9lwzpU/4zhGRLi8vOSLL77AWksURfR6PT744AM2NzdpNBrld/W1DKS3bIb/Hccf4RUKgi17WGt9bT6dcwwGA77++mt+/etfc3BwwGeffUYURTx//hz99dflWhbfi6KovJ5zjjRNybKM8/NzZrMZSZKwublJu9OhUqmUTHn9vuvawf/+489cQmutieP4mpQejUYMBgPOzs74zW9+w3g8ptvt8vOf/5y/+Zu/4Re/+AXNZrMk5kIVd879eRH1ex4353BdAwIYj8f8wz/8A//0T/9Enuc8ePCAn//85zx//pz0/2/vzZ7jOK584V9mVe8L0NhBAiBIggu4iLItS5YtacLXEfPwOfw0MTH/4Lzd++64d8ZyjKSxLFkLF1FcQJAASZAEARBAo9daMr+HXCqruqrR2AkODgPs7qysrKw8eZY8efIcxwGVUtayLE2YSgPjnCOdToMQgvv37+PWrVtYW1vDhQsXcPHiRYyMjGh1PErAUQZz3OGdJmggkLLlchmzs7OwbRsbGxsAoCfY5uYmvvrqKwBApVLB2bNnUS6XYyfACewPmIRdq9Xw6NEjfPXVV1hYWMC5c+cwOzuLU6dO4cWLF/A8T2tKijmb7XDOsbGxgWfPnuFvf/sb5ubmMDo6iqtXr2J2dhYDAwO6fpSRmO28C/DOEzQg1lvj4+P405/+pNfIANBoNPDy5Uv89a9/xb//+7/jb3/7G0ZGRlAsFlEsFuV2lUqjQk+k8x5AjZ8iRoUDz/Pw+PFj/P3vf8ff//53lEol/Pa3v8WFCxfgui48zxOhsRwH9Xod1WoVzWYTmUwGnHORIodzPHjwAF988YVmzJ9++ik+++wzXLhwAalUCkCneq3W7+8S7J2gzR1zFbMnxtHkqMlAeRCZ0N/fj1OnTuHVq1dIp9NYW1vDwsICNjc3Q4Yw06CTxOFPoDsoCRsFx3Hw8uVLzM/PY319Ha7r4tGjR2g0GmCMYWFhAfPz81hdXcW9e/fw+eefgxCCq1evIpVKYX19HQsLC/jb3/6G27dvo1wu4+LFi/jss89w+fLlEDHrbSoDf28dLg2i2U3X9kdCK5cWDhFNMoaKBd0fzeCZxpToWs6yLJTLZZTLZTiOA8dxQpJZ3ZM0IU+gN1DjDoQZpO/7aLVa8H0fY2Nj8H0fDx48wJMnT+A4jnTtXMXGxgYcx0E+n8fly5dx9uxZMMYwPz+Pr7/+Gt9//z2q1So++eQT/O53v8OVK1dQLBbhuq7GdVQavx3M2XAT6Zhehs2mx37+j1C5OedwHAe1Wk1btgkhaLVaWF9fx82bN7G+vo7Tp09jZmYGAwMDsCyrY612onLvHUzrMiEEmUwGMzMzIITg/fffB2MMuVwOtm2j1Wphfn4eDx8+RLvdxuTkJD7++GOMj4/jzZs3uH37Nn744Qfcv38fpVIJH374Ia5evYr+/n5sbm6i0WiAEIJ8Po9sNqsJ2mToCt4O4t47/I8gaMYYqtUqHj16hGq1qtdyjUYDL168wNzcHCqVCi5fvozZ2VlUKhUAkb3Td3C9dZgQHT81rrZtY3JyEgMDA/A8TxObbdtoNBrI5XJoNBpYXV3F9PQ0PvjgA4yNjWFtbQ03b97Et99+i+XlZczOziKXy2FzcxOPHj3S25SlUgmTk5MYHR3VtpCoj8G7BO88QSvL6NraGr799ls8fPgQW1tbcBwHvu/D8zz09/fjs88+w4cffoiLFy8in8/D8zztsPCucO+jBNOqrUAtYwqFAvL5fKiMUoparYbBwUH09/cjn8+jr68Pw8PDyOfzWF5exvr6OjY3N9FqtbCwsIBmswnbtmHbNtLpNAqFAsbGxvDZZ5+hVCohnU7rbS/VH1+6oCpHl+MO7zRBm+u2YrGIs2fPAoRg/c0brXqn02mMjY3h0qVLOHv2LPr7+zsm3gkx7w9Ex1QRr1oCRaFQKGB6ehqMMQwPD+PMmTMYHh5GNpvFwMAAPvroI3Foo91GJpMRR17lFpdlWchmsxgcHMTg4KA2jqmtyBMJfQyBMREt0bZtnDp1CmNjY6jVatjc3NT+v/l8XjjtGwYwACHJHF33ncDOIWpUNMdb+VaH9v2lwXJ6ehpnzpzBZ599BkopLMuC7/uYmJjAv/7rv+q2ldMJY+J0nOd52rHIxJ+SyO+qPeQQCfroBk9YsykISSGVSkn3TgLbtmDbwRAopwW11jr+QOK/H4EvtwmmdI7bQlKhwag8vAGItTZHcKgjlUrF4kh5lJlg7myYEBg9j56wCdRJxu4aQ/jkXSccIkEf/iwShhiZaYBzcOYBINopgcuzzvpkGDd3zt9SVZsgchA+SDvfCdF66gCCef1w3jE4jSdGmzHeoQER3bkgEYA+CSfzqZmHOXx5Gk4duPE8D5ZyDyVE41Q9RzMAtQ1pdumIgUNphyRSHq3X3b8jmaBJcJuKux0c8eJGnfjumVExAm6ijqrF9GQnZbqPXcogc29pLh4E2AfnoAQi0qKxN6rOnzLO5FFJW58/DtRF9TZ8Z/0lMWVJ5dGzqMYbiOh3xnaavhIQhcg5xkC4iqMmJwEN39PZmX2ArvgJjnASSIkpExwosayO6QqCE6F7LUrhc3EWnVILjPkiKAVVAfaEBkZpSjKI4Hk6SwgBOBcRXjkT4Zip2t8lRIxTV1wklCWUdwjbmLnKiYxnpzDCIRmdqMZkX7m6KNsJ0uBEgHQNQaRIQH4jXHMRFaKtk7FJJhD3JHWdq14lPLTXMhK5FlcGRahKOim2In+FaJMY3ZRSggfvIsk6PJK99nen5SYBGP3qVtWcU5RQWCRw41GxPlUgehHwoEdC3rZaFNkkAT8Rt0v5XlJgx9BEmGlaRCTlUkTIwHWYKyLPMlNKO54jKhCt2Miq0AkTTPG8lznZrTxBAwg0QyVLiKQ4JTaJjjUGQjukc6fGlZDwHVCqSrgBZqikQS6HyJTqor5wDhFedj9gJwOtkRepywECGumzkAKdbdQb8QgAACAASURBVBpZJA7RMGrmGOb68WaHw/IWILCoJd9BhFVWQQQ5FyGKADOQzXYd6Pay3ZDdWTc8zOGxDEs0EqjfUgAQY1uJUgsUMdtMSliYTwyt0WOWUQeFy0At7Sw3H891LoiAOAkBiAUV61MksFN5wRF4WJNOou4gaDHPCTgn4JyCEAuUWGI6q4cpJETZQ8LoBClLEl7yBGLBlFqBhhEOFhfUkN8IAWMA8ygYswAuVFoLBIzYWjL37IabuKyKMpVYJfAEtgFCoNNMcQIQJqWzFKiMiUR1geTuDl2MYiJuGGMUPiPwGWTQeq5VJBVzPsRsDW06mAq8O6M/gUTo4JkGBOMckL7ncXguh+cTMGYJ3Kl6HPARhP3thfy2nUQ83JMTENCLoU2Tk5S4wtDHwJivjXbBOYLe5GECQRNY1IbLfLRaPoA2fI/otZdqmJgiJAYU0RuaFHawevsfD2pYAyFp2ieCwRc0JXIqtFsenDbAuQVC02i3OapVB6AyqyZXCdFIoMNv24kY44QJEVX3BBR0n+mCjoII3JwDns/QbjvCOSaV0ttzkRVKIiRkzgAIofB9D812G622i0ajDTAGwjksqSYYPgAw5UTolYgMFE90wycE3SOodWWQUE/+MHYghEpEIZLpWfBcjkbDgeuKTJq1WhOvVzbACQOH4vxSPd6GoAXKeiXUE4I2oRcPNAou0sZyXyZBFFZ7X1q2LUnMO0lhnJDbCvA5g+O5qDXqYD4D5YDnuuA+g6Utx0wYV9RCAJ1WOD1vdnAE7AQiILNiEpWbSqYqEkABTgFugZAUOLfgM3G6rNVu4c26j2a7CcZdcOLrPflepKpA23Y4O8FpHDBlvu4CBAzca4MwF5ZtI2WnYNspUDuFVDotE0EonPf23C5raA6LEmSzIpZx2rbAfAYwJrdElPnMiBRtqAWaqEnweeiOGuZ4dlqSku15cXWj9Q8L9LrF3LTghnCV6g+3ANjwPKDZdMDBwGCjUMyj3FcAIR54sAkiX4WEHpNolO363kdI0N3ws81y8KBBrGy2k9Ic8F2A+bBTwc6EMFNJbZZLJxwmLWfbQGygfUCszFJpC33ZIgqFPEqFAiwilAKLyra5oXqTcPdNA5k5WbYb817K4lZ0ZlmofqRv3cqijAmQ7xctS3rWLt9BjY/JRzig92i1ETLywsHueuCg0Gi4WHm9CbLBYaWA0bFBnDo1DNvm4Fx4XVkgYl93h33e7j3QY9m+tmvgZ1sc9/CsRFzElEXbjbatlCjTEUSX6XZldleLgnGGdttDrd5EvdGERS1p6RYZYOKeF4UECc0BMFiUw05TZDM2cllLeiDBSH0THoQoQUeFnroP2PkkMMvMZySVqR/73W43P4Ru7e5GMTDouYMY4u7nAJhPkbIBQnxw7sC2OfJZQfYiarMkaMRtf+0cP9F+7Ag/e22Xd5bFtkvCbWyHi+3wk1QeKot0KKoBmX1TffVlnpO24xpHPBHxfusOsZkzRG9EDjyLcthUGMI0T9ceVKIrinsFE1Bxk+A1LBCdxWJbTWQ/4TCftd8gh8tM7x6kTeHyd7DvQABQwkEIA7gH5jsg8Iz0yiyQCKDocY5sD/vlLLTj5x7NY3uGbv0jJk7ldy7cUXWWU03Mxom/bR4ZI6HNCaO2OcSfmVeJ6JMypirAIy2pawbJHyoSDuphhzuBTQlAIgQtQDh0coPXAx4ofJDQtFGJShGU7wsxHgVB7xS3h9zH7azcXGlNRKt9cZjdKXQ1imn+z+WfZhzcmBRqYkjiNYRw4JXElfzYQ1d3A287C98GpIITVo4Dz2wB4YlKuIEz/Rk0qHAH8GM+PG9757v1L7oqDyT0XiExnaxOUqe+Q9qzeZAALTSVIouKwNcbof+PPxw2p4deZyWBuV4kICBM4k6mATaNP0EmSlWyVzgqvMatvrvVfZvg4PoTQ9BqPRZ8mv9C3eHql2EWM5fXHfWOiYSOtQyZZo2jJGqKIFU4Cf2pERbrY/VHNHPlIRzIQyl8G26xXadCY7QP49KtiQ7LF++0NiXWP2yiVlpU3HO7dXpv0OX4pJwkXMlmg5yjZlgQ6ATSsr+d3e2Q6YcAO+XiavmQdN38PGQIzQGqC0hkXAlXuKIgnIJy08fIZMnyb9evE71xn8ZlJzw4yfTfAUeBs25zTy56CPQatdceblcvkaCJImaO4MijXrrFWKtN44p8FxK9dEhG7tBLR+z92knKqBdUSR4uvcY5xLnRcdBJS9Owki0Yrzm/QytlXStgAADfL23pgIVy9xt3dud2W037Db2cjjJB2aX0nzzAHdaIEfBhw66p6nQxigVUuCfL20EKNh6cFtb2dEOBaDSa2NqqYqu6Bc45KgMDKBaLyGQy4naIOeF6PhqNBjY3NrC5uQnXdWFZNkqlEsp9IquGCOlrrj8PAeKYfCxTCQoZkX/ye4iguaKBt8OfnkCcsW82m9ja2sKbN2/QarVEzDGjDuS2TTabQ6lURKlUAjjH65UV1OsNMN+HCj6hs0laFuyUjVw2i0qlglKxCMuILsqMYJAHAbsa3wgH10QNFjFuquvGbfJH15hinBAxKVR8JoNVhKVgR886l1fdqu8COBfnRBVRm2oB5xyu6+Lp4gJ++ukuHj58AEIIfve73+Hy5csYHh4BpQSez2BbFLWtGh48EGlI7937GVtbNeTzBZw9exbXr1/De+9dR19fn4ggaVmHq8CFHsahw26YlE2CQAYMgE84fMrhSzfvMJhbiYcLcaGROeNYWVnFzz//jL///Wu8ePEC2lpAgzhgjHNMnJ7AlStXcPXqVQDA55//BfPz82g2Wzqapy+DCNp2CqVSEadOjeM3v/kNLl++jGKxBNsWkUF9JsIRJYUQPoC3R3TmB/74BqUQgBAhoYV0ZiBcbTd2HtII8QCyzRra3JwKd8z4TFwax6l8+wM68Jtsn8stNc4FQtfX1zE/P4+bN2/ixx9/xNOnT1GpVDAzM4Pp6WnoTTXfR7Vew4MH9/D//u//w+LTRbRaTeTzBbiug1u3bqJa3QTzPVy5egWnxk8d1Qo6AYLRVSTOiZgoImRU4IaiMali8Bx2T40wvtHkBZZFkU6ndFjlaCL4N2/eYHFxEVubVVQqFZw/f15rWplMBp7nI5UKckdvbdXw4sVzEELRaNR1Jkv9fCAydw46mYJJM1Fl38QQj9wTLxITSY73EPUzvsntiPlgwcyuAMAI0crRbrfx8uVLfPvtt/jHP/6Bhw8fYn19HVNTU6jVaiHEup6LpaUl/PDDD/jL539BLpfDjRs3cPHiRbRaLfzlL3/BrVs34fseCsUiRkfH4gLfHPz7yk+SWNqdbWrWqj38ullgDw5M4gkIiKNYLGJychIAdKoiFad7c3MT9+/fx8OHD1Fv1EEIkE6nMDBQwdWrVzE0NIRWq6VjcKdSKSwsLODNm1XU6w2N75D7ZCQmd5TZ7NPbbluuVGUuy3shJ316NqHisQy0H00LagZgVzmEGWMYHR1FKpXCw4cPdehXU+1rtVqYm5vD/Pw8OOeYnZ3FH//4R0xMTGB9/Q22trZw585t3LlzB5cuXcK1a9dg2/bxj9l9+LQcq24zxuD7PlKpFIaHh1EqlXTmz0wmA9d18eDBAzx79gy5XA5DQ0M6u0mpVMLFixcxNTUVUrdd15WJ6ppIp9OYnp7G+Pg4SqUSzPzUZljfgyHoo4FjTdDR34r753I5TE1NoVKpYHNzExsbGzoTIRBMrlqthidPnuDVq1fo7+/H7OwsPvzwQ2SzWWxuDmJlZRVLS0uYm3uEV69eoVaroVAoHH+CPoI5G00vZEIqlUImk9FJAhU4joO7d++i3W5jYGAAZ86cwdmzZ1Eul5FKpTAwMBCq3263sbS0hEajgWazidHRUVy5cgXj4+PIZDI6xrciZpPAVR/fdtjO2HYsCRpAiDh939dqVaVS0TmRXr9+jfv37yOVSsFxnJAq12q1sLGxgeXlZTSbTQwNDWFoaAjZbBaAkPqVSgXFYhGe56FWq6FarWJoaEjnSTqBnYHSksz8UtFUNeq764rl0M2bN7GwsICxsTGcP38eIyMjSKfTcifCCjHXRqOBn376STOBU6dO4dq1a6hUKqFnmv1Iyh19XOHYEjQQJB4zkZFOpzVRqlzDKsugQhylFJ7nwXEc1Ot1nYGyVCrpdiilKJVKKBaLsCwLzWZT55c+UojbyjoGYK6dzYwZ0dxh6nNjYwNPnz7F48ePUa/X8atf/QozMzPI5/M6h5WSroo4Vc7oxcVFzQBOnTqFbDar8W8+K6oxHAcJvR0ca7akEKI4tTlhAMDzPE2AZl5gy7J0qliF6Hw+D9u2Q/XT6TQymQxSqRQ8z0Oz2QypaCewMzDVbjN/WDTPled5WFlZwZMnT7C6uopMJoOrV6/izJkzmigV/tT9W1tbWFpawt27d7G+vo733nsPly5d0gzdZCKmpO5G4McR9i6htQtV8FMHKIo6NuwjxBkx4oxlCvkm8kxQ5XF5gpXRRqWezWQyR8fFud5sQ/honsxospNu8eAL7yLy9/tdlTYVRzgmYbXbbSwuLuLevXuglGJiYgKnT59Gf3+/ZgKKMNXv58+f4/bt21hZWUGxWMT169dx5swZ3X4U/2+tNDZ2q3bTx31QuTuRw2PMqPtpWI0Sc5KF0uTCcWlhU6mUVuG2trbQbDb1vYwx1Ot1NBoNrbqXy+WOzIaHAVwyTaKoWpTKT0WQO/X+6k7M4rn7tzdr4qgb3pSVemFhAY8fP0a5XMa5c+cwMDCAbDYL13V1XXWf7/tYWFjAnTt3AABTU1O4cOEChoaGQlqZCW8PQRNjWzHmqhqvHvt7QCr34QxWrzl+TUOM+lNpZQcGBpBOp7GysoL19XWtUvu+j7W1NWxuboIQgmKxqF1AT2D3EMVZVNV1HAcvX77E06dPsba2hpGREczMzGj7RnSLiTGGra0tzM/P4/Hjxzh16hTee+89jde4+fH2EPP+w7FeQ/cCygqutixMa2e5XMbZs2cxNjaGarWK+fl53L17Fy9fvsTCwgLu37+ParWK8fFxjIyMoFAonBD0LqFXIlKGrRcvXiCTyWBqagpTU1NIp9OhdhRRb2xs4NGjR1hcXESz2cS5c+dw+fJlve/8LqyLdwLH2sq9HSjJHJXOCsmlUgnvvfce1tfXce/ePdy9exeZTAanTp1CvV7Hd999B8/zcOPGDUxPTx/tGvodgCRpaZa/evUKX3/9NdbX1zE9PY2ZmRmMjY3pOrZtaxz6vo+XL1/iu+++w8rKCgYGBrR7r8oB7nleyIC2k74dRzgggj4CV6QYsG1xYmp8fByWZWmHBHNyTExM4MaNG3j+/DlWVlawtLSEjY0NbfkeGxvDL37xC0xOTiaqcCewM0jyGgOEcwhjDGNjY7h27RomJiZQLBY7DFqMMXieh0ajgVqthqGhIUxPT2N6ehqVSgWUWrF+2p0CW9U5Ehf3fYcDIui3Y2QymQyGhoZw7do1bGxsYHx8HLlcDkAwgQqFAi5evIh2u63dDNvtNrLZLK5du4aZmRlcunQJQ0NDJ+r2PkDsiSupSfm+j1wuhwsXLqCvrw/vvfcehoeHO/adTWOYbdsYGhpCpVLB6OgoJiYmpHRmYCzQALqp3upwz9syb/cC2xB0+MRHvNwlxpXDWa9s+yR5CCGbzeL0qdP4wx/+AM91MTg8hGKhCICDMxFsz/d95HM5XL16FadPn0a1uol2uw3LstHX14dyuaydSzzPO8Tjdr1C/I7C3jGxv1pW2KHEeIbsKKUEjBGcOTOFP/3pT0hn0qj0V1Aul7TqLO6nsCyR/D2VSmFyYhLFYhGUEOTyefT39wu/fs8DJwTUopGtVfOdIjsFHPssprcbw+AcHAHk1mMC5ngnHca1vE3UT3S8YIh0tZqij7F06by5UbK76aafSxCnO4X6CA7YtoW+/jIqA4GPMJPZI1TSNt93QW2KwcFBDA4Oivu5L/c4bQAcnu+JNJ8yeyMhdA9v0TsQvRUVoC/IEmyOeXyJsSEi2iJBCiPoK91h+82t7d4haIdLvdbsl34fAlCLYHBoEMPDI/oegIMxX6dYpZaiOwrLtjAwWMHQ8GDoST7zgwiX4JH50mXekGDzby/vGya9XsZYxijhnXNKsxxiBGQmwbWoYpFM0EROCir+gptEMnhwkZ6UUgIS4wcbnjYqXbVKZboPxJCYiNzsg+C6gggJuHo+JZI4OYgl2vK5A/XShACccHjcEWNgATaVg04YGNih6CIi9BOBzjkif/PQ+TlJulymNeAAZRQWo7A4ACYTpxEARI18p+YFo7W48l2/g/yfg4FTDoDKyODmvBAViSXqMTCR5JxzUCrel1gyxCGFJFYfBOLdfOYZE1vg0ErJo7XwNYczU9Po/oXK9k86RwV9nKwOCFn+5kQmeBfXVO5okwijxByKSoWuua2CSowHianBAYuoOkRy3Bjkx4xNlPftjev3MPgkeKbWukg45GF8/025En5PaLZwCCADhRHCg7huhEjkIlBXCAnwxkXeKotQGf1TYJxBqb0MhCDIzoCgqeg47B/T4uBqvdzxPzFiYokeMM3wpVQiBFTaLzqcLJS2TDSmJE0rt1KE6nZIQBKeSfvFxOLa6ZxjJMAhABDFboPIYgwK352hwHqX0EowcIAzEf7FZxzgQmWjhAjJHJBFj8yN6I7tBXZyf2jeGtwNxEpcLmk116wfbeQQQNMrxIQNZSCR10JqGBdTWhEzuEgUTiAI2mNC6lmUyGVDzPMO4h26lXWMsSRt4zWBgIfFtRHzKsF1ElPWQx/3Ar23pzQvxEwrScBSmDJCtCAVDEyOkaLyRAlNjEYYtJJMKJFB28WDGA+UwYBLhl8ojKS9rMT2At2eu12fjqrPYeAwonomTFBDqwYgmLDrezprIQAQamltQ7GHtxeM2Rv7O65u0vW3EUyNRSpeRhmXRMg4l8sPhl78wJJjinEZdE43qMq5jmRDuIgsqcR+h0pATGREWO6hQrfnbteno5v2+slyvRCoV1EbhNpHJVpd5RBrMZ9z+FABBAUZcy7+SJRW9LNwlK8dgWhH3l58hSDKV+L4EZGEyzkoVC5oJnJBm02Z7q7bPDZmDc0B6czu+YDvc7iuD8dxpYjnoAQ6L4OyFmtp1lVKU+N73FufQBikPqR9lwOWyQ3K47quBdfn4JTCSqWRzmQAasHxOXzGwJgvV2YSeyGRH5lEQOKS5AR6AJ7EG1VO1mC1DARBLj2X6cALlm3BtizQyM5AN0hIhSMe5Xk+2m4TbccRJ5G4WFSL1LIUlBBwaS0ObuchYg74CgVgdbzeCWwHQWxmkHBi2aCGSIBDiA3P46jVWmg7DjzGsVVrYHnlDRjz4PsewBkILFgkBfDu9oyoweUEdgC8O/HJhas0e6kgl2Ip63o+PJ8hQ4UhcG8SWgpaxhha7TY2qptgjIts8r4HMKamj+iE1u8BpcNxrRaqTQkL4BZOCHo3IJgoITLqtvoEoMI/ci6YJSFpcEbhuD4cx4Hne1hdZag1amBw4fsumOeDIgWLphE6sB4HJ6jaGySMLQfR+CTcA4EnjvpaFqhlwbJspNIZUMtGKp2Gpf0mtocEK7c4R2zbFlLylEvaSgHcBxgzsk8q+6kpLcT/mqgJAeSEExNvn2ZJL2937Cek4spSQoekNA9EKKfgsEBggzECUA8cAPUpUpkU0pk0CLHAeQrMFxKaklSwFbZtD/b1dfYPdoLfQ2ZcvYysWP54gq4AEEpBLQpCFGGLqC5Enenv4bmJ+9CUEqTTaZTLRaTtFHKZDCiBzrcj5pP8DElmueRTqrfcf+DaSWIfRm8nE+NYE3V0M0cSc8SphuvtDwuOw7C11UKt3oTrtlEuF9BfKYJaCncyAwOhAO8+Sd5qYlbQC36PiPlvb75TO83C71xZolzPh+uLrB6aqEP7+MmQYOXmYL4PSoBiLod8PodCPieDzAf5oVVds/Ncre5hbmNFchXtdfT+hxF05+tGxlwbWihaTQ+Oy1FviPQwhVwGo8MV7VhCpaU70LAOCQ6CoHvt/luqzZm5aZTjFucM9XoLW/Wm0Muk7wCP4DwJEtbQ0qMIHGnbRi6TRj6TUnIgJGejn1GTDTf+onVPYHvoNIEl1xOrHIqUbQEQPtCplIVCOqXzXlFodwYAnXiL7mCd4Gp/IGkszfHnENvEjuuDNFrClqXcM3uEWJU7QDYXBxWkPqA8U7jsXXifVPWOB8Z44w0IolIl/qWiL5u0nbcT2Gm7vW7P9rjVmFiW1G64fqDTxMlrsx6H4PDgIsEZhUjI1mnhCDPluOkSZST7NWb7Ab3iYqfP367d7cq3qxslarVxpb/zQCLHtdMLxEtomJJYPlYRtNmb8NYzoM+VRoc3eKVuXKqX8v2YHL22u9Pn71+7UX0mSn48UosGRMq5Juao9y8xplCSNWOvuDgonKl2eOSzW91e6iXdu9dyEvkeZhYBS+1Nke4dkhO+K9sLD4i5Y93MzXVYN6I1r3XKg51PLBJTFn5StxIT2TvtQxKidttGcpkxBVROWEMlCo5RUqgJQqDUaXWyjYXsHVwS+U4Jev+IvPPqTiV/mEiTVdHwkiI8a+Kla7xU7JV57LyMI8DW/kEMQSueIYiPgmtuH5xL4oZklt3R59DEf8mTIB6pvZR1Kw9dV//xTlR03B/VMhLqHhRit2/XID3OEdq2isgsoj8l7rjJvMKEHGbGO3+HndSNHXMgmDoxZcnthU95m/W4/BLNmRxtVweoCKm23djO/uM9Tv2OA95DHRMSrdx6YvBgggQTK+6RnY/uJCUSIDHmbbYtiz4mYRIEdcUzw23wcNtqFoQQHvM8IplUdMLt5j3i2ogpi7JF5QbKSbDyUso3iZ0eZpZv9duQV9LIsW/vECmPKwsBNypKQRBbN1YVokYZD54XWmVEJg8HOhrioV+xKkMSfqLvsRMci4ATnZpHFEz5TTq+dELXiCWBj3YcZiKP1+f3YpRe1XFudn8XYCAwhJsojpgoFOFuaIQVisgjYqPe8C1POsii7jXC/+66/3uCeJXQvBr+U0nfBQSKuWoh6ld/sKA8nUymKAgorIGIyCYRlHFzwsttN0LlS0kmoPZpmRRGZtANRWlE1GeM6XE4tFhiO9KrDWGq/8JtmONoMobk01aStzMSHLYO9FMS38E4hqgljdz9jGODPessUnnk0X5wPWE6JQSH53pgjOlD8sGZYMgTLjJut/aXVZMjSD0qPHhUwIAEfrprHTShLK5CROyZPeEQp98YAXwicWfMZYEBg0nvCRfduxkuCxMsgYxyQwAwES+MMRbKcsJlfRBlvefaa4rre3yAEFjU0rhWWjRhDL7P4Mu2RTcILNuGnbKlYw2H54uIJja1ArzuFD9J9Xe4ODaNlkIgqSUvOrVk45sZwCbhcIbpwwK9gjYV6c5AeaJVbkjowFU47p7dckVF1DLqBoEM2xKkBwXEBHA9Eep1c3MTnuehXC4jk8kEye0AOK6LRqOBarUK3/Og3F7NmM65XA6lYgm5fE7GwNlL//cKFIErqPgdTAVxEN6nBD4FfEncmoS5gYOQZDq8d2FM7IRYRETtbLfaqNVrcF0XxWIR2Ww2FHubEiP1qwyq0Wg2UK/X4TiO9GYUGU0U0fu+j3a7jWaziUajAcdxwBiDZVkoFouoVCo6xrrridQ6VtbaV2nNo2pGEhBDrdaS2IhZQiAi1sDAoZRlppRWcABhfIO34Anle4VowHzVvOLunuehXq/j2bNnePz4MV6+fIlUKoVf/OIXOm6ziuK5traGhw8f4scff0Sz2UQmk9EErcLKDg0N4cqVKzh37hzy+fyR5hLuZRQNC4ixDj8qBhQA51xE5PR9bG5u4tmzZ5ibm9P4+dWvfoWzZ8+KKJ4qqR0BqAzKuLW1hdXVVdy6dQtLS0soFAo4d+4crl+/ru+xbRtra2v44Ycf8Pz5c2xubur84Ywx9FcqmJqcxMWLF3H69GnYtv0W5IYOCDpRrPcQQw844MwZYa0jrC7sB5gETQkFp0KqVqtVPHv2DD/88AP+8Y9/YHFxEZVKBf39/RgZGcHQ0BAAcaJsdXUVd+7cwZ///Ge4rovR0VGk02k9oQqFgk6FMzk52TW+89sNR9tvxYAZY6jValhYWMD333+Pb775Bk+ePEFfXx8GBgYwOjqqEwgCYpng+z7q9TqePn2KO3fu4PPPP8fCwgLGx8fhOA7Onz+vCRoQid/v3buHhw8fYmtrS0vvWq0G27YxMjKCWq2GdDqNsbExpFKpjpjfRzBC8nP7tYy56IrWPpapcOKS1KlsCuvr67h79y6+/PJLPHjwAMvLy1hZWRHHQVutUHpYzjlarRbq9Tpc18X4+Dg+/vhjDA0NIZfLaYlSKBRw9uxZFAqFt4CbH09QqvDm5ibm5ubwX//1X/jpp5/w/PlzLC8va63KdV29dFI4ffPmDe7fv49vvvkG33zzDZaXl8E5R7VaxdbWFhzHARCkAlbJExSxFotFOI6DhYUF3L59Gz/99BOy2Sz6+vrQ19eHbDZ7lEOzr3AsCToJlJrseR48z0Mul8Pw8DA2Njb0RDFVdTORHQAMDw/j+vXrmJqaQrFY1HUopSgUCjph2gnsDlQebtd14bouMpkMhoeHsbW1FUooaNZXUl0x41wuh4GBAa1Gq9Q5JuTzeVy6dEl/LxaLaLfbGBsbw+rqKr7//nssLi7i6dOnuHHjBiqVShBA4JiHaTmWBN2xfkaA/HK5jNnZWfT392N9fR2vXr2C67rY2NjQ9ygpq4iVUgrGGFKplObaiqAppVpl6zXx2QnEA6UUpVIJ586dg23bePPmDVZXV/Ef//EfWFlZ0XhRY6w0pHK5jJmZGYyPj+PTTz/F7du3ce/ePSwtLcH3fb08Uuly0uk0zpw5oxm4bdu6bGJiAoVCAa7rhqS7MpoddziW9pITSwAAIABJREFUBB0lKJPA0+k0BgcHUSqVsLq6Ct/3tUoVTUWqviur6OLiIv77v/8b9+7dQ7lcRqVSwfj4OMbGxrSx7ISYdw+EENi2jUqlglwuh9XVVaikgIqIo+OrGO3w8DBGR0fRbrexvLyM+fn50PJHETQAvYthJqpTux2bm5twXRflchmjo6PIZDIA8M4spY4tQccRJyCQads2CoUCGo1G1yRnqn4mk0Eul8Py8jK++OILUEqRz+cxPj6O2dlZvP/++5icnERfX98hvuW7CYQQZDIZ5PN5OI6j1exudhFCiM7NrbKHuq6r65jSWdlGHMcJaVfr6+v4+eefsbi4CMuycObMGZ1HGjgh6DAY+3cmTjq89Q4A4iaBQo76jBK/+k0IQX9/P65duwbbtuF5HjKZDBzHwdraGubn5/HixQs8f/4cf/jDH/CLX/xCM4IT2BmYEjQOLzrSpZSu6no0Hay6vp22pFRotZPx008/4fPPP8fq6io+/PBD/PrXv9Z5pFX9OKZy8BAEL9CbzeY1pX32uLuy99nZ5f0Pa2hMJETVafUZt3dNCEGlUsHly5f1lpTi7o8ePcLS0hIWFhawsbGBc+fOYXZ2FoVC4UTt3gWY2SfVp+/7+neQmZKEGG4ckZnEHK2rgBCCVquFarWKe/fu4ebNm3j27BmGh4fxySef4Pr16xgYGND2E5NpHDkEjnU7hnde3JjqmJo8yrhFKUWxWEShUAgRP6UU5XIZa2trYIzh5cuXWF9fR6PRQC6XeyeMJ4cNUYJTOIkyW5Ppmu6gZjvmp8kI1G9KKdLpNF6/fo07d+7giy++wPPnzzE9PY0PPvgAH330EYaGhkLPelfsI+80QUclchR5hBDtRBIFZVizLAvtdluv946vY8nRgmKsUekaCoAXs3th3m+q4HG2EQW1Wg2vX7/GzZs38eOPP+LNmzfax+D999/H1NRUqN23SjrvEd5pglag1lxqvzmVSmkiNh1NTKRubm5iZWUFjUYD2WwW2WxWG2ROYOegCNAkYBHV0upJCpvbSoyxDuaqCN33fbx69QpfffUVvvrqKywuLuL999/HJ598go8++gijo6Mh1d+8913A7TtN0KZvt7CKCquDmhy+7+PFixd4+fIlVlZW9J6l4zh4/vw57ty5AwC4cuUKzpw5c+R+3McZKLVC0lWtXV3XRavVQqvV0hJX4SdKdAC0VVyp6wGjEIcr1tbWcPfuXfznf/4n7t+/D8451tbeYH5+XjNnzjkymQwGBwdx6dIlDAwMhJ7xNsN2PXynCVqdlOrv74fjOCgWC0il7NAabX19HXNzc/j555/16Z1ms4mtrS3UajWcPn0aH374Ic6ePYtcLncskP42AqUEgBWSrGpfulwuY2BgoMM+obatxP0ygTtjyGazqFQqaLVaellkWVT7ia+urmJ5eRmAWDox5mNxcRGPHz/WTLtUKuH8+fM4ffo0BgYGjg1et1vwHRBBd3vswQ+cUp9yuRxOnz6NTz/9FNVqFefOnUOxWITKjUwpQV9fH0ZGR7CysoJqtQoAyGazmJg4jeHhEUxOTmH67DSGpRHl7UD8Ttbx5hnvXRzS3UcI1sHidy6Xw8TEBD777DPUals4f/488oW8HGMO3+ehdbJYcxNMTU3BdV2sr6/j1KlxlEolLa2LReHH/cc//n+o1+vSIcgCpSrrpkh4XywWMTY2ilwuF+rb/kEvY939elJvomFHzG9dI5YACCGA67Oau+/kwYIRmocDmUwao6Mj+OCDX8FxHIyPjyFfyElpwUEpQaXSh+kzZ0AJwdbWlvZM6u/vx+nTpzE0OIRiSZ3k6XK87QAgmBLBtyBIcvDOqrY6L0u5iANqycPxKoIJIPYzSdxB2gMHNZ+gn5/NZjA+PoZsNgPXdTE0NIh8LgtKlQGThe7nnIFSgrGxUWRzWbRbTRQKRRQKeaiAAMViAefPn0WpVITrCrfOdrsN3/NFcAQAkCp3f38/8vmc0b/9PhGYNMYGsSecm+bGH5GDZgayUJ89nLYKmiKEg1LIg+VykBkD1G9iEDcx7w93vfNlDgbCDJYjnbLR39+HUqmo/YKFAQZ6cpTLJRTzBUxNTogoGLKeZVlIhc7KKg7OOh98cG+kwjnoPgS/zAkoHTEAUM5hMQabcdgQxA2I3NCQcbopCOg+HubvFcwpwsGQStmoVPrR11eGYLAUlFAtoSk1DWSAyYTFPYHBU3y3YNs5ZLMZDA8PaeLV+Za1cCL6XuFJJoylnItgAgcP4UPFgqaDyCycy2AVXIgoYtmglg0Y59sV5kPR5EiXdLKKmysvFS3mKdED3q2j8a0ewmF7o2uEElggsKyUvMgBzozwNmIS0HQKdjqT0CATiQZCDzgC6Dguy43/SVDEgsgWXMwIPfYi66Gqfwi4MEHNUgMoIQC1YFmqD0x7U4RTvxhzEoBtpxB6B84gMqBKtdy20fN7qXTIWnPYr/HgYREaFachfJqEKhFGZLQgzvUfJZ26WbTLCSp30Dhj4g9Q3NKIohlCUFKPgw6HkXOAoPtnpLqNq8SVauf31qDQf/alizsCHnwxNmpkSZCgSNBC8J35co8VMhMxITKAkcLH4b4Lj84JDqAbfsI36zKBs6jwUNe6tZkMgY1hPyHCxHjHVXCuOEkQRoojiKvG5FacZVmgFg3dG8d/ErNPQoZ9USHbfc5hineqvnXq3B26fhhIKKhZZw97KIs+Mq5MF0tEq+4adc0Aetu2K8s5J3Gv3L2/cfOkQ+LGl4XGUuOks2McCGK4cSoNQMEk5ZAJ0WT7VGXbOAxc6OeSUJVYXMTTaU/46RXHiXiPG/ht8NO13KQJEv9u2k1brGn1Ssok9ERGo+4xriemwlFh9kEscELBlbhXgwLF1eIhStRKEyYAYtMS73cZEJam3e6Lm6wx9VW41MSFxY761ntdM4un2QNTWgfCWeINFjixEBCRlAIEMFPnHAouelFlu13ugovd96ezvV21lVge6eA288/UerkR7ppoK2JkLoe4UTCBY1VuDgLGAMYJQCxY1IJFpOnFZGJ8WzQdslKX3IE4qZooaRPKj/JdwkyE6P/NcgoItYzaAE2BWCkwWPBlXUosnX3yKGHfcJGEnyQ+Hp0L3Z63V+ihvwCEcVLSPiNEamFCuxJBow1i1nmNzBdUy4suBC0fBcZ8tFoOCAg815NMgcOC9PjxGSxKhXEDXCWq0GsBQK2bAlku2jg80uCmWrEPsL+Gk96AyXcQUlghNeDKHESOKUW75aPeaMH1RfLYeqON12/qIuE7VH5oBJNl/4ZmW9hvXOwbkO7a5m6AR9fPXWoCYl4xDng+R7PlwPcYaNoWHnAImgqUzjCVqfmQaBSzLAvM9VCvNVCvN5GSAc4JB2zpleN7LiixpHePyNQg1gXGRotmLsTYXOmquO4bhP389/g8wyCWbOXff1CGLq7+EQZCwlZ3zikAG+AWXJejVm+g3XbAGLCxWYfr+7BsgFCVmZLAgiVUvdjF3UG8hzlmbxFRS7wGjHqvfZPCTVi8ktVxtWziQcpfoiQ0ISDUQjoTnO3Xkzm0POQIE3YXCc044DMO1/XAGYdLCLgvshlalsg6wJgPcFdwNyKNNaaEJoF8JmryHJniuh+T6Gj6ziVBC8KTqdt1ckDhQgJYICQF3yfwPJk1wvfheQyux+B4LgAflDMQTkA4lfg4mjd6u+CgxmH791T5vAECalHYdgrEskAtgEm/dWHLCqRwN0hWuSVHsCwLxCawqdAJCFN+uQAJ7VNzPclCFle5PhCT6MhX1McOBBolRycmR5bcnyslOiBoxpiMfOoinU6hUMjB8ykYc2EBAXPl+69qnsDOQBG0cGu1YKVsYcPi0NlgujOG8LX4bSsCEEqQyaSQyaWRzWZQyGYkYQbLOAJApelQyzgtnU1mYs7HE9gVBFbsUAm0QwIn4NxCq+Vjfb0mrzMM9JcwfnoIHvPAuQ+bUEHUqqkTnBwpKCsIh/Qd4ECz5aDRbINSAsaZVN+TtNvwMiFeQkupSwmQStso5rMoF7NiDWzYZChg+OYKUKu7mC23E9gjxNFe1CySsjka9RYoJSCEI5u10VdIwUcKHJDKeYQ3nMCRgiJJxgHXE/4CjusisF8nxTpTdwZEnbAPLdbHgjtYAJhOkKWryDai8cs0MzE+CQ+k9skk6h2iBBzHpLnxhRCAwAdjHnzfhe+5YEzsTthG3VhHqxM4dAi0Wa6t3ILmfO3KCiB8QKqjEUVk22xbUSLcD6ihUusPpXKHJldgpidBSQgIIfpeHqm4kzJzQMzLSKi/n+2GvJB20C7v9iwSqaueFalHAHnMT5Qog6NSuwkCvFlgoIRFDhuoFTnRnn4Hjou4siPExbbPSsBFbJnqG0/uQ7c2xCEhgAtOLDAp17ScM+HMxRk4mMGEzXWsCUkEzdXEiOalNTqinNlD+nuM+I1QdEjAkHB5R5mpTRjXQ/PT0AA6GwvakHwk1EZcWS/throT1y66tBtTptqIvGZk6IJTV0SpRZKMOaHymjo+yTUjpoTpdjk4GHzpHCRJOoZadoyfyLX9wk9P7ZpFPeKiG3664aIbfrqOmdmGcWOYuYjaJpVxMCkFAnwDJBDrukF1i2AKXY5PMgA+xHkllSFaH/ISk0eIDH1aJZhWHYoB1KSMQ0ZsmSyIK+v4ajRMos8mxrP1aCoS6KXd5LKOn72+W1wb3drVZcqP28j/BLmtAfmWhEMcNvEF3vRBBfFd4FElrt/DO0QKemYECW0cDi5MvMdxii642CXeu/aZC42LASCEhmcugQ6iSC2qg3KEgANhx/SuvtySM3Aj2XSoJUTo1pDUHQSdyNP2EZg8zxrXNouw2ThFrhtEefRRgGKknYcziNk/LnDHjZNmZmiGwPVzp2OwV4g+L+43ialvQrfr272HOS8J1DFa0o0KDxSi9EJgnn9TCylK5JUeu5a8D62PphIoCSeFsHBF5BABDojZDS7/jxOt8gqPEvfOITgrS/Rvxhg44+HgcrIP6vgnlaOisySEpFRwwJwYZar9oyBn9Zbh8YqLOML1/4FuxcEg9jDF0okKTz79LvuDi14hGkyfMbVsM3Ve4zsHzJBFsroRPaczaUIcMw9CC8k9XUJACQXjTJwxVuf7uXjooYaYInJOGiGBCCCWtIwDVHqRSW8yEOWRQEL++CYrTA5wQAhMsypXx1ukKkDM+hF9IrSeCbfaOT93CfpMrDqjDaL3wQkICFXnhAHLCrgg50wegSQADUeVJEDoPnWulijrRfhNDhwIOhYQIZGiVEeT3XACYUwhRJ+20iyZm9ZSEo+oAwcSsB8ucECIGnMWIdQ4IlVec8IRA7ItFelDTIcAh8TwsKKWpcupRUAkgeuWD/msu1LlzTBRJCAzUCIiy4hXCJ9iNzVmPUt41wAHwt1MtEVC1/Tk170yvkTWE9sZD3YDnDF5dFSt5QlALBBw+D6Dxz3xGEJgmvwJoYHWYRxJ45zDM7I4BFKE6TA1ihPFrmUOEEz+JwSzQr9aG8ssi8RQymUkEHEiwwihpAhFGsXCzPigQU1ZyGWBTIHjBaGGeIRpEi2SBUNVGgtjCk9B6CBVnyh1Wq1PDU8rEX4qSCUM8CAmuBIGh07Uoh9MDArUnjORmgQlFKbdCgiflgvCIohfxzSMr0K44NbM9yWxcjSbTVSrVayvr6Neb8D3PWQyaZRKJQwMDKJcLiOTyUhk+7AsEda33W5jY2NDprxpwrYtDA0No1wuIZvNwratQyfmvUPC5Dwik4CZlM62bZ2jWWUJLZfLyGazOkqnIPKA6ZpxvWu1OlZWXsN1XWSzWQwMDKBUKqHdbmNrawtv3rzRuZ+jaY5SqRQsiyKbzWFkZAS5XM5Qzd9SUJqkURSzwDieBB1IXMFWfQZYFuC6Ll6/fo1nz55haWkJm5ub8DwPqVQK5XIZY2NjmJycxOTkJNLpNACB5K2tLTx//hzPnz/H8vIyGo0G0uk0xsbGMDY2htHRUZ3T+HhBgj59hPNWBcZvt9tYW1vDs2fPdAzt2dlZnDp1CtlsFoTYHcctVWaMtbU1PH36FPfu3UOr1cLIyAiuX7+OYrGIVquF5eVlPHz4ELVaLaRtua6rta50Oo3R0TGUSqXjgddItBf1PYzKYyuhBQTcXqylms0mfv75Z9y5cwcrKytgjCGdTqNaraLVaiGTyeDq1av4/e9/j3PnzmmOPjc3hz//+c948uQJms0misUiUqkUms0mpqen8dFHH+Hq1as4derUSeaMXUIQV5uiWq3iyZMn+Omnn3Dr1i08fvwYxWIR//Zv/yZD6+Z1ZhMlOdW4NxoN3Lp1C19++SV++OEH+L6Py5cvo6+vDxMTE2i1Wnj9+jUePHiAtbU1qGivjDE0Gg1sbGxga2sLuVwO165dw+zs5WMVaH87ONYEHZdGVqlf+Xwe6XQa2WwWq6urePr0KR4+fAjXdbXEzefzWFpawp07d/D999+DMYapqSlMTEzAdV3cvn0bDx48gGVZKJfLGB4e1vmET2DnwBjTubd//vln3L17F0+ePMHCwgL6+vqwsbEBx3E0XsPrapGEbnFxEbdu3cKtW7ewvLwMSilevHiBjY0N+L6PdDqNSqWCyclJ9PX1QWXKUIH5NzY28Pz5cwwPD4faflfg2BK0mchMJaFTXPfChQvIZrOa06+vr+PHH3/E8vIyXr16hXv37uHixYsYHBzEvXv3cPv2baytreGDDz7Av/zLv+Ds2bNYW1sDIQS3b9/Gd999h+npaczOzoYS3Z1A76Dw1Gg08ObNGywtLaFWq6Gvrw9DQ0MoFAo6oaCZJVQZKn3fx9LSEr7//ns8ePAA9XodZ86cgW3bSKfTIqY6Y+jr68PVq1dx7tw5nXXDsiw0Gg08e/YMlmVhaWkJ586dw9WrV1EoFI5yWPYdji1BAwFRq8RnlmWhUqmAECINH0GepFKpBJW4znEcrX4tLi5iZWUFpVJJJ3UfGBiAbduYmZnBkydP8PPPP+tMlMVi8YSgdwGEiCg42WwWo6Oj+OUvf4nx8XG8fv0a9XodrVarQ2Kq9a7v+3jz5g1u376NL7/8Eul0Gr/61a/AOcfm5iZqtRo8z9PGtlQqhUwmE9LgCCFYXV3F+vo6stkszpw5g4sXL75V62du/N8LxC0S6A7u3zEchkITbE0F+Z7T6bRGpu/72NzcxMbGhraIVioVWJaFzc1NLC8vo9VqYXx8HJOTkzoTYSqVwuTkJIaGhuA4jk5ep7SBE9g5WJaFfD6PiYkJfPLJJ/j0008xOzuLvr4+eF6w1ahASdhGo4H5+Xncvn0bjx49wtTUFP7pn/4Jk5OTescimvjdzFAJQDOEpaUlDAwM4Ny5czhz5gyy2SwAvBXqNwnvA28LnT3mIlOK+S7m1p8eoJhn6N0v9UXu66nBVft8wb/9B7WFYapo+j0M6f3kyRPcvHkTq6urKBaLuHz5MgYHB+E4jubulUolpH5lMhlUKhX09/cjk8mg1WphY2NDT7wT2B0oC3OpVNLGR7UXrD4VPpWGtbq6ir/+9a9YXFzEmTNncP36dVy4cAGpVAqe5+nURUB4iwoQhF2v1/HixQs8evQInudhdnYWZ8+eRblc1mr9QRjFTFpI/JN1tWeH4TESmt8GkYboLngYAMDWscciFBeJ09njG4Sr824X9wAK6WHmEYDi7I7jYHl5Gbdu3cKjR4/Q19eHS5cuYWZmBv39/ahWq3AcB5xzndDdtKqmUimd5N1xnFAO4xPYPSjiiaaOjbpvep6HarWKBw8e4O7du+Cc48aNGzh//jz6+/v1EippLnDO4TgOXrx4gcePH2NlZQX9/f24du0aTp8+HUogv98E3bvE71YvfE1lrhFOVSEnN12/hzX07mXrPnl5xrdNwm6bptrFOUer1cLc3Bz+8Y9/4Ouvv8bm5iZ++9vf4ne/+x0mJia0oUW1oYwqpspmJiM/kcz7D3GTXq21AaBer+P777/HN998g2q1ipmZGdy4cQP9/f1oNptaeilm2263pROQrfee6/U6Hj16hLm5Ofi+j/HxcVy5cgVDQ0MAENLwjga6UQmJYXRSMCbwH/sgie6gwbR0m99VEvcffvgBt2/fhm3beP/99/Hxxx/jypUrKJfLaLVaeluLEIJqtYpmsxlq23EcOI4Dxhjy+Tz6+vpg28fajvjWgzl5t7a2MD8/j7m5OWxsbGB1dRVzc3NYXV3F1tYW7t27p63l9+/fx9TUFK5cuYLh4WEAgknXajXMz8/j2bNnqFQqmJ6exvj4eMgYdrR70MnL0d1061jOTlMyA2FraLVaxaNHj/Dll1/izp07qFar+M1vfoNPPvlEr50BwLZtlEolDA4O4vnz51hbW9Pugul0Go7jaCJPpVKoVCoYHBw8IehDAM45PM9Dq9VCvV6H4zhIpVLY2NjAd999B8456vU6VlZWsLq6ilarhYcPH2JsbAwjIyN6p6PRaGB1dRWLi4tYX1/HtWvXcP78eW0rOQhVe3eQRNRJscSSwVY3Hjc5LbIqBg4IAFCtVvHFF1/g22+/xaNH88hmM/jggw9w48YNTExMaO8vtWYeqAzgwoULePXqFe7cuYOHDx9ibm4OY2NjeP36NW7evInXr19jdGQUIyMjKBQKoXXfsYUj8uXuBdRSiBCCUqmEX/7ylxgaGkKtVgMgjJWUUqyvr+Pu3buacKempjAzM6O1KEop3rx5gwcPHuDFixewLAtXr17F+fPnAyLhASlFreSH976qD4FKrQ8cJUC3HtriSGx3Yn5LcQ8Gpola+WR//fXX+Otf/wrXdTEzM4N8Po9ms4knT57g8ZPHsC0b+Xwe09PTKJVKuHjxIl6+fIl79+5hcXERX331FcbHx7G5uYm7d+/CcRxcuHjB8DE+4tHYBe9VR0r1zW8JQpUV1/d9bc9Q2022baNYLGqp2m63dZ1UKoXXr1+j2WyiXq+jVqvh7NmzuHxZuHEqt1HlBVitVjE6Oorz589jfHwcAMCYb4xLp9Z3iKMQ+R2YueO7QrryYztokMf8BQ9Q82i719URPkn0dAjRxx2jr2G2GXfqOFqmtusYF4f4OWOghKLdamPu0Rx+uvsT+splNJsNPH/+HKVSCalUCu12G339fbhw4QL++Z//Gb/+9a8xfXYa1eomHj9+jPn5efzv//O/kU6lYdsWfMYwc34Gv/5Q1Mtk0hHjRPf+muVJ76uuxZXp451AePwT9is5oNMRhYKnq/YIOvrfrW+94GL7d0ieM5wzeL5QrRvNBhzXAZOS0rIsZDIZsTQqlgCIiJg+82FbFjjn2hMQAMrlEkZGRpDNZeH5Hra2tjA3N4ebN39EOp3B5NQkKpV+ZLNZvY2qEiTrMSHhOdrt3XqDbpw3bheJBHhTJdEHE8R3RpbZhEBGHkHwRwkokXmcGYfv+XA9Btui4sC1nF3xCBNtcXCDuNXLBQf24151uzJzQnMZwUEVcgIUywX85re/Qb6YR1+pLKKXUGk15WIbq1gqYWpqEqVyCZZtIZ/L4fyF8/j9//o9Tp0+haUXS/B9H7lsFv2VCi7MzODa9esYGh6COB/OYvsXVpp6e7ft3zsYM/U7aWKx0D0+iIwrpuKWSJ6vMRAN/Nh7n4LvUUKPK4u/X8TcyOaymJycwKf/9CnevHmDmQvnUSzmQSwxsalNYNkpgBBQeQrY5z4oIRgcGsB7N66jWCqg0Wjg8uxlFIp5WDaF5/mgFsXE5Gl8/NuPUalUcOnSJQwMDojg9RDMRGgrKskij+1ztGxHbh+hAYlXrTgAJqmUcQ7H9eF6voimwgXroRYRx0kh8aaIINS2/MYY44wp1YfB8304joN6swXH9UAoQTqTRT6XQz6XQcqmmj45CxiB2u0OIkQYmrwaLBITgWMfQRlTfMZCAx+1hlMiolcoRxTOBdNyHAdtpw2f+aCUIpvJIp1KgVIL4gg6h0Xtw19nRY6xh0GhWfSp0WzhxauXWFlZQb1ex/nz53Fuakq0wwV+VCTXo9a8Vdwz5jN9Koqo/KoKElQclf2UMxEvjtpURiRRbavcUH4QLECGp9oNaHnKw7+7v5s4fw1jzW4awDgIfE7gQxCs5/mo1RuoNRpot1pI2TbyuRwKhbxwwAHRApVSFaIivGSwgycFxEmpOJLoMR+O44EQF346Bc5TAKhMb6reioMzUzkMLpnqYUeC7rilQ69lCWARC3YqlVwhAhweuHFfJpVFqWB2LngYgycmh1m6k/5up9fG1SXdpJy6wVhzmb94EJ9KdYtDal3EZAE7eI9uuNipfg6IaBzElkmS1SWR4CG0zogCByxCQex0qNCHZ7RNkLKzkRt9ERmkG0T7bP7uURpxKIJWTDRoIJSZ1dCTCEQYsbbjwHNcmeXVkoE15EQgceYz+V1q65E9GGVho7BsG9Tz4fkOqOfB81QmPDNgGwFnXLBDcwD08TfFzkhoksWOy270vo5LMjPjDoDI+1SETBGbzHiI8ZUSK1g9xHdg92Vx5cYaI542wtKMQEb15CL/M+UQSQJV/7nAGeXiPRP1pb28x47el4Oj0zdeD383XHMODjd8X6RtJq+HDmkkNxl5QPff29M2MXAX2KAUsSshp4BBnDtwXRfM92FRCtu2YNsy5BRnUOGk4pY36pEhgiaEiPUzpTIMjC1C9ECoA67HYNlcRiqUhE2oQbjicWa0TNUDcSmQJB2R03lw/7Zl+jYeU9ZjG0YZFwuZwCtHDpkItmishQgAQoOBTOpbiCGQ5LJQGyTUVKiMEB1ITlXQ2RoiTYkwvQQWJ6Ccik/5jkx2g8g6ekrE9rfHcdQPj8NFQie7thtXHzE4TihD5Jp+nW3wY/atC36CNE/dcUxoME/UFAoIUdWXoXs50G47aLaa8OWpMUstCdVNRne6MSXbrAi1vqQUlALUsmGn0/A9D23HAW1a4CDIZlKwLRpY4MxAA6o1ruRieDClAAAGnklEQVQ912MSkHOEv5gcObTeSCiLa0OV9dqGqUno/9Q1WR4S1AKbyp9WFPLQu4f7sl1ZpA0eX2YyDzWa0bcOtcoBKlP3Uk5DRlPKVTsJfUnq825xsRf8dIM48WSWRdogHfW3wUVcmYEfTpICO0cZgaIDZVeXc8eYcIxzOI6HeqOOVrMFyIAM6vgvIVQYqCNaRhLGAglNgjC2lDMQKtTuNOdo+T5abQeu5wsLIimBZlPa8gaEpYc5nmoCUolPTUKJaliPZbFtdJkU25QRpdlwdUFECxXhfhGZwN36sIPnJ7YRKeNiUnbYIaLvoH5zAnCqDsCF/oK5FMNQe+nvTnCxV/zstDypjKBjPONh+/fgBDKPjFEj5rVC8gHB3jGVY8+h1swuGo0Gtqri1F82k0Emk0E6nYZlUVjU0tK6m8+5Ej62eUKFyK0qcdqIwLKAFAh8n8FnwoJcb7QAANl2Gum0iBZh21ZojhDjJUMhR7vpCm8DaILp7OhRdj1O3iXVI5SCg4JBJjAiRB+HVULmbcfDvucR3+f3VRIySS+JVjbnlMcYXNeTfy7ajgOn7XQEaLBtGxYloUQApqaRJKU1QQeb65CqtzjexglFOpMBCEGz2YTrutjcqqHRtJHNZFAoANmsjLNFCJSVXpnXzQdH9szfKogsucR30sl1D/NgDo98bgeEELhcmJk4oeCUwgfgSs2DGduMb3PMlf0e4/1gYKpLrMe2TNOLup9JYm61Wmg222i3WsLNFYBlUaTT4riubVmwKBVbUzIZhKKjKFFH+2ers79aUhvS2lJYl2eCwYVBzPNceJ6Hpgz6ZlkyQwOhkqNAGNegBlOuIdjBBDrYD4iTgCZBa8QcxQt0WaEY7BIAget6aLhtcJvCzmZQa7ex9PqNuF9nAuFvNUG/1dAzc5BWbOOctvL38NSuke8jRS2k02mkbEucv7dtrWJbcsmns2UQI3kwCy/BFKHbptOFTicCIWE5iExVwkGJDcLToARoOwS+PD/cbrdkniIadm5X60/5dA6RSwjoTX08TEhe+wRlcRL8sIBrphgHgT5NCAVjgMt8kJSFlJVB2/extlmFSkogtg5FutkT6B0Mk1b3CawMj0QlCuDgLIjZY+ZTsywL6XQGuXQalm3LbSpbGqVFxowOxisFa0jnN+w7NoDkg+bSUEal4whJ2WJbhBL4vg3m+3BdGalRhifTjIFxkY0eACfCy4qFLDMn0CtwrdnEESHRVnnLsoVR07ZgE5HHi1AKBpUTSUgN4ROtXB8P7z2OOxAAhBmE3QVMDzHtqUYpLEt4rFmUwrZspG0bKcs2rglDGJW0p7Tmrh5uBlEn5IcWa2hOxFYHo8Krx5JEblkiGoTPmPAo83xhyeMQrnyaK0ETsjD1nxD0TkGoymrTI56gOQDCiXSdpFK1U6ZtFfFCxeti+k9lMzyB3oH2SNDKxViNv8rzLKzWws/DtizYlg2byq0pSvR9ShMwha02jhHEbMUJiD2tr3x9lYmOSh9sTglsSmBbMscQB1zblhKa6PWluib6xLWUVhKav+1m1rcGAoIjkIcIlKk6XA0wJpB2OwQ0dw+WQ3I9h4DgT6A7RI263Yy7ekSNcaeUCs3JwIMiXJvasC1LG+70uQht0wo60IvKnxx+g3AQKHdINY8IOBVpPNWzlPqtnqM+hWueXJ+rf5yFPWxOoCcIGGzSVbU20yEfJDEH++pEmrcJEcTOuImtE9gOQsYn4zOxfpR45UGgcE5y4ZNOTZ3ZaFfXlWvyXiCZoDkCl06DJWgjGgXACQgsWLRzi0UyGaM9dfTwZALtFEjXcTOs3FpSU/FTqWzaokdAqFF+govdwzZDp727pB9A4GEYvpGEOa8og7Hny4OvvTw4kaCVbDXPz5qH7oi0mVNKtBcTl7NIuXxyg5sRos0y+gF6nhkm5JA1mSeUhTvZUdZTG7tsN84FPdpGnDt0yD24x3aD+xVmY5DJA/4uDikF8a3BpT+6HnMipAGNEPQB4iKu7G3BRdyzEnEhy1hgg+wOWi0PpKx6WKBHSacfnTI3eGYQXkv+NvkvUZVDlA5wSdBx4pxI5xJdN7pukA8SgprIFxdvH6ja4XUHNQiaRzpC4soUkki4TFdRiOGh2zrqb1sWbaNLu4nPkvWT2k0i6BC9xpURDsAKMKq4pyZ5om8ScpyEpAMnHJwFk4MoH1e9WDtAXOwBP720cZi4UO2ZBK2ZLsJtEPNH6D2MOHjmJwE4J1ojVvvOqqHwMwIi7iBbAvz/XQYOfwSPoZ8AAAAASUVORK5CYII=)
Rita's: y = 10x + 7
a) Are each of the proposals represented by linear functions? Explain.
b) Is Seeta and her classmates are hoping to raise $200, Which proposal do you recommend that Seeta and her classmates choose? Explain why you recommend that proposal.
Seeta, geeta, Rita are proposing plans for a class fundraiser. Each presents her proposal for the amount money he raised Y, For the X number of hours worked in different ways.
Seeta's :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQcAAAEaCAYAAAAc45LiAAAgAElEQVR4nOy955MdR3bg+8ssc037bjSABrobIAwB0A3BmdFIs/GepFDMboT+AP2X+qDQRz0pdhQ74o6hEQUSJEh40zDdaH9tVeb7kKay6ta93QA45OxKibi4fcukOXl8njwptNaaH7Ro+3ndIuznTdt/0368SRGA5M3G8Sbl+4CBtJ/jtFP9+3hFa43WGiEEvV6Pra0ttra22N7ZJssUcZTQarVZWFjg1KlTtNtt4jgeqUeIGjhrDUqDAhAgQEcCJSC3PRVoJBkShbRXIAJdGfuPNY1/5CJ+eOYAb4aUb8ocwvZ/TObwfYzjTYrGUsZrFkccR43hKEY07n3tmQMI8jyn3+/T6/fo9/toDVJI4jghTZu0Wk3iOEYI4ZlBLVMI+1VhDkhBLswl06pCkiNRCM8cJOioeOeNy58uZ/mRmAO8ufbwpuVNCOP7KEdJ3T92+aE0ONeGYrS9yXVorTxzAIGUk7UtpZTXNEImMbZfWhdoIAQIozk4yBjmoBABuzDMwfZDhON71VKM60+VQYzqYD9Y+bEB8mO2/2OPHd68D6/yviOg6juTCUMICWiU0vZbWYIXI3UKQEpptY2ySTKRSciQuAXC0qxnQzrst6gM4/vUQP8UcKJcfkTm8J+1/OkhwauXVxmDe3ac1iBq7tn7ljCFKGS51oDWKF1c81aBlJYRGAZxVNG+aW1b1EaBCLurbR8d1yje5s0ZQ7XOP63y4zCHN2W035etN64fdfVP6vNxn/+Tw4MaGLzq2I96198QNQ/aby1GbwUSW1rJbxUIrxUYBqBK7xnTg0DDGN8nDShhmYL1wQgHE0/3Fcej5xzfh8bwp21W/Ig+h/8q//nKcThR5WnrGhi5582G4lnjNijqFIFWUVcyIEdb34Iu1l+0MFzDEW6FhrVlDGKsuXTc8qfLGOBH0hz+ixv9Zy3jTIj6UrgyNWis/8AwAbSR8FIa4tIa72somtMF16CsxGvMkmWOZSKW2LW2FoTTZgJFAu0uVxnDJPNoXPnTYQrjevKDMwe3vOwmUQiBrDruNeTK3Qdjd47WAzpYtgKtNEorpJAgRNAGaGtgjquvXG/QEYrnHQI6BA3Rwb3nJdkReOIQuSTpBL6dsK5XLhbGAhAybE8ZIpMSC4axfTuyiTHPFMQbQK/kwCsadnNY9E+UYOD6WNUACviIUj+KefYt2Oc1KtdoNFFkXI1Ka3JpmEOhMajClLAVu7WK3DIGoSGyDMLgV4TA4LDWAmWtHCmPN486AIkbr7tmcC3EYXdtPP7Wt+F8Kh4wBf4RTJiHo3noR/M5KAV5npOrnDzPijVtx+wBpTVaKyIZIYT1RHuVzlWl7eRIlFIolRvkt8xBOMK27QIghJUW47qnyy8IgbSI6JiDqcM+HTA7KUXp99g2tA6FmiVaQwjaUsbkpbhJlRvYGeYgAhvdQNYv9Y1//RhC0BGm9rAoz40oIfxIhRVzwU69cSr633rCLPluTCjF+3mu0EAcGW6Zac1QQiYFUitinZOqHBPBEKGVROmITETkMkLblRBBTswAqZWtO0EQe+LNc8PwZWQueHwZ0z+tleE4Vebg3y1WXLTW5HbFRorjLIXr0l/CN4LXxBqNlCSOfR9DnPtRmIOQRsp3+30ODw/pdA7JhoZB5Lkh7jRNUEoxHA5JkgQpI7LhEKUUCIgiiZSSLMsQQByb5x3wnCYhpFsfd0TsUPcItLPEq7VGSomMInNNqWBp3CGAtX8xUhm//DYOAGVpqktcp6j7tZkDZamV5zlKKaSMKkzz9WMthJW+SimknQu08teMRihK46wyCK2E1RYKLS+OIhAm6Gkig/XIPP6ZQsIWDNITmVZkkSCXoPOMWOc0tSJGIIjIdcyQhAEJKmog4hilhgjVJ9E9YnJiJJCiSQzzscxXShksqxbaarlojMGUmb9F4D+xTNfjlBAIW182zIywCtTtcWgSMulq+0II0iRhYX6WmekppIy8iebKj8McBOQq4+X2Fru7e2RZRpokNBoNhDSUI6ThjrGOjYmARkbSagVu2QqiOMEA1xCmFIIsyzyCRiKy3m6rsnI85mBsT6OpOCLK8ozhMDP1RpGJyJMCrZxGg+foY5FWlL8FkKucLMvJswwhIE0SIkskb1K0MpJmmGXkeU6zERFFEUorBLKEYOUX8eOpHYBF+izLGA6GNJoNkiQGJEJrpGXgUlg93FVaakDYpURhTUCr/gN5ltHv94njiEajMfq67Yb5nsBAvAkovODp9wdGuCSJNz+RkGhBIk3Yg9ICrSOUiFEyZSgTciXZ29sl7+6x2JbMNCOSyBBtnsPQCq4kTZHSaA7eVHL9LXXV6p0iAoz24CS7Y4paawaDASpXpI3UMJ04Qgpp6KQCirHz5cARCLLBYMig36fVatJutWoDzH545mAZ2XA45MWL5+zs7NBqtWm3l5hfmMVx+bAopb0EH5Wo5nmlck/Eh4eHDIdDoigiTVPSNPXr3+IIkyIsoV9Da81hp4vS2tfbajashLATKvQx1T1K3vXhcEi/P6Df7yOAmZlpkiR5I8etEII8N5oXwHA4oD01RbPZRKkcKSYwBxwi1dXr1OecTqdjmE6zyczMdDC2avTpqNZg2ijmwsyh0Tq6vR79QZ9GI2V+fs7fr+3nBCgpZVV82+fBYMAw2yOKImZmZiGOzTzonERoGhGgFcNcMxAJkUgRUcqwDwf7fbYOuuhul6XZeaam27STGClSBpkgVxm5EkzPtEjTlEhKtHNwjocymtwzOIfXTsNRSrG/f0C/36fZbJKmqddKQl4zCZs9dKxJYvwviv2DfbrdLsPhkDxXxMnouz+8Q9J+BoMBm5sv2Nvb4/TplGYzZXZ2FijCYOMoIopjI1XzPFiqkt6syHNlTA209TsYwPb7fRKrjTQtEYce5rEaqwiYvHb2nnHwySiy7UY0mw3a7TZRJL2NCMEEj0PaQCobtVsyGAyIoo65JgQzs7M0Gulk0+SIIoTwkjLLjOrabreYnp4O1FXHHKpoFtiqlS44RpllOVrDcJjTbreZmZnxfgetCz9E2d/gvEnu2zxQ2NqaPFPEhzFZNqTVbjMzO2P7McF8oMx6nM9CaU0kjXmjlKLT7dHt9UiShIX5eUQSGd+M0kQ6R9otV0pIsiilJ2J0Lni4vcnN2w9R/S6n51osnjjBycVpZJ6Bjuhniv6gi1KK6ekmzWazMGUZR7zC+rbG+5eMtmM04KmpKdrtFlFkNGGNxqL9eAXTmq/e76Is01eKXBnc0AgfP1ItP1qE5GDYZ3PzBbu7O8zMTAGaZtOokHmeWRtOkWeZldSxnXXhJVee50RRRJLEXkIoDb1eH6UUjTSl2WjQbDaJKkJyAm8o3XfKlgKGwwZZniGF8Yk0mw3iSBDwhlHnZ6UUzzktpiDk4TBDSkGz2aCRxG+0+8OYKwkIQZIkDIdD0jSl2Wx4afba/k7reOv1+wb+aUKzaURPxY87Uaw5wnEfjZH2WT4kjmNbb+rbnDTWurq1NqsGErPakClFFEckSUK73USKYrXCbMIaghQoGaGQdLpDHm7u8vW9B3x7/yFnlxeYW5xnbn6W6WYDrYamX8OcJBXkStBoxTQaTvWfBEUTelWCVWVMSkPaaJDlOY1Gk2ajSRxLj4+hq2osmEURxpXrwtGb7KdWYI5/+QdlDoZBmSi0LB/wYus5z589p9Vusrq26r3TWiuybMD2zjZ7+/ssn1hmfn7Be/KzYc6LzS06nQ7LyyeYnpoCjB9AW4eY8+zmymkW0vdBCJBjAOJwUCnj3dZWhcuVQmllnzGMK5SA4eTW+p/cPVE8ZYjB1iIjZOSkzfE0hrqnXPVuudgv63ospJDsR/tkxwwCZGTMO6VzU3fIVce7Mkbqd/0SwjFZA1ulcwvjos1aJqDHM3qssMi1NsvcqjCVtNZotxTq/BIyRkvBAM1Wd8BXD57xL7/7gtsPnqK14MqlVdbWT5EmMTk5EcbhHUUaESkgA5Gjycg1SC0RQjrDqdwxjM6krfgJ/dG6QKtAW7ZGiNLeceiXjccUxyBdmHiunFPe0ITSeId9XT0/KHOwbkE0mkG/z/bWSzY2Nmi3Wlx5exetFLGMybSm2+1y985dbt+5zXvvvU+r2aLVatHrdtnYeMa3337HwcEhP/+znzE3M1sQbmArh7vzBM6WM304wh2JIVN8SL1ZbRLIwCcykWMfsyjTXG09r1N32RsTLFlaE0n6O6/fd+0/lrSFrjEW6vtWJhHt6xu9XwC3PKawF1hmV37ISWRvzDgCEWDEeUGuyr6rBPS0ZLcz5Ol+h9tPX/LFtw/4w817ZFnO2+dXWVleZHm2TZMMaZ3HWkSFuqiNWVisvoRwHmNcuP5Xrrn+acvYnP/C3TiO1leYx+Fv65T0Nsd4WvjBzQqJYDAccrh/yPbWNs+ePKURp2xvbZMNh6SNGIGk1+lx57s7fPxvH9NutFk/u0ar0WRvZ5evbvwHN27cIM8V7737DmksGSqsEyewZYUkkpJIFgAQ3gYOQVKeHYGRKuXbghhJRESuczNBOkSzSlXjIK6thLT3nQbjkMAxHMnrbSovjdOqlCLoq6vbO/knefvH1K8IUyEUrNa3PWb5rtpS1eNh6Mv00EjcsgoiPJIH7EmUaNPWI7xWIDArX4agZEC8higzrcmV4DBXbPYybr844MuHm9z47j637z1ic/OAS2uneffqJc6fPsFMLGgOh0RqCDJCC4lW5oOKEDpCEqOFRiKtIDrCX+IYhNNqAg1CqcKRiHACqgzMIJhzFO1K2oiZKeWYgnDadL2u+qP4HPb39nm68ZQnj5/w8P4DVJbz4vlzBr0+rUYLgSCJYrTS9Ls9uocdup0Ow5kZnj97xlc3bpANh5w/d57ZmWlrP7slziDoyULLfDnUc1oENZAMg27KD0inN1gPu4uq87xmtKra4oK2fAuBahgSr/v9qqVOyorKpySRX403FPU4AFtuFkopRwyj0k2M+WVgPcmvULzjQpe1tWDKiF3SXuxgBeCtQIsBLjgu0/Cy0+fO5h5fPNji5tM97rzY4/HzlxzsD2k0pzh1comLqydZnm2Rom1Er519LU2PtNE1DR4KhDZapmt/0njCoiuSPISJZ+x+pATYFDJn918ZJhLDSAp9xsSZjIP7jxA+rdna3OLh/Ye83Npie3ubOI55uvGUzRebtJotkiSh2TTrr0mSkA2H7O/tk8QpT59usLHxhEsXL/Hee++yMD9vK8bjatFYWWIWEXdO1eYICixUwwL730wlnyxHRrn/WAXkiD4YhlmpSxfDOE7/654Zx2hc/Q5pRzQqP/IRcrBfIZqP708VPsVYQmLQfpZEMIeFpgcqV3QHGU/39rm7tc/n9zf5za1n3N7sstXNOex1aUUxpxfarJ8+wfryHPPNhIgcISKQhiFoIi9pqjE0VbKtH51GuLgG4YzuEKiVsXvELeAcPl/whJKBZlFXBPcLNjuu/ODMIcsyHj95zJ27d3z043A45MGDB9y4cYO5uTmWl5eZmpqi1WoRxzG9fp8XL16ws7PDs2fPaDRSVtdWuXDxAq1206vfZvmqDKz/E8srCvP/tKUgDMcMQoKxdoNTxaWwKxcaleccdvrc2XjC59/d4cajTW6+6HJ7X/Aya9AXCQMlmG1ErCzNsro0w4lWQkuCUJC7cGnhvFN5bf+Oy4TfDAJ/vPKDMwcXFttoNFhZWSFNU6anp5mZmfFBGQCNRoOW0xyyjM3NTZ49e0anc8ja2hrr59ZZXFxEyIhcK7PmK6QPXDpWeQXY/t9AsOPU7x+3FET9+m8XktmtyxSaYjFSp0lpbVYwhrmirzV9GdMVMXuZ4iAHHRmfx3QzZu3kAmcXZ5hOJCnm5RxpfFIiNBB/mPJDztsPu5RpQ1iXl5d55513TGBKp8OpU6c4ffo0Z86cMWHDtrRaLRqNBnme8/z5cz755FNOnjzB//gf/5319XWktM8qUHmOePOI4/8q/8cU52kLiMVFGvrlKvsA2qxK+GVjQZTGLK+c5O1mE7ma0b27zf0vHrKzN0AIQSMWLE43eWtlkdOLM6RCI8lRwiwnKgRCQsT/veUH1xySJOHMmTNkWcazZ8/odru89dZbrK2tcebMGaanizDcdrvN3NwcDx48oNPp0Ot1ObF0ggsXLrC0uAQEiwOyHG/+fZYRZUS/iaz405HZb1K+P1mpa/467quFU0XUTYrz+GK0CIUJ7JZSkKQRrXSGppIcbG2ye9AlG/ZpSEUrjYj7A+aTJmsnZjk5N0UstLXSzXKl9nEZb4oLb/7Im5RJmPjDxjkIQZqmLC0tkWUZrVaLLMuYnZ1lZWWFtbW10vOtVouFhQU++eQTXrx4wfXr17ly5Qorp1dIG00bMAMI7KYsYUOOv1/iqzreEG/Swg/IGCqINRKo9Qbl+xtF2Vdw7BI41ooLFRPFSw4bbgzkCCIpEYlkmAt2+pq7j56zsfGMphgyPdNgrp2Q7SpONBUrc1PMt1KkHuJ2s7ql8VyXe/DqxfZ3kmX1R0aXiQ7JcBtrmIAljPU2+xqKa+H213DzTvh++Iy7F9YRRZHfXOJ2tFVLu20OLDk8PKTb7fLRRx/x4fUPaTSbpecEELmMQDjbsuqqLy/hHK8ErmKNX3YUerSOcJzh73HF4y1BvWKSV/vVSujPHhdJVxeLUKqjdueVr9j32Y9VhD77OrQb01YQZy2Kjo3M1mh/w/UNFxnizA0bNyJtJCRG2ishyWVEH8GDzUM+v/WIb767R/+ww3vnzrI4N0M7Fhw877M612S+FZFiHI9aa8z6hMJEYZh6XdxskW3kVbCs8IeYWgrXqonkLQL5COdRF/CoJ/A6jhO87Ohd65CHlnodF+m+3QNmy3Oe5/53uBuyyjTC7dFxHPsQ5pDZQBnRQubh/BB1zMH1Y3p6mlarxTvvvGt9DS5+sViiqS3arYbXwMldE+GPMaVGGFV/VbM6TaqqtitBoPxRjsNX0zTfTC+tjqsUrFP5Lp4f15PyaEbGpotZraujbiG0XCxJBrq+I94cyIQkjxOGOfR2unx15zFffnOPvZ1dluem+PnlFU4vzBBlfXaaHeabCbNpbKNlJQqT4EVqZeMNBMp6HZyJMdrfVy8jJB2ETIa7POtidTyMtMaF95b6JcpMQLuKasAau70IURR5LaDX67G3Z/MspCnz8/PEcUy4bVpKSb/f5+DgwO4qjFhYWCgSsIgiOxMUacNdWyGzCNsGvDbx7NkzHj9+zIULF1hdXWV19SxRFKPyrCAiqzK6FGOFHWj5uHaMyWTdKbZUixrmGhK7+13EviuNidG3eyu0bSzcf1+8P15P1OBtVoPLGreLUAa2s0GE+ug19+7ojVD70MHHtuPHVsBlXKkblxAu3wG4bdauXrcbSPkw9Up/3dhdXb4/lilqEcxZEYVZ+BXD8dhnXf4MrYPatSUCSS4EQw0DYCgkKm2xtd9h48lDPvuPr7l/9xGLc7N8ePkcf3HpLCemIoaHexw2T9CIY9qp2QBnYhAkQudInYHNiSGq+Sps845uj1o98yHkTlWgEBBOXhj8UP6Ctrhskg1JE/HoYRB2Iph7Cy8PPVlk3RpX4jALz+HhIc+fP+fWrVvcvXuXPM+Zm5tjfX2dc+fOcfr0aaIoIssyer0e9+7d46uvvmJ/f580TTlz5gzr6+usr6/bvAGFNlA9oqyqPTgmlWUZT58+5datW3z++edsbGxw6dIlrl+/zszMTAXZCjVUBxdKUuc1dXQT817/cknN9fNZNiuO20apxlpddJJBOqZzHjPLirkj2FA1feX6a9sURXP6qDCvcIhh246phVps3ZsVMTiuBWGkfY5gqCAXggGw0+1zZ+M5N2/f5+HjpyQSrp1f4aPLa7y1NM18qsiSFoMmCBnTiqu7yFwfNEKokkno0+ELMaJG1PW0tvehSVXCh+Bpb74Jqig6CrIqXAVh6rlKI6USO4md5zkbGxv87ne/4w9/+APfffcdURQxPz/P2toav/zlL1lYWDBBSb0eDx8+5JNPPuFf//Vf2dvbo9lssrS0xEcffcTi4qJnDk5jqPocXCntosxzut0u9+/f55//+Z95+PAh09PTnD9/nqtXr/qAqSiSBTH6zEtV+9RZv8HmI4IJHIFktV+F+hXSm3u/qEd45DheKdr2WqEo+huafYX0fUUOF7wf2qxhMt7iwVdTfgukLW9q8/2VGJ9MBedCoq+yg+IhQ1Slvrpe+irDnRwi2FcgSrWCkfa5NppDJqEzzHm0+ZKbdx5w49ZtBkrw1pkVfn7tLT54a4X5RsSU1MhWA53GaBGhZaGP+H4piVHZpWWMAolEi0Bjcj6C+pGWS4FctezPtyvNPpEQxytkH7RjKw1NQkQpStTDfAx/iF0ugZ2dHb788kv+5V/+hampKX71q18xNzfH7u4uN27c4ObNmyb4aH2dnZ0dfv3rX3Pnzh0WFxe5du0azWaTTz75hH//93/n0qVLaK2Zn5/3k+z8EmUkdb9NZ1yWm9mZGd566y1WV1c5c+YM7777rqlLSrt3okywDhTheB2USn+Pg0KN9HTM3/va/ARipGPQ7zctjuDqHJKva7dCqJJqr6K664F8ZpzmUMfwxITPUfWNjKQ0eaMMO2y+DgaFgRHCqSANkzFaoCMYaHh52OPWwyd882iDl90Bl9fX+LP33+bK2ROcnE5paI3IBVIJhEzMxiqwS6AF6ZnUbtbcJMIskhbmle/LcSevArLSz0DCj4aXFxhdC/Ex4Fa6yK7m/Q01FcRgCPfly5fcvXuXb775hr/5m7/hb//2b1leXubmzZt8/fXXPH36lDt37tBut9nZ2eHTTz9lMBjwl3/5l3z00UdIKfn222/Z2Njgxo0bTE9Pex+EMy+qzq2qKuaWOpdPnuSj6x/RbDVZWVlhenqaNE2LlYBgAHW5drxGFxBEbSnNYuXWsTTt74k7jCkT7dVjcibFaLo3HyM0ZuzHKpXmdf3l2mfG3xWlh0qOTqrzXv4Iwk1JxleRKU0emcNrNve73N14wa0Hj3mxf0h7YZG3L53j+tvnOLswTVuAVnZXr5ZEdleoVBg1XJrRGQenC32yqyCB78X1SFtTswz7UQgYN0O9qVRyCem6vZNFDGhtcSAN3SEaCveFrjRSLp457O7u0u12mZ6eZmVlhfX1dZIkYWlpiXPnzrG3t8e9e/eYm5uj2+3y8uVLlpeX+clPfsLVq1c5PDzkwoULHBwccPPmTVZXV/nggw/suOpPPtY++YbhgFJKkiRhcXGR2ZlZRCRJktjk49Oq5HT0CoEmjIXxd7Qu3C8hD/DPhiKnAF1Qiygulx5xDqEALfXRQqIQkuUJLRxPhZNJhTdHOmGkYUX8l1sKNR6EBVI4tnK/qqhRXNMjN/35km7reQVli24V7zqWPrpaEaaxLwiputIVVlfVrRys/EKmVfeU1mRKMUDSyTS37j3m0y9vcffJM+KpGd6//gHvXT3H2tIMU1Iicqu9xTHoCIVG6oAdKGPCKiSZkN5R6nenlqBX5ZwjE+of9QJAQ8md6NDPOSNdW7p4caTpUUBZBuDqDCAobHZwWSyTVsvYICgn7V2MQ7fbZXNzkxcvXniHZLvd5syZM7RaLYQQnD59mjt37vDs2TO2tra8z6HSdYt8ZokpyzX9wZBOt89Bp4fjunHaQCtFr58VA7bAlXYwjrFoN1lSkivFYbdPv98nz817SpnjzlwQS6jCmhoVbmrK01fkFVC5NjkIu32UzshUhowN4zLp8o/aU1iM3+cbsD0ZDoZ0ez26vQFCwEGnyzDLUbmi7N8P6imov3rDXjbEluU53d6Abn9Ap9snShqoPKeMimP6WiOt3NxlWtDp9uh0Bxx2B7RaGeQ5qNzMbEkrcTsARbkW4TRKUTyjBJ3OkG53SBL16Rz07QqJgmBlwAU1aSsttDbHy0gPMUkmIrYHQ+5u7fPp1w+5cfsxnUHO+tlZLq6f4uR8m0gNGXQVmdLm3Eybc5JcIZQy2Z4sVSopUSIyqx52Q3akQQ2G9HoDlMo57PTIMhOn7XN12A7WwVt4IjY/zHqVYZaZzXvZ65m5A0HscqFqhXMmOlwQWlufgvYCoYCYACGNDybX9HsDmwd0vHoWg5HY09PTtNttmxX6Bffv32dmZoZnz56xsbHBzs4OcRxzcHDgGYbJSWgCkpRSzM3NMT09zcOHD+l0Oj4DtEO0EBoKUEiGueawO2B3v8P27r5N56VMam/3t1sGtQeJ2NwdFuGkJzaESTC7t3fIcDAgTTP6gyHdblwA1DEH4ZxZGpcavJg6o2KY9O0m5XqWafq9PoNen1wNSfoxQ6UNc7D1luh0DKewqV3tirnhcFmWMej36fV71qmXkCSxX74K5Ekw0QV5l4vTnFyDmv2DDoedHs39QzJtDngpa0o16oHW9hi6Og1FoETEzn6Hvf0uSdohihJUNkSrDOn2OAS1jzAHYQ6I8fd0hNYRUsd0OwMO9/sIJUmjfYTQKHKUNARscMd4AiJplkCzXBCJmFjE6ByQCaIxzZ3n+/zvrx/wh5tPePTikIUTC6yfOsHZmZg077G3PSS1S7CZAhFJoligMw1KEQnLxIRGI00QlYhQwhx/E2vQwyEHnS4qz0l2D0iSBOdYRRS2vZ9HDx/hM44Z2SeNoBNWX1GavYMug34fEaf0h+7QHQMBEeAyTsvxS7qO5lzWJwkyQmnBMNMcHnQZ9DMTUSwKDPP9xjKHKIpYXl7mwoULXLhwgWfPnvEP//APTE9Ps729zcbGBmFwVHFIiiSOjfKhlKLRaJCmKcPh0GY8puJ8lIG8EmgZQRQj7EdGCSKyzkt7UpPU7l2QukAxLRxSmYFrBFjNIU5So33EKVGcIOMYaWPjvV0hwyRljgACBqFBIIlkjEYgpN1wozVCSeI0Jk5NVmvpfCFW9SiYccCKi9RLaG1O0PJqtzC2bXj7BtgAACAASURBVKTsYa5xQhQnRmI5SRAQsNcs61RYM78eMZTSyCQx5zTEMTJOQKqwk0U/RbkSGd4riRUTaRglA2SSmrqT1DBcJc2htN6EtM5Qx5Bd/UJjjrHVaCKUMqdMSR0RxTlJ0iKNG6S2vzmCXFqTQQikUAht8jiCRCYJggR0hEgE3SFsbnf44run/OGr++x2FEsnVrhy8TTvnj/DubkWC5EgHkBswRs5XJMCHWlQRmsIY02kkERWWzXndBjTJo4bKKmQUUoUmWS7Jn1nVTMr5lLgEvs4uEirURvBpZQmTlNypYmixNAHGinwDBhrajsUlp45BDEtbslSRMYZqXN7wJHLtlUvyWKtzTkMS0tLXL58mZ/97Gd8/fXXfPHFF7RaLZRS9Pt9pqamSJLEB0NBkQHa/e1MERcAFR6H7jyu3jlqmUUUxSSJ0UDa7bZdJXBaRoC6pUshWRdJOokEuVbkWc5AxqRpQqOR0khj4kgYgDpElZZPjBCJ+8suLdqcg0oZOEVRRK5y0kbM1PRUkA4/kJS6GIMHuyjq9eaQvTUcZsgoNjYg0Gq3aaZJMae+ayV25rUfb0o6fLFYobRimOU0eg2UVrTaLdpTLbTLalstonzZIV31ojMresOcZq9Ps9U0eTXyBKwJJ0VxBmph/oW6itEcTJuSXEnyXCKVIbhBr0273WB6qmWZgyKXmqEQZMIEH0Uokx4eCVGDXMcMlCAXgoPdHt9sbPIf9x7yYOM5S6eWefviKu9eOMnVM3OsTDVpCSBJTDq3CgwJ/AH1ypNV6ZVgGCtrViizkzhNceflBP52p5B6nPM4bU1SZVMOOPow85chiWg1WzSbKVJAJN15nUV/ha3PraEQ0pFlZkIIMgXRMKPb6zMYmh2otbiA1RycdD9z5gx//dd/zeXLl3nx4gXNZpPd3V1u3rxJlmXMz8/TbrfpdDqE+yLAmCbdbpfBYECr1aLZbPp6jaMtKoS0wB55roklNNKEVjNlqmWAWhdKHQIzLMYosCaCNOnB+0mEziObmj6h1UyIpfDc1gC/IjwDEz6gQ8sgrEc6y8iHEZEUNJKEVhojo8ifS1nt2Yg7ILjj9ocJoB+BVgqdRUg0rUZCs5EaLSmopKLr4AhuHIxypZD9IWkckUURzTSm1UjQSuOSwtbBs/Q7tDyEgYfSJr1amkSkSUSjEdFqSHRugCoDplbwlyAi1I5FkPj7uTKIq7UgzyRxIkjTiFYrAWHMiFxCJszmKQFEWiGlkdJKSIbCRG8e5vD44JDP7t3m4eYT2lOady8s89G1VU7PJCw3YtoypRkJRKQIFwmr469NsRkATimBFDlJHKGVMHPXjP0OYWH/C2nQ7SAtMQdRpJt3uTlzLUnjmDzOSNOIZiMmkZJIUsILV3y+0DFzqoUgAeIs4rCb0ulJOx/13CEGvHd4amqK8+fPs7y8zMHBAUop7t27x507d2g2m5w9e5aTJ0/y8uVL0jRlMBjw8uVLv8tyc3OTg4MDlpaWmJ+f95qDk6SlgBmtEVpZBiFIIkkSWWSqHjJRPy+eSAyDMPfySBJHglgK4kiQxpJGbABKsNoxhlmOABTtfByCRAoiO9Guz5EEd6RqeVLK13Tl2+UOkoCOJVkkGAqzgSxNJOaYjmqNo/suxhWB3UsgbV+lIIkiUglKGrKtOdy8vm5d81zuYGA/AoiFD4AKldVwntxvZ2975mCPossVRDGISCNjiBJTX6QEsYQYYZiDNqnfo0iD1mRCm7Tyw5x7W3t88eABXz26z1D0uXThJNcvn+T9szPEvUNm1JAWklSCOCIjQ73CXRQlQWWCWJgM1mls5m9yjEYZN8L7iiKxsMTgcSQEcSRJY0kaSaQsKzlO6fFG5hghqoXLIxkRRc4c0Th1RVRejcMNVnmeMxgM/H6K7e1ttre3uX//Puvr61y8eJGzZ88SRRFzc3P0+33u3bvH7OysT/W2u7vL1atXOXXqVMmsMMwhyLkPoHJ0niFUhvCnFo920oO0cjFEPi+pnF/COrwkyniN7Wk/onS4awDZsRA1lUuMnSeFAqV8f42dV+1oTd/rxiIKO9FoUsoe8a6JqGg2VRh4TKjps4eHGYBEE0lt/S547W1cH0MzLqwzLFKYRCcRxlb3jCaYvFITFWIRgFDKwkGU5kWj0CK3H4V3wCmIhDAErQTCLYoIQ+K5ELzs9fjfX9/iX//jGx5uv+Dq+bP88udX+OjcMmcbmr29fVIaNPU8kRaUdNQaNaFuDaqkcGoz/0IrvyFLVqV3HaxrcLkaWGrMBDNvkShrZN6hIArNv+hcULkuls6Nv8H4MpTOUSr3AXJ1xe+tcMlXvvvuO7LMnHi9ubnJgwcPiOOYU6dOsbq6yokTJxgMBly9epVnz57x6aef8vTpU6SUPH78mKmpKa5du8bq6uroMqZ33Jn9bAJnnxYqsxtQbRm5bBmNQ0hh1SqrlaBysBOmtS4tihe2lqbWqNRB/Q7Ztct27NdIGA14retnUZ1xe1gvdbXP1hQpZZ8OmdeIzk8t4pl3RQEH+/EMTSvLIMovl/tYjLlcr4snwBCtdkaDrcMtp4lK10qJWczghbbMwWb1Lnqh0OTmo3O75GmPA0Baxmkcgm7lJhOCje19vnzwmK/u3OfFzi4nTi5y5cIq186vcGauyfSgR1/3ifII4c8k0l71r5u4ozQHu8PB5KYsAhHK7+rqj2rdZU1CBq+YFQhl51J7pPH+SG3NgsBBJBw+B4JEhO9gV1DsKkzBlMslNudN5n7D029/+1u2t7d9YFSSJKyvr3P58mVOnDhBu93mxIkT/PSnP+Xzzz/n1q1bfPvtt6RpSp7nXL58mXfffZeVlRXb+cqWX6URkfDEIIVJ9V06/vtI5qDxcjEw5rzXVmt7lFQ4EXZlXBvVVwfXff4wV7sAv1/N7t1Q1iAU/h1NsTQaEMdIX/38eF7kpJ2p2MIItwwVEKSPCqqpcEI7xT1lESpHK/NxzLAO6Qt8KjQMc72Mxh4GnvEEY9N4JjfSJxeDYR8WjjvaKTCMqcIcyCkp29r1SKKFMc+GGvaHcPPBc377H9/y+Okm7WbKT965zPUrF1idn2EqyhG9gRdCuQ6YvpxwQkit+haMx43FMlUv0Uuqkh5BjImmRkloKARGyLlAwOINF+YnPJMufxNoFubMDqWC+oU5LtA5TavFOyTdJquLFy+ytbVFlmU+WnF9fZ21tTV/HPrU1BTvvfceU1NTLC8v0+12SdPU7+A8deoUcRyXckLU7Vo0qnog6QMrSjidO4RpZQAFxy+QNlTNpAhsX+lsXDcJri2fu7qoN2zLT3SZ0RQEUBfAOmbfRYViHM44ODg6GV/KdydLNQNz6dXQIqCqtApS18dxHK7ucVGsF3mGW9IEraSrvhdU7fojMXa7QVwdSDXLPUQE2jhEhTCHs+QStrs5t1/s8dubd/nkxm1ku8nVtVV+cekc104tMRcJYrSNboxMSsHYVFeXyn0EHrWXDACl/ZidjgVeOO2ppPHVaA8lvC4RfvVTaJUFTOw9+7saauYcjYbkFH5Vz/XTEdAYRPLMIY5jTpw4wXvvvcfe3h55njMzM8PS0hJLS0ueMQB+e/bU1BQnT56k2+0SxzFLS0vMzMzQaDT8akZ1q7YuYUUBoZFw2RFsqnY95MDFAIX/DnY5Ulyrq2P0W4xcq8YajItc9O/UcIeqNHWhyCGxTib4moomPSaKQ37CIic0VOXH1b8caELYlr5FMHRdhaFl+yK8rAspRpmoSsvDdjxmKdgECg0E7Odwb2ef33/3kBv3nrK91+f9tTWuXzjPB2dOsj7Voq0zBIJMxAxEiogSdLE94o2LPY7WM0knNI5dSmZt0KGAcQlBKXbEw60yD2VHqPABWC5s37dwjHHH4Z6H2dlZms2mTx9vTrBOSJJkRPILIZienqbRaPhrLhOUe9ZFNlbfC2EyGkcvqCOsEsRKSOdXdm2MREBsFlruXonoRQhSV1e5b47ri8pz5e6VOa+oU0PHDCOcpCITVFh1gAjhi/7eUboDJa2tuBrYAZPeHzMPDvmdKRTeEF6trmP2zlypsCAd7ti172vj+HUxEkq7M8YkSkYMpWQ30zzc7/HJvaf8z8+/4fn+gLW1t/joyhWun1tjtdlgDuMw1cQMRYNh3EJGCZnARhu+GX8QVk1wBwC7cRqbXgbETKCmCEqHHTqYuUREJRop9h/5OXe4Ij2nntC/Iky/DueM/6H+Xb+3wmkPLuLxOMUFBVXLcfMovl4Jpbrj15Oerb43iSmMmgf+u8puJxLnxNkaaWaSDlJb37HBWscY3PcrSLaRxg3M6vo9akRUpWLA/EX4VjEPht6ElQPaxMgIabdgmxDjPrDZH3Dj/mM+u3WX20+es7Rwgp9cu8wHb53l4uIMCxKaSqGVYCAichIykRKJ2Hsxipjd1y2OYAOZVaf2iiqeiZrvunfHtWlf82pgndZrrwhsJLHAbAsIygQ0OBYnqOZ//H6KGPOByQAqA1IHcHLfhSEw1jWGm1DzZx2DKPfJLwcH2ZXK5qoov12XRcp3O7DIA4Ryax/l4dcwMf9nTRu+AwGMtA0z164d21INYtR2e+Q5g4CFlRtCTZRmqPjDBWMHY3QRlOD3TJilQassu37LCI1gqJRNEgt7uebx9h6ffX2Lr+/eR2nFxfVT/PkHl7hyeooTqaCR54XTUxql32ylkr6PxXBfFa+rwsF6Xfzl4H5pruoYQaGLhaUwxuqvhwmHynerv8M+h3VOHnMtc3iVVGevW0L3yWQiHldGGYn2n3HaxDgJXObebmuxs4+9heGJ2gC2lFUKUdoSOy5/V8jEij6Lynelf575VCe+ILY6fuHhKiyMC4dM/eqtqHZbm5UdJ/hs/S6KTwef4o1A/o90ucxAQ5iExCqASAt7SnWEJkIJ0JEJne5quPX4Ob//6g7f3HmIynM+vHaBX1xb593TM5xoYg68LbEsE08Sa0WE8CZFVdOpk+X1JRAQDm52Ajwu19CfRkyotwCI4+Whmz7s3/EEalXQVdt5ReZQTVH/xyzjmcOkMp4phH+P25QUvlOgRYESOrhS+i5JfeHTnZt7YZ908WdNm/XMwb0wxs3pqw0lUX1dZaVDeDXc/C3K92r6V5U0hjEEYdqi0mdR1Rxq/tBQsqPD+gmYmC12S5NhDsJoDQoT5NTV8Gy/xxffPeTTr75je6/DmVMn+W8fvM1PL5zibBuaWkGubLMGrhKItSJRGYkiYA6j/RoLz9L9Cv6JslCaJF6rDKnufvlTwLjEqEeAPvLDPlfHpY6mt1rNoRq8VKrzezMxHDGUfbzHKXqM3V7UUFZ3PemLijBmVJUrni6sUf+OsNqDDplatStHMaQKYxBlBKh7Hkq0VVtXtfe+fkKtoSBGN57RMnoxfC7kU9oxHOd09u0GcKthZFWNQ5dmTiC0NBGQWiKR5Nh4BuD5fpebD57y+Tf3uPd4k1OnTvPe2xd579wpzs4kNFWXWGtAomVicEsLpIZUKRoqo6EEsV0ZRZc3hI2Mfcz18jNlfFAWZuOpKNCUHHx00F6F2A1zDBhPuAJYZQyeYbgKqxpGOCjBpMGPMAcXRh1uqApXK8JksS45rItniOM42E9Rr32Mnu/wmgzGYmmtpDUtEaYqqapmR5XS84KSR7dOnX7Veie9f5x6Jj0XqsY+bTyF5nDc+l+n7ZFOTLhdrUPYGyaQyiCtS0/f17DVHXLr0TN+/+W3PH7+kmajxdXz5/jJhXOcn28zn+TE2cAkfBEJShrCFRqEMh6HWGdESpoIyeiYYzlimGHOsVJdr4jaI/NfIxBKYJ1Yf1UMVu9WmEbNY3EdEe/t7fHy5UvyPKfRaPjdmEmSlDSH4XDIwcEB3W4XrTULCws++Yt7rrqc+eb+jACtQtFUsvPKU+ZCZN35COHzoXJYBI24PEM2bCpgQiZUtWA9VTMk7OWrj+v7eL4sIZSLrHNjC940S5GVWkcQTlea8mwH0H6N390xkZMhnGv6RYGWDqaFYaG8nFSY6Mcc2B/k3Hm2ze+/usP/+vRLGo0p3n/7Ir+4dp73zy6xlEBT53bnrfBanhuzyaug0GRoEQdoU+hsdRCdbFYEmgIKLYrUbSFp1htUdY3UPGk4W7HU7VovTdw4LlEm/CpDHpcezhUfBKW1Znd3l0ePHnHz5k3u3r3LcDik2Wxy8uRJ3n77ba5evcr09DRKKfb29rh9+zZffvmlzxK1trbGpUuXuHjxoo+XcIFQYYp601EdMAtd7uQkjqjNlGj/jk3MUJoGA1AfdqttfmCtkEgQMkDogpH4el1NImAQ7qIAtEsrV7ZYtX9y3CbY8gB9H6zIFMImSRl5uq62SV4aRxTKbq6pZn6i+C3wsQqF2eWNhxpmXqhsoezxfdGgbbIes26vg7dEqRa3sqHc/wpMGieTak4ITS7gQMGj7T0+/fo2X95+yG5nyIfrp/jp1YtcOz3PylRMS+ZILdB+NcKoe84CNT4LbeIbhNkHEfle1aUprkJzfNE+k1iRX1SGACH0bdXVa5hp0ZviASGLiFZzSQexINqbi+N6VqdAVM+LGTdIv/FqOBzy8OFDfv3rX3Pjxg0eP37sT6dqNBr8xV/8hT9DQinF7du3+fjjj/nNb37D/v4+7Xab5eVlfvrTn7K4uMipU6eAIjdDeKSe76A799jpk8cpFjBuQgsABKOrTJRpzxCK8HkdQmgUjMFPja2zhDZuHpQuNjR5y7LqAh0/noD9FEgjCllUzyfrEGu0jZJscsFEDqHcM9ohmR1vMLywFl2zB8NrGxpPfKIyFqW1byPUU6q6g3BpYbXG7KNwlnVupKUUDDRs7He5+egZn978lo2tbRPJe+k81y+tsjojmZaZ2YxF5PUOtJlnYfe/OIdmJswWaCUJD7I7kgGUe16Gtd8bI3TAiIWX9CFhjxSvuWsIlli1Y8KOxwYMwtWrXSdqOx+0JYIH7ZYjZV0Ck/A0BpPFaXNzk6+++oqPP/6Y06dP83d/93csLCzw/Plz/u3f/o3Hjx/z2Wef0Wg0iOOYjz/+mLt377K+vs6ZM2doNpv89re/5bPPPmNtbY0PPviAlZWVIIy6BAvAZFkqnJ/HnB6rtzkCczsm9MgzrloRtFWNbqy+EsYfCGs+WGVXh+nHXX9D5biop6wXjLYz4iG3NOwSwChdfl6U2imU8dFSleM2D6aIELKIXDVVHAFvXfkOm3CtBFKr6GFliTeMCynzY8its02ClmbnpcmILNHE5CJhb6j5w7cP+J//fpPbz14wOzPNn733Nj+7tMKFhZSZyGyV1v509cjAyztgww5L/ynEgIsvOaZwcn0Pxy4cBUOxm8cFNo8ELheVlJr0uzLKwFbYLO3a7CUUmMNtfC1182jrdiaW28mJMMOPikxtk85f8czBHYX34MEDLl26xC9/+UvW19f57rvvuHnzJgcHBz6rNMCNGzdQSvFXf/VXXL9+HYBbt27x5MkTvvzyS5aWljhz5kxwsK6DKh6gdeHV5u/6zpaLkQ4lMgnoRle8tAY0UQHUysRASC+uTwXKqDCNvpAO1L4ux+nLrGJMv4NnSqgQdM4K5kp9o3K8WlNxApQds3AZtM3iXWkadLWOSqljIG5nZaCtjbIqC3ddPB86dXXwUmmbkFBoEZELSV/EHHRzXnb3+PTWI27ef4ZMGlxcP8svrr3F1ZV5FiMzRhPkpX27oqJqh8FrwuVv07ZrunbT/dElXN61yYgLmIzqfrqGGZTEvh6dFu/r0g7HQm3B1VsNxgu8YNrrFzgtxCvGwu3VGL+m4s+tiOOYNE39kXN7e3vs7+/T7XbJ85xms8ns7Cy9Xo/d3V2eP3/OmTNneO+997h06RIHBwdcvnyZbrfLw4cPefbsmU9C6w62GY3zD2DtVFFRZhT1D4sKnThHkLAqkyUsuySmlE1nj9fIGEWHIMApnEfnZMLtcnQJbIoDdstRjkeVgpiDOfZ1Oxu5qLeKVNixV5Cr1HddaLUBsiplnHxKma3y45nOMYoOtDYLc+m6a/uttfR9L4zAik2NUe9d33It6ImIXWLuP9/n1uYBNx9ukqmYD69c4s/fOc87Z5dYappkq+FqjCN+Tw4qgKX9bZZKhb9WliyvCAIdzlOhO2mb5t77Hfz90tt4BirCqwX1ukhWh2ue0br3LIctM4fieukSAGbLtz8vxmoN42gydidnz8zMsLa2xrVr19jb2+Of/umfWF9fp9Pp0O/3fU6HJEnY3t7227RPnz5Ns9lEa82pU6eYnp7m6dOnfrWj6ogsgUGbJDPdbpfDw0P29/cxyDZpf30ZuKXgE5uavtPp0u8PDBCUQuWZ3aOiCkIWxWR6QArsTIcIbDMC55puf0C/34c8Z5iaRLtRJC3D0SVin9R9U7eR5EKYVZ9er0ev20UAaZIySIe4xCmjeoYOECqEa2BuCUNwg2FG57BLp9vl8KCDEJZRU5zoPbbLNTcEZj0hU5LDww6dwx7NtEczMTkvUblxSDqkc8xBuP4F2p4Ge0wMWg/JUQzjJs86Q77b3eeLh1vcfPSSl/t9FtpzXF45y1tLi0yJnKx7wH6emQ1Z2hs0+KCsQJNwDKLX79PpdMiyjMPDjklrn+evwxo9NHJgMDT1aaVoNhpkaVY4EYP5K7dT4U5BUJ3JIWlw+fCwS6/XI00SUJpYSp9J3cGxdG5FuZYS8xSRyaQ+yBTdbo/hcECeBzRRKbHWmjiOmZub4+LFi1y/fp1f//rX/P3f/z2rq6vMz8+T5zmnT5/22Z86nQ5a69K5FQAzMzM0m0329/c5PDys1QBC4lHKpKXrdDrs7++zs7Nrr6ux3MzPdAkw0mTxFxKl4eDQnJmRDTOywZBB30gZtDKZlxGYCBhbS2nps2gGJEJGaC3Jc0V/MDRMJx+SJBHDQflcjtEYjjHdB4SIjZkjYDgc0Ov36Pf6dmIlqWU+oujMmJoqV72PxRDFMMvYPzig0+nSaDRRCnIdpLqboKWNOytTI8iFZG/vkP39Q5I4JYlihEsqk+cBcTgkLnxDShimrlBEKidVOVIrhkJwkMLdvQ6fPXnKZw+e8ujFHkvpDJdPnebiwiILUcxwb4893Yc8QytzQpVw/RXCOkS19WcVgV/9fp+9vQPSRoNm6wApQGXZ8XfSloHjCXqQZezv7VsNPDHZp0MTMTyxqjR3HhvMx9anbJBdrjT7BwcMBgMiEZENMpujRGO0AOtCl2ZVSNicHYVZoQwsAIQkihK0iMxhOZ1D+oOB34FdsTqAYClTKUWv12N/f580TTl16hRTU1M+I9TW1hY7OzsMBgNvHji/gSvu3AqXsr5YKdAjUZfu3TiOSZKERqNBq9UExNjs0wVcAxXVhTMjECIiV2blRQpJmiakaUojTWxaelVIlJA5WAahS82Y54SM0dpoDsapF6HzmCSRNJvNgDm4Ph/NHLBy2/kufK5NTHKWVrNJkiZWcxiHuLry7QEbogdRHJM2mmRZTqPRpNFokqvcShlV0UyqVYXaVTE6xxyag5xGb0Cz0TD5PlSOVpk5LUqYXBJFLwuVWAlBLjQ5QxId0cwFiYjoKMGjfs7trUM+e/SE+/v7NKdbfHjhPP/PW+e5dnKepZZCEiFEitAp5HGwya0wN92+GLBJwexYGo0maSOl0WgSCVBRFkDrFYqNDlVaIKKMtGFOaGs0GjRc5nBnZlgY1yeWcdnEKLTUgDkMhhlCSFNvM8VtXDdKmbICMmQOngWXWjK+FrOaQ5YTJzHRIDK4Z+MdqhCIpZRkWcbe3h4bGxs8fvyYxcVFrly5QrPZZHt7m5s3b/LixQu++eYbf36FQ+jwkNww8Cl0NjqfhnvOTaQQhjm4Myump6c5kjmAd+trN0mY07OENOdLKJXR75vU9K1mSquRmjMULBcXJebgQKhL/jenjglpzxhSEPUGxPEAlaekScTMdNM6XMGZScexXbWfQuPUHA4T4jgiiiRSwPT0FGmamPMwapF2AiKLIqRHaRhmil6vj1aKdrvF1FQbZdPFebk6prpJmkOGYJBpev0h7XaTqakW5DYVnVL+NHQHDx0QbS4w51AISayhmafEskGnr9h48YJvNra5u7mNihPOrZ3iz945x5+vnWZJQiKGDGlCBEJKokyW0v4BLjWTEZ5ulUmYlATOHG6328TerHgdzQG/8DoYZvS6PZRStKfaNBsJxciD/+sYvfM6G4BThEobXM7znEhKWu0WrWaDWIgiFkZotNA2+7kRJMVBRE4jLuZBI8iURg5zOr0+g0Fm6HTMEGOALMt49OgRd+7c4fnz5/zsZz/jV7/6FdPT0zx+/Jh2u82LFy/43e9+xzvvvEMcx17bCFPBdTodYx+lKY1Go5R9ugYqnpiM5pCWMkiNLU790QHCWb8D9t1OJ0bliiSNaTRScxiIS4xRmp9AKlY4Z1lpNw6sPFdkWY4UgjSNaTYb1udwfOQq6i06LyNzCtFwGCGFptGMaTQMczDjfbX6XdVKCaJIkSQxcSxpNGKarRilIoNIdvhHnc0w2oZAKoiTiCiWJKmk0ZQmv7yKigSzMnzHViqweyVM3AkakAmDSLLThX+/t8GXd57Q6ysunFnm5+9c5OrZOU5NQ3MIIJGyAZEx+aIYSmc1uHkUxXy7EGytlU1eFNNsRMSRROfjieMoOLtdujISxHFErgTNRkKzmQbMoXihrp1qv402Yi7kShvzdShJ0phmMyEWRdp7x3t1WJfHl3KDbkUt0iBiRXqQIkV34hj9asXe3h6bm5vs7OzQarV46623vNp84sQJnjx5wtbWFteuXfPh1MPhkOfPnzM/P0+322VjY4P9/X1OnjzJwsJCiSnUOSTBRX9JoijySWajCedW+Ffdn6IgOAHkQhJF0kgV+4njcJmpWkeoio7e9t/aIIFBemHqjiIiWajMxy1Vb0Gk7LKuzYrtNAgRCTvHx68/XMrM6Kyu+QAAIABJREFUJeRK+vRiUtrzFaJiIbaWMUwqwsAixy2FGfMhEnhpXooxE+V33ZfUJrdCjqBHxJO9AZ/f3+SLO4/YfLnHqcU5frJ2hp+fP8XqXIOWVNgjKtAyMcxBmASp1aMBqkvS0jKIKJIeDlFk+qxj+eowwBGy+VspaUwobeYxiuQoc+AIWAc46ONKZXESduRxLojureBtub3Rxlxy2hiJlFXNebT4Q23cikK/3+fg4ICdnR1mZmbY2dlhd3fXh1KfOHGCxcVFlpaWGA6HpczTd+7cYX9/n+vXr7O6ulpiCO7w3fodn+U9F0cJYpfAw62de2ITxlfgt8Fo+9tpGwEAazU8EfahsESLAC5Xr4nsdJrPq/qzQsRC482SoiLt+1hKXFwCwpi6Q0zRYIKTQ3gcDd9JJexPHQP1P5SBvQ+yqc6VBq0jhkKwoxS/u/uY/+/Tb/n2yTPSOOKj1TV+uX6GDxanWSAnzweWWUqEjr1grDrRSjAIfmvt5k8VsBBvBgtnRRahyEXdxy3Crd9X++vh5ebO4rWt2yfsqWi8Rd4NPVqnedHj8VElBrObcnl5mbNnz7K4uMj9+/f5x3/8R2ZmZtja2uLLL78kTVOuXLniE8tevXqVR48e8fvf/5779+8TxzEbGxvMzs5y7do1zp49O7KEOSnO4fhFV6FQ/4yo6MvOFik6U+YWI/K8qLsUczDyeY3xjLzi1EA9at6IGolT6nPNjao+G5hOpW8/plcoJWos4KCr9+xmN+Gi9CgzBy0ExAk7nT5fb7zkk+/u8M2jB7RaKedPn+T9sytcmp1lEYgZkjNEiKg419IyhwnAGVPq5vk1OUQYcVqybca1O+laIYzGzp+7IkJB8qb0NL545rCyssKVK1d48uQJjx8/5je/+Q2tVossy9ja2uL999/nww8/ZGVlBSklH3zwAUopvv76ax4/fkyj0SBJEi5evMjly5dZXl72jOB7TxpThxAjALWbrvykhRgF5UAq9/y49kSZIER1wko6SdGnsf0ew9DGtj/u2Zp3Sip1wXDG6rmvo/b4okbnwjLhshWncdGmWgPSmCUdBQ9e7vPJt/e59fAh3cEB71++yvW3zvP28gLLaUycZQiZoUSOsl55l27f8J0JMAhtLPddhcXrwKCusRDHqjjg8KXUTIVhj/6oPFs8b2Z2lLF83yV2zr/p6WmuXLlCo9Hw/oU8z4njmHa77Y/Dm5mZQQjBBx98wPz8PGtra3S7XZIkYWFhgdXVVZaXl0uJakONIc9zu/z3JgOqaABjnwklW3XSQuCWz8wYayg7baS6yzFEUF036WGfKgZOiWjHIek4SVd3PaiwFmHDZ78PDWhMvd6UMIxBSCfpjZlxkCluvejwu1tP+P1Xt9k97LB66gR//u4F3j9zinavQ1MNacgGiJgMd2CyLrQSwlCgkDlXmEJJ06lLvPaqMAifDRupMko9/t4Ivo3bYxT2ufqpe/7onh+3+HwO7tyK2dlZ1tbW2NnZodfrkSQJJ06c8AFOjtBPnjxZOrciiiIWFxeZnp6uzUjtTIzvLz+lqadYuBOVe2Ug1nPbusnTI3eLzbTFm2WmA+Mnv67fk7SKuuer9U3QHEbeDWISxziFj1dXpQgRwKMK/XBuXL1mw5M92I7NgwGf337CZ9894MmLlywuzvLh5fN8cP406zMtOhu7xHpokytHdtelrdc6PjQVJl3uIOEMhs9VI1peCwbVnb16XC6vSXhRxb/yPg9Ry3xd/ycxs/HjGFEexz4ZbNl2DkPHDBYWFhgMBgA0m02klCXHZZ7npGnKysoKWZahbACIey58Nixlh+Trag8O6QmCmkaf8h55L82qEsZ+j0jugkGUkMwpDiViGIec44oY6cFY5PTev3FSqXJNF30t/rew0lUQjen3sSwegTlWsDg01rRsnZ/SwchuoLamRo6grwW7A7jz/IDfffkN391/SCtN+PDSef7fD65wdrZFIx+SSXsMnFIQmRMyI6XthiHtk9hIr5IErNzCzIVs10vcmnJca09ULpdgW7O3Uod/6PI1325ZG/ACqKIEFZqZiXEYsRbr8CJsxlVby8zKpZTsBYqzKFzUYhjd6KIe3ccsP0qfISoMeip1qtb3oEv/Xr3YOq3voGRG4jYFETBlAcEKxCu1YtdLpeMvbmciTrX1Q3rNMp5JTmafoeQyv4UGLQwEzGqHCRISlpgLk7vOCXH8vgoE0uZmlNowAY0NyrH4JHSG1CY8WYuUgYzZyeCLR3v89utH3H/0hEQNuba2zgdvneHS6UXm4gh12PcmiFO5hTbZGtwWcBthYMdeNgPd3VDfM9aIKMNCFOM5Foz9FVe72+XqtsaXs6EKHcKrRnFzxeEn4V5fO5YgOazDRUOv9sla06nakCj9VWwqp+bZopSYQ1Xtd0QeZnMKw6J9d2re9Z2pMAa/RRvcjBkuGMrRCQvCJqJPeGJwBOHm2fxtk5fp4i0sofjkLcWumKDu0dbc/0oXgFWe+RRp5EbKuCEE3Sr3YJRYRdD/KpfXutrbAIm0gbNHN223mNvtydLDrmZZ+QgG58jCHwGndXFitYWuT5umM2Q+AC1QMmJfK54c5vzm1iM+vnGXfqfDxTPz/OLaBa6uLrPYiIg19LQlaiFBxrjlIhEwA7cvpUxxZUJyAcxYhi61z2kdSNHglM86RWqMT6ukbFqck9i0eU7hE0H7OIY8jngrfRcOkG7egn/BbtdSLSVYBH9XmGBJC/FrnKOldOIVUNIAQhPB/Q6vKaX8vTDx7I9VxIRfk0uVXEN2HHDtH6gUrRdMwSP6WKkgxlyrSJ6Rd19T3XGhu0KTC4HC4IXExPhrpeyW6YRMRHRFg3ubB/z+zlM+//oWL16+4N0zy3x47RzvvHWWk7MzxJizJcL3R/tbHYWuuVdJLGNvv7Zid9zilFMPVjtjwjH6Km59Dw26Umf6TWijDJ56BjE2FHFE0gdMoi7ysfr9QxZd+S7KcVXnSYQ1ru7XLMeoqJ7/V91+5lr5u/p3ubLvCx2NIFYomZMLRSYgEwAmq3OkFLFSJvJTpAxIed5R3Hz0gj98eYsnz5/QSnPeuXyOD65c4OyJBaZSG3btdopqlwM0HJKofKrX7Dhrpjyg1T8ak6jDQ3+t1Kfj4mV9G7X67giMwr9H2xqpo6Y7cSjxq1Lf3XPZnNw+CsD7IsKViSM3TP0RSuF0qpeMfsfmyJQFQAuFT/Dum0zixOJT0JUnu85FNConxzGIV2n/9V4LK1AolFDkUpFJTYY9iMYSODnmStzkoJvz9eNNPvv2Ibfu3ydOFJfXV/jJ1XO8dfYUSRRZI02bw3OV8jNXpxmE4dGTQpKrxGpqq9e/xtYxUdgJL3R1qY+iHqXq3q/7OabJeuEXWs/CRw+PvlijV9cddhMUb1YopVBKkWXZiLYQrjA408Jdy7KsdrXij1uOku51alLVZKir76h+j1NpX6VMRpeqZJhMx0dQeKV7onrvTRiEZW5KQC4qBKKNL0ZpycFA8GCzw6dfP+DbhxsM8py3L5zmF+9d4MLKEgtNEwodUfhCov+fvffqruO4En9/Vd0nAiAIRgAMIJhEUSRlBdvynftfax5mHv4fYD7ozKtnltcsT5BlS5ZEiRGiGMFMIp3Y3VX3oWL36QOCkhzmjosLPOd0qLBr1061a29RSXAbsd1wuvOHKY7m+w86h1lfb4XH7L3eWOyvCPl7GtjbjH6y/urGfF3xZytGo5GPxuTCu8WqRKvVotvt0m63aTabCCF8yLh+vw/AoUOHmJ2d3TVjVn3H32KgpQw9Rg9XGCQNtUyhyFPF77dBlV1E+D2VvaG1Q7Q6aWjP5U8g9PiKTaRTsLshoUggBSkY5oL7LzO+vvOcP3x7mxc7mywvHubv3r/I3713hoOdjrEziHB4SkpBQzrTY8UIWxH0fgh9cxacWHLbrY7d+Fx86M8bECd6vVvZhUDs+sqbF/abSpzXY1pJhRDkec7Tp0+5efMm33zzDb1er5S5SinF8vIyFy5c4J133mFhYYHXr19z48YNPv/8c168eEGz2WR1dZWLFy9y+fJlGo3Gm9UMD90qgahRDgMb8ReqyOKeM1VWJIpoHmoBPwGnKIBsTZdq9b5dSzAsTtWJq9cEduG5Yza6dK/8Ypk0BpVFlBF4YizTJaq6UYUeJJYwSKSOEtNKgZYJuYDXo4w/rt3jD9e+49XGNgcO7uPK+bNcOL7M0swMLTRSK7Pno7Hblea0pxTlTb1YhK49bwKEWBZT4Fn94eGwm1RZV1fp5dLntHaF7Z95oEakq5M+RODyJSXLPjsRi6eE6PENPGz8YcQpfY1L6cj2w4cP+eabb3j9+rW3Qzjp4Ny5cyRJwvHjx5mZmWFtbY3f/e53/Od//iebm5u0223W1tbY2tri2LFjPm/Fm8teV0r8fHhAxfcd7F1wC1ERH2ucsqYZY0KTIaJQyTagJ7Xi3UtZP5z2zoTiEnEKTyCqa6ZCbWI0d8Fmqwi4e6vT+xigLxA6QSoTsMVZnnIBmYTX44K11xv8/tYaN+89YKbT4t1TJ/j4nTOcWNhPB5AuVB3RxrAlEi7kW1Vt9PCrEIgJZrBLqb+/dxjUE4Z6PKrOt/DzFUsMEeGzX4KALHBBYN5eIompSKg/Ztm71ZkCNBoNjh07RqvV4ty5cwyHQ298vHv3Lv/+7//O3NycCQUGPH/+nN/85jc8evSIy5cv+xD0v/3tb/n66685deoUV65cYXl52Qdv0dGEC/BHaMPf3sUxb1Ry1DqeqwrpLflVQDC6liaySoLj+TNA9otN4/MIuFkMeQHC81OLKCOMmSyTCMZ55kwImjUq00T3a0sUv1AkHlAVnrJrccfd/W/7soGDROQJsjBbkAWKoRRsaMkXD57zH1/f4ct7j8iF4qN3T/Or905zcWk/h9opDW2zaQsQaC8p6CLaJrfBbjzM3PeoT3WisZeconedFOVNneV184OL66IJSBliVsZn9Urw823ujiPCPufdoiLRz10HJtZNjH0BZ3UYv63H5GURJdhW+5WC8YpcWFhgYWGBc+fOASYi8mAwoNVq8eWXX7KwsOBPZD558oRr167RaDT4h3/4B65cuUKWZdy8eZMHDx5w9epVFhYWWF5eDp12C6gEk/rs2rv5S0xbel6QisOOE33qCACi/F5cSogVPaS9yCbRIsTnc8+WDm7uUtxEqJhIlGIgTnKJGMne1EZM0zziEsKb+9gG7uE3dnayTT9mLRE0rHORppCCjXHOrc0+v7vzkM++u89WnnHq6AF+dv4k7508wmI3paVBFJrEBrfxpzhtv0xqgcrWbYmbvrnbfi3pCr+w8HAxE2K4xWPdC6zjeCLCunG7tAilCsT0+nwXKoQsXLNScDR3/raOxlnpd3DEqu+7dYeb/gD24JXzfozdopVSbGxs8OzZM7a3t/1RbK01T58+pdfrcfz4cc6dO8fJkyfZ3t7m7NmzbG9vc/fuXc6fP18S4b0NQ2mbR1EgZWIj0pghuUUGxqW+flCBbRhOYAmP8Hdt/gObC6HQNhajgbyUBmou7p72sxB/OqiGQC66MHUiBcImJQhIGIu0b1hxdtKKmIBp0LhMTKbfhZ7k2m9TTCxNewpESpD20JPLrOUo5e4MbPKaJTpmfhKSpAkyodAm1dzj7T6f3rjLF7fv8mTzNSeWDnPlnVNcWDnI4myLRgZSuSCpoQXfX2WJpUjARhMXuDBvEcJHU+UldVvCArMnPFS4Zoi4plBOxP/hMHa45tvSmqLQFEp7D1UHsyo8vVNUzOYtXipHCO1caWHwXGkolOl4cPCtSJoVgu6PHnmPWTN+Jzjg1LcaIEx4SMYT9vDhQ9bX1+l2uxw9epQDBw7w9OnT0onNhYUFHyT28OHDzM7O8uDBAzY3N0vEoSoNOBHc5K0YsrPTZ2trB9C7xtI349EeKE5EdNTbhPPuMx6NKLIGRZGR55nx73dp+QSRPUITo1OQQfyDaCRawXiUMR6PyYsxo7Hx/ZBJSNjjxvmmYoia9HpzlueMRmOGg74RsWVCq+kymu8xCF2pWeEzdGmt2dnp0e/3advQ9MpFLHLjrmlgWpsCUFqQqwY7vRH9ccbWICXbHvIyG/Ht3Ud8ee02j548IxWSlcWDnF48RBdFsbNDPytIlA1OnBQgzZwohSXikv5gSG8wBJmQNrfNfad2RTPkDn3VGSJ9ngytLSETDMcjdnZ6NJpNOp2+CfGncsdX3gDTSUA4Q2GWFezs9FDKxKgcjRoT622CfeiwUANjC8zNEbXtnR3GozFpKinyjERAYtezlwKdR7Or34kOvnHhYVQoGBeanV6f0TjbddMgnYbUw+GQtbU1Hj16xNLSkrdJOHXDJaxpNBr+/dnZWbrdLqPRiNFoNEEcTD/DuXWlNFlmktpsb++wtbXtna2mLbJYKzAU1XJ4IcASh16/T56NybOUPM/IssyETXdOXCJw/jJxmJQccO45SpBniizLGGcD0lSitImyrJTeM3GwUECLxItJeZ4zHo8Z9vuAqavZCMTB9eaNJZIjlc8dCdvbO1ZFbFuub5IAh+zQb1M0moRcNdnp52yPhhR9SZGNufPiGV/e/p67399HCsnK8hLvLh/hxP5ZVH/Ajipo5BqpEzSQiwwtNTKxIrMCKVIGoxH9wciGfU/NQtQhk7VbT+bP4lNJJLdzIRxx0AghGY/HbO/0aDZz2p0eEo0qMsQuMNh1PoXBjbxQbO/00dpmjms0bD/r5q58ktLX79VJ4YlDoaDX65lUC1KQZePoRI/NrAU2NL0lL9pF4IpSJViOaJIRQWaJwzjLglRdU3w8h6prdK/X486dO7x48YK///u/58SJE95j0kWdFkLQ6XT8+81mkzRNS45RYPau89zE549NCUKYoJ8uWnW73TJD1OHZ6twIP2A8pXVUF2mIgwaycUqrYSIBt9tN43ln+yyEeba8oTOFONhtVqUEo1GGHEmSFBqNhJmZGZPqz+nMe9JUnUFMeITIssxG9DY1zM7O0Ww2SoPfk606kq1dpmulFONsDEIwMzPD7OxMlF256p5cqa72IJ3hPsMMRoCULfqNlOe9Ab+/cZ+bd9dpioT3Vo/z8eULXDyxyLF9M8zkGa2iQOaaxLo45SK37N9KEtou9iRlOMrpdLvMzs1hRPZAyISTqITb5wgqYpk4BHVFCEmj0WQwHNFsNZmb7SIlqGmh6e1UapclTVRBZReyFmR5wTjL0VoxOzcbCLu2T4lytSVwW90xbFcGidiogJpkOKLT6dJpN0mk8EZco4ZYFVn7VVCqRTtdSki0EBRakOWawuJskkQJlivFO0HFnpC9Xo/Hjx/z9OlT8jxnZWXFb00KIXxo+qrLtduVcEe5Y5DEOpiFCiBIksQ6WHXodrv2PceJq50Os1R2g3XEQVAoRaEKRjKh3WrS7bTotJue0spYz4KIc5YRxIhsrs82b0UyBAxhaLVT4/CVyEDMakFcHUHovxN9x1nOMEmwQ2B2doZ2q1nqUzza+orLrRsJwUhmo9EYEMzMdJmd7Vq1IqqvTuV0+n2lTYEg1xqZ5QzSMQWKF8Mxd55vcv3eMza3hpw9cYRfvnOG/+fCaQ51W3SloKEbJIVGKHtyEUEhlRV2rLSDgbsSkmZ/TKfbYXZu1sydSXSJU8pcX7zkwKRyqMFLDiAZjsZ0BgNarQazsx1SpxJOga1Ty2K8C7UH4jAa54zHGWjtc46EzjhO7kHt1QoHd22nz+GGsgaBQhm1WyLotjt0uy3SVJLI8oG8wmuHMXEwA3B1O+KgtCArNKMss8mfpjO0ks3BLfTHjx9z7do1hsMhCwsLHD16lLm5OZ+cxnlJKqUYDAbMzMwghGBnZ4fhcMjMzAydTqfkSOVSk5UBb3T1csYrrH2CiR0AQWCmVUQwKwtyZcJ3y8Sc+0iThEbDoWOIbRg0+XrA+GS8AisxwXhs65YJaaNBo5mSJLHk8OYy0WcBWksyH0ofGk3TZ2eQLJPB3UhEuRd5oVDawEImkqSRkDYFSiUTtVRD0AhrEKm2JYTxadCtFJTi9asRNx+95Pr3T3j6aocj8/P84tJ7fHD6BCdm27SwipmUxpirNQkuaEtqpSezUpQ2hkKXY0RKQbNp0d3H7QhHt52m7Y5CO1nIw8gSOJe3Ilc2XJ2EJJUmqY1MdpXK6khDgJLJDWLwWxjmIyVpmvicIFXVYoI4yBgnyo5OhRKkDUmSJqSNhEYjCcTBDlADiahKDnjVy/fT4rwxcJr+qsIcmVBTVCcfzyHWmb/77jv++Mc/0m63OXPmDAcPHiRNU8bjMTMzMxw4cIBut8t4PObJkyfMzc3R7/dZX19na2uLo0ePcujQoVIeSQcY7dqLkF0Kk6vBpauYrgXhdct44uLJklJg8dB42kmbV8G+7OpVcYX1zXjHTUdQpM0jgHZ5BIT36HubUu23dHUL63xs6y3FwK3AZA9KBkli8x4Is2yErR8ZsjUJvFUFp2oI5xodLRsnmEihzEJD8nyYc/3xa76584AnT15yaH6Wy2eO8/7p45w6tJ+5VJJYnxAt3eIWVqnQ1igcZtstcik1QppPF0xWi/BUTNrLweqinA/2UXet0BbPhFlMDtZ+cn9A0YBIMKI+Jg5WbDB0fgPVIOju5Vg4rsVpYeZFCk0itcc5BxMnjrghhMhnlBDEaRaOBrg6DHy0V4GqJa3qG/1+n9u3b3P16lU+/vhjLl26xL59+wBD/ffv38/Ro0dZWFhgNBpx69Ytb2e4e/cuvV6PCxcusLy8XFItnP3BtJdYzqGt4aQgPrz/xqkqUWPhYmIYwGgTUyCxdYtKdJ76NupUCxeowxFNox67RSu1CXIik/JbkX2pvutEoqS9JoFEaFOnH0MgYHFVb4KNq9MhSSIMhIxVXvn3HZf1Fm4KpM1FpbUElZrsVVj1R2obhCcnA16rJrdfbPPprXXuf/+QGZ3xy/ff4+8unePs0jz7OxKpzHxL4VQojQkO6/I7ONuS9D1xc5dKbbNJVxZ8CXJlaOwGG6ld3fiITeV6f1hx9UqMkdfEs8AE5nZpKOuoup8IJ6lFBNAxQIVZF7owc2f7jTMDEAiuea1egnXb+A73gs3GMeq4K8G4nsaVjEYjH5p+e3ubpaUlTp8+7SNJCyFot9scOXKES5cucefOHX77299y48YNms0m6+vrLCwscPHiRY4dO1buYI2NIkx0POFvKpbrVOoOgAhi+KS4aMGj98IwKsKkweuKeGiemSQ0b7Y/1KF3LE3VfVJ69s0ljNHCt2TgtLZA4VoWUYSr4O2p7T6xsAu8EAk744z7rze5/eAJ9x49RmjNiaUjXDx7nLMnDjPfSmlgvR911BeivpRJKh57PQx05T0qz++N208+9ZMcep943+FDGf/2ZocqW91Fed41YQfC/XbvlJC4AlNBZUlNnlSJBJdaIJSIQ5ZlPsv28ePHWV1d5ejRo6XgskII9u/fzwcffECe53z11Ve8ePHCWsJnOX/+POfOnePgwYOld4Aa4vDDix+7R/548LsQmipO7oFAGLE2fv9NxGx6xRNzRnmSfirELQvbk/ekRTptuU/h9XhpVTIQwkZlsmifIxgU8HhryLU769y5t85oZ4fVxUNcPn+GcycWObK/SwrTd0h3gXkVYXcfe730sJfyY6WFN9c+pYWJy3XPakycSPPrR8GgBtlKBOENaFwiDo1Gg8XFRf7xH/+Rn//851y6dImZmRlTjw5h4drtNhcvXuTAgQNcvHjR562Yn5/n6NGjHDx4cCKuQzXz1d/Kn7/EeJBQIFSBlglKmJyVyhKIRGtSFNKKsmiBlikjIXi0Pebqg+f85xff8PDxK5bm9/HRO2f4+XtnOX5gjq4AWZTP0vx43vy3Mr386WA7QRwWFhZ47733KIqCffv2+UXuCIPWmjRNOXjwIHNzcywvLzMYmGy9+/fvp91ulxr4S4SN23P534azdrxGLy4Q5JZ72D1wp7sKu51mSQZSMtKKVyPFjccv+fK7R6zdf4zQknMrJ7h0aomzSwfY14DU2nyCbitq4FxVDP+3ljo58q+nlIiDEIJms+nPVrjPOAlunLlKCEG32/WnNV0QmLjEOSzeLgjM38qfonh92Bq6jAOSQke7E1oItBQUhd3TkILtrODeqx0+v3mPr9ceMMo0K0cXuHRqmdOH51hoQpIbI2OaYLfyAmFwngmuvb/2hfG3UkMcHAGIPSerxsRqNOo49V2czCb2uvzzqhL/20SCvRdv5hNu28vu7tj7hX2mALQ0jlkqSXnw7BVf3rrPN9/d59V2n5MnjnPp5BKnjhzgYLdt4jOgSbQq5WuAyaA8wv//N+Lw11xKxKEabt6VWGIoxWaA0vc4v4WLSRm7Z9ZFr/7TlL8hXSjlHRfzIQCJEOZErNSQiuACrjXkCFSSkmnYGiluPHrG59fXePz8Fd3uLB9eeof3lg5zpJPSFYJUY+wUwnhBmqokWgQPCl3fq7+Vv9JSCjAL9Qu3zphY2j6MvleT2zip4W1sD7s968Ti3dDLub1qt33ndjD1ru5Ve+/fHvo7fQyCEmP9MxRnEyxNrUhQQiB0ASpH+uAfkhxJgSAXkqeDEd/cecLvr9/l7vpT5vft4/yZU/zs3DLLnRbp9g6pKszWpfeesI2K6q6Sbxy31WeKIx3V37FB2/U/JEAKpw//cqRGR18ETPo1/NjyU9f3FkXWn5wMakQsNbgSE4j4fvW5apDan6JMT1xb+3DNez9JJ35EbX8+qcYgq6EMVfxSQqJE6pPRCF0g7R9oMiHY1HDnxRafXrvDjftPKBScPr7Ih++c4vTR/RzoJCRFhlSF9birLuopcT597/ZWdM03tP5p5/RHFB2G+5MXEf0/2TB/UnRK66SC+HudrQGCQdK5SMfSQSwtOFWljsj8jy3/w4fh+buEBIkkwSgS7uxJwljD+us+336/zu93zfqlAAAgAElEQVS/vcVonHPmxDE+eGeVyytH2Z8mqEFh82Q6Jyb7WXFYiCM4ObPnj9+v+B8+Cf8Dij+V6Ypb2EophsOhiYWA2eaMdyPc4s+yjDzP0VrTaDRKNgZXT9zGX4pA/NTmrx8+ir88UjuGowApJFpqk3wCgU5S+oVmfaPPF9fv8NWNO2zt9Dm+eIT33znNxRNHOLavTUtBvyiML4SDbBXIQpQOi5adm/TfTJJ/5cVHn46lAxfQ5eXLl2xtbZHnuT+d6RLXAAwGA7a2tuj3+2itOXDgAHNzczQaDf9MndTx/xsJ4n9EqV9+GmuAFsYrUikJSUJOwvOtATe+f8J//eEqa4+ecmD/Pq6cX+UXF09z6uAscxJ0rhCFUUFKLTil28075WjHxmwQCMPfCMRfb/FqRbzgv/32W7766ivW19fZ3NykKAreffddfvnLX7K6ukq32+X169dcu3aN3//+97x+/ZpWq8XJkye5ePEiV65codPpTAkW8jfC8OcoZvE7SV/770G8D96PCoFKGxRItkaaW/ef8cdrazx6/JRmKnjv7EkunznGyYVZ5huSltIUmJOkJjkKlCxnlji4UHwlk2FswftRUtRf1hD505S/brJYiufQ6/V48OABX3zxBf/93//NcDj0KsPCwoInFMPhkNu3b/OHP/yBzz77jMFgQLfb5f79++zs7LC4uOjD1b/tTsXfyk9XnHQwCX1l9yMUioRCpxSJYGOouf+ix9XvHnHrzgO01qwsHebDC6d45/ghFlqGMMjCODHZ0+vBLmaJhLCEwYU7q5afZkn/cLfsvx6S8tctN6VSSoqioCgK7t69y7/+679y//59Dh8+zCeffMLJkyfJ85zZ2VkWFhZot9usr6/zb//2bzx9+pSf/exnrKyskCQJv/71r/nqq684ceIEACsrKwAl3wlnnCyXvU9X1e4eb35NlurO+t4nIj7/HrdT1/ZPXX5MvZOjjKJkR89IXSDJgBaZhCFw92Wf//r6IV/eWuf11oCTK8t8fOkMPzu9xPH5GVpaIfMMCo1IGl5lCGH2Q0SBcsgzu5Q1E3FPdbSbEu9DxUStlrz42Ot7gUFtJbtd3lOJ7a5eUovv76nyMJYqDKq7v7XV+evVu7vguqjZv6p53MdzGAwGrK+vc/36dWZmZnj//ff5+c9/zsmTJ/2uQ5aZ6MtPnz7lxo0btFotrly5wvvvv0+WZXz55Zfcu3eP69evc/ToUU8coM72IHBhRiLZNLq32+BE8F2gyp3ClPlcDQTk9bCY2HePW9YWXsI35Y4JuAxUIcxbta69ldqtPWvAi4nSnoXn0ioMun4hTK4VJUM/wyIVFFLQK+BxX/Ptw1d8dvMeT7Z67Dswz8Xzp7hy7iTH57vMA6B8mD1lfSLc4SpTncQfVLZ+E5NgdvNu58VnHA/HxjXSBMqw0ofEVjcxz2VviXq4xtcc4Zp89m1YxwQhc9KSDEQxtqnsXpkoPyii/jniKULgWYkjOsLPc1hRotJmhbvZnyH8HdScqffF71ZsbW3x6tUrH6zlF7/4Bc1mk1evXtFoNGi32yRJwvb2Ns+fP2dnZ4cDBw5w9uxZjh8/Xspb8eDBA54+feqlhFhS8H1CIEWCIEEpKAqNKhzHNkOemCxNOOQnMHEwIhBoKSi0MjkrMN55CigKZUKUYaL1eGIygREBet5kpi3QtdGzlTBh1AsNud1r12qvaBXacFGzES5IqD1xoDW50iSeIuGRx2c+knaHQGOiNvm/AJ9cwBjNCMVYaHJpTlBojYmtoxNyJH2d8qyv+PbRNp/fecK1hw85sNDhnYsnufzuCquL+2mrsalXCXSSmFyY2qgOiY12o8wEGODYMH/IEIYdS/T8GQsLU03gsC5fh0KiZUohpPktMPlOKOOwwOGKJemlRWanTxhMUkrYuk3IuUJpRCKsY1wdLuxSAmqglImpqYUALckV5MqeVInj99ZJobYe91uJIDGZ8Dva2IMwwWZNPowQr1TpSMIS1XWuPY7g6zXjzgpFrpRfYdMkHE8cdnZ22N7ept/vc+/ePW9zEEJw4MABzp8/z8rKCtvb22xsbDAej/0xbSklrVbL5624d+8er1698uHrqz4Qpk3zl2U5g/6Ara1tXr/eMEDaLQGvACFc4EwRrR8BUpIrzdbWDtk4I89GjEYN+mnqg3IqZeITYDMUlXmA7ZhZgZbzWS5XaIajjOFoTJ6PaQxSsjwzMSRdopHpvS4VxzG1ndEiLxiPMwY2b0UiE5qNRggEq52gbn8KE4nZrD+JKCRSmYzXCIGSmrFUZEIx1hlbO9sMe302WtuQAYVCC8EIwatixK3nO/znN/e4duchmS44dGCeE0cPMpcK6G8xKEZkWqNUSkGLQjRRQrK13Wd7u0cjSZBC2vD/Cmx+EBMLMkhtBolD2DTtMtYICw8NiITeYMj2Tt8sMpmacSsVwaAcXrgE1yBne7wzOS8ko9GYLRuvpNVpIYUw0ad/gOTnitImb8Xm9raJIdlIaTVNcGBhmUc5TFxZjvH/RcZbrTXaEsbNzS1GoxFSwHg8MiEPPa5pT3CD6haCzHoGK4JEU2jICuj1+ozGY4NjuxEH59MwGAwYDAasra2xublJv99HKcXc3Bybm5s0m002NzcZDof+6Haz2TTd1CZvRbvdptfr+dwWcV6LagRqpUyOiuFoSK/X83krDHGY0mOhDXGIRFEDJmEyLynY2dkhzzKKvMF43KDhiQMUeW6QUKYRcSj/GVddc/ZAINFaoApNlhU2b8WQNJVoXfhzJG+zC2NaiaI2FgVFnjEamujWSZKQpinK5dnAhKVzi0FLjRL2HIuSJEWCVAlCJ8YQKDWZLMhFQU7OYKfPsD9kp9VDFBJVaMYyYUvB9692uHrvCX/89hYb/RHHjh7k3IlFThyYp5WNGW+MGOgRUkOhGozpkIs2JAk7vSG9Xt/CN0Gr3OQGsR6TUpTHG0RmK+VY4ueIvEYipclb0ev1KQpNIhv2BKkiRJ0OFo1YvtQiIqHeX8dEn5ZSMs5y+r0+WZaztd1Goiny/IcTB9teniu2d3qgNY1mg3FjbFVxFTEbQt+r2/qu345AqEAcdno9svGYxOatEAKbVxRPfArt1AltiUOIguaZKO6InYlAPRgNyYs8ikQ+WXyAWa01g8GAzc1NTp48yZUrVzh69CgbGxv84Q9/4NatW3Q6HR/jwZ3GdMe1wSC185j0AyfSb7TTHT1sSZKEdrvN7OwMc3OzOHGznjhYcdXGawuLzD5rJQfQjEcjOu0W7VaTZrNBaiUH7VLE2QNBZcKA/xQuTLHlaEWuGY0yxqMxbZXSaKTM7bN5K5T2CLbnjRmnn2pDsLLxiIE93To3t49ms4FWkRAeIZmSmsISSKEliUqQWpjzEW4UQpFrxSjPYKwZ0GTfzDyzs7MUaDaFYKc34ttHD/jy5hqD/g6njhzhkw/f4crqImcOzTJPRqcYkaoRAoESDTLRIiM1kaNURjHu2rmbM1GjlAkiY4L82uUbReo1hMCZLZUXj5UV+QWSJJWMxkO6Mx3m52dt3ES392FibfocFtGsOeNmPJNKm5SIQpqkNlmW0Wg1mNs3RyIEusj3LPGVil3USkM2zm2WNsW+fXPlhERWxYrPkTjuXhqAcIvXStXCcHkBPqJ7u90ikZAI6XNXaO2ieEVh6WNGYg+laBvQ0qkoyrabyJT6tVY5lVkUBXmes7i4yCeffMLq6irr6+s8fPiQjY0Nbt68yfnz50tOTrEKkOc5RVF4zheHpneTpbU2k2IHkCTShqXvMDs7gxAhJN1E0U4MdfXZvXRn1JGCotDkWUYqJZ22CXffaTV9hGAnejqbQuhZ+dMZMz1xUJq0PyKREqVTWq0Gc3OzExGv9lKMnh2QOBvnDIfODd3krWg1m2jtLROe6gigkJpCuOPVAok5WZnokCJOAnmuGI0yimaOVJLZ7gzdfTOMgJ2dPnc2N7m+/ojHL59yZP4gV84s8at3TnD68DwHm4J20SQpmoiibYiZTClkSo5kXECetRiP2sx0O8zNdg1SamUkB08cXNctcSAYzWLy7AmENoStM2wy020zN9c10b0tcZBa+/fMFEYKhigrHI4LK8tshqOU/mBAs9lgdqZLmkh0EXl4vk2xhEhpGI0yRqMxWitmuh0zd7YXQoTg+X72daxSuLZF4PCWOCilycZGWuh2O3Q7bdLEhNSXEf66CF5eYtBRve7EmrRSA5ApzWA0ZjgY7SrxlvwcGo0G3W6X1dVVrly54lPbXbhwgevXr/PixQtWV1dptVoIIRiNRmxvbzM/P49Sip0dk3at2WzSbDZLhkiX+0ErG7KZYHeQQpIkKY1Gw0sxu4p6sbhqoaxwMNA0GglFEWL9N5up0dO8sceFZp+UGMqNCPtN0ADyLGM8FghtiF/aSEikDLrzHotr1RhlAaUYS2nD0wsaqclboVQQH0s9EyHGoNk9cUvO8N5EC2OL0AJFQaoTEp2QNCQygTGw9myDf//6Omvrj2k0JZcvrPDzi6ucP7KPQ01JszCZqYRomES8CejUjDexsGtIQSoljVTSbNhdCiXQSlhuWR5z0ITNuBJnb3Bzok2i2CQRVqoUNJvS8EWdeIIiIlHYEZ6S4C6CDm75K0pr8lwitNlxaaYmT4iK9Pe3KnYClIIiTZDS0K/E5q2I8TcQ+BgSUZvemzTsSgAU0oZLkILU4nGaJNbm4CSDKEq51vVjcVZq4YyyhtAqVaCVmmpQ98RhZmaGffv20e12ARiPx7TbbZNObTwmz3OSJGHfvn0+mOx4PObx48fs27ePfr/vo1YfP36cw4cPlxqaPFthkVkYq7FJRGO3DpXYnThEw/dCA46RmAWWSGnyVgjhDWNgqLhTbSa3QOP+ui8m9wXg8wYoZRZ1Ikx+CVVdCTWlJP7G/cdLqP67y7MhpNXNI5iZaQ7wMWH5HUpZwVy4sPCSVKYIYeJE5kLyOoe1Z1tc/e4Ba3cfkyZNzi4v8v65U7yzfJCFhqaNsjYO16HU2mcFCBPQJRU2nL40/XTSCtKqDYJoDmNuHiQHb4JzYrflnEbqMHX7oPUOPsTwwKos5bnUoclwTzk4C5/TxME4PPoDFAxBaaxCuFwhoTMePXzHQuyMUI/wBFKGxwzOOTz2fwZe2krSLm+K0NXNzPDdw9321dW125C9zcGdnThw4AAbGxtcvXqVY8eO8eTJE+7evctwOOTo0aMcO3aMTqfD0aNHyfOc7777rpS3YjQa8cEHH3hHKDDUr4jzVOIQxeiO0qr3nhuWBlgtOlq5wlr98Qlo3NaU0EEy0ZZim61VYZO21O0ulCUAp8WgjNQjtMt1YJFaYRNZ7B2tqtxUYbhPbKxwkkIcqiCWHgz3NDcKjHHSEIYivOAS08gEnSRkQrCTw/OXW/zu2zW+vXmP/mafd04u8cl7Z7l88hhLc22SrG/10xRITLAWKQ1SaQ0qNzsHSiBsohw3Fm2B5ufAi/lOTqrA2ibzNTl/re0oejfWzU0NIUZHdUEH2SF0yHtv6jCXZvdMBkKj43ffVj2MXb4MYxLVCY5xQxCJ/fFD7qPsHyGIkjN5rqI9PvtqajhpMEhqu0YiOdlrGoZATGPEqUtVNzc3x8rKCpcuXeLZs2f88z//M/Pz8wyHQ77//ntvpDx58iQAFy9e5Pbt2/zud7/j66+/RkrJ06dPWV5e5tKlS6W8FeUQ9SKMR4T7ey9R8rMIkoGr+McqbzkKHiFPfNOJezriZJQ5QOw8UpI53pLhiKiC6tAje34khVaQV5vtQCcQma1dmxzIEkylpRHTE4FqNBgnKU92Bqw9f8HXt2/z6tUmR2cW+GB1lY/OnGRpts1MokiVOWmJACUSE4NamA3dBLctFyJOhoSxMTxcli0HOKvCCafKuY67xVlC9QqgCPV4wTsmBHraC75fnsgLF6ek/IwWjvDsrZS4vjBqsVGqnPHRIpeuEERdmUd3TQREjp/wjC1CEh3uBrvYRL905Zqt3c6ja05Xor45GLmSQsi0u7y8zEcffcRnn33GjRs3ePnyJUliskmfPn2aixcvcujQIbIs4/Lly+R5zrVr13j58iWNRoPDhw/z7rvvcvr0aRYWFuzYgzoxETRmgo/uvQi3oO1Km+al6Ki6iFZkLNaX29YTuykxEsRvvV1v6/oV6nHibmlI1ZaC95i/bJLS2P10YffUCXp9LgWZ1gylYCMrePT6KdcfPODR0yd0ki6XVlb46NQJ3jlygHmZ0VAZ0nhfobQil1AI4QUkoQWJjrhtwN5JYuklnkgSLC2EMFhHIJS7psPiKhdN3exNh2745bJJ1UvSbxdbYpIchUnxUsRUaXJ3AhFbQBwz0thsY6ICZ/tfPS6XrzlVNDgJuCBM0fOVDpfS4S0sLPDBBx+wuLjIr371K5PhV0qazSZLS0ssLy/joj+9++67HD16lA8//JB+v48Qgrm5OQ4fPszCwkKJENRZRMs6qa7c240VW+z0nm0BmKVBRuKilQH8e17UKAGkHqi+szq+9mNJQ6jB2xsmZh23siLipssPqIiT2lT2mgQtEorU7JOPhODVOOf755t8cfs63z95RF6M+dnpM/zfjy7y7tICBySkRYEUOaQKhSATmlxocgxCNTAEIuZVRiyPPBctaESMxJFUF8kMJRgKO0DHfatlcopibhfXqCeu+T74NVnBNflD59K2pq3cUyGSHiYGSOaap+/1C9KhmY/NHUmXhoA6ButUt/J4p60n07Z3bI+Y0KTXaVwm8lYcPHiQffv2sbKyQpZluHD1rVbL2xaSJGFhYYH5+XmWlpbIsgyX7KYanv5NC70kfu65uAUqCIJqVbxyBKRqwXVacIWD1bZhga6r18OirEfnty/CT3b9CYLp8NEIZX3kpHm/EJIcwRDYVvDg1SbX797nu/sPGGR9Vk4scfn0cS4dP8jhLjSUKlnClBD+3KaLRq18D2QVIBUEmw6NN8HKSRB1GOMI/G41hBktk6Fp/RK1V/deJt7Xleui/GxVwppWZ3n+w9zHizmMs9JQbZ26DJepUk25pNULzgbR6XR8ghrn2BTnr4gT3LgtyGmxJN9cqlM0fSGUbouIMEwIBI7wRAurpF9NXisjfY20M4XS/jDyIOJhBM4b9cHp93X1a4HfzTDnGQp79sGkohlp2C7gaV9x89ETvv1ujZ3eNsuLB/jllXe5fPoY801oKLAWQUI+eAnCyAllAcs9Y9UBu1jj/oVlWe1zHTyjwVTeEFQWg9ffXR91pZIAVV2qhSDRRM54ztgbwP22cxgUijqhz9Vp5jUs7onifXfia6L028EiHky85xO3V4fr4avrc9V2U18miAMw4Z9gGtATbsLOU/KtXIenOTj9BOXH1RoDv1xTSaK3z9QvgLcr1XqNd1tN264t2zWFQiER0mX71l4WFVIYT1EBzzbHfP3dE659/4AXG685dnSBS2dPc+XUSU4e3E87jRsxOxRmfiSJMT/iMCHBGUCFJRxqOh90IIy3QyNpr4zU4VNMvVc7Izjp0LNSMflOlbcKXV0Uu0llby6BiJXrmS6u6wg+rv3J0b1Njya1iTqJuASkPZVa4hAbEePkNtOe+WspP168nwbUat2xNeOHlWncRkxbchHXU0AmzLZsqo1PgBGSBGBOBm7mcPf5K7648R33njxDNlLOr57iowvvcPbQQRbajaCOoLEbpIZDa0FiLfDV5SyQxvi5m7LqFm3c94lnTV/Ly7eeMNgaI14NpbnyX0XltepWaMw1f6JijbJCB8Wr2uPy85U+/8nKXqXx6aWWOEyL+xifm4iDt8TvvCm71US6vLfucqW+PdVRnbT4TSdj1nEQ88xPiEq7FB21FYuhk6NTwrlPG0t2U2J5fIqmwc5AcfPRC/54/S43794nR3BqZYX3z5/h3RNL7G+mJOQUYmw3PyVCm+PzCEMcRB6kBtsZEGb9KWHsEnrK/no9ccOqIlUGFyou8V0tvINTqKNKUutnPuzxh+cmxGjvRBLP/9sUgTsFG3Sf0ld+KgkzlEo/fb9F+K2n4fLbd2MieWXtlqPfHw5Eo5ru7oeWt3+zqmuWhVEBkVV4r/VPg1pAr/IQdY14utdiJ66yd62xLt2iqsHX909HJkItJCQpOmmwlWsebvT4au0+1+7cZ3N7hwPz+3jvzCrnjy2yPNemIzRSZ1gXKkNihDmcYwiFQCiwJ8NLf3F/dYyLexr6tNmI4KyxZzTKHL7+zcrMV+ao/Fn9/ubLby4Ro4nj7//oen2tlU9Rxum3ql/4dybl4vqSxoluq5mr6ghFnDJPSlmSJtz9ukjTE+HvsYdShPP405H+OOUItNdho0kR/lv0WXYzLldl78RSn36D/BHfdgsldKqWSOzu2BX3P0FjskYU9nvhByVwB47CAAUSRaqVcZNGgG5YL8iER1tDvn78nM+/W+PBs+fMdmd498QyH62e4Nhsh47WJCozg0ic0VHijgd5tb0chCCitFbZ0DGTqADLw9VhYjQJOnw3tMISAlFGfokOrtNxPywZ3ZX0i3Ca1WOEdn237VgVRLi5n1BJKlMVX6rRbGofmkCrWGp1lxyzwMN3Atd0+fCW8xI1u/La5CYudayuuHoDYxJu73QKgS8d2XaxJPM898ZHt0jj49hOxdBa+3MXWms6nY6Pb1Dn/FQKNqu1sbKr6My7dwaJAVn9qafeCnYvHRDTRUkSNaOPCUTtDAdgx67dgQCav1I0IWBXuhDJCeaFpLR1qIU7FEZEE5x7UED3FI3OM7SWqKTJWCS8yjRf3l/nv2/cZv3la2a6bS6fWeXisUUW201mpSDVAc5SO68FGfWt1HAVDDj4u0U2uaIiIEwga/W3rvxZFcDPXyRD6Rhu7tkQjMeL1IL6+faeWXWKjyMQlS7WLX6/4F1dEVhK0Xbjh2MqUcOIPJycImnemXDY8uEU7V+0lMANuTIA4ch5fEK2PMRpLmCeOCil6Pf7vH79mn6/7x2g3IKemZlhfn6eTqdDmhqr9s7Ojg8tB3D48GHm5uZI03RiV6NOwkCXpQxKkkttfw3QakRybV+P6Yy2E+a3wSLiY0mXfXFyAgOdjp93bdp/vi1br46fmV7cCUp3aNkcmwonBD1+2f/i86NmnJpUwDjPKZREpy1zoOr1Dp/d+p4vb6yRpJJzK8f4f9+/wFIzoZWPSPIcaOC3LFVSIcYh5NhUedMhYqRqVqqwRZYu+E1JUSZygRDFspj9T2lcoCJz8tURBkdYZaWbBgFcnM8AyyCJufgfYd1XBlqduKm/w0ar4UGijL9xn0pUp0qB4ueqT2ivrXghLBbjhOtHtRa3EGIcjtovrY9Y8iv3y4eJK4qC9fV1fv/733P37l02Nja8W7VSirNnz/Lxxx9z9uxZGo0GL1++5OrVq3z66ae8ePGCRqPB6uoq7733Hh988AFzc3MlCSL+NAjlTls5ATIewG7iUfBt0BE3IAKgNz+JgAiiUr9nLhXE9PdxW7QxIsdANMgQog9Fx6hrKZuo/F8Vmq2HoAgjMozQjkg4xiGCTi4bFElKX0huP9/kP65+x83v1lGjggvHj/PB6VOcXdxPezyAnQFaurE1bCNV1mTg668pA+1J6Ljxls/LBC5qJQC/KEu1l2EiZIBJjKRW53Qis/FwNVuooUIbNbcyh94b1l1zXoy2PTf/rj91MzwBkxqOXBpHjA+xHhvThIk2IqYiypKIZwba4nMkLBiYW7i5OdRQVsUtcdY6yJ1urgSYSGcuQHD9OP1uRVEUPHv2jM8//5z19XWUUnS7XdI0pSgKDh06xHA4pCgKer0eN27c4IsvvuCbb75hOBzSbrd5+vQpvV6PxcVF71UZ2yggIhIRcXCp2kO/dpsoOwwPzGDT9yqUsEjgfZMD1Y3lg6BmVomSnejobokT2Pp1BSk8gCtSRKnfWFFYuDZsrcKevoOKTaNKNO2YtUCnDXqF4P7mkD9+v85n395ha3PIsfkDfHT6FD9bWWZxJmWkCgYyRwmT4UppeypRVseGZ0gOl+voXLDB23GL6j2HiA7ZJokEWEIXE+xSnfbPw8e14ySSSmVxpz1JK0sI2hJ9Lap2+DfjW/nxMkEMREdTCh0TV1vqX33zsZQAEWGI8VxAHdGdmEj720lhMf6W10hV+gol9UE4rVqxsbHBmTNn+OSTT1haWmJmZgallI/30Gw2uX//Pr/+9a959eoVH330EefPnydNU/7lX/6Fa9eusby8DMDZs2dLEaOcd6UbuAtDHiSHCPh1PdZhcFVbiv8TmDP69miuRzAR3nUTMQnhCtLp8KwGu33nWFmIiaiFnJgbZD3Ip3nkOTnCoV31riNuWtuYlkgymfK8N+C/btzjP75Z47v155xaOMQvzp/mV+dPcvrwLEINGWc9tB6Zw1TRKIWqSAUTCGYJWIVAaMz5z0ILCiUotE1gI8JrHkZTSswh/WEjbSMwC7xE5pw3vckhRhNdUyGlqJJhjtz/kUiNwMyTp9DTOjp5I+bsBpgCtJknG6nQhvEnjLCKanUELrrlw9JHsJC6zNTi9spk1n6L1pKbN+MUG3Bp2lb9RJi48XjM7Owsq6urnDlzhpmZGX9fKcXW1hZPnz7l1q1bdLtdLl68yEcffURRFPzud7/j9u3b3Lp1i+XlZc6cOVMee0XcKlPF4HAzlZRFyFtHGMAA1G0Jqqhe947LgUB0rdyAva7LV5R2HMJOlF007n0V1SGYPoSQO8IgpYtkhW9PRwPSvo/KEoRCSLQUjJTixSDj1pOX/PHWHe49fkaSpJw9ucRH765w6vB+DrQEw4Fm2xp+FUZy8NpM3Y5QBOPd5kJTDqlfmgOmxwgo1xG4L37Rug5WbAMx4fKSWRmf4i/xbdNXFw7HGpSncfhqiQUg1xc7b27+HW4ou4DjwEqyvorwo07QjCUJh2/g+2wCj8W7F9Mqjx8Ic2QIeUVCq4GBt/TLiHsAACAASURBVDm4HYg0TRkOh7x48YL9+/cDZqfCBZLt9Xq8fPnS561YXV3l8OHD7OzscOrUKV6+fMn6+jovXrwIXRV1+qn5rrRAaU1RaIrCMJs4YOtE0ZQWpR8sRj8tlCZXiqxQJEVBXihyhTnWrLWNVsRUzq4tPFzoLKffuY2VQkGhNUlh2yCZsDFMbp+Wi8ByAMzBJjN2GwhVaIpCoXKFVuZMpBZQkFAIyKWmSASbBVx/8pIvbt/nu7v3yUcFq8eO8/6FZd49c4iuBD0uSLUkURIUKK084k47JxIThjofBoEN52ZzPyitDcw16AITZJZIgrPv1fkPKt8Zs9K0Bq2gKCwx1CasmZlzh+HarzbHsON++07iguhYiURDVmjyQiGVyQ0ibLu70YZphnG3SJUW5IUmLwwsskIjC9OFBIyflNu5q6kn3pUPuGwWb6EMbE2UdkVeuC1a028pDH6qqGIR/YUxhBD2BQaHdQz7Kciaaq391qULCbe2tsZoNGJ2dpaDBw/6BLknT56k3+/7zNvtdpsDBw4gpfQnOjudDo8ePWJjY2PCCFm25moKpRhnY3Z2emxsbfHy9QZoc91zrarI59lMoKoGfyRIE5Rza3vHhLlrNhkNhwwGTR8Z2YmBQkY2DodwTvj0CGMNNlqitGA0zBiNRmT5mEYjIcvGNm9FvJU5qRREs2RqFcY9WWtBrmGcFYzGOcPhACk0KTBIBUU+NhsLUpIhyWVKkTTYIeHRzoD/+vY7vryxRn9rh8WFg1w+scjRmQ5Ff8BWVtArMnQ+ZntzwGA0YntjB5Wb/hr/iaIeYUt9rl5wXDJhc3Obza1tmk0T/r/ITGh6aSNEmcVrsN5xq9CCtjkTzFkOE8XdnOYYDIZsbe9QuNSJwoZ5dx0SjnVP8E8zh44RCqfSajSSoctbMWrR6XRJhEYXmcGg6rQJh2a6djqds5pCkmWKza0tlFKkaWJOJmsTelMIbaOIu0NYlHDZBRfC1+diSEoKrdnYsHkrpGA0Gtuw9Ga7V9o1pbwEqi3jcYwtEDcHf2VVwe2dHsPxmEIVU31yUkcUtNZ0u10OHz7Ms2fP+P7779m2CUBOnjxJlmXMzc2xs7Pjk920Wi1/chOg2+3SarXo9/sMBgPvWq3tQErwt5w8z3OGoyH9fp+dnZ7fOZlWDFU0EPbEQVhXW2miH/UHA/JxhioKdFGY3AQUqKJAabvbIWUEPR2RcHNf2h0Vk7fCIO94XNjw5iOyhjQxDqW0iBvvVtjxlfHAIn+IcSkQ5AVkhWKcF4xGIwSafirJEsjzMUIKdJIw0sbGkMmch/2Mbx+/4vObd1l//JzFmQ6Xjy/y4cpRDrVSRts98kIh8gJdZAwGBdlYM+qNEfTJtQksKlThYVpC/KnQD4tOy5T+cMhwOGQ4GNHvD8nHY3SRGwuJhWtpj90bYJ30mBsnOCmMu4sytqLhcORxrNFogjDh5AxAnThgiHZZJXPentratxIvoQiZMB5nDIcjlIJ+f4jQiiIfefYyrUxIhn4sAi0S8kIxGJhcLv3+kDwvou12jdaF05kmYWkZp47qdOqw0jAYDMmyMYNBw+Qx0conY3BSbWGJmFfQvaQSktoYo38gDsPhiDwvgvRWU1LAc/6zZ8/yT//0T4Y7ZhmvXr3izp07fP3113zxxRc+Z4VziCqnudNeLXFHuB1xkFL6xaExgVk1Ro1pNpt0Om1mul2T+0AIQ2mnyHrGhOn0JxFRcLPgldKkCYzHOe1Wi3arQbuZegpu8lZg0+MFL3wXV8KhiQusIRBG1FUwHmWMR03yok2jmTA719lb9GnHgXDEzQb3xOQQyPKCUZYzHKYIrZid7dJsJAappInP0BSSAZI8Vzx6+Jwvb3/Ps80e8/v288m7p/nl2ZNcPH6AmWZiJSTDWXWu0CIh7Q+Yn52jO9ciJzfLthrGbA9FWLgrmZpw5ypn31yX+bkuqmiBUkgRLQQddGW3AAJYlN+l0dqqAQiajSGqUHS7HRYW5hACn5nJmxftAbGSYcESeaeDC5ubxMyPYDTOyHNFs9lgfr6DBFTRjnpXB406sQHDsS0e57mJaK2VZv/8LM1mI2JiIZTeJCwjlcYbToN9QWmTumE8GrNvboZ2q2HwX2BVCisZOXALI4nImAhZqcQRoFxDlluneaFJ0iQEYHZExs6RjyEppSxFccrznF6vx8LCAmtra7x48YI7d+6wtLTks1w5b0pXRqMRRVHQarX8M3bcRITUTjI+DHu73aLb7TA700XK4EVZ0pvisUbXjEchfsErpVBFTprkdNodOu0G7VZiJk8HXau89Vgz9+6WE4sV9JMRUkiUatBspczNdKK8FcK/VHagip1MygQCQGvBKMuRo8xyBcXMTNeE11cFJJIiSRAypTcY8+zlS9YePuHOw8c0mm3On1zi4wunuXLsIIuzTYRQjLUglylKJRQZNAcKnQtmOm1mu01j1EQiRHN3MWFCpwvSd45kPM4YDdp0Oy1mui0DW61JbAQrs16Fr6l6/MCsMWtf0oYIK6URGoaDAd1O2+TDEJZ7C6/4GZXC1j0h+bh2nGpg+5ImY3rtIa1mg9luyxB2r8e/XfE7WJh0eNk4s9v/bVqthpeUAyDwqFbF5erOm6GRRkXOswKJoNtt0W23bDR1604twth0XF8EZEvHvIBVaBhlmsFwxHA0sjlBwrNxSd32olLKSwROCuh2u6ysrHD27Fk2Nzd5/fo1i4uLdDodk8bOipUQdjL6/T7dbpdOp+MpkEtHhuuomwxrW2imDdqtJq2WyYuovM4/OWVVA04MUGOQlCQyIZHKhPVOJGmS+PDdTtzXpWma5Boxp3d9z8YZI0u5UylMjsgkmWJAFWVM0NEWm+VyQgiEFBRaI0aZ97RsNhskacJ4pJAyQTRMuvuXvRFf3rzHtbX7bG5t8/H7K3xy+R0urhxmsZvSLMYooUgTCakgKyQqt5YFYXJMtFJpojvZkHLTl0UFVdxCFNYar4wEaCRJado0CSbsPJmxuHkMsYjcknG6gMY5f6EhLzSJBGxG70aaGLuL3w5ysTJNvdPwxIXcdfOiNIzHAgqF0JpGkpAmAiWn7/NPA4VbhRoHC7+PQCITgxcyqNGlDFdxfx1fioSfQBxM3Ykw+zaJNIw0TUy2q3hBO0yNGaeHckQ8PEoKI5EIpdE2U5cxn5aL361wn8546MLJj8djbz/odrssLCzQ6XSYm5tjPB7z6NEjZmdn6fV6PHjwgK2tLZaXlzly5AhpGnZKq0FehDZJNUxeRW3zQLiBiVqcjQkDBOodU02EILF1+Xqd1VxjdPgIoNPEyfi4sNuOSqQhCsomRnE5BJBWDYGAuNUqhdGIHSn3YzTr1vbTGrESgUgkMjWEYajg3sttvr51ny9vfs9Ob8ipxSP87PRxLp88wqHZFk2ZI5TyhAvvjq1NnESpkYkAKUm0tFtZkzDGQ8Radiowd5xO6eC05T79wB1hEGH5xg5fjjjHvqsOc00XbW4JCw8J1ruzvE6FRQIreJhrbjGIyS1ll6vB2cZ9JGYo1VGathr08FKJ74cZi0Rb3BNeUjXwKm/tVmHqvge8jPoshU2B5/ruIkhHTC5muCVBWJS2XB08lBA+MU5567xcJpygtra2/M1er8f333/Ps2fPWFhY4NixYywvL9Pv9zl+/Dij0Yjr169TFAVKKe7fv0+WZZw7d45jx46VbBIBqtEoVIFWxsgSsYZIB6mUqmpSmSUhrM4lNFLY5Ks6bNnVWWWFr5CSPOZQ16uL2iBTIoHCaYYO4IEzeJNblfFG90xfrVTlmpYCmRiR0YXdl2lKDmzsDPjqxl0+u3qbOw+fcuDgAT6+eJ6PTy+zeqBDC2V2eOxilFqSaEg1JEKBLNBJYVeDBJUQ+FpdP2PYTOBwJL5aNzbHGbWF8RT38bhFs2jK8qyDkSM4pcVtKZWgXH8cOcsbAcUk/F0of5erIR6wqFsZcbuTQwkUQmM5r90psIQHbfpjeIGIUGx6W/6AoqGtaByBtMTX7sm6UPoh2GwNDGq6bOZM2JSJzs6mHRAmSiqE8CrC2toan376Ka9evSLLMnq9Hr1ejyzLOHHiBBcuXGBxcZGtrS0+/PBDrl69ym9+8xs+/fRTWq0WT58+ZWVlhcuXL7O0tESe5z5nptMZ40XkjmvjCURY/XWHKEvFY5nnO1gmbvIj2mzPhkC4F+yuQgkSEYBwiCKMxdsavDwOK+f/oO1CdBbiOgQr/w6SDdFkOORyhMu2bRebTCS9wZj7T57z1fWb3L63Dq0ZTp86wS8urnJ6YZY5O+ZCSIRM/OFrcwqhQJCDyNHWfdq0mfg+6ZpgsbsWQbQZX9mmK1USuzgJLzHFbcS+i25r0hEXoSxhj6iVq6+8D2Tv+WFM+i1obRaFIRARt/T9s++9CefitkRw2jN4F7ZQqxJLeC/mbjXFEpwYl1EKXeQGzvbwWTg7EklmoRUcPruw9n64LpmPcEQsglWd5ACGYrnj1xsbGzx58oTBYECe58zMzHD+/HkuXrzIiRMnvMfk+++/T5ZlbG5usr29TZ7nrKys8P7777O6usr+/fspCrOHWko2G7Ejl+mqvECDWLoLBEMl0VZQGKi2wogKrDnmaGGVRnVq/80gj0Vk4aQOES1i+6SfoLcp4X0dyBlaq+DaK4xz1CAruPf4Bd/cvsedh48Y5xkr585w+dwKF48d4khT0tKFyS0hJEKmPlyc0SQUCTmIDCUKo9ZAkNHfruOlIuI5q0GsyikWJuc1Eskq4CmfQa3cLH26NibIQakncZ/DRuG05/daQruGyWHhq6NbYT9selvxWChBzfAzHSWf0TVwDe+Ga/HcOAk3mnNfF0H1q5McAG98vHDhAgcPHuT169cMBgNvW5idnWV+fp5ut4vWmmazyZkzZzhy5Ai/+tWv6Pf7AOzfv5/9+/czNzfnd0CM34Ly2yUmJV1iYWfPQLggtdasKoSY4GgQcYcJ+NolLd36j8KGRLhoT0kHa3bEwON6w7m/0CcivNboyPIeTxrUnRJ0vC40oVEqM89Ik5FZu+PJ0uS6HBXw+PUOn32zxm//eI2t/piTx5f4+48v8PHpJY62JDNCIzUoYZe9SBHKeUe7zNvGn0GpHGUJkBDuxN4kQpTgPUFECXAQyp5hCTAOqBot2oggBznBygB23soxP6yp2GKuhlIUKg9j16Lzq466GSRrZ18wRl+tlZf8vIOsCC9MtTlUind5t/PuhMHYlzyMMoJBLcGL8MY/UwEo7sRuJJPEfhSVheE3Ra2DmZdlhPDJipVSHiun8WGf1CZNU5+LYjgckmUZ7Xbbu017wOgQjn5mZobFxUVvc2g0GvWtEBDEb/BYYuBpXDzwab0tkVUHNEsDY+TA+Y1LDypPfJzvgm8mcO+4ch3F3tFxvZjDQcYtxx2HjXpjOXcsW5r3zIk9gyvhTYFCaWWQF7s1pgXPNvt8s/aYr9ce8/DlDovHDnPlnVV+duoQKwttuqIgsWpP4iFRjvsohCARCYm2iXUdnPwBkzdQh12jI8WyQ52ngCh9lOrxqz86ri28ladUZ/ndmsom+ldtaMq90mO7iFDTbsWgcXisp7v9i+j/NzUQkwkvXUaMU8RTNzHEitRVYXy6+iemY8FEgFmXsyLeiiy1XXMtjhJV93z5wFWYYKexeyeO6Jm3cc8JnCYMtnRywFICIZNd6E+AuGEmVvjUgbkYoiNx5sjqeQE0E6HlXTeCc4thg85tVlsiUyAohPGnfz3IWHv8is++ucu9Z1s0u3NcfvcCv7i4ysq+JvtEZtzBdQNBQqLNpqSz3AdGkSBFg4SURCee3HnfoV3DigXpqg5KRuIV3t1Xu5tE2BZLHqKCpwJkTMo8fCPPV4SnTyb+hlsgu3Z7Ane0WwWWCJVIWPR7rxhXTy/LgXKcBjUpfYnqi/UNCIdf7oh5kILca+Wj2zHGx9TDEVyBxniMCmmlbJxdor7sGn36z1HewLt+grr2OpbpelygsEFB8HvzMTfzi26yB/7Pc8zUb7slUiIbCTlNNgZjnjx4xpc373H9wX2SpuTdk8f58NxxLiwdZD7VNLRCRmKocE5Y7opbUG4xOMv/NGDvBiJdc79GI6l77K2KCPVW/6Z3rK6SylcdlkesBv7kRcdtRH2ocO7SC4Dflqi8pkvP/ZD+1iCifrtZqiUOf87ywxCqvICnSVjlZ/da7ySRcPMXFjhIbbYMZdUYCmVqYJ83dBt/vkLo1LcipUCnkq2R5s5Wny/XHnHj3gM2xj3eOXWcn19c4eKxAyy1UshzBDJigNGBJGSIcGT2dSMxMwgKdYx9apkiCVfPI0wKYlN061LR5fulenXtU+HKLpQuaioKz7jLOz++xHq/rsNIv1ar+OXulZlRpXZ/9e1GUJViJwnRbuUvThzevlQQp1bKMdp7PX+jolPU8akq8kViKHYfXguksqJe9Kh220OVJqTbVsIcEnPWEpOsSjIC7m/s8Md763x66za9QZ+TJ45w+d0V3j+7yJG2pKnNqVIppD2R55Qb12D4LmxftFdmdAVtdbRgfgzPr8E2nxvgTQRCRZernoqaeDdokpPavwmqHCJF+bej2PpKKLTQzjYd+vCDipHKvFTpQnh5KdPPhO1rrJS54WhPGLztrDQm925V/K/O2x6I71uW/4HEwZXJgU8ArwpQUUUm91adxFCpXxOQ1W8V1lBiEdnjY1zQ4bScqc8c3CkEjHTB60HGzUdPuHr3PutbGxzaP8e5cyu8u7rEysEZZoUmKTKUbiBcvsipizsEMzHZqYJgrV3zepL7v12JpZJpBKKu7ljOdnXIUp/D3NVxS0f4d+mX/6ySlQCHyXd2lz8n6zeruK6/oT4Rz0RNW1FVJaTBz1Pped+1CHYTzLFU2WRbb1HemjjU5aT4cWWCVL758QjQjl/6yM3CLQgHYEfNdRSnoQq8OoJQ9908KzU+klNcnRYmG1VJknV6SGWOCw2FgEzCxrDgwattvvnuPmv3H9LaN8uZUyf42YUzrB6ZYy5RNLTCBFjFGEvteQ4RIYwuiadlBI23hs3JO015i+0ti4gRNL7hFu80qSFqs4TsZbE6nqmJNt9IdMptmTfq+lSWMcr9e3OpblDHElqAQzhXUtuO8JQ64iXxLh7lHQURiJzw8k+McXuRFkSoeJfiiUNd9iqXx6IoCpIk8UexXVFKkWWZP5nZarUmzlP47tRSuDhq4tsTGj8lYvK68w4rn5atctk3IcIk6oRZi/4q9cV7+eV1Y8cpQCcwAjYzWHv8kj9cu8O9R8+RWnBl9SS/PH+K84f3c6gjaJAFHmUXSCkebwwDYXiVRzTrWRU8MMsj/6Hk3Z/I1tGPKihqpbSICDhnHBHulmuqEohJ78dp9ZfJeexWVSeN/PBSIgZ7UulrnhARPEUFDo4BiND/SdI3TXow311YPPS0/tVfTesS5TqX6hcvXrC5uUme5+zbt4/Dhw/TbDZxAVm2trZ49eoVg8EAIQT79+9nfn6emZkZf7ozJjrlsxbhevVgyq4OkpWi6p4rYa5tyVKJcr1VSltfSk85caA0i5He6R1qdBBaou1bF9arSGFnrLi/0eerO+t8fu17treHnDhykL+7cJZfnD7BiU6TGTIT/9EFtBUaYR2QXJ3lmJilH8T8Lb5cUnt+YNFloERNBk5YLuUr5e3rCr0tSYihz+ZzWsfrCENNv38y0mAamNwOdP0Qb4VzVYOxeTqoL7WO41VflPgEGo54V+BSmrfpjDmNF7B/RQh6vR6//e1v+eabbyiKgsuXL/N//s//4eDBgxRFwdOnT7l69Sqff/45r169otlssrS0xOXLl/nkk0/Yt2+fP9Dl6nSfhvho4ihUVeazy/kUHIC1XaRODPMHXpxvhfV9dtcNExWV2SqjHW6BCyPZBE93h5aigsCTk1lo4xSGtuccZGoMiPZEqJKCHHg+yvj9zbv88fYDnr3uceTAAT48e5Ir/x97b/Ydx5Ec/P4yq6q70QAIAgS4gQBJcQElURRH2yz+/Hl8/ODjB/+NfvODz/Gc+277+nhmrBmPOKKkETXiTgLcF+zoraoy70MulVVd3QS12JrrSR6wu2vJjIyMjIyIjIw4vsDpqQmmyUkQCNEwzAGJjsqDX54qhX+Id7yyiBEywgUHcbiVDj+1OB4ekwD1OEZXOmlrR0Up6z3po0+PI8JhZ2YDY53QbtvQgeJQp01QCPLlNgMjZW2n9itHlVdl46EvLYMz/Sm2uQO68tQTwuCkSVG6C07jsKkdlHZez+bZILK3Dr/oiqzrpIVif7vs9zGmlCQHN9A7OzvcuXOHzz77jCtXrpBlGRMTE7z33nvMzMyws7PDl19+yWeffcadO3d8gJdnz57R7/dZXFzk1KlTtFotXEQop1q5Toed+SaMXNcQXCD7MEyQhWNN4SRTRxC69v3CWUbi3acrjMcMsoHCH+lw4pydiFoIumiepzk3njzj9zfucv/pS5JGi3OLx7l8apnTB6Y4BCZ0vJAoEdmMWGBzY/n+hxENqmdDNQVcIvAW1Tpg1vvAdOkpP14Fs6zeL6I0lZP2DJfyBBm3ILjWtO9Ftb5wsmiPn5DxaOHGr0p2+2UK4fMBE/YOc0EfRNGnkH0WkId0G0oHo6nSHw/yB37GTZ1gydAhU9Tl94b0mKLEjvu7YC8Ad+7c4de//jXPnj0D8DEdXVCY58+f8+tf/5qtrS0++OADLly4QBzH/OIXv+DmzZt8+umnRFHE+fPniaLI2ySEwJ+xiCKJjCKEiKyBTXisjB+qAsFhzKVif99G2dUuOrCNPYBAlNKROmQJylmUoqBmNwHdbee1p/1kt3O/kCK0eSOSES6bVxoMqpKw3s/5fG2N3167xdf3V8nzhLMnTvLO6WXePLrAnIyI7C6llhFaSJtvQhH5rUmBc5wuTQAqRC8KovX2F1FBcnUxA3vQLGSUxTOGN9iYjvYQV9imz19Z5y3qm3TPFXgrzsZJEKbfxZajq9vdD6sUtVvarr9eYtRF0mAXlLWgh9dlEK5dw3Qc7OasXxHfojgUWGYGHm6/iFTxY/+EBBlDcEbC82atS30ohjXsk7ZzSvixL05jju+z6YO1B2it6Xa73Lhxg88//5x2u83p06dptVo+b2an0+H58+esrq6ilOLixYu89957XLhwgSNHjpBlGTdv3uTx48d+dXKHsIAiJLYuDpMMpeWqLtyVv5Kdwl1zX319shCl7U0f6INqUy7DtD3wLKLgWjFa0uJJRBFE0swL6WCyePTtG8aHEGRCkEpBFsFWplnb2Obq9Tt8dWcVhGD5+ALvrixx+vAss42EpsYGBqwk+ykxLEfo9Y7mIS6QBSwhEY0jjeJ957Zbfs/1UdrkQWX8G/yNa6SoozhQVJIG3b2hKsIDSMUA1DblB1nYSeHUq6hkB/rmf0U/ZBQjpQlPIMK2a3oeQuu6MsrGZg4mRqU5MkTnBHsWY+aKPyMXPljuTqn4YC9CCHq9Hk+ePOHu3bs8efKEv/7rv6bdbrOxseENjKER8tixY5w5c4b5+Xk2NjZYXFzk6dOnPm9FkRfTAONOaMbSGSsdGNrGYMCqH+MdU0IdtOCwIKQgyxXKq0rCx/wHgfE1KNeBR1b5qgiv2K1DF6lXCcjQpFqhlAkwW6xuyucH0EJZPwZzbkJrzZOtba6vPeKLG/d48nyD5cVlLq+c5EdnjjIvBarfJWtKEpn4JCyZ0mgpcEe9lF0RXNRrLzXZhd6JkOb0nbZir7Q5N8Ad49Wasp9SSCAj5FUhbN4KJfyK7PRuoc042ri4Q7EMHWxOkpWqOIHpclTkSpHbE6oq1/5AmlY6SJ9byI51q60fiUByAApcaLPTpiJpwsbVd/WVRWPwaRY8ywy18vamgmEG+HOfIRELyrRs1dBcaxuSxNGfMgZ4UZnLwW/h6nTVBy7TWti8K1lh6wthqpaSn8PTp0/5zW9+w87ODisrK7zxxhukaerVDSc5bG1tMRgMiOPYx3doNBosLCwwOTnp81bkeW4lkkKd8I5EtheDwYDt7W1evHzJRLsNaJ86b1RxOmU51IphjblS7O11SdOMZtKn00xoNmLzRCG34o8t12GU0PgjLXMwEa37acpA5USNiN1+i0iAyBVeo7fEnImITAgyGZEnTfoaNjsdPr95h0++usndxxskzQmWjyywONOmlXXI05SdXPMsy2gkiQ85roVCixxEjrE5OGmnkCzCieEITNkEP9vbe/T6faI4oddPUZkJHx9Vu15hDnX8wUxJQYZka2ePze0dBCZWpbCRvXSu/ErlqxOF3ut2mHSemUVdCn+ICySdbo+trV3S1ETRNgF8VGnEHSmVd2oIDpualbWYdIJ+r8+Ll8Z4HscJsQCdZQzHXNhf0cLE4+ynOZtb2353rpEk4ELpe3iLiVizFtkTu7aHyjD8XNscLP0Uned0mg27+mvQRYwHZLGn4Vz1tf1tGjV4VbadTAmf28VF5q4rMRT+Cqurq/z+979namqKDz74gMXFRR4/fmz6YTve7/fp9/u4IC4h45icnKTZbNLtdun1eqW8FRbK0q4FGHtGv9+n0+myt9dBW84bWmOHBqXEHKwV3yI314pu10TBVllOnuVkAxOa3oY3BsJt1XD5LKaYC0wl3C6BEqRpRj/L6KkUmUUoqYkFiDwjsisndk85lxGpkAyiBNWQvOj0ufXoMZ9cu8WXt1ZRzSkWjx7n3OJRjh+YIEm76F6PgRLsJA2iTNtkORpBjiRFiMy6ZzvRtMocikE22agMg+j1evT7Kd1uH5DkWYbUysBenRd+co0UHtBIlE0+0+v26DSbNOOGibyVZ2iVeTXLvyMcnMY+oLQ2CWWERkSRtQ8IhIjp9Qf0+ylCRCRJz4ZIM4zR91KXQLVt+PkIQiJtrgZDf5LeYECn0yPPFZ1OnwiNztKAOYxih8MYMBKbJEfQbWxL3QAAIABJREFUz3M6nS5aa5rNFmlSjmwmvEdn6aywr6o4gWrGU3nmoGw+kJRGFKMs03VhFV0UrjJzKHtk+l0TIe0JWvM56A98MKaRkoMQgsFgwIMHD7h16xaPHz/mo48+4vLlyyRJwqNHjwDDQPI89zqMm/COOTibhMuBER7hLsLElX0dhJDEccLExAQzM9McmjsIbnejDlpRiIhuMrhjvWiBtpLDzk5MOkhpNhr2LyaK7D6DLlVnvwSVimK6ae36apKudPsDeoOUBoq4ETE9OUEiNSLPTa6AwOtMC0EmBV0p2RUJWxsbfHnnLqtPXxLFLS6cO8f7b53lR28cZqGhYG+HLDJekJMzU8SNJlorYgWxVkTapEAtEqM6RXVYcgCDp1xp0ixHCEkS9zgwPcXU5CSQI3GensM4HsccBMXqQyRRWjEzPcnMzKQN61YXaalY4TWBFKFyu6gJ8tykBURI4l6fXOU2b8WMZQ6Kgr2Ux6+cc6T8lNZmBQZJazAgz41UdnBmilgKm6GrrhTi+KiiMZG9+5lJWqOV4uC0yVthBNkyHqpwO/HMsRDD3ALJQZko0f3egOnpSROaPhIm9D+FFOyCz0gnOVh90axVVjKwfjK5FqSZIlM2s5wYLTfFAGmacu/ePW7fvs2LFy94+fIlT548odfrcfv2bTY3N3n69Cm3b9+m2WyWkta4nQittQ8S02g0St6UnpmE+o8dyigStFoN2pMTTE1P+meL4Q5LwR38XAx0boQgUwqV5/SlpNVsMtFq0GomRC5eRkVcNngtZoPwF4snNCbOArFERxKJ9nkrEqkQKrOrmQQdma0jDVksyLKcl1s73Hn2jFuPntHPI5aOH+OjldN8eG6R07MtJtSAnkrpWRfpqckWSbMJWpkgsUpbfu/ETwtkhXbL2DIw9wcZab8PKmVyosn0VAsnwHvP59dRK4TLOwn9bECv32Ci3WRqslWsXMOglVUeUZw5EJidH6UMczC0rOn3EiYnGhyYmrAwVjdqR0rD+DMatg+5Mq3FsaTbadJsJExONkmi6FvZHJyYnqQmlaHKFZOTLZqNRmEAFGU2M9RWIFWHtiONIFOaNB0g0Uy2m7QnWsSRtFHatduI8raY4qSAmz3GdmMuOuYA/VSx2+3R7fbsYlDPHjxzePz4MU+fPqXf7/P111/7if748WO/83Dw4EEuXrxIq9UijmPyPGdvb4+5uTnyPGdzc5O9vT3a7XYpTV7Z0Up7fV+TI6QmTiIaSUzSqBz1GJrFriPaG23AMgnr5BFpSRJL8liQJIJGQ9JqOrWi0MH8Zo4GIYYJpCSZ2OdkmkEkiBDEkSSJJM0ICucVCTpG5tJI2BJ2Bn2ura7xxd37PNnqsji/yHtvvs1Pz57grcNtmoBKI1TcIo+MZNZOIpqxQOvIKE4aSnkFBEMzow5VTi2JY4ikopkIWg1pmFggng+9WL1O+RmlgVwTJwIZQ9KQNJrSami6DrygSmdzMONRRKAWhbQzEERCkUhB0+at8Pq7Paci7DohKoAXYBfXlJUe8lwQSU0UYejN5QOgZtL6dUjXChElhUFoYmmMx42mpNmInLTvV+aq+5WhqeKaC6UfKgWxgiQSZBIaduwiG2JRoH1sfau8FwzCEaxDrRY+gI6x0ygSG/jZ3B/DHBqNBidOnODy5cscPXrUpqibsPkrd0kSI/rPzs4yPz9Pp9NhcnKSXq/H2toaU1NTdDod1tbW2N3dZXl5maNHj3rVwllGh6JChbpRXdbrOpZul3/hkWkfFAGSLcd22ZRczlwzSOU9cbPKVbXX4aYdwUvMoEbaidhFrGehFVJnCJmQI3iy2+fa2nOufHWPh0+2ODJ3iHfPLfPBynGW5iaZtPWm2m45CunbiCjERVGXPGFfqBI+wreV3osIcY6ljap2ZHNWfPW7UA6H2DFw14cJLnTYMg8HYrco4mY4OMPtt/J+fkWfDqZcnQ8iwqjpIng6hHlkT32n6vtilBVK270uNwYBjkTpjTIuPFWK8lWB2RVzBkjHaFzeCs8hS3jVgaYZUHygfooA3leVGMyBqZWVFQ4fPszu7i55nvvI0kmSsLq6ypEjR1hZWeHkyZNsbGxw7Ngxer0e165dI01TAB4+fIjWmpWVFZaWlkqcqZ45uDLswj26OI6oSyJqoWM6hlPsOHg7hV1qQqnDjZcIf5RK+TkwQVsjG6w1t1NZKoW04dSzSLKlBF8/fcmVGw+5fvs5CMH7F0/x0coJ3lya4UBSiL7K4scbWlVxYKxgWxXYXjG6RX+C9zwexr76inoLlc+trF4NtM0ZplOjEobjFFzxwGlRBq7Q9qxGWoxt8UyVsQdHk9zQ6dF9fhXbHU2XwWHsUNV1UvIrcWwZnEecIOQXDhUlR66gZbMtr4NdIEfslf4E8OuAlvdDArE7cTk/P8/MzAyDwQCAwWDA8+fPefHiBUmS0G63OXbsGIcOHaLVavHTn/6UTz/9lH/5l3/h3/7t35iYmKDb7bKyssKlS5dYXFy0sBVM4b8z/Nz3UfyKZAfG/kIhkVhdUAo6SnF/d8CV2w/5/Y01+oOYsyeO8OHKSVaOz3GwIWhiVwfl9t/DXYj9Dd6fy5/L91l83opms1mKNO0S0pw9e5YPP/yQ06dPs7CwQLvdptFocOnSJQaDAVtbW2xtbRFFESsrK1y+fJnl5WWmp6dLtoah7Fd/0sWIaX4aa6NcaBGRCcn9rR3+684Trt59wIvNXU4uHOX9Mye5uDjP4nSTJjnSeWDWaVNOxParyndT/sxw/v9Wvt/FNg63JsPUeEopDhw4wPvvv8+bb77pHZ7cVuXS0hLz8/P81V/9lVcrWq2Wj1ztHJmcvcFtdTpJ5U+x+KGQ0uwtCxA6Q6oMKWNSHfEyg09Wn/H//PZTHjzaYmFqhp9fPsf/ubDEqekmE1KhdQ4iAQTCpjsrnW4UoTrx5/Ln8j9T4pAow5OZQgiiKKLRaDA1NeXvg5EC2u027Xa7tlKXx6K6lVlNpvunVtxkzYXLj6OJLCMlkqz3Mj558ILf3HrArSfrHGi1uXDyGO+eWuDcQpup2BgtU4zeqAPDW8kqLspt/uli7M/lm5QfyqIwFCYuzLLtgrqUV7Viojspw0kFofHG3YuiyEsQwwFf/sSKnb85mtyqExGglWAv09zb2OHfvrzJZ/ceo6MG50+e4KM3T3Hm0CQHE8hzZbe+pDdmiZIdqsag9Ofyv678UKTGGMoSQ124uLrr1c/qd8dc/PaLDE/g/feVIjKbtROI8tIswp0qUV6yh23j5rBTTkqmNSpvQpwwUBE3nm/z8c0H/O7mKpu9AedPLPLT88t8eOow8xMSdE4kQQcnEd3WXbHbHVrvi620KsZ+CIRTLa/aFhz9XiC5lr4VPhASbCwLUXlSBGM7pg0Rbnu+JnyvoNdxY1G0a39X23eOGn47JthR2FcpG7HdFm0JuGC7VwTX/JZmVVQNSmkZr4sK5a7XfR/1nmMGTmqAwr36f7JUGUPl7ugrJZ6h0DpD65wc6GSSp7uKq3ee8cnNNZ5s7XBwaoIfn1vmg1PHeOPQJBOxApWaQRHC7G1U/DRK6t1YqH7YkoWHbR8cTFS+1xtnh58t17FfbDhfhB/QrlmtI1u4VOyrkte6VXKDeMX7Eso7CaNW+KqqEV6rqhThO9WzGD/04sNyUXj6lZCpAZ2D0Og44tleyherG/zmj2vcePCMuQOTfHh2kb++sMS5+SkmbMjyHBchW9hDWj/sSf7fXf40qON/VxkbfbqqaoQSwiinpqqBs1r+VIySjiGEUp/3vpaSXEi2c831pxv85ut73Hz0Ao3k3dMn+PGZJVYOTTGfSCKVkQlz4k4ibaas+uDtfy7/PeXPeN9f8TaHcCvTlXG7Dc7A6IyNofHRlbCu0Fvyh8wcqgzPeaYZL0bQSLRM6CjJ0+0ev7/7gI//eIPtLOP0ySP81TsrfLg8z5zUxJk52q7jBC0iXDxJf2rsh4uGP5c/l7JBMssyBoMBnU6Hfr9PHMc0m00mJiZoNBo+hqTWmiiKSNOUTqfDYDAgjOdQ3ZEIJZDvQ70YZ939NvMvBFUgiCKBiCSZaPBwq8Pn9x/w+zv32Oxvc3JpkQ9Wlnn78BzH2y2aalBIH54nFC7fjk98r6XSQFXH/17Lvhr4376Gfxf9//42u0uSw97eHk+fPuXFixfs7OwQRRGTk5PMzc2xsLDA7Oysd2RK05T19XUePXpEt9sliiIOHTrE3Nwcs7OzJEnyvQDsih7x3ZR6495r1R/49Qvs4S0pyBGsd3JuPNjk13+4ydqLF0zPNrl0/jgfnltkaarFlLOgS2dFVuZkpbYBYSWvSjb0nRR3wMr/Du/xPTOI2gaqF/5nNu2+j35/s1582/6PM7B/+xJrrb3EcPfuXT7++GMePnzI3t6eD0l/9OhR3n//fT788EOmp6dRSrG2tsbVq1e5cuUKu7u7tNttDh06xMWLF/nLv/xLZmdnfSPfbQq9SnAKba+J4CfD3927xf/2inZXqtQcbGTanQVExG5Pce32c353fY2ba0+ZmGlw4fwJLr1xhLPz08wISZQDIrbxJowHJdpGJRIRaoSrh93A2yceRvWxrsv1AT1et62wzXIal2EGJKqikSiHXq8Cac4suu3c8t/ofaR6+KtTLtwFGFVeZ4oOTekSTQvf1/DZ0ZgObHx6WKo0kmbQnqfz6j5NdZu0vrUQ/y515Kjn/dkKZzcQQtBut0mShG63y+7uLl9++SUTExMsLy+TJAnb29t8/vnnfPnll6yvr5MkCUopbty4QZqmLC0tEUUR09PTBVA1BkwT7FPwWkuprv4cJnx7QBkXRm34vinlQ34CpPbBM7QP76oQxKQINnqK+y96fHn7CfcfPCNGc/boPB+tnObs0TkOtmLizNYnBCYQQUQYnDwXZWLR2Pb8O/VdrbIt91lHA6ER1QRZNbBoUc8kXqcUKBNFH2v6VIW5vq4ihoEbJxdDo4gYOZw2t+obMQo3pbZEEYEyjJkwCofj4Q6+6yBwbVCve24Y9poSTPgqUzCMR1bqLphotcY6RlTX36F4WjWAxVJKb1s4deoUs7OzNgBnzN7eHlevXuWf//mfuXv3Lvfu3aPVarG+vs5//ud/0u12+elPf8qFCxfQWvNP//RP3Llzh08//ZQkSXj77bdL3pEhFFrZ3muJ1tIgV1n9XI/htYGoXJUg/MQWjgPberV1otEBD7IjJ9y2gR0IE1lakesMrTOiyAzMHjG3NwZ8en+TG/cfkXX2uHTyKH9x4Qw/O3OSg60mWmky6c70g9TmcJUWsQVZ2pBnxSApilwHbsIpNyl0ITjWMbjaJN/Bs7nGROPGhGQ3dRe88JWlZta4A2EGfokMMmlhYSrSgJQNux5uD6tjBEYDM/gwETNzIcmEIAePs+KdeoYQfnfPhDlbTP2ywG99F1+r5JY55NosdspG5cbSorC4qJN1Qjm2FEbP0yNoIc0f0gTh1eUgMp62AaEL35kqfpSzdwUMspRXoabEYHYS4jhmenqa6elpfzozyzIePHhAnuc+aOzW1hbPnz/n4cOHzM7OsrKywttvv0232+Xo0aNsbm5y8+ZNlpeXeeuttyrHtQ3ivOefMMTlcx/4mfCKYBRViTX87tsRfhbUiqhuYXfYs8VmriAXJj4gRHQQPN5N+erBM67de8BOd4/Ds1N88NYZLp46weF2iwSsXYEiE5YZ3aG+OANlMUvMC2G6OkUxZgGtlH6PQE0JFyavQbH6hA+9cmUf+0A534RPPhNwnhD+WhiDG0560jZTlsktUeTDCDd3QlyU4K20EcZDMP8ZOnPu60PwvGbxXRUCaZMPIUQpE1rd3BtmEBX4Sx21Y2el7JBx+Por75VoxTNyEUTUGgFApcRO3HfbkI4RmIjQHXZ2dojjmKmpKR+z4eXLl3S7XY4fP87i4iKzs7NEUcTy8jJPnjzh8ePHPm8FhNuYZamgYBoapXITYBQYu6MRcljK30UkyZUiy00w3CzPyPKILDMrttaO7Zr3JGZCS2VVDIXNI6PINQyQ5CLi6V7KHx9t8eXd+9x/vMpUU/LG8hEunT/F8UMHUbm2kokN2mkpIlzxwoF3sQeVZQJ5rrxap4A0zc2KHIxk1UzhCHM0pkzODpdvI89ysjQnzQCtCkb8ilIdCiFM5GgTEDYnyxRplpPmFHEulEZK4UPTV8cqQIWVonQhQSlBnisPd6Y0EmGjhheEXzepqiqCk75MvhGByk0eD5VrslQhYonL4fHaxQKQKxtfFHB5WbLMBtkX5ehPIfxBFaVxdNKAltKGtlOmztzgWSuTa7XIo1yE+hc6jEduinHoE8YBT9ngwJmZHyqIkF1XvBOUYwzPnz/n+vXrfPXVV6ytrbG1tcXs7Cxvv/02b7zxBltbW+zs7KCUIkkSn7ciSRIOHTrE9PQ0jx49Ym9vz09yl7/CrDa+T2it6PV6bGxs8vz5C1qtCY/k8aGsbBQeUYhJAEhJrjQ7ux3SQUq/EdPvNug2GyZTtcrRUpNLTS4VECNVTJwLEqVIdIYmJxOaQaPJbtTgZT7gq4cv+OSrW3x15x6DdJel5ZOcPrFAUwq6e126+cBHiJZ5RoQmFsLGfjTid2Fsk151UMIRVEaWpvS6XfNMrmgkMVoHnpp28B0BFUaveiQ5FqyUSUTU6XRoNBLSwcDgAT1WOnOrbZjyvbgn0ERs7eyytbVjcpJogVAZOs9B5aXgqgWc5UBpDismqY1NuCMk3W6fnZ0dsiwzCYNMRwz2NOGIl5iuUxUgDJxmRGqBpD8YsLmxTtJoEMeRUWVyYyR6fTu56Y/CRHPe2Ng0oeJ1TiNJQoXKL/J29D1T9BAKEdhELHMQglzB1vYug34foXP6XRe4VvtI6ka9LFrz+BHucKRtRRR0l+aa7e0d+v2+z2NbV0p+Dnme0+l0ePjwIdeuXeP69etIKbl06RJHjhzh0KFD7O7aZBhaE8cxjUbDdFIIJiYmaDabDAYD0jQteVM6dIbI1RryPGMw6NPv9+j1eoTw7Is5aFkYboTJ6jToD8iyFEleCApKoVSGkjmZzBlIjSZBqgZJLmgqZXwTVMZAQE8nvNA5X693+P2th1y9eZdeZ5tjc23OnFxg6egcidCo/gCV9TGZjjKESpFakdsJgxWTtVUdHKPQPuGKiZadZympi8LV76Py3MR9CAjMRyT3Fu0xooPw/5GmA9J04BMR5XlmmcMYCc2L47qG/wi0jBkMUgap/RsMTM6KPDMh59FIaSamk7OLUH4G/ojCIS7XJgiskBFp2idNB0RRRK/X98zBRbeWfqq5ui3IDh22PeEnmwYh6acDBoM+GpNMSaBRaQriNZmDBid6aSFJM2XqVcrkdFEKH/ZTu0EDFzOznO3K4kCYiGKFCiwsLRtcDNIBLselFBqptbUjOFuVZQrascSw3UKVynFRrVNLY6MlJ88cAO/ItLS0xKVLl5iammJra8vHk+x2u/5chft0/gzhMe7wt6u3cIQqRKtISprNJtPTUxw8eJBDh2YN0atXiHolMUx4RiEst42koN9PaTVjJlomPL0JPq1QIieTioFQKGKENrkpG0qTWKJOESjZorM14O6TTe492WBvkLF4dJ7LZxY5d/Ioxw9NM9ts0JQCqWMiFFIrRJ4ZY6QUNtO0wCXLCxO7OGOYBvIsZ9AfEEdGKZw+MGXCm1OI0r63Gk8Mr9qK1GiyXJFlKULA9PQU09NTKJVTXi3rmcQoiVMjUNoQW5bnHJhqMzPdNiJ6bmJWCGF8Q8I6CunJfBZp7Wx0aGXmddyNSdOMyck2c3MH7CoZSg2lSi1uoSqZ+FXYNtPrD8izjKSRMDMzRSQEWmVU39xfKQx7g9Rk+lJ5zsyBaTt2ha2h3Gv7XRPcLMazMBgbtVAK6Pb6TE1NMtFsEAnhYg0VDNx5MnsZrRAxvRpvd6sUMMg0Siu0ypFCjlxgSvEc3Pbj6dOnabfbnDp1irt373Lt2jUeP37sk+c2m00vabi8FYC3VTQaDRqNRmnbsnC3dkgxXCKKJM1mg3Z7gsmpNgKTL9F1ro7+nZgWosIs0AKVawb9FCEkrUbCRKtJe6KBtC7gSigyoWiQo4gQRDS08PkhRCRRCtY3Btx9usnN+0/Y3NplfmaGN08d5dKZE5yYm+HgRMJ0I6EppU0tZzfgbKIW6bIie8mhrBMr2xGtIU0zBMJIHkB7YoJWs1Eh2DIreBVjEMKEeR8MUpqNhDxrMDHRot1uGeYrCqIdVZzYOqxWQKoErUFKq9VnYqJBu9309gafuyIk4Bq4/QTSJreoyS9hVKFGktBqNphst6wY7phDAXMhroc1BngWBXMwC6hZjBqNhPZEk1hKnzXqtbUKHJMURHFGp9NAK0W7PUHL5q0oIKow+ArEBbMPYTfModc1KetazSbtdotYiiAHi6lJldoJcGO5YyG1GuaQZIq9ToOOjcg2KiCu93MAwxza7TYTExMcPnyYPM+ZmZnh2rVrrK6usrCwwNLSEjMzMzQaDQaDAZubmxw8eJA8z1lfX6fT6TAzM8P09LQPB+ekiFK2bcCETNHISBInEUlieJVUowkWHRBFZWtOCMiFJoljVKZJ4oQkSWg0Em/AUWizypNjNFFJpITNCmGyVO0M4NbTp3xxY43VtcfEDcHFUyd478wJLhw7xLSACWAyiWlEElBIq9cKm5JeCOe7UdEnQ6pweNAQxxlRFCGFoNlIaDTi0oCFjKJOSasWIUDmijxTRDIijiSNOKKZRCgVhukbzxxGXdcC4igiic24NeLI69KlfAxDLQX6sSieiSnySyRxbGGOaMSxJ3Qnh/l28PMj7HkhVToca6PeZFlmQwlIGnFMJAVaR0Gw4NcrJtmtzUwlIxTQiGMajaTYraA6UhXmEKz+bgGx9lOUgjiKiaPY03ISScMcApyqUjuh6lJsXzobldKghSaKo0Carx+v2E3cPM997rwkSbxjU7/fZ3t72xseZ2Zm0Fpz4MAB+v0+d+/epd1u0+/3WVtbY3t7m+XlZY4cOfIKb8gitLnFTYGwMe85pDtjl9udcSucsLEdjS6nhzh4hAAtzQonNFIohDT7330kz/qK60+2+eTGPa7fvU9Mzsqxo/yfC29w9sgB5uKIJMtooGlITGoyW5dJkGOVJr8dIMqd8x0pPqTb7sWpW4JIFA40Tmh0eqwO3h+JJ0BLQRRJn8TYtyGqT47BdU3R2qgE0s5aZyUv3ivnX3BfSqp2cC/8FNrFXSikD3ffmrSHV94RcJa3Ul1YlMLA63N4CDESC2P5hrA7XsKv/146HsZzMI6+ckqkUl08TOZ4vIoWSevGH8wBh5dS/YG45yALt1elFpbmbI6QANBw7sXuwNXu7i6bm5tsbm76XJebm5vcuHGDbrfL/Pw8hw4dYn5+nmazydLSEltbW1y7do1er4cQgocPHxJFEefPn+fYsWMWubrUaPlUZrAa7pN5m37bpSsgnHBd1QT2j9DgYrEvlSBWEiEypMxRElIRsYXgxsstfnPzAV/cXWNje5Nzi0d578wi7586xkyk0b0OUuXEsfT5JlWdUWdYLQ4Gq/ycnyiWWYaGQj9x/MzSljG+gjvgiEpWhe1vVQqmbHCrw+2wkEvXvVu97exTNXJRiXtUqwwWFaBwO66WkBs53FKWwobqfp0SotQbNwIRvW5N8E1Xx0KUvpXwIRTCe+sV6kJdA/X1a8tMXFDkoh2v6lfwDZY55HnO48ePuXLlCh9//DF5ntNsNnn69CndbpfJyUlOnz7N2bNnmZ+fp9Vq8ZOf/IQrV67wy1/+kn/913/1pzbfeecdLl++zOLiot/CDKNAuaPdJcCHELU/Ii55PIrimvCEUCOAW6/ISFtDjFZoKelpzfN+yh9WH/OrL67xYnOLw3MzfPjWad4/s8jxdoLoDuj0lNnDbwhreJMlvHrjuVcpAngZnjtVxkHN7zqxdx9JsMqt6IK4hl97DaahK3v3Na+Kuh2OCjMP3xcWKMcqQPuM5TU0GzRaIKGEI2/4rcAVvh2srOPROAo3Thor/nTwu06lqFdfCnHQSzoigEtj/UcqkpY2TM6pJMN1lsfI1FdIjsIzmNFj720O4fHsvb09zyCcF+S7777LkSNHvPfkxYsXSdOUXq/Hy5cvaTQanDx5kh/96EcsLy8zNTXlj3L7LNu1iAkHer9lmDWXB9kRV8hJy68bV22JEhHdXPO00+Ha4w2+vHOPB0+fsnDgIBfPLXP57HHOHp5hWgr6ShEpW7/SNXUX69IocXdIcqj0ZIhB1OFtn7EgCmgsU6hF8etJE54gqRB+XbV1NFvLGc0pC58IttCUfd1eFRm58u6/jML16xVdVnHs5HZ0+FrQVdQA/74Oxy9g7O6mLuKQlisrlzppdT8Qxs5f4eTJkywsLPCTn/yEra0ter0erVaL6elpDhw44JPZuLwTS0tLzM3N8dFHH3lpwDGXiYkJ48ASbG+Ojz79uowhlF9lwUlHSZYe+eYhjU0yG8cMpGQ97XHz6Ut+ffUaN+8+pBXB5fPL/N/LK1w4PsvcRIwYZKBzoggybTztAsG2+LMcYZzrcZ2EMKweffdluO5v35o7EjRGkt5HcaL4+LeL1HEVkfk1Wi6pad+OO/jmh1b1/b449F34nyPtQiEOROXePlryUoSVSMaRQOx2EVzGq4MHD9Lr9RgMBv6am9BKqZLRcnZ2loMHD5b8GFxxKkUYTSpMnvNdFZcvsL6EewTBM1KjIlAxbCvBrRfbfHH3EV/fvY/KFG+dOsHlNxa5cPwQc+2YBI3SOYgcImVPRJk6jUuOz3Nu1pJwOSl9WpgDK0D5ep03YnX4X3cafg/sZrw0Oual8RxznE/W6DoZWa+ofeKbbVuOKqG6rl8bKcNMwf0aJ11WL75STaxywhKTHaNWhLYAN3FbrRatVqu06gOl31mWlSZ+Nbp0GHh6D+1zAAAgAElEQVTWMaAwz8V3WcYziAryhEZLc3R6V8PDvT6frz7lD/cesbG9x8mjR/jZ22e5tHyYo5MxTYBcoYVGSUUe5Sih0bJ6BNjFfBhuuF4UrrHoM6wDDzMGPfLuPnr/7Uso8461Itdp/LpGJdJDj+yvzv1NxFAiE5W/b1/Kk65g+c5WMq6V11Xnyp/lOuw8LNkQqvXb8XKJh/eBiLjqxVi3q1D1fnSHtEJpIKynLhxcmCzn2xYtRO0qsx+xWaPRkSBDcH99l/+695RfXbvD/cebzM0d5t2zZ/jx2WVOzUwypY3XoxKg4og01qRphtIQi/DUgdWUQ/1POOLQJaIpl0CMrKH7sr3hGyzX1QUk+Pw+1ZdhAPYjdI9/Zvhq2IsK07WW/JIxuIrj76MEKoa2FwobQfDQ915G0VpVehg/InGdmB/mt/R16SLAbJ1aUJfboq7ub6tSGC8v7S2uMnAPC+M5OD8HjyhtGYPA7EwMUr569IxPrt/h7qNnCODNUyd5942TnD40w2wsiHPj/amNP7RxPw2Zgu9KZTWsqBVFsvbwuig9H5L5K8mnVP9ofBpmVdRcFy3rm5dXjOOQdFDzvAilD4fXekwUNYzCkHsi/AwAEToYje9wgvo5p4uaX1n9CK5dc1cPXfkmpSI/BXxiHL3F1claF36+qiJUJYUhUOy10bsUr+jKCAaigQwYYHI/JBqEMsdjkdocczX7lESRPeLk9uKx/pgyYb2f88fnO3x64z7Xv75BI1esLB3n/1x4gzePLdDSmkhp43LtREStibQkUhEaF3BDewcVA7iDsgK1CMmxkOc0lqEJ/BmtUs9llWqCQS6d3injyLTiJohGC4US2sa1KqqxPPT1Skk+LzxUy6qb+6yOY/mMp1HDLHlancxNMS0qzEy4t8shWnx/w/1DXeBWYGhXKdBSWeZOqe6x8syYxcx7twiNQqG0QgVM2MNcWSyGVEMNzgXU9LU+opTDQ6kGHfRFhMH2yngOrW/a4TsIhlTHIeK6SV4XYj60PQBDxsbqs9Ww9t9lcYPrA6jafWArIKDIyUlRWmC89g08CtjONPde7nDlxip/vL3K7uYmb585zYcrp7lwfIHD022angi9NofQAqkEUkeWSEUhMPgBG6XvDcNffcqfvRBQv9MhygvjyLaCsQjrZf8TYr+lSsAlCPbVQHmS+18i+BtVfygZVBc4UTMCIYOuu/8NSzFhC8mhil+r5IRv1NQiSuM1Cs6w7iqzKDOFYYwVUFJi0qOw4d2noygqGQzdqh/GZHDbkVEUeUcmdzoT8CpHyERGqSHfpLj1VvrJKWx8MYE7DisR5Doj1SkNBFo3LOZi+krxaKfLtbWn/P7aTZ48fc5Mq8l7F07z4VtnOHxgknZkDmEJN0qlxdqcnfC7E97ZR3v46kXW4f7vhzhrJ3Fp5o2qxc0sJ5Ta398tjw5W9CEh/tXvBeTpjMllpiI8s3fvFE8Fwnb4/FAJpqQevvZdlHAk6hmlo4q6AHdFGb0oVIYtEJA8Y6jjFuWlh2q/hxnEcIlDJjAYDNjb26PX6/nTls1mkwMHDniX6tAI2e/32d3dJU1TpJRMT0/TarVKCWygkB6+PaMwh6YaWvlIzmlkItxIbSIvxdpK45FGJKAjTapMZKfnnYwv7jzi869v8/TRYw4fPMC7507x9plljs1NMxEZnwl3Uq+6OrkDVEW8nUB+DAbBfw1Lrdz9XZY6eET5r4p7HVLa/2BxhwiceD1CzC36JQsmrAn6FTBFN1GG7n1PpdYH+VXtWXr5gQxDtcRuwqZpyvb2Ng8fPmR9fZ29vT0AJicnOXLkCAsLC8zNzdlgITl7e3s8e/aMhw8f0u12ieOY+fl5Dh8+zPz8PHEcf+c+DQBSK6TKUNIEIM2EREeCWGHjOBomIQToCPJIMADW9zJuPtnm6vU17tx/TKwyLpxc5GfvvcPpY/NMxZJIaxvNRwX6vxlwJUyuS+Vd0uqIrYatu6Lhu/O8CdsLv9fUrQOi/e9IlrHvUmFmujqJR+FXYIKdBa5XfrCqElIdfr4nJqHH1fuK9n6AjAEsc1BK0el0WFtb48qVKzx48MCHgms0Ghw4cIAPPviAv/iLv+DgwYNkWcbq6ipXr17l008/ZXd31ztQXbx4kb/5m7/h0KFDQ9ui3wmjUBpUblaYSJIJaawDEkzKGCA3cQIHWtOII4gb3H6wzm+vrfKHG2v0egNWTi7zo/OnWDmxwMxEbBiKNmFZIikweyJW6hEmOrTChtvSarRINm4C7tPteX+lKiWMekbUr8Q/CIIctdrWMTkCmN1Z3BCf+1ixh5T6b1kcrx9nLCmVuuv6hys5QCH+O09JFwvSxWu4ceMG09PTnDlzhmazydbWFp999hlff/01vV6PqakpGo2GDwZz+vRpoijy3pPfeQo8bc0NupAac/tnBP4IoRNSGmzkgt1eh0/vPeSzm6t0uznHDx3i/ZUzXFg6yqEJ4+gktUYqZUJwScfUCt3M6YTG2vAtVuJ9CA/f7boWEOv+7KXfuBX9iiv1ksCI2nQ1VGpdi+wLn8WD7s3vSXKo0MOrW3F9eM0BGWJI+2znNYvfrWi1Wpw4cYKpqSmazSatVotOp8Nnn33GL37xCx49esTdu3dptVpsbGzw8ccfMxgM+NnPfsbFixcRQvCP//iPPHjwgM8++4xms8nMzIzPr+nB/LbSgxSgY4RhASSWOBR2X0JARAMpND0xwePdjOtPn/PxjdvcffSEc4eP8+Gbp/jxW6c4emiKREEsINIadG7RWHbU0oSeCqJ2IX6t8l1uF1TLUL2hzeE7aPP7KKMsr/tlvvsejO9RrdhPvWPtKD880aG0WxEesIrjmCzLePz4MXEc+6S5m5ubvHjxgmfPnjE3N8f58+dZWVmh2+1y5MgR1tfXuX37NsvLy7z55pulaFDjg7jskwOK2DgW2KPXiT393dfa2AMEiLhBngnWB5I/PtngN1/f5N6zlyTNhLfOHufyuRMszh9gOjFrSAxEQiCEDQdvjUsGpAh/SFnY/BpSI0UQRKXUj/E9qEqiAvzukIyiUlzFV2Kk5oHwkvHdkkQyMvlB7PFyF4Fpn60MFQkIKQq4rQE6DJc+CsDSFBLlxw1swuBWSISU3vTrgpXsQ3kYmqZOPfR5PESwDb/PPtcVl4hHyIgojnGyq2AY1vGNuUA0BbxQ5Gf1KrmHWSB8RLUiSFAZsRFVack9IxQextHAQhx6Q8Zx7M9UpGlKlmUopfxx7kajQbfbZWNjg36/74PRzszMAHDs2DEePHjg81Y4iWGUi7X7dIl53WGtUNIoFw1aoHNAmbDt5Jlx8FHGCUoj6SrBxgDu7O7yxd3HfHHzPiqDC8eP8tYbRzl97AAtoZA2JrrWxolF+nDeOsCcSW6Tasiy3OSlyBWZlKRZRhyVHb32IyE61ddFTMrzzBxoy40TTZrZTFt6zGbTmF1MZ8BXCrLM5NLQGpNjIgetFUIEYdJHNVEXRwIrpanCkzbLFZnCxpDMTZwLZxUuvVmRujQ2epb56erNbE4FleekuXUishGdw4lfbCBX4C5d0jZMnKnXRTzLMoWIJFrlY3EwrmhtjNRZlqMdLrKcNI2tc1zZM3akw5lwvQkclYQky02+EXOWKSdNM7SShrk7R8US0wja8I4/wcaxNPFR06yI+uabrylxwVGF7bD2vgz37t3j9u3b7OzscOLECR/AZXd3lyzLfMxJMI5T8/PzTE9Ps7a2RqfTGZIaQunAMYY0TdnZ2eHly5e+rjzPR3tJ6hiNif8nRE6uOmhyhIzRoklPxTzvSb5+sc2vb9/ji9VVtja6vHViictnT3Fookm222Fjp4ckB52DVjbsmUGokRIiKylE5EgyLegPMgaDlGwwoBFFdPcm7CQuE8yrSsmw7Zhjlpm8FVqTZilJHHvPzlpMjNgx8fYRe6RcK9jc3jaZ0OOYXq9Pnqemz0K9cmJUGYRZxU0cjK2dPTa3tw0d5iYCs84zyHPjum7thoWpw+UuNXBHAh9DMVfKHHaVMd3+gK2tbQaDAVluk9cFoemFM+KNEuX9lrNhhEprEJJ+f8D6+roJTBRJsxjk6Wgcjy0uvYAkzXM21zdtzkxNs5GAMLD60O+1jN5atCyHdAf4XJ5QpRTb2zsMBgNUnrG317A7cRYH2o23jVuKKrHg0qLlw9NLMqXZ3tkz9Y6J1+qZQ3Vl393d5Y9//CO3bt1iYmKC48ePc/ToUZ49e2YrNTEcwrwVk5OTtFot0jQlTdN9qQqh5ODyYZRza1YGRBsXJBmbMG953kfqjEbcRMuIXipY3djjDw+e8fntNV5u7zI/PcPF5UXePX2cQ+0GkcrI0wFKZ2YVdTmoREFzWiggAqHQSHItyNMclWXkaUqqcgaD2K/w+y1+ojgXWa3Q9pRrlmWGOQwGdiUaxRy0A5Ja5gB+0DWQZalJnJOlpFlKlqagc6Sohr7fbw8kSsZkWWrhNuOtVYbOTO4KIRjNHLSJkBrbhrUumIOMNFmakmcZqc3+LsAzB0mAE+G+iQI0e0NbtVApm4VMSrIs85nQBoMUKRQ6s3krXssQZHCAzWOZZoo0S02u1Cw17vRaY8LouRXcTdpKPbZtLdy0DpmD9jCnWWYikGmziLmNXE2R+kBgpSsxzBwcrJ6Ws9zQyBja9cwhDMayt7fH2toaV69e5cGDB5w/f54333yT2dlZNjY2SmcuyiHfKF1L05QkSUo7FtWIt3Ec0263OXDgALOzs/5e/elNEwo818bfQAuFUAkxOTExOm4x6Ase3X/OjadP2ep0mZ+Z4aPzb/Dh2WUuHJ9hSiiaOiFSDXzoNDdJRLktQ8RmoHIF/X5Kf5CST7RoJBEHptsmR+JrWpu96EihVmVZSrfTAa2ZsU5nMG5ld8Rc1VTDfA2azIahj+OYgzPTTE5NGsmMMA/X/ouwUOVagIzIlebAgWlmZg6Ycyy5kR6EFIjS2ZBwTbOSg4XbwGvPfWjBXqdHlmdMTrU5NDeDQKC18nkrQnYzinVCsejlSiOEZJAOAE2cxMzOThNJYRPwfJNimTAub4VhBAcPmrwVBggnGQjf67L1tWraLsLHIyRKa+I4otvtceDANBPNJpHASFxeHxOeSoxk5aoaVs21iFBakObKqm/K2i7qMeDzVjhdf3d3ly+++IIrV66wvr7OsWPH+OCDDzh37pwP/hLmrRjYLE2A965st9slT0n3rFNX3DXXbqPRYGJigna7XctIQoQqbTIvZ9qGmRcxMRqJ5GU3Z3V9mxsPH/F4/SUzU5NcPLXIX7x5ijePzbIwEZPojAiTiMaoeuaQj2mvGKSCz9sBUNq4VCuNkoJmM6HVmvhGkkNB2qbBNM3o9yFLEgSaVsvg2DBho1+GpqVhojIGJwevsznkSjNIU5JGTJJGNGweD6Wd/l6su/vtgbM5pDk0G30azYbd3Wqa9UuZieJUYeOEWRxe1wjfoCNrv2pqTDam3ATwbTQSJiZahiaUO0in3cuUJ1qIY3dNWHuDxZ+EyIbSb7VaJJE0PjOviYMQGzkCGac0Ww2T06XVtDlHzJhQGhXwR/kENat2wXCETe3Y6XbJs9xGWWsRS2mS2uBUEcNQi54LU68YphEscxjkikazS9SJAoY1XEoHrzqdDqurq/zqV7/it7/9LefPn+eDDz7g8uXLLCwskOc5rVbLu1M7P4i5uTnSNOXZs2fs7Oz4CFFxbHhP9TBWCV7LMEx+iUbp+brB8HYurVEaEpmAgH6muLf+giu31rix9pB+r8PFcyv8+MIpPjh7hMOJpKlSGpGyCW4KicdPPWEqD+y/BU/WmlSmpNpYvKNIEkcR0jGH6gJeV0Q4rYXvvzHAGkJ2+PAepiMrrRl8P90xFvk8J8tzL4ILKcyOiHZBccdLDqMMkgLIMflG3G5FHEU2VL30KoDrb/hmYaIrVjmX+Vpp0LkyEodlLlFsjHtaaZsbxK6tJUZewYGTToPcSEprxECYPKE6JoojokiCekVIlpGMX1hagUwpu3NVSNOmC65mp77V1KW1rwtctnL7W2i7a2NSDMRxTBxHRnLwNgfGSg4h/EJG1pHP1FeS4mtAi6XVxZyN4Ze//CX37t1jcXGRH/3oR7z99tu0Wi0fIm5ycpL5+XlmZmbo9/vcvn2biYkJ+v0+q6urbG9vc/bsWY4cOVI6YxGeywgRPxL5fnUp3GSFP8ariRDECBIBuxncX+9w5e5DfnvjFus7u8wfmOby6WNcWJxnthkxIRSJzq0o7bKCuI3D4hhvGFtZBJ9CC6QutpzM6xohNVq5Y7li/2pr+KCzNkubT0BKMyFetZT51bNAmPtf+OgmGiFNej4pjaVbVdfJUUNQy8yxW2Haw1eaXn63p17pCfsupOuksrRgJ4TNzyBlkQPC9dWzF4ezGnw7tmmOawgPq683wu8U6XoAx+Kg1A3t+qwwuU2dZGNvelyEzDyUKCyW3Pa57aW5FGxwOlwHwpLWVgqRoiRIFfYT7bc8PfY0wd/4yBYxQJZlvHjxgmvXrvEf//EfxHHsfRQ2NjbY2NhgamqKAwcOMDMzw+HDhzl9+jQbGxt8+eWXdDodpJQ8efKEJEk4f/48x48fLxk6IylLgHr8avCp2x0XVcVKrIN/Xj/FxHMQWpBpeLbd4bN7D/n9nXvcfvaEdqvN+cVjvLm4wNLBSVpArDMiYVdRn+EjGGURDlll3gXPWeHCDaG9WgzGqCKCb1UScclwwr341y9FrU7aCPmVEC4lfPF0fR9fVTzUpffdd2OH05WtTFGpIZgYwoYCsBZMN0UcYwjfHicCF0VTlgW076sQxjVeClne2n99faLom1VztDU+emnMc/ZRUh/UrSQhQy0YQcggnMQQBJepvO8frpOu7LvlF+sZoHeffvr0Kffv32dtbQ2tNZ1Oh6+//tof5T579iwfffQRP/7xjzl69Cg/+9nP+OSTT/j444/593//d1qtFnEcc+nSJd577z2WlpaKpq1uZPR74T3jJdJ4OSpNZNIsg9UrRSRtYA4XQEOTkyG0JNYxMZJUw/pA89XTF/y/X3zBl2sPULHmwtllPlo5y4mpNjMC2kITaRPqxBBJZBl15ZR9mabKaDMAIyIb20FEmGR60kSKqrxXxXd5UgrC8RFCEAlpxH1RnPksJnNd/fXEpylWGyEgcjsESrtFDDcNq9mj6uCuaQIpBJEVeSXCBr5xE1BA5PBbVOr6oYNKhWUILjaI1ILMBe9Rxj3enZfRzoGpxIQDZJecG5zDTyB3aoEkQsrY4BqHCzlqbuyraO8MZpzl4igikrIQHiy4okRQuoDXiS9a+KM3bmnQwjmFCZNAVxTjZvBX7nrZ8FlOkFuom4HTXSXuq2Mc7prPW+HOTvz85z8nyzLa7bbZZ7Yh5mdnZ5mYmCCOY6ampnjrrbdI05R+v+/3jpeWlnj33Xc5fvw4jUbDqwxhuq0ADszQ2NU4lBysqAYKRW7PNDgnZtBKkgvBziDn2uPnXLl9l+uPHpBLxenjx3jr1HHOHjnEbJIwoUzEKDBBZZX1bCwFayEYN6doiBKgftdQB0+Kymfw+Eh6C+jFF2mloMKGFLYyhLRKC9VVOfxuV0l7KMTxk+qB89FtjLivncTnEVJAI0bWXIGvgN+pZE5qEEH91VRvxa9QvnbXhuQi/2xRt/v23RSTDk/iljzHcofpIJA0huaD7Z3lGaW7jqGLQLp0PXQ2g6Gagh9Dq57nJFSpoDr0sctDcfbsWZaWlvjbv/1bH8Al9FSM45hGo8Hk5CRxHHPs2DEOHjzIe++9R7/fRwjB1NQUk5OT3tLujZAVW0MIpNciHbCWs2o0SuWGOUTmeYEELcmUIBXwYLfHr699zX99fZ29tMepU0v85NLbrMwvcKgR0cZmztbSepJJtIxQIiIqIaxq+NMFNwhw7EPkUehtQ1h9DRHVLSK+Da1LORBKpVpvXTs10ooI/oWP+La/iUjtXvPKa6EevRIXQ9Rbua3N6ijdshFqbKLmnVr4Reme2Qo1sGo7eN8VcwDH3EEpUahWo8bRrzAB4EU23VIWt9A+ACFPCS9W6x+lzgSMM6x3zGrmJQd32Cr0NXAulnUh512y3enpac9Eqlm1R6DGf2oEuRCk0mS31hHWEKcRwkR+NvU5Rw/jfNOPBQ82+3yx+oSrX9/i8fPnHD5+hIunT3Pp1BILMqatBAkQ+ZU/MluWnsuPQmYF7pAgwxnlDX6heFhBclVECG+JgLlg2OHQAIXvj6mrgK3mu/8ZuPKKCsGNrLfaoSpMDhdj4Kq+W10W64D2VKtrb48u9eNh+FexS/JKGOvAG/WcW5nthB8S7qpw184LHcAbKE5DfDCwMggo+Z7XcmVX7xAQ5WdGlNq8FWEMyfA4t7M/QOHiXOcINXbf3w6YyTUBmRAMZMQgkmRSGA84kSPtWQeBRKsIrSRaRHS14Okg4w+Pn/G7m/d4+PwlE3HCxdNvcPn0Kc4emkXu9Yg6g0p8VonhhXUbeCGiRnDcEoetRIoqcbwKmx9B1KXBD4jo28QMqT7jonBroeynmx7aCmnBylyGrPK7TiQJ+17zzhCsdcBXGfF4nJXfGyOWCIY/R+JUV8a2Ut1Y6UdYvlDglnAC19FZ2F54nWAOh1J2VcRzv4fm2JjfgWRSvj+eUfpTmXVh6KsT3zGQEgiBZDH6wFT4gsLsMRkkZpGgH0f0pKSPsA5NOVqn9jxkglACTYSOBC92U648fMm/fvYV127cYnp2lotvLPN/L77JhWMLzEnBIFOoLEeQoXSEIiI8ZlS22dcxhuHBLb7VrGpD38ctx4UCoyGIPaIBhYucPAJ5+1+lLQwaxxic1aZS39BrNddGAKRFUWO9tlCFt+i7+eWw4Gavk8bGEW45+nSZOVWP2ofAaM8gy3h4BU5r74UMU/gUADo4GebaKNONe0WXq6qRoIorqn5MxjGD2t+vYM41TXhsVg9fVQ9LhSHpQyZQDVU/vtgJYD+NkdaEesukJMMZHhXYcw8Gw5IMwe4A7j/f4fc3V/lq9QFbvQ6nl5f44K0LvLl4hOOthLaGJM8RKkeRochRdsDK2ncVrjoxy1x3k7jEGAI/glcPzPh72vnCe+INSjjRav9Gt+MIVlsnnKJuHUzMSp9Gwhw+E66Uo9jkq+Ad/j3Mpuvw6v6qcT7r2qxCVOBkdL37+avptajeK2inHkOjaWcYs/uB91VlFIOx18fZHNzkrh6rDg9COW++UdJDNWL1aCBD7i8A6S3T7s/MZ3viTEq6KaxtpHx1/ylfXr9Jr9/j5PGj/GjlDG8vH2euIWkBItcIbUK/KCHIZYaWCiEk0jZt3HpfTUgOPq+tWies+reKZ8aXOuMEvl5RIQ1j8hhFlK+WUBC27tLWZ9DGa6oqRYs1E80zUBV8r1ZSwBHiTYQrplt9RbG9V6G4ofW1XH/5e+gnMxpf+5lgYQmhKmFkiCEMS1eVSem/ilLPNAHNVRYJLYozG8O4Db9X74nyojbSAh7YHEpulqKcyKaEkkAfGhcXMozXUD4jYf+cuVSZrFWRNpwqxux3O0clZaWGZ72U395c5ffX77K5vs7x+YO8d/4Mby8usDTTYApoaOzx3AwlU7IIcpmbA1qIYLtQ2yhkoYBZHcACXi2EV/Hs6+W+1PUfXTt1nWIzii2ZqkvsJmAY7o06Yij3onxst/x+lWxeq1Reql3bLH6EKMMaUNgIuO13TSCROhXcwV5tUVQYhfNsKLdbdaMLWVQlysS+S3lkwnpfxYAq9y2hGGYQ0EVoP9LanhGpMoAxjMHTkTbep6Xn6+Aql1LGqyojCANC+H4Ez1ePVo+SKGq3djHOTlIpYqVJtIkeHSPRWoKKUFFEH8mmglsvt/jVtRt8fXeNiURy6cRx/vL8Gc7NTTErIMqwjjg5WqbkUQqxQEU52urywqWXEg5lVeQ4sirz+CHJ3mCCYpJXvfLKte7/WnnVKP2vRxFFUEr2C+sqq8qvVrvwjTJeVb4OTy1dOSxWXC8SHtcreKOaLE06HbACEbTtJsPQilrPiIvvr88YwjpLeHDbpSNrrcwne8kxhlHvuXZsIIHKIhMOSlmq8lvv1LOFAIqh4pmDW+XdhM+yjO3tbbIs81m3zTHiQmLo9Xpsb2/T7/eRUjIzM0O73S5tadZ1UiBACr9/0MgVjUwT5xjXaS0hapLLhO1U89n9VX791V3++GgNEWveOX2SD04v8eb8LHMyJs4MUswmeY6KcvI4R0QKJY2PZSFfBy5ApSW0BtbAI8X7a7gXdOG0o3UxsKPl9DIZhiuDny5CVIi9uj6GQ1zDjHSBYR8vAnNcWUiJc3xx7rPf2BVI22HSFZ7lSq1PS4HzUKZyDlAQ9DXwjXFvmnuSIAkdJQSFdYRzRZQNvOEkK54dp56NKKL6I4iIHY5RhZmKSlsFPVjcVFQ4T2WWNkwltr2qM4XtS0lyEkUdOkRXMCajqCCuXlBK+chMq6urAJw6dYqFhQWSJEFKSZqmdLtdHj16xL179+h0OiRJwuHDhzl27BhHjx71JyxDtFgtwjgg2c5G2iSpiZU2B8kUaB2h4ojtgWJtfYdPr9/h6vVb7GU9zh49wvvn3+DtxaMcazdoKCDVxhNFGsuuEppcmhh/LkekMW66yREexw6LwX54hq44GGMHRQgrognrf7HfUhCMX21KElXQBtV6x4mE9e2YVQwPq7Du3u7wzTdUKgy9+/dD6cndDo+mhdy3mDQ6vGYnRKEIuWPdInzEPjQKB8W4Fky43GbpOV2nSLwmPkq5MvC0VR5nv5Tg58CYlnQJH8G10kSuSEO13lbDfRZ2wSCgiaK+EZJD9UK/3+f69et88sknfP7550xNTfH3f//3tNttJicnkVLS7/e5desWV65c4cqVK/T7fdrtNlNTU7zzzjv83d/9HfPz8yW1w0Qm0igtMGFUzSogyYl1RkxuYIzN1gErvbMAACAASURBVGNfwKONHT6/ucofbtzm2csXHDm2yDsrp7l09gSLB6dpgF3CnOys7aogMfGdCoLxx1Lt6Iw+DC2KZytIM3UXTM6FqVfwWuK5n6CeCEQwkUNxtWaahe04uqzAWFqN/KoWGruC03/fpHjaMketQzyFcJevD+PbywC6cKEOjb5KOxyX5QWEtR0F7VSPwQ2J0na11S5rcQmu12G+rhdFYBaFI0O38BTYLRhEMd2HldDhts3Ed20EkTf8mItCChPBWyU6dNJDhQH4BcNJk/WlxBy63S4PHjzg1q1b3Lhxg+vXr7OwsODVC1c2Nja4evUqN2/eJIoijh07RqvV4tatWwCcPXsWKSWzs7PBDkYY8tZNEIXQKUKnYJmDimAvg2c7OddWn3P1j3d58myDyUaDH507xXvnllmcnWIqEZAFW6oChJbGp0HFkMeIPEEoY+ZECLS0dgdZDECBxBBJITe28Hox2nhruoGr8oSSplJbgkliV4lCZA7ZQN17++VABVFot1KqUNL5hkwBQoAZlgZG1TzqanlSo8t4rtYd1uWmU3mi2YUgeGfY3lWNfCQqn/spVbiqRwCKiVtmE2UmKir1QVmtCKW/cG3TjjmK6vsj6EM7aSy8Rq1NKiwl5rC3t8fdu3d5/vy5jzrtgo640u/3efLkCb/73e/QWvPzn/+cS5cuobXmH/7hH3j06BGfffaZj/tgADGWVhAIGeF0PhNjL0MxMD4JQtND8Kyf8eWjda7cWOPLmw/QMmblxAn+6q3zvLN0hLbOwQYGRRpRWdkVTCkQWUw0aBLJBjJpIEjQUhS2yFKpuVI9qWb/lDKTzK/GetypyRpsh2MYMAYdrO6ufccK/Ik7p0+OoWEtioF2QqPDiVJW6vHXX6OM5Eki+MPjKpyNta/afssKJBpLrKpSr38tnJT1beiwbbdtHepwJt57WaJ4DamvWjwjsyd9TWRobIZ3Al5hx1aX4S5t5FWGxUsPyhMKfmUThVIQZIUJ/nd1VKUJe12ZIFh+B0QPLz8l5tBsNjl+/Pj/196XdcdxJOd+WUvvDTTQ2FdiIUCKiyhpRhpJ90oP3uaMfey/6B/gB795PHNkezxaKImLxAWkwBUk1gbQDTR6ryXvQ1VkZWVXbyDpc3zPhAQ20FWVGRUZGREZGRmBTCaD2dlZlEolkZ6eBESlUkGhUMD+/j6mpqawvr6OlZUVVCoVzM3N4fT0FM+fP8fy8jLef/994VwCgkElUwzMS9+tGd7RSVtjqAPYPmvim4cvcO/FARo8hvdX5/F/3l/FpfERTOjejgYdpnF54APQGKBzHTEWg8sYYogjBhN+NQo4TDay+9QVNC7cDyE3vGhL3dChG/5ZPMVi69UuZwB0SY4wqW4Fg380OagDIRlc3duVcGEAXM0TxppueG37dSDIeOqVml6mgQwiHoWO/WoBHVhgmLU9Gmh7Eg7hax4/eMefDT3mZVSid2Fh459F0FluHwC4FvTFwLx2jZifXSpIHdAPbVUQ+Ps4G4YJ1/Udv5onILQIWnTqi2RUsCQEdA3QdQOGYULTDN9v1CaSg5OrEUwt1JdEHMYAzW9X1wzv1HSEjAwJh1QqhaWlJcTjcRweHuLmzZvY3d0NPVCpVFAqlVCv15FIJDAzM4NUKgXbtjE7O4udnR0cHBzg+PhYZKgWiIN5azMGYe+5jKEFF1Vu49huYq+pYWO7gDubWzg8qWE2P44raxdxfeUCRjUG3bbgwIXtv4zrm8sa909auhywAGZ5Ypy3OGzDhatRyRG/HibCA6dCYCz5PgbHq1vhul7WXsvS0LIcGDoT6choUAM9oYA/OJzo4PdjWY5XS8B24TIOy7LBmAnyo9Cj3XjYW+KE1Y/tcli2A9tx4bgctuXAcgHuUCr+Lg12pQ2D7Xr1GujHcgHXccE4hy5NCpr0KuMD4YnCuZenk7uA47hwHA7bdtGy3SDehnHFMmoXPlz9mzNfOzJYluO37cKyHHBd8/JdnocG8K0GeHRwHK++RMuyhT/ASyzTviiS+yPLJkQff67YrhdO4DoctuPVrXCdcP4MeVL7oTvt7+O37wJwOINlezQGaBckmgIh4UC1Mr1klklxAIuWF4wxtFottFot6Lou7gUgKmYlEglUq1XUajXQcXDPMemnqeBeijfdBRgzUXcN7Fcc4LgBE8e49XQbt395jaPiMUZzI7i8uoixTAZ2tY7TswpqaMHSOFydgWvegSzGDegwvcQrFketUoNt2TBNE/FkDGbKhAUHNvysy5x7mxtkbhJ527x9/jFx35HVarXQbLb8uhI6atWU8KlEs08U+OzhL68cx4VjO3AsC41mAwBgtRyYpuHRzcfRe4pCqyAtUQKrTF1yuJzDcVycnJyiXq/D1Ey06l4qeXC/ToeggdJuR+y5v4zTUSpXUCydeHS3GRw/Pb0mkuoEDQZbqwwisYnmtUe6wjPFNdTrDZRKJ6jXG7AsEg7+GQMhMAOaMPFXIBAYY2CaJ9gdryAGmq2gboWXsIfDdWwp72LUMEZ8SRPSMydhOS6KpRO4Dodre2PHXRc6+ftk7aEoDnmpJO/UcDDYLsfp6RlazRYcu4Vq3ETg8vR9GMyjLdGCHPScu14yHl0XNKBi0C5nOClXUK3XMZSNw+WpyLEOCQcSBCHa+LEPNAFs24ZlWaJCFt1Px75N0/RTrdttUZcenVzA1aG5gAsTTSRQ5hnYZRe16jFuP3yBl3sFDKVSuLQwgWsrU5gZSSGuueC2A5s7cFzundTUiFlcuMzx/QIuHNeF4zrQXc1LKOpoABwvMzK8rU3PScMjshkLhEFpywBvHew6Xo0J7njnNVzbAbRBzpV47AB4pqcLBsd14Ppax3W9QXcdFy5z/TMsPCQgAIQSz1DyEhUDkR+Qcy8LlOPCtSl1vMc8nJ7sNDlEh0rbvnOX+5mmXYd+HK99BNmnGSeTlQ4o+ctAxoICNTxYInpFzF2Bs+NbDp4DwY9OCFlUPNjp4ISu377rLyddgDHujZvjwPFrQXB4VlTHHdKIdxf0F3T2DyT6jh2PHl6BH7EL4zutmNRo0KW8j0HxKd6Pw7loy7NYNYlmfnv+WMAXDIxLwkHToMNLxOz6woFDg8sYXO7AdaXzS+jhc6CwaQDCTHJdF61WSxzRdv0CLHS//Kx85FvWqHKiWS8VuDeQlqujpWVgxcexX9VRKJ+gcFRGjGm4tjyPX11awPWFEeSTJlJwYNgadO7l5/XYQhMLOa8rL523YQK2ZSAeiyORMJFMmELICSowkur0AhJZiMmY7/LhDK4DNJstNJtNOHYCpqkjm/UsB1cMVDsjtQH3JxdjYheWivo0GgY0wK9b4VW8khkqILbKs0zcQmaqt3XMhIAwdQ25oQyy2bRPh/7MaVXukXPN8dQ+XNdGLpfCSC4Fx44DrhtOG+fTkd4g0PnehKUXcV1aaWqomyZgu0ilkxgdHQJjfli8ZOV1XL/zgD5ShD4YY/7YebVUcsNpGJoGOB0KKAne4G00ENfhL4sdx4sIdV3kRrIwTcPLwE2mP1h4HMlI48E1OTqSyva4/hKt2WgiN5RBMhn3UgfK0WcMXpk738PoZabyFR8DmKaBu165SCps44J5yofbMAwtoCMLY9oW50Cg67qY5PIhLNM0RT3NVquFRqMhamXW63U0m03EYjGv5JhyDJyBexmHdQZX18ANEw23jsJJGYXqMQqnZ+COi4XJcdxYW8B7ixOYHk4grTEYLoNhaH5hEylQxnc6eXOBwXFctFoGAA4zZiAWNxGPm75h4BPU22gQAxcMSwCCBX173XECK0rXNcRjJpLJOHRd8zW+1FQXoIkhzhRyz+fAGOA6Fhg44gnTK4zSNoGlCc+CvxWkQa9K5mQ8ZqBlGn6tjTi4X02c9QjO6GQQcTBYnCEWMxGLmYjHTCQSMXDH9Zcr6sQl64H77+5TXixpvHu462k5x7b9uhUGkskYGJjH/OK9JeHAJAoIoe5bTiQcfN5gAOKxGMyYRwevbgWPdG5Se1w0rJgLzLOEHDBolo26acJ1XcRiJhJxM+yI9Ge/EJESyzHphejot+sPsMOBeq0B7rre2MVjXqJmHwdv8vvWhi+c4DoABzSdhfrx1TRcMFiuC9NPcx+VwpEgJBwC5tfFkkH2N3DOkclkkMvlYJomms0mSqUSxsfH0fLXc9VqFcPDw8hmsyGLgQq00ELMMTQgEUPNbuF0dxt7pQrqlo252Rlcu7iAa8szWBwbQlrzDlQZzEvcKQx9jQWR0CAGAGw/xz/TGJju/a4buthiInXWz0JA5gVNA1otHYxp0DUOw9BgmgY0xSHZE0jeIIyDZVF1Zr9uhckASmanItsH/gzwt3VdPy09oOsaTBPgXEqS10OgRVkOXn0JygqmQdM1GDoDmOd8jnR0SpqRfuRERmR927brlZPzU9STZnNdPYSrsEzUviTLAfADqXzL2dJ1aLruF7bRYfplsruRoOOKUcLbdnUhfDSm+UlmmbSNGi3L275jgaLjzA/69XlZ03UYhg5DCwrRaH59D5n9HMuC6zjec4QAhVszFhQ8biNaO3RcVlCaOLmoLWMMw8PDmJycRD6fh+M4ePnyJdLpNFqtFp49e4aTkxNcunQJMzMzobbIvKTM/hbTgFgMdauF/cIBGg6QH8vjo8sX8Ov3ljE9nEJaB0wXMDigc+Y7EAFRQ15+NRa8A613NcaDta8wE9sHqReI7XG/vagJE5CYbI7oDmRc6VevXc/h5p9QF1ZtFKr9CDbqx/vkfh8Bp4qo2x606LbNx8L/iAjn9sCjMN7iUxYMEs6eUejjy4Lv4L9LBAKR/RD+muYrD3jBeHwAad7t/TmDV8PD93tBHKMO+FOEUXDp62hjNUSDaOHNQh9kHTkADL92BTMMOPCUscYYNMMUT7vc082mYUDTPCvbdd2O/NRxWSE7IWXhkE6nMTk5idXVVRwdHeH+/fs4OzuDpmnY29tDPB7H5cuXMTs7G2xB+aqXwxMODgALAAwDLndQr5UxPJLHe0uzuLE2j7W5cQyZDCYHDP84txZStcHryHHyzOf2MGP5U5YDlGnJv6v9peUEJn6j5EgNwLvg/eedFOEiyFdan3Yz2blU35BMYJHxJ5BiYSGk4BZGPLob7kemknoUTCU1JwvNPkC2ZCSMxARw/Z0gWvXRUyHBwMhyCOdLcl0JLRlfqR9ZxARl4JQRinofTrlJHHBXrnYW7iHiwQ7fS2c0Qo53COGrtiJIHfwjXZQdqlIbIZ6nG6QMFdwLMKy1bG85pmkwdM2f/Daazabvb2AwYwlohuFbZixwWneAtmWFnH/BMAxx2EreDx0bG8Onn36K7777Dt999x2++eYbZLNZMMZw/fp1fPDBB5idnQ2EC4VQM4AzL+OTzRk0XUPM1JFJxvDeyjz+76+uYXV2HMMxXzBw7qWN44DIeMF8Ke0PkPwZkryUEli60j2TARcjSkTnHNB4OP5cTGSQBvIFoLJQ4FztI+g7mCB0poIOhnlbvgFE+RzU+azO7oAmHuM4gYDw/yUfCesR6BC5C0N4o12p+w/5z8nqj4fvpMnh48WVa4GlFnptSTLR+YTuZo+MvuAAHuSJkEYbYRqqbaj9eEgGqQd9BcKYwFm0788nX3WE2xCteldFWqE2pSD5tChySyQtArjLUTgoYH9/D2OjeUxOjGNoKIPK2Rm2d3bQsiwkEilMTk0jnc3CcQFwf+OgTfkF0GY5EEOYpokPPvgAFy5cwPz8PFKplBAc6XQaa2traLVaovhuKpXC5OQkLl++LE5wUop7z3QmkeoPPjjsZhNJw8Dy7AzeW17E+uIMxtJJJABocKBzFxrnHkX88OjAz0AD2h6Px7kL1y9tT5WI4KdL8/aG1djAKOaICO1VrQZGG6NRdkgHZhM4B2tSrvwXfpYrn2rL3ScIhIUjM2Nn/KKeD7UvJjZCGLdByAqSZ7lKVek28Z0LLq2kybqSacHaH0QUHcisp4hF2SIJ+ussHKLoL18jASNbacLByaXr6ET7sNIIhFZUP+pyw1s6GIaOYqmEe/fuIz8yguWlRSwtLaFQ8I45JBIJLCxeQH58HJqgZTsGKkQuK6hg7l//9V/DdV2kUimYvjcW8HYyJicnkcvl8MEHH6DRaIBzjuHhYSQSXlVkioXg/gJU17zgC7gcpu5ZBla1hrSu4+LiAtYX5zAxlEFCY2Cud0pT45Qa3zs45crrTrF+9snPaTpzuNz194UdePULpXyDsl0sSBNmAAbfSiLTjkmPhp6hHyrn1hs87cADDSNrBqgTrh03oH1KoJ11PPyF9uUh64HSi/UXnxHuW/5OrN9DZrXv82nDvW1WirEgWjPJinLdwIntKRdqR6VHZwEhL/81zQuKCn7oSX/8OkHXHZ0g9Mp1fYUkaByFGyL+9r4LlhSSFSzoERZeghbcs8oNAPV6DS9ePMfL5xyHhX04joPd3R388MMPWFxcxPTMrBTOLXEY9+JgvD/D49PRIUmnKul7YiQ6hk2VsdPptDh/YZqmiIWg51gwC8AA6IxBBxADh2HbSGoaxjJpjCSTSGvMz3LDvU0X5nrx8cyLrSfh4J+sCJw9PsECC4W+VJg2PMMjILx8IO2uXBLv5fXpVZVS7+neR8AAtDYPmF+6g3w9YnIFIiNCRyq/k/EfDr4BPJOd09ZaL8MjCnzroY02THrD0JqAkdEYsiWCx3jwb7tq9+7pONl6oy+mFic+UARIYNArrXYjDo0NHX0GAv9pMNlCsUAhjCCejxJttGTo+lZS27ncCBYXF7Hx4AFu376DcrkMXWcYGRnB0tIy5ufnkUgkRcwHQ2BBBM2E37fNcugUZ61mjJKdlWRVqMVtlFfxOvQncYxzmNxFHBwpTUecMRjw3Htg3EsS66sMl3lOTIcFh366a4wgPwC1QZOtM2tFS3QSEGKbnTSRYGImj1GgOboyVXBUmSZSIER5qD3W9ixve/PODExamSZnWFgGWxb9A2lxwlGdzELLM/kb+i3IZaBOu5AwDAlftZ3w2/eLvmyuC0UCoLvvotv51SDHghg/iS60Y9N5LJXvObyksVAEhixwgeBckvScw4Cx/BjW19axcf8BNjd/QbF4hIsXL+LDDz/EtevXMDs7C90w4XJlfJjUiQIddys6gXqWQI6C7CRYgvf0R4gxaC6H4TowXBs6d8KVJSQTizMvCs3LJ+1d8g5OBQSKNvxYxDv3o2PoM1qDqXd2XrH1C2o/qgBThVd3TRYx5Tr0E71k6Q0Kt4baUUHF+W3Rs7Mw7NXP24Nzm1wR39H3Woe7pMVm286IJ94ymQwmJycAAMfHRXDu4oMPPsBnn3+O6elpMKZLSxWAMc0/O6VF9gicQzh4SAXWQ9R2Z19twPWEAvfK3jEe0qXwFg8cvO3Uf9ACIBviyrVQGl+6pxsT9zFRWNR1dcKpE7JfZld/ovro1VZE37xbu/20ed77O9GzF390E8ryNVWQq/2qbXQTP/2Ok/oModRNQKq9cuU73uNRLt8ZBBMKFLyjgWdnZS9lY72GWMwUPr/R0VEYRsz3v3kticAsv6FOrqeBhYO63anGQ9AZ/87gxwYwchS6wYuL99XgVc/lfkQkEzkZSGyEbETvFwlJFvyEJoaflDNkVaiDBeVvhfGIjzik9gkYJMq34yXf1wbyDkqnZ7sxccSkEgH7Mj3eFvhEaDsjLI+m/B1Tfu/0I0/uXrSLmnDd3jEKt95WTWeQDqarikPQRX6nXkKkszVCGt9rkfusFgiKJ0+e4ve//3fUqjUsLl7A2dkp6o0GDg8PEYvFoGsGhJHgN0bOyGAlEO773JYDfcqnOHt7vznEyTpmgzPHOwDC4Od8JPT8wyDc03zMFw7e/2pKzF5aRhr8SPSiGIa+Z+g8YL6wQSezrBuzdbAM2qwudUJ1M2U7TKY2ARYFg5vjgy+mZM0dNSE7/a5ClOXQz3PteAz2XK9nugcU9cZBvtYJHxLI3gfnHCcnRTzf2sbdn37C6ekprl69ipGRHO7cuYVmo4GNhw+hMQ2zc3OgKeXysPXANEnISX2fSzgIVP0Qa9EJYz2WFRzBtpF3zNr1s0V7AsJnccbAeJDokXHVOQX0N6ARAqJNi8mfUfh2Egxqu1H3DAK+Zo98rJdg6NZs15Q26G45dWk24u/e08N7hyAvxSACVL2mjmF0X9FPDypQeoFHxyh399sCwXEsoKDrujg8OsLNm9/j1atXmJyaxGeff4a52Vm0Wg0UCgd49uwZxicmMDM7GzKWgwBFJjJBqXBu4cAYQ71ex/HxMRqNBjRNQz6fRyaTEdZE5yQoDFTU1PULvHoWhUqO8GPBufsglyJ91677Og1Wp4nc6V7aYqNvpICUt2ils+joFwWXgVsNQnAjD9tEdBjVTeRtlFcA4YLb6D4tw7+F/+ZtrXQDdXnRSWCo972rCUyWrcpNvfr05oJXdMm/U/CaJBCkH8CLcm21vBIRjXoNc7OzeO/yJVy6dBmpZALXrl3Dq1fDsG3bw8flgA4/aErzE91YXk6ODvidSzhQ3YrXr1/j6dOnqFariMVimJiYwOzsLObn50WGqDZCiLW1F6HjLdUcMO5G5zSUlWYXJSFvT/nVGSQGJk3FO3BuFKNJ3/uSNnxCYJAgonYITSS/beYnYHl7/EtnTCI0W199dBZIDN55F+YGzmTuN8x9Dg9iN3ovBD35JS/x+pnIquUWxSS+AKPFjL/eflO5LnrhXJRYFO2Sg0A5IBjgGOY3+YxIOAaDK/Vj/ezp0jZ6KpnChcUF5HI5XLlyBfn8KLjrYnV1DdnsEM7OyhgezgmkGYMfMs3BXAfgDjodKx5YOFClq42NDdy+fRt3796FbdsiivLq1av4h3/4B0xNTbUvMRjzu9QAxKDD9E5bOjY0xxVlvlyxSRyBAG83XxngH/9lAOfQwKHTZPCz83BNMqXAQnEKomH4bXN1f4T7+QS8Y8SOI4VlnwOIgTxWplIzLrw8C8Eu93mNbvkejz+95Zw6HJxHLDmkVwoCj8KXvXY9OjPHBnO9/BCcq55w+VnVVoiwLMUEC4R66FrkS7b3I0ZU2lGjhLKUipv5PNaLjt3GmByCGlww1xGZsUTqA+YHSHXsRRYMEr2Fw59DJzr704HQ0TQd8XgCCwsLmJqaAsC8JDPw4oymZ2YwPjEBx7ahG35pBv8sEOMcGvdqxmgSX9Buhjhb1YM2kQQpFou4e/cuXrx4gUwmg9HRUcRiMTx69AiPHj3CxYsXoes6xsfHlcrbRCxiTC8/g84Y5NwU3RJQgMnDH3GZee1pGkIZieia/NnWMPy2Iy5rTNaEndro/H2n+0LLIIY+/Db9g4iQZOE4FCGUog5e9bsc94WbTmtWeCHKrlBC6qSNwC/iPelYPOHd7d5eoD5DdqvGWHceG6B9hkATQxFGvXEOB9CpeItygGSJKGEDcs5XwLPoq5UKLMtCMplCKpVsy6ni7VB41oLIWs15pPAdWDg0Gg0UCgX8/PPPAIC/+qu/wpUrV+C6LkqlEvb39/Hzzz+H61YgCLsOZZbyM7RoXZ1m5wBVQwJthO0XZM3huq5wwPa6v1c/4UAy10/rhugJew6go7xUDJk0EdBeADkELNxG22Xmhce7frsaJZ/wH/aMt/4sqk4xMmoMzXlBbp+23FkfwXpRbXQERketvU/RT599qHlW6TvG/MxY/pkNyjOq67p4JpT6EN6ZqGKxiFKpBMMwkMvlMDU1JWrc0jMeT7jooAcFDCQcOOc4OzvD4eEhDg8PMTk5ieXlZSwtLaFer2Nubg7FYhEvXrzAyspK6Nm2F+cQiWi7MuuA0Mk6IAk6aD8hKS5JbMrM/aZ4EtBEk8+xvAnI+KparHscSn9A+BqGEWpvEMsn2nJgfcbL9AcqDeRCTf3g2Sm7uMzPAES2NEqv+LYsQOK1kOUnfcoCkDK9b21t4e7du0gmk/jwww+xsLCAiYkJDA8PwzS9fKoynp1gYMuhUqmgWCyiXq8jHo9jamoKqVQKjDFMT0/jxYsX2NvbQ7FYDD3XfibDWxtZloWDgwMMDQ2J++TAqkGAnj07O0Oz2YRhGIjFYkgkEm3h3b3aV4UZ4FUEq9frwpyjdmXol+mIeTjnaDabIv+mrus4OTlBLBZ7IyGhaRocx0Gr1cLp6SkajQZqtRoymUzbWHSCbpaD4zioVquoVqs4PT3F0dFROJEwwszbiQZ0vxxUV6vVcHJygnQ6jbOzs4649AJSOowxOI6DRqOBs7MzmKaJcrncpaxA/8A5h2VZOD09BecclUpFKSLd+3kClR6u64oq9icnJ4jH4215XQlo0r9+/RpPnjzBf/3Xf8FxHOzt7WF9fR3Ly8uYnp7G8PAwDMMQpSOo3yiePdeyolqtwnVdxONxZLNZcS2XyyGdTqNSqaBarYq6FaRlZDNI0zRkMhlUq1V8++23uH37tkhUKxMqCnpNPsuyvC0cX5qSVAd6MxnhSAMgL4csy4JlWW0aYhDc1HsZYyLdP/Ubj8e9rNZul6PEfQIJH8uy2o7e9/Nst2uWZaHZbCIej3u1IHyGlenXq31ZkMh0psrtyWTyjXCkNklQUs0VUmi9+KEXrYhHGg2v5kgqFdQy6WeJ2e0ezrnI/B6LxaQCUd69lMKRBEOz2USz2cTR0RGq1SpOTk7w+9//Hjdv3sT4+DhGR0cxPT2NCxcuYHJyEhMTExgdHe2I38DCgfJKAhATj17ENM1Q3YoowtKAmKaJ+fl5VCoVMOblf5Bf/k0cfiSQZOYg6DVg8ppRNds0TRNaoROOg641yXwmASa3G3W6td+25Xc3DAOO44T6GATXKCATnZi2PZkw67osiLJc6BniK/qd7lfvldfenfqQs5gxxkRWdDlp8iA4RtEBCMaqU7udJn+v68TLKh1k+tL40nuRj4FqxxAdZNomEgmkUqmQ0FFhYOFAncvmJSFtWZaQNmLhjgAAGqZJREFUcnIBXrqXwHVdJBIJrK+vY3p6Gr/61a+EtulEKBn61UjyBFQHqxPjhh2FYebrZx3Z74TrppH6mVzdgLQ3tUHj9DZ9D7KVcB5BqY6HbFFS2/3QsptgIBzIOpMnySBtR+Gitq+eMerHouwmHOianBsFCKwFWVgQfpZl4ejoCA8fPsT29jZ0Xcfa2hrW1tawurqKyclJjI6OIpvNigJUmUymIz0GFg7yGt62bdTrdeEvqFaraLVayGQywrxSX1h24AwNDSGdTmN8fHwgD28/wkHtT7UE+hEO6nfq0kTVEINqYnlgo77rNnl79RXlt5Etom5t9KP1ZL9FpyVbL2Eqj0+/Arjf5aHaJtFDngj9vGc3iLJeZHoMQucoeqrvwDkXwkHmDVKstm3DMAxUq1X8/d//PUzTFL4Gil6Ox+MhC9IwjJDlIPc9sHBIpVIYGhpCPB4XtSrGxsZgWRaOj49Rq9WQz+eRy+XaHFTyepRMHLJC3hXIZtXbbBOIdqi9SVuqT+ZN6aK2RzDI0qcfQRzFzIP0o1of3Zx054VOAl6F8/TRbUKfB8duz6pZ1miMaaeiVCphYWHBP4A1gtHR0dBW5iAwkHBgjGFoaAjj4+PIZrOo1+siEMqyLLx48QKlUglXr17F5OSkkEiEfFSimLdB1ChQtSTt9w+6BdlpbSy3ofomzgukEfqxXnqBrIXeZIJFtUMQpY0HWRLIfdCzcht07W0IzCizXe3vPGMYZZ31a/2pz1DfUbiqgkOdN6R0aelAywa19u0gcC7LgbJMHxwc4N69ezg9PYVhGDg8PEQ6nRa+BNXXIBMrSjDI8Q5vMslkpqW2ZQL2u96MMnuBsA9jEDNXbZ+e72ZOdlv3djNXyRdEPgd6Psrs7YVnlPkrL1uiJki/7cvtyH6nKNqr49evZRP1d6fx6iYMo3CnZwhvdTnXC0eZlqqlLeMTNW4qjTj3KtKpz8rPDAKMD8rVAM7OzvD48WN8++23+Prrr2FZFrLZLJLJJK5fv45//Md/xPT0dFudzU6StN/1Zr+gmtJRrzjIgKmDQX/LTj+13W5kjWLAqEAwVSDJwrYXrRwpgpEckrIzrh86R/lC1Ovy+8pCaNCtTPk9ZWuhk7/jPAKevlOVVFS7Ucuxbv3I9I6yLHvhKPcf5S+KshbU51RBwRg7944XcM5TmYlEAsvLy2g0GrBtW9StmJqawtraWnvdCtZ9a0c169Trg0KnSTZIm7KU7qZpzyudowY6SoCqjB31fK/2iUkGFb6dhGqvCTvo2Kn80YmpZU3dTz/yfZ0sVpn3ooR9v/ifdxKqiked8L2WGOo7qILiTWBgy4GyTHPuBV1Uq1WRry6VSiGRSIRCalVJrGqbTgz4Jg5Ewi+q7X7DcqPMftXEjwrs6matyMAYE7s9FOhCZnMymRTbwVHP9TPJZVOc4k5arRYYY8Jj3Ymh+2GJKCdilEDtB0f6XTat5a3XTtZYt35ImxMvyD6vqAlI96v80Y/WlzV9pzDnfmhB1geFAURZNZ3mC+GhRk++iTV+7hySxMSJRCKUkr4TYupAk2fVsizE43Gk02kRYPSmkYFylJ2maaLQznk0GuAFk9RqNZTLZTQaDcRiMQwNDWFkZCTSpOsXTk5OcP/+fWxtbeH4+Bj1eh2ZTAaXL1/G8vIyZmZmkEwmwRgLWWHUTz/vo2kajo6OsL29ja2tLei6jkuXLmF6elqUMOxk1anfO44joiIbjYaYwDT5UqmUiJZU2+oFskJotVqCHgCQyWSQyWREwE4/NOacC+HbaDTafF+MeZGFtDVPwmMQpyeNy9nZGYrFIlzXRT6fRzab7XuHQNb26hypVqsol8uwLAsjIyNIp9NdEyl18+edR0C8UfZpNYItyjSSn6H1VLlcxuHhIba3t1Gr1ZBIJDA1NYWZmRlkMpm+CNvJxLYsC4VCAUdHRzg9PUU+n8fKykoosrEbsWTzzHVd2LaNw8NDvHz5Upwp0XUd+Xwei4uLGBsbQzqdblsa9TMYjUYDOzs7ePHiBQ4PD8V5ldPTUxH7LwsIGe9e/dB1x3GwtbWFmzdv4pdffkE2m0Umk8HQ0FAo9L0bfenvVquFnZ0dHBwc4OzsDLZti8maSCQwOzuL8fFxEb/fC1TrrNFo4OjoCAcHBygUCqhUKtA0DfPz85ifn8fo6GhbCHG3tlutFg4PD7Gzs4N6vR7ywbiui3Q6jXw+j/n5eeRyuYEUiGVZqFQq2N/fx97eHo6Pj8E5FyHKg/IyCUfHcVCv11EoFPDq1SuUSiUhdCYnJzE9PS3ijDoFjHVbwg8C56pbEdVpr/U4PVer1fDDDz/g+++/x97eHk5PTwEAFy9exK9+9St8/PHHmJiYiGR+1eEiS13AmwiFQgF/+MMfcOfOHVQqFfzmN7/BzMyMEA69pKhsntm2jdPTU/z000/493//dzQaDRiGgdPTUySTSayuruKzzz7Dxx9/LA5KDWJSx2IxcRiG4j329vbwxz/+Efv7+4jFYojH45ibmxP72DK9ZRpEgeM4qFQq+Pnnn/Fv//ZvKJVKWF5exvHxMZrNZkffAZnjqtldrVZx69Yt3L59G6VSCZxzpFIp2LaN4eFhfPLJJ7h69SpSqdRAW2ice9G1u7u7+Nd//VdsbGyAMebnJfBOFuq6LoJ4+qWzZVl4+vQp/vSnP6FcLoNzL2y/Xq+jUqlgZGQEly9fxm9/+1uMjo62+TRUHpQ/Dw8PcevWLfz444949uyZiDQsl8tYXV3F559/jvfff99PxNIfDRhjaDabePLkCb799lt888030HUd2WwWrVYLa2tr+Nu//VvMzc2J0OcoS+e8wkCFc2WC6veaStx6vS62Px8+fIjp6WlMTk6iWCxia2sLtm1jZmZG5IHotX6X+3NdF3t7e3jw4AHu3r2L+/fvo9Vq4cKFC2g2m+L+bl5w+l413ROJBPL5vDgIdHBwgP39fXz//ffIZrO4dOkScrlcyOTtJYAAz7G7sLAgDqGlUik8efIE//mf/4lCoYCtrS2srKxgbm6u7Vn1d7U/TdNQLBaxsbGB3d3dkCXRarVgWVZH/DpNvFarhf39fezv7yOVSiGfz2NsbEzUUx0dHRVLuF40kPuybRs7Ozu4d+8enj59ilqthvX1dcRiMZF+MJlMhhRTP+2apolcLof5+XlUq1UA3unF7e1tbG9vg4pAy0I3yldFfCCP7cHBAb755hvs7OwgkUhgaWkJmqbh4cOH2NragmmamJyc7Es4UJ+6ruP09BR37tzB/fv3UalUsLq6iqmpKWxubmJ7exv37t2DrutYXV19a0KgE7xR9ukokJcP9DcNarlcxrNnz/Dy5Uu4rou/+Zu/wdzcHJ48eYL/+I//wL1793Djxg0sLi4il/Py3qnWh2qJyEz/+vVr3L17F8ViUUhVXddDcfWq4ysKf7pP0zSk02lcvXoVc3NzolDw4eEhvvrqK/zzP/8znj17hmKxiFQqhVQq1abdOwHnHMlkEnNzc2AsqD06NTWFubk57OzsoFqtitN+QPuhsG7Wmq7r2Nvbw5///Ge0Wi188sknePbsWejUYCe8yGSVx5DadRxHWAlXrlzBhQsXhFCkwBtqvxfzys7HR48e4ccff0QsFsNnn32G3/3udxgdHRVOQtM0kUgketJVbjuTyeDGjRtYX18Pme7ff/89arUa0uk05ubmkE6nQ+/ZrQ+yKo+OjnD//n1MT0/jt7/9LX7zm9+Ac46vvvoKP/74Ix4+fIhPPvmkJ56yU5MxhuPjY9y+fRunp6f49a9/jb/7u7/DwsICvvrqKzx48AC3b9/GyMgIrly5IubZuxISb104EERpj1KphOfPn8OyLExNTWF+fh6rq6uIx+O4d+8eHj9+jN3dXRwcHCCTyUTGfMsOTWJkmlwTExN+ks08Xr58iQcPHoQCa1R8uuFOzGQYBoaHh5HNZsVaLxaLYXx8HK7rolqtolarhQROPw4zmtyapqFSqeDk5ATNZhMvX75EuVxGNpsVAqkX7vLygpyxxWIRz58/x4sXL/Dee+/h6tWrODs7Q7lcjhQssrWkmu2yMLJtW5zwpJwWpNXl5V2/QMedX79+je3tbXz66af48MMPhXOTdlVUX0s/FhpjDMlkMuTUbTabIhfF1NQULly4IAKHopyzUbSg70zTFFv55NCkI/1DQ0M98zqotG42myiXyyiVSjBNExcvXhSJWi5evIhXr17hwYMHKBQK79xqAN6RcOg0cOVyGa9evYJhGJibm8PQ0JDQnvl8HpqmoVQq4ejoCAsLCyI3XhQhyKkkT7LZ2VlkMhkUi0UMDw/j+fPnQovKg9ovYelemTnJU++6rtitkbe/+jGpZUZvNps4ODjA06dP8fr1a+zs7OD09BRLS0tYXV3F6Oho5HPdfDKtVgvPnz/H1tYWXNfFwsICrl+/ju+++w7FYrGNBt3aou9o8tMEOD4+xqtXr9BqtYRzM5fLIR6Ph/wUvWjtOA5qtRqOj49xcnKCkZERZDIZvHz5ErFYDNlsVoTrq7Ttx39En5qmodlsolAo4ODgANVqFcPDw1hYWBCWQ79CnXOOoaEhrKysoFQqYXNzU2Rc397eRiwWw/LycmjsuuFI9KJ0CIx5R8vJEm21WmK5tr+/L/x07xremeUQBeSNNgwjtN2TTqfFJKOMRerWHdA+2KoVQVuM1WpVLCnUXAO9IGriyZPJsixsbm7i2bNnME0T4+PjmJycFA7JfreNiMnq9Tr29/exsbGBJ0+eoFwuI5fLYWZmRni8Vd+C7DSNWmKUy2U8ePAAh4eHuHz5MlZXVwW9SZBFnZiV21etEboWi8XQarXw8OFDPHnyBIlEAqOjo7hw4QI+/vhjzM3NDXSYrtVq4eTkRJQ7+POf/4yNjQ00Gg1wzpHL5fD555/j2rVryGazMAwjdHivHxrT77ZtY3t7G8fHx2KnYmRkpG17UN0SVMeVMYaZmRl8+eWX+O///m/89NNPKBQKSCaTODk5wdraGj766KOe/gZSPBSLQsmTUqkUTk9Pcf/+fWGhPnv2TCxh5aXmu4T/UeFA+860Zy0PLh0Sob30KPOOPmWmlQNQaJDV72UYxGqg/mSH6s7ODm7duoXt7W2sr69jfX0dw8PD0HVdSP1B+tF1HclkEvl8Ho1GQ0wU+j2Xy0Wapyp+xMRnZ2fY3t7Go0ePcHZ2hvn5ebiui93dXZyenqJWq6FYLOL09BStViu0i0NWltoH0TIej4t8oRRHUqvV8OzZM5RKJWE5TE1N9e08JFOfUuWVSiWxXCkWiygUCmJJ99577yGbzfYl5AnIT0LLt19++QXHx8eYn58X28SyLyrKqlIFhKzZDcNAq9VCqVQS9Gi1Wn0rCeoD8ObAyMgI1tfXsbm5ia2tLdy5cwd7e3vY3NzE4eFhiMfeNbx14SA7V6JeImrrhQgpCwxV28vEVp1yUe0RU9C2HNBftJh8j+q53t3dxd27d/HDDz9A13X80z/9E65fvy6kv+zs7GXuEo0ymQzee+89LC4ugnOOly9f4l/+5V/w+PFjwXxXrlxpe07uU+6rUCjg6dOn2NragmVZODk5waNHj2BZFra2tlAoFLC5uSl8PiMjI0KwyfSWBQMxZCaTEduVjDFUq1Xs7e3hT3/6E16/fo2HDx8KjdxPElcZ/1qthmazKbaHZ2dnsbGxgZs3b2JzcxMAxFJUpmOv5Rvxgeu6KBaLuH//PprNJr744gssLCx03XKVLQ85PoKWv/fv30e1WsXFixextrYGzjnu3r2L7e1t/PDDDxgfH8f4+HhXPpCzqgHA2NgYvvzyS6RSKdy6dQs3b94UvhfOudjVkmk4yFJ5EHgnlkMnRGlrybZtkYcS8CwKSisXj8eRTCbbQntljdztiLDqPFJDmvslohz1SRF7t27dwq1bt5DJZLC2tobr169jZmYmZN5HLQE6geyFJ8cj7ZCUSiUcHh6iVqtFPtvpXWgiZLNZVCoVHB0dCa18dHSEcrmM3d1dHB4eiijHbsfYZQFsmmYoBsW2beTzebx+/RonJyc4Pj5GoVCAbdt90ZjGh5KPxONxrKys4Pr16xgZGYFlWdjb28P9+/dFwJwaf9ELaGyq1SoKhQL29vYwOjqKtbW1NgunV5u081Wr1bCzs4PNzU2k02n8+te/xqVLlwT/bmxsYGNjAzdu3BC7Ct1oIEMikcDKygo0TcPw8DBqtZrIMRqLxVAul3vm1Xxb8E62MoGw+U+/p1IpzMzM4PXr1yiVSmLtVKlUUPGLcWQyGeRyOSHRowirfif/LTso6YeYX03l1QnUNffx8THu3buH27dv4/Xr1/jyyy/x6aefimg1SmYrC6peywvSyK1WS9yXSCTE+Yeocw+q9aSe1CTTf3x8HFeuXMHR0REAiMS4pPmi8nt2s5hkXGRBm0gkMDY2hqmpKeTzebRaLdTr9b7D3+k94/G4SCI0OTmJsbGxUN2Fx48fo9FoiOVmvyHOdK+u6zg6OsLr16/RbDaRzWYxPz8fskK6WaB0nT7Pzs6wv7+P7e1t3LhxA9evXxeWg2EYODg4wOPHj1EoFNBoNEKxH+r7y0saskqGh4dx5coVrK6uAvDCqJ88eQLbtlEsFrtGtr5NeKeWg+ofGBkZwfz8PF69eoXd3V2USiWcnJzg5cuXQuPk83lMTEz0fcqtE5MQsenQkSyo+hEMjDHhlb916xb++Mc/otVq4caNG/jwww/F/r562KVf4UMp+WnQE4kEOOfY2trCxsYGDMMQnnsZog4PAcH24ejoKK5evYr5+Xk0m024rgvTNFEsFnFycoLt7W28//77WF9fRy6XE5mLo5ZE8vcENEFJKJ6cnGB3dxf7+/uYnJxENpvtO8SZkgBlMhlks1nEYjEUCgXs7u5iYmICJycn2Nvbg23bwvci80W3sSSTnQ4Bbm5u4sGDB8jlcqHty25tdLMkaJelXC6jUqmIsanX66jVaiLIrF9BJgt6ojE5dkulEh4/foz9/X3Mz89jbGxM4P2m9VO6wf+IQ5KQHxkZwdLSEh49eoTt7W08efIEpVIJ29vbYt95dnZWbGu+aZ/EGKonvh+g8OlCoYDHjx/j9u3bWFxcxNDQEBqNBra3t2HbtjiAlU6nxUTrZ7DojMnm5iaq1SqSySSazSaOj4+h6zpmZ2extLQkgsEIf3niqp+MMaTTaWSzWczMzIT6q9VquHPnDjKZDK5fvx6aIKrvQhUI9F2z2cT+/j7Ozs7ErgUd6nIcR+yw9CvYyQGaTqexuLgohMytW7cwPz+Pp0+fYmdnB7lcDktLS2LLUcaxlxAGIDKW7ezsYHl5GcvLy30fjIqyJuLxuLBqWq0WHj9+LHiNrJzZ2dnQTkgvHOldiMZUr4JzjqOjIzx//hyO44ilLAnWdwnvRDh0cgBms1msrq7i+vXraDab+Prrr4V2y+fz+OKLL3Dx4sUQE5wHaH2czWaRTqe7RgT2eg8qL9ZsNrG3t4cffvgBDx48EME5Fy9exAcffIC1tTUR9t2PcDBNUziaWq2WOFI9NDSE3/3ud1hZWcHa2hpyuVzIOpFpK5vv8nU10zRZbpcuXcLExATm5+eRTqfbBIwsHKhPYkDLsnB2doZ79+7h0aNHInqTlihLS0v48MMPsba2Fjpy3EvI02nOjz76CIZh4O7du/jDH/6AVCqFSqUCzjk+/fRTfPzxx8Iv0ysEnq6ZpiliG+hg1MrKChYXF9viUrq1o1pQ6XQaFy9exJdffolffvkFX3/9NX766ScAQLFYxOjoKL744gusrKz0nMDymFGxnZ9++klYClSywTAMXLp0CZ988glmZmaE9fkurYd3ajnITOe6rjCVL126BMdx8OrVK6GFVlZWcOXKla7e3X6AtOfc3Bw++ugjzMzMiMCcQfGmQy9ra2vCr0CBKaT1hoaGRA4L6r8fHDVNE2XTT05OxCRLp9OicvLw8HDIVxJl+cgTUNWk8gSlNOWNRgP5fD7k8e7m15EnhmEYyGQyYpJSnZJ8Po8LFy5gcXFRrIf7EcbUh2EYQhvW63W8evVKHOYaGRnBtWvXcOHCBcTj8basVr2ANOzq6qqg9+TkZM/nCFQepsk4NTWFjz/+GJlMBk+fPhVLV4r5eP/993v2Q0JYXfKmUinhUHYcR1iC6+vrmJqaQjKZfOO0Bv3AudLE9QLVoSe/OOdeybByuSxS2eu6jpGREbGtJmus80Cr1UKlUsHx8TGSySQmJyfbzLtujkJiKNu2BZ6NRkMkZZGZMpvNhs7a97u1RMxE/ciOSDm3gKqBo8z/KCcl/S0Hk6mWhnpvJ3rYti228iiSkULGY7EYcrkchoeHRYIaucJYP2Y/4dloNMRx9UqlIsoXUIQkEBRVon66AeFO5eTIp0Xh1PIuU7c2ZB4mnKnt09NTEePAuXdeZnh4GMPDw6E08L1oS/4rim+hWBRaduXzebF0Jau1H/zfBN6pcAh1JL0ADTBpS3K+UEk14M0KrlD7ZHaZptlmenVzZMk/cvwCldmToy7VgZIdsN3oo6Yk67R+ls+Q0N8y/p38KFH+AzkbOBAdS0LPquY0tUcnOsnhpus6EokEYrFYm++iFx3kXRbqj9omc5oEjowrCdVePEJCR451UXewek0s1V+lOtlJsJN/QM763EtAynwABNvQ5JSknSyqUCUvhTpFx75NeGfCQf09ystOBJcHjzTnm4A8oeTAlUEOYKnBKfQdMaZqvqsnJnsJB8Izqh/V8ShbBPKhJtnPQPfLeMgCS71Hjf+Qx0wem160UoVa1JmXThC1tRwlXEmJRE2IXuMo4wNApDTst9ht1PRQBYT8LlHl+/oRQDKeqkXUKZDvf7VwiEJaJVoUY3Z69jw4qJpskOdVh1qnAVeFYb8DpmrlqOdVpojCIUq7qc+oy48oHKNwUd+127uoffUzKfoZe9XCGGQ8aeKpgnRQXugEvXi8HzzVMYt6Juqs0bsUDMA7FA7dTKmOyPSprQbB4221pbYbNaHfBXTSrL3wkZ+RvyPod2INcu95aNANL1Xodbqvn/bflrKR2+o0FioMsnSJ+huI3qF5l4IBeEfC4S/wF/gL/O+Ht1dA8i/wF/gL/H8F/w/3fC9/F4DEhwAAAABJRU5ErkJggg==)
Geeta's
![](data:image/png;base64,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)
Rita's: y = 10x + 7
a) Are each of the proposals represented by linear functions? Explain.
b) Is Seeta and her classmates are hoping to raise $200, Which proposal do you recommend that Seeta and her classmates choose? Explain why you recommend that proposal.
Maths-General