<snapdata remixID="13897280"><project name="4.17 Programming Assessment" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="4.17 Programming Assessment"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Scores" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>scores</l><block s="reportNewList"><list><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block><block s="reportRandom"><l>60</l><l>100</l></block></list></block></block></script></block-definition><block-definition s="Average" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="scores"/><script><block s="doSetVar"><l>average</l><block s="reportVariadicSum"><list><block var="average"/><block var="item"/></list></block></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="average"/><block s="reportListAttribute"><l><option>length</option></l><block var="scores"/></block></block></block></script></block-definition><block-definition s="LessThan90" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="average"/><l>90</l></list></block><script><block s="doForEach"><l>item</l><block var="scores"/><script><block s="doReplaceInList"><block var="count"/><block var="scores"/><block s="reportVariadicSum"><list><block s="reportListItem"><block var="count"/><block var="scores"/></block><l>5</l></list></block></block><block s="doChangeVar"><l>count</l><l>1</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="Cs" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="scores"/><script><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><l>79</l><block var="item"/></list></block><block s="reportVariadicLessThan"><list><l>70</l><block var="item"/></list></block></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="item"/><l>79</l></list></block><block s="reportVariadicEquals"><list><block var="item"/><l>70</l></list></block></list></block></list></block><script><block s="doSetVar"><l>C&apos;s</l><block s="reportVariadicSum"><list><block var="C&apos;s"/><l>1</l></list></block></block></script><list></list></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Amount of C&apos;s</l><l> </l><block var="C&apos;s"/></list></block><l>2</l></block></script></block-definition><block-definition s="GreaterThan100" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>count</l><l>1</l></block><block s="doForEach"><l>item</l><block var="scores"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><l>100</l></list></block><script><block s="doReplaceInList"><block var="count"/><block var="scores"/><l>100</l></block></script><list></list></block><block s="doChangeVar"><l>count</l><l>1</l></block></script></block></script></block-definition><block-definition s="Reset" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>C&apos;s</l><l>0</l></block><block s="doSetVar"><l>count</l><l>1</l></block></script></block-definition><block-definition s="DisplayEachGrade" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Here are the 10 grades</l><l>2</l></block><block s="doForEach"><l>item</l><block var="scores"/><script><block s="doSayFor"><block var="item"/><l>2</l></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="225"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="226"></list></costumes><sounds><list struct="atomic" id="227"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="average" style="normal" x="10" y="103.000002" color="243,118,29"/><watcher var="count" style="normal" x="10" y="124.00000399999999" color="243,118,29"/><watcher var="C&apos;s" style="normal" x="10" y="145.00000599999998" color="243,118,29"/><watcher var="scores" style="normal" x="6" y="173" color="243,118,29" extX="80" extY="70"/><sprite name="Sprite" idx="1" x="36" y="-9" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="236"><costumes><list id="237"><item><ref mediaID="Sprite_cst_anna05"></ref></item></list></costumes><sounds><list struct="atomic" id="238"></list></sounds><blocks></blocks><variables></variables><scripts><script x="198.66666666666663" y="308.1666666666667"><block s="receiveGo"></block><custom-block s="Reset"></custom-block><custom-block s="Scores"></custom-block><custom-block s="Average"></custom-block><custom-block s="LessThan90"></custom-block><custom-block s="DisplayEachGrade"></custom-block><custom-block s="Cs"></custom-block><custom-block s="GreaterThan100"></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="scores"><list struct="atomic" id="251">82,68,100,73,90,78,76,85,82,100</list></variable><variable name="average"><l>88.57123053395465</l></variable><variable name="count"><l>11</l></variable><variable name="C&apos;s"><l>3</l></variable></variables></scene></scenes></project><media name="4.17 Programming Assessment" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="anna05" center-x="66.5" center-y="129" 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kcSwekmHSyBe6z3n6qU94zWtO2PaAnIK9j6KdTNiaVkzCEFESiBHkC3kMDPRLSUMvMTVTx7TbRejk37nuQ1++8JFc7N/ivce+/CnH7dy1bSPcUD9o8WIs6cvD6zJsBPD8UEpRJl3MyvtKDvoLRVQKRQkR04067t45CjcIYJg68raDSqUMnRWKArSiBDdv2QzXVIMj9jv6FV/+5NelIzkffy655JJlM/W7flmv7lqGkJBVCs8PEAhvxo5W7H/Uievffs5/PsAo2CXVwmQip2o5LU4E8XIjX7xFpVyWZJPuZmy2hmqqpYXFq577gXdd8tP5uAD3v6YXnPis52zftfn7Ucs19h9egOX9ZSDwEYURojAWTIKNIce0YNtsn2soFAriIbu+jx1TkyiVKygU8gJ2dd0O2p0OOEXTSlLcun07ukqM1asO/Px3PveTk+Zzj+j8j5/1tt3bb7nQa9VVwvnsAseJiljV0HH0K79+yXf//f7Xr1x1+uuKkROMVRS9aLEMVVN0kxAB61j235MUjXYb4602vOJguGafJ65805vePzbfjeJ5Jxzz7KnZ0Wu9maaxZnAQK4f6kUMKi0mXwj6HDkVTJF8KghBhEmV9EF2TnVT3OlJx9Ff6JNH2vA5abhdeCpCic8e2LYhNDfsfePgd43e1nnb99dfX5+uaXLzh4oUTO39/d6s6XsroRCriKIKXpPAsbWM6XXrl1VdffV8fR/nsutfaQRr9pqSqhxDtI0JOgKblegjjEGyi1Ltd1BJmWgu/c/Th/stPOOF/P2C+LsSz/vkpJ09Nj12RVF1136FBrB7sR0k3YBOoUhVBKQnkdD1XXGmssHPoQjU11NodMRJ6j2I+D9uxoagqvNiHB4V9IWzavhWxDhx08JO2LFu0//PP+sD590c2iRn9xQmsv/Warbto3arUq902s3tLPo5iQTcD3xcAK7CVH+qthS96gFFwTFCb9K4uJulLDUVFnKZSslQ7bYRxglhRUQ99oND325HV+554+lvO3xsmxwpHPme///E7rQOKAdBvOVi9cIEYhQGAtLREUdDiPYackFThhyG6ngcjZ6DVdcUIyLpiV5HdU4I/LtnQhobEsrF9bBdiJcXilfteufywI972x0SVv/WDf7Dvu/DjF67xwtpPN9/926VhpwND0wR6iNIEumPf/qRDXnbUW97ylvvmQGRs8BMfevVr+1PtKjNNVcbThuui4XWRahrYH+8a+c1Ioyddcsm3562LvP+iPPWFh5w/OTH+TitMscIqAEmM4cE+qTIM9jrSFEEUwmOpxr6G7QioRUDHDXyJuXbBhmqaaLVbhAMF6mYTCYYBPZ9DtdGARqBvZMkfCoPLTvzE2Z+4bT4Zwv2vhRxVtYjzxrb+7rTIbcEwDDB99CMPZq7QPfqI4w9+/etfv3XuPWIUH3v/8ccO6fkf5g3T8EIPTc9D22d7NUULCtp24dvnn/OV4+brTd//uo5/+/H9o/fedcfotrGFZcXEmnyeOA1MW8eioQHYLMuSrCxj2BDibgK0O114QSAdxZCJmAYopiEd03zeEczCjyIk9Da5PDpuV7yoqyiTI0v2O/LLH/vy6Hxen3Mv+dApoztuuzzo1ATEill9RQFSTY9GRvZ90bkf+uSPHmAUV65/zfNLinZNUbcMNwnR9lzZMSTdtBLAtQsXnHvOV941n2967tpe/m/PXbtl65YNtdk6CrqBIxaOIGfogmL2l0uwDZ09Uckfas0GfM+DxuSL3VD2B5gJaAo8JRZGd6okKA+UYZk2/JjGYiBUddRaTdQ6HcQq0gMPOPiMqz997fnzeX3Ov+zsN46P3rbBa1UVUgWYJkRRhNSwUqdUefMV5339PgKveIrPnveGp+Xc8CcF07FiNUWGbPpoel00kwRtO/+BC8/deNZ8vunetZnPPe6pt03MTOzXqDZhqhr2Hx7CIsdBGPjIWwYKJKwqCkI/yHZ7HMPQDCQpaYuxJNdEMEMlkfxBMwxppzOEJMwndBOj0zVs2z0uHiVfKuCAAw6sHb7vUcecvf6CeRtCzr30nLWTY7d80m/XpIPO+2ZeQSBPK5TOvPKi/1z/AE/xmc+8Y6m9u3lPWVUd1dDhRhGa3Taabgf1MISXL15pGPu/ab7PPPzbqce/aXRs1xVjY2OI2LsgWOP7WFKpIPV9aZ3vu4zdUiJ7ERJxC1lZyhgTMSsPA/hRgAiKUPPAWt7zpSpTbRuhZuHWezZjptGCZpgwHR0DQ31YsWz5XQOO+YLPffKH2+fj5rngY+eunRi9+ZNeY0Yhvy5OEiEPJaoKq1i5aqR08Nq55yue4gvnvzOveDO7+wyzxF3jRTFIz2t22milKcPHDZoRHjufoe21Z6xd1m1P/+6eu+4abNY7SKIYgR+ClH4O/iS+j6G8hX84aB8MF3M9jpUqza4wiliA9IwilAWDqUuFwryj6wcCeWt2jhQ23LZpC8IkgU7Sr6bCzpsYWjCAocGBb3Z2Kv9y/fXXP6hSzN/DaC79xPkn7Nr226+4zVktBftZkVReKWdAygM/Hyjpz517vln4WPdaW0F4c59TPMBilh0GaHRbpLSjkaToWM64YVqr1q//nPf3uKGH8p1veNdrX7Br26bvz87MotV0EQcxPM9H6AWSJ5BmaCsJjlyzAsuGSnAMZhJZHjH3Q8/ByoPlaagqkkPQKEJ20W0TfqLhznu3Y6rRyficDC8k/+oaSv0FVAbKvpI4Qzd8Z35R9Hh/F3z83OdM7Lzp+36rZrDyoOETwGJ+YTrONl3XDvjYx34gZamsyMZ1x5sNxf5Rn2EdQ8o73UonYF7RRdUP0DZNd2B42X6nnXbRvJzAXrfueHOsrpy/bfv2t1Rnq+i0CDGp8Lo+XJd8CMicqJYkOGj5Aizrd1CybdiGKZUJiUVzlLxUSSVc1D0XYRrLw09VHZGiYLzaxL27JuAlwvIV7gk9hbDAHR3lYs5b0F4+8tPf/XTeDQt9/FMXPGfH5t98v1OfMcgTISjJZl8U+1QyaS99wjMWr3/LeiHwilEQwEpnou+WEjyvaNpCKukGHtpeFw3fxayixUbfyMvXv/cT33kou/Zv/Zp3v/vdfeONTbeMTexaNj1ZRb3alsRRId/SJfcaSNJsVnT5YAmHLBmEraYwdBWGzgeryzAxd02aKuIp6r6HUDiOQEzgKgixY6qG0el6TwAEUDQVum7AZO6hK3ByZmt13wFLfvCDHzyAHf23Xo8/932f+uInn7P5jp99v12bMVSNOEXmKaLIA+yCv8/hL3rGe09+m8x/iFGQrX352a/9RDlUTq5YDjRLk5kHll0znTpmIiDKVz54i7X7nOvXz794+epXvzNvlLbduHnb5kNmZ5poNboIwx4/0Y+kcpCfOMGgo+Po/VegzzakIuEKcJRO0bVsMRTmFik6UShGEQSR5A9unGLH5Cym6hmoRyNjIqLpKnSWubrK6TL3iAMOOPjrn//BvEN9v7jxs8+585Yffr89O2WA9EIgK0nTGDBzUX546YmXrP+0dEvvC6iXn3vS+/oCnFXQTNlZNd/HRK2GXbMzmHI7cBVt1Hbs47/55Rt+PR8s//7XcMQRRxiHHr3mx/duu+uY8bEZeN0AcUwGMxCyTa6w16EjCUKUTeAfD1yJkXJOqHjsmNKrsCvMCkOAqzRFJwjEGEhKoeCHFwG7pquYansSLuhRUkUVGQNFzYZ2C8Wcd/ATDzrqW1d9/475tkafu/pzz73zd9//nlubMkSLgy0NlqVMsq0c9NLQ+z5x7pfOfoBRXHz22tOLXfdcK1VQbzSwadd2ND0fiu0gsk0o+XJzcPHyoy/+8KfunG83TLjp+Ne+8KdTsxPHTI7NIAoSyawDP5Ibp+WLUcQhyrqCo1YtxtKBguQTcczJj2x3UIKA3WFC/S2imylnQoBEURHEioSPGTeQcX4SVuiCmWQyjBDwcvJW9MSDDvrXb3/+2m/MtzX69Oc+/axNd//oB15jxkihI5X5FjY8I6S6Batv5PMD5urXsSwVT0FsfHLmli841elXLcoXMDw0jCCJ0CKPMQ7RTRN4Zr5ZqgwtfDCpvb/XQpx0yr8ubXbqt2/ZurXcbHQR+YmUpGz7S7mZZsmkkiTIaTEOW74AKwYr0hiTJFTm8xUxDL6+4/uSU7CLKj/skEYptk7WUKfL0A3xDNxlDD20LoaPXN7GEUcces3VG779sr/XWvyl77304xc+a2zXr37A6oMlqaCabHimMWJFg14s/SppDT3jyiuvDMUoKK+nKGNXr7b0l67o70MxX5CylNVHO/QwywZZqvhDCxYc+a73XTWvXCOvHYXG6dt37Dpr584xtNsB0pA1KB92woFgiQ3scZAsYysRDlkyjH1GaBRZbsBfbIyRx8heRyfwUWNLnZwSstoVDUGiYMvELGa6PhSdCCjT8eyH+QiHlC3HxKGHPSFavXL18y/4wMfuT0TqzSb+/WZvz7vkI6+ZGb/5s36zqkKh3ALLbwJ4seAzRq4ydvABz9//1FNPbd+XU1xxwWlH5Fsz/102DZvaSLzhrh+i5XVQ63bIzUSUq3z47LO/9MH5tAtOW/cfB46Nbf2fbVt35GdmGvDcMPMS4gISKIoqvESkdPkJbEQ4fOUirByqCPWd/87Xqj1dDuYYXhSgzfAhWYaCsJc/TLe62DQ6ha6fiC4lPQSbS7qpQ9c1+YyRxYM49JDDOjktf9yFZ186LyQLKEdwwcc+fNnE9pveHHWb7PQJxM1NQ28RxD70fJ//1KNfddRJ/+//3X6fUVx11emLtJ1TmyqalrdsW26YpRmh7mq3hQYJn6bzm61b8dT7EzL+jgbCa0+Pf/vxjlJrzW7dusuZnakjDBg6slwgTSOozCDnQkScoGIBT1qzAiOlnEyIMTRkQ5aUFCT0GyGII3TDUHIM2lPEHIJjDlGKe3aMY6rhwqfhUSrINGE7jixwGPsolHLYb599cNCa/b8c+uoHjz786PGh44fC68+8Pvl7tQkIOdQ6Qz+YGr3tWXGXbH7C3GnvV4KIybVhhstXH/ziD7370h/dZxRnnHFGeY09MTqkawXTdiRm+mGEltdFvdNENY7gGZaL4tC+H3n/J+cNHe8lz3nqoqSsbdq5czxfr2cNrrlygl5AiAOSMCYiXbRquII1CwdQsXXBF/gasS6k4kaZeHIXMWyGYNxNBaeQeXw2znQHZnkAd23agvHJKQkbNA4urGmb2Gf1SjzhgAPwxCcegqUrlk9X+vsmFGCroii1mcnp6eGFw53R3btb1Ub7un97wYl/k5FDCpq4sTpWHd/UF3U7Qsej92R1xbxLQolppeXhpW++9COfu+L+2tyFK95z4u7VfaUiyzA2xsI4hut2hXBD9lWbrtYpnPzhD3/lyr+jh7jvq48//ngHRufTM9XpV47vnkWnG3BvS6+DuYAGTUpO/v9AuYzBSgEjJQclPYWlsr2hylid1JQ0ACamJPZSkyIM4Mb0BppULqppYXjpcux74KHIlStoNNuYmJrCrtFd2LR5M4rFEo466kgcffTRsB1Lho4s28xyljgWLKNYLKBRb2Lnrp1kiU8O9A2+O0iCLa1ma9dxzzzuMWukbdi4oTx692/H2zOjTtoLrUySeW3iMZg36QacyvC6y8/98ofubxSlK95z4o5VlVKFU0SqxcGRGJ7vo+u7aHKqKk0QmPZPzzznG8/tgX1/c9sYGhoqXPKpc596+GGH/EMYpM/89Q2/Pmb36Dh2jY1hx86dqNXrUmV4rie7IGc76K/047BDD8GqZcvQmJlEdXwX4nYTkjnF7F1xx7BtHiOMWKKST6HBhwIzl8fg8EIsXr4C5cFh2IUiRylFM4oJ5tTEJG695VYUK2WsWbM/li5dAkVNBRthZSLpaJKKPie9Eo20OjuDcqXAkJWoqhoZhlFDs77fkUc+5zGBxzf+bOOTbvnltb9oTe2yNLkc8kYyeQLJK1iO6yaQy5/5uUu+vf4+o7j44osrA+0/7MhFbsk0HOiWjjhN4HoeXN8TIbBOFKCjm37Zsf1fAAAgAElEQVQwOHzQWaf/7VT+r7vuOl13Ok8cWrLkpdNTsyeZqrnAsmyD4FSj0ZYKw/U6mK1VMTE2DrfTwV133S0w7oLBIaxYvhwjIyNClCHeD6KV7RbazSr8bksMQljdIZtnClTDRq5/AFa+CMO0oInsUQ7MtUzbkt+dnCN5F/U4fS+QiTPGIZalrGTYXKO3oJeigWQsQOInMXzfheNYkuTlnJwkql239Y2O612utbRfPfOZz3xUG4+f+PwlL9p2143fdBuzhspmGL2XVB+ZUcj/6yaMYnnDpy751pvuM4prrrmq2L7nplGz2SzZtiNcgiiNhYEVhKEMCNEw2rqOTmHgAx/54FWPKenmjjvuMH2jdVwQRPtrmnmQpaov1DQ9l3ds+B6VIqgpoaAh7ClfciA28gLfw+TuCWzZskXw+0qhhJHhYag6ae0ZTMVSlENAdOtpEgqIxX+KmFwKt0KDZtnQesRd/m5YpvxZDMMwYFqWhBnyPEulohgCjYrVCDEALjbXMctjs+KVxkGRtW63K9fAzzIMUz5DNxRiBkEUJXdomnJp5AabUiMJE2hDjIm5MPffRx999MPS2br0ig+fvXv779/j1qpyb8whWKFJ2Ei4GSKB7keW7XdH2F9+0n1G8a1vras0t87eY03Xh3OOCcOx5GYyljOz7VDkftqI0baL9zQr3mEXv+Pqh3WRDxZzbrzxRsdeoD/VMe1TNMV4ieeFmhon0FVdwoG0MZgGiGsGWq0G6s0mTMOS5halibZt3YpOuwvbtkTKp+DkRaCED4QVBj+Eg0AcvBXyjEKiTZo1iBKykRQJEZZtZRKDhi45Fh84W+WmYcLOOfJeXgNnblmOMjchvS8IKXOgw3GcXuWTZNIOFEaJQrRbLRn45Vgmd22z0UQ+n5O8g5/jut1k98R4EIch+vr6tMGRYV73b2rTU2e3B8OfnfCEE/ZoZPO8i99149SW255CWr+EMHZIGTkJM9A4olDWc2j5Pjvzun3AfUaxcePbne7u6DZ7pr6PoyowHBupxt0XwheWMxlJIdrMzFXFtZVkwRl/pIDySBOM//qfn5yQhtH7RxaM7FfIF00kfJDZ7hdLSBnt2W8gqzbbeW63K0bBh5Wz7UzucHSX6Eow4WzUa/I6lp/kV1DojQtCQ+AuJUx9XwbOxaLbNzTYnAzTexLNBL7oLQwimSoK+ULmSRMimjos9g60rMEkOVinK9KL9BTclSKfRNUcBTKZ1qjXxdPkcjl0Ox20Wu0e6mqIZxkf3y3d1+VLl6J/sB8egcRuG7Mz02FfpfJz3TRuCJP4HsMxvnv9Qdd31yt//pSfDTdtMKLJaKB6+x2/q269exHb5UycWXbzPrma9IyC46hAfsHCe8xEP+x+RnG81hxd+CV7dvZfbUWDnaP1Z7Qt0uHJ2ySRlawsN43a3VJnaP366x+12Hfjrde9DbF2XuwlBskvixcvkt3EaqDD0XkpHbkzM4U32ZmpImOAzXZLMIVSPi8qNZPTk8jnC0KwaTebaLWbsASQS+G2Xfh+IMgljYwPlQ9aFoeeiBvCNFAsl+XBU0GPw0C2kxNjZFjIkSGucayfMyNsmWeeqNvtwKdRuB6Khbx8Dp92FlKydjT1LmZnZ5Ev5sTj1Gs1EWVzu55oZ7faDTGM5ctXwMnlxFjINE8RZ+UvmXC+RwOLTR07k1T5hW0bX/rWl37wm8985jP46IYLDusvl44MomBBPld4gt9tL/r9L757SGNqjGYp4YPXLfcrqF0vnHCsoTxwT850/tcouMsvOfuU15cas1cWDUOlpiQBG1oUm0sdhpA4RBAlcNOwPTlSX3TeGY+MYUQdhZF9+vcrOOXX26b9DsfMgSUTcwI7n0O5XJIF404SSp1Ay1l85kJT6IsG4tJgfQ+lfEm8wkx1WjQxOURMzzAxPi4Gxp1ON8Hd7HkewoDdVA4yZERWfj57JEwiKWfEEMHPcRxb4r8Qvdlm71UVfD8Niskin1KXbYF2W7wVr12+T3IJmo64NjSbDezYvlNCi2WZqNVqKJfJFjfFgGarVSxdulTmWnmNDGkMRST/uK4nnsXhNdkWDFMTb9VqtgLdMPzaTBW1Rt20LMMaHBqW7w9aDdx58y8wObbtvoKR4SPbFBlGQT4qk+BcsbK7kI/X3L8kxacue/vT4t1jPyurhsFSjtAt8XEifFxIEQkLAzbIkna5tPYD67541Z6GjBt33eiYmqlEU7XDLaf0H2mMF9u67ZiaIwkcf9w2MYBJDA4OysMhATcgtS7hbmGfWu4HKZnYlp3Np3TaotfF+O66nFbhhJeBIPAwNTklD0V4D+wORqHsTNdzpQKg2ydnkR9MdJI4g1QYTq/isEzphNJo+PnsnnK3MVmjUVqWJf/Gh1ivc6crknzSgOZCx1yi2Wo2cPfd98j30jBcr4tyqYKhwUGRXKI3KlUqMt/KHID3y+dQrTJJVOQe87wuy5T30sjqtbo07xYtWoDx3WPo6+tHoViSJJLV1d23/QpTOzch4ekE9BQcVRDPyHI0kz2il7SLxYau+kseYBQ//vFVi7b86hdbC52uVcwXZXdxZwYx8wpfOqeUx/GTGJ1i+R4PKw98qNCtVBN27VhTLZxvqEbB0NRhJGouZCVB0U9FE8/E5I86ElMz07AZqy0D+VxOHlwYEGNkssnGFXd2LPGdO9D1O+LRHIctcQUKm2C6IR6kWpvNaHeaJskVk82Y8souk0JS0mLhU3AxCFtLfpLPS8VBz8FQwR+q8ooaTEwhtUC8km3ZEib4Z34/d7pp6CgVi/I+JnLC55DkVkWzWcftt98h+U1Owo6Cfj7EfEF2a6FQhB/6EmboETj1Pj09jfHxCZRKBdko5UoFXreLsdFRCa0Mk/2Dw8gX8+h2mhjoH4CuEziL4XWbYhTTO+4Wr8I8m0Yt4wwC1WuytjSKXGWgHfraogcYxbXXXmbdceOvbhoKkyeUTTtTZyXnIIlEKY65BRfEi0K0LANpqe/1Rx75jK+vWfO02LJm1WazoAEzoCLv3M+MP36QYxhPzhnmi22n+DQVppGyY58m6LY7sqNF2I9cSH5Zkoob5gQX63+6Zoq9kuEUcOiZ1QErCbrWOSkmh9Y+iXq7Dk0ZguP0iREoSYTQ66DZbgIqs3un1wDjN2X6mCKTyGMcqCbIh09Im3JGjnOfZDGTUe56GkhGjQ8l16HnsUwra6ML8BWiRqMwTUkiJcTJGEFmcDSMWq2O22+7Vd6fz+UlbAwMDMgG5MbjNfA99HIMKyxzt27ZKlUNP5deicbGP/O6yR7L5XNYtHiJEH/iOJDv5rXymvxuA9vuvhnTuzbJa3nPfJZMM0XzK+UGSzIPbGqtXO6PjIIX/5H1r/3AUMf7UElRxUUxZnJ3cgqbVHcuIhemEwcwh0bip73kX6f6RhaPpimGgiDpD1xPYeavKxZStq0BU9FUS7qJ5AaGCbo+bygSOT/uXCZvckPECSI2lkL4Pku3DnI5W1xxua9PcgAmcuxQRnGAwA9k91bKJlRrJ9rtaQShi2KuIosdezOIdtyJTrcJZfBg2H1HQjPKSBTqcDjCzBJgKcmSTGbjfMD0XPQcdNsZ1SLb6VlXMRLvwsqFvRPhJQgQlMD3GfO7YlB8ePzJeAvs2qZiWNWZGdzy+9/LZ1B4rVAsSjjga+hp2L5nqcpN0Kg30Gg2szAioSiRzSCkYQ4mJQmGqQ86NCTJJ0NTp50lu339/ZILqUmIzXf+Fu3amKwvK0mOP7L0prcQ5IZZaxIBhtZ65jFrFz/AU/AmLj3/1Jfauyf+s6DputTpPW/BxEQ6iCHnBXz4SYTSwlV4yb+dArM0IA+Q8kh8uMQM3FYbnVZXRvKoBqOynNMUuB1PXkdSLXclPY+4bz4I2W3Z5BJjbpeHtXBsr9KH4ZEFstuYbMnD4Q3Ra3kecgUHxYIBDS1E0W3QkhkUnCIQ+Whv24puw0VkFlAYWQ2j/xAozmIkNFri/lkLVY6zENCJkLQclsL+SVZG8nWCSRBnCALQ0fEe+TLpbfS6q2SO8+EyV5AhXrmvrPMqsLeqYnpqCnfecYdsCqoFlQpFMSIaOF/L75I+DHc0k2HOu+rZcQw+oXsoYiB8HkuWLBINLiafDFschna7mfphqVgSw1SSEHfeegOiblXgf+YTMhPL/+h1eftklgUeCgODnVe87iP7/4lRfO0b5xxVu/HmX+bDxLLyORHMmts94mpJC09iuFGMXGkBjvu3/4A9tAge1fPcrN6mYUxM7JZdVugligL8mIZk20zQpCWg9HZZzD2aEWFZLvIfuYjdDrPvWHSmFowMy01KAsYjFdNYFqrZasou7S8NoGS0kHSug44aLJPtsBRKvARuvY3a6N0w8grSgVUwlz4PijWYGZY0wrhfei10egpR481mTukp+dD5d9xN3G2cQJcOrKBovTLR9UTphq6du5/5C+M92wSskgik0aVPTUxg61ZKTJH4o8OxLKl2aOyZQRBZDWSD8N45d8K1Y37Be2ZIpUeh91y5eqWMP7KsrdWrWZ5DYRYCb5YlIaHTmsGWu3+P2GuKpxGIu+fdSNplh5e3QbHZ8tCC6F9fc+afGsWPf/6f+47+5Lu3KfW6TelhPkjWduJiZP4wy9TZi3Ty/XjSscdheP+DoagG2p2WPNTpmVnUq1UMDg8KXsCyiju/wz4Bd1oPE8gWOou5XA5WBglLMPYOOATccWUXM9nsq5SRLxbldRwW5u90j9SZpiYXqXVONIOSvh3wxgCvibymQLdWoz5bR2P3JihKgMo+T0Ay8mT45gCMXFlcMVvmwrzq6VBkF9QzDpJce4lZdr00RupwKhLjDSklgampKRlaJihFT0FPQAieiS4vtsjEU1UwOTmJsbHdmUZGkoLDV0ykuTY0CklqJQnMEmuuNT0D8w/2XQjG0cgWLlworfpWoynJK78ny1syXQ2GVcbH2vQYdm79A9K4K/8uAJasbkYRoLsT40AMvVDpPvfYNy78E0+xbt260iprZqcyNVGmoj09Bd2myLbKh2YNFJY2Tr6EFQc+Gfs86RlQDFvcV6PRAAdy+JrBYdbKGTzMlnF1ZjZDI+cElrgw4lp6gCWTQ2IFqp7FvTASmQCGHdMypCLgtTDB4nRWqVyUncOyzPO7wqQa1LvQar+H5o7DVjW0x9qIOERbMhG3u1DMCvTVh0BdtD98JScdQx4AI95QADICdqzciXhSntmQ3cXylR5OYG+Ko+VyMnzMjcKw0Wq2skqGRqxpkigz8ZRSWM+SVN7n+O5xQSwtkTngWqaZPjgNhO6euYuEz4x0TE+U4RK2SCXwQyrlilQtrRaBuZbQG7LwRENm+OYsiyKeZmJsKyZ3bwbiQISNUnpl0kxYVjOXo/aGbUO3nMgoFC668qJvn/EnRnHZZf9h9av2b717tx1spyqMnNV7cFmTJ5t3yL5YNUwUhlbgsGNfCtUpysNhbCN4wx1DL8EMnS5/Ymy3eAWWcBKHs0+VUMNFm4vNfAjiQplwyqJmmAQ/R4aAw1AeYKlYEJfMko/1usTHFDA6deTaO2F5Eyg5Gqa37kJhzUHQRhYg7boAYXOrhNyaIxEousTynGPLQ5N+AGt7Xr/BHW9J0itDQjE9FxefnVBHUExC7NXJSQGsjBwNjKy/zANIj0VI3hkkL63qKMTozlGpQFi2BixXe/fHqRMaIb2AlIg9g+B6Eahi8siNsmzpUvGQjVoNMzMz6HTbvX5OltQST7EoHa1Sh9vD9s13olEdhcr2KNco4oYyZFY2Ne1EdfJ13Sn8ZKCy+GvnvPfCb89VSveVj3P/c/kFp5ym7py6IEcXyZZwbzeL4+ldrEXQiDflVHD4sS+D2TcsA8m1ak0eIiFaCokxsZmcmJJT/LjLGEaYwEmwEMumOIxOCmU2qyFGlyGW3ClsVNGVsw3N0EUPRPVbll0s35hfkJFcLOSEH9FuNNAd3QZldBNsPYC1eBnKBz4RPjkEKZDPF0W5JjFyMnFNIxTvJwL32TVxVJANNRqH77rS2ubr5MF4PE6LQDzQmp4WI7HzBVSbDeFe9A8NCQKbAWKxTKhx3Rhm+D2jO3dIl5R/5mahA2Z4oJeQhJbv8X0xIoYpbi7OrjA5XzAygmKhCIWjjd22ILW8f5mHzTLiDA+hIUovxsWWe+9EqznD46wlp2B8LpSK9UJp+Lf50oKr91166He/pX+rdvX9dMz+xFPwgXz2U+8/xr3r7p/YIXQuvjy8NGP9SiM4YbnGWEoCq41lT3gyKssPELi02WxJcmU5jlj01NQ04iiVXS1ui7RyqsrTbemGLDgTTtmN/EQKiQtq2SsBhWavZnyFXkeS5RhLNgHWfB+WrUsI0EgKoiuNAiRuE4rqwy72I1F0VGsNInbIF0oyLU7PVBkYFDSU381Sjg9BrkNV0WrUxYvwl5MvCDbDuRGpWMII1ekpmDxQvlRCYWBAMJROs4XS0IDkQvLANRVu1xUDyYyC4WOXrKWq8gSizCNQK5zoKUMlHzKNn56LZS+TTgJdLDGpa8qyl/dIw5mtzoihZYLymUamNPpEQoFVkY/pmcn/rPnt2x0rn9q5UmOosmB7d/K268fH8y7p/H/iEe4/IXb/f/z177+77y3fuPomvd4uOQSxuDN0TcAriXNSFhlQNVo2u2srsPrIZyDWcxn3QtRdFTRbLYmNlsWOY3YSj0yAMy9IE9kh9Aj87Oxze0M50t5m9zKbd6Q7pucpFAvZZ8SRJHmZTA9r+wQxK6Mge3CiOuN3oSKCyjK3S7QzEc6loplC0Wc+QJ1MNsuYEDcaLbQ6XaGnMe4aRsa7JOZCY2l0XeTojShi0mrLAxlYvIgT25IbEIV16zU0eTyElJcpSqVS5uEktNGrhZienpCHl6GtvuQp9JRMJEk4phEaliFiZfRY3ESccy2VymJMnW5HsBCGLlYMc/yNrOOGbApepC8B07G2jNVmDjvvjPP26KCaP+spNm7caO64+Zs/rrjRM2w9g3ZZ3giGIOBVKrstU28NEZsFHPXsl8EsDCHRVHTdtnAEiNqZdL0mJQfp3RgSshitsgNp6BKCMu2QLGtm2cWFEMZxD5+XhdN1VAb6BDehUfDPzEVMNoVCH263jXypKHlLd7aGhOVZyl1Ick2AZrWBbuBDty2ZEVU1Ozv2gA+f35kAndCHZTkSGuR6ucisdgiS2TnkSyWJ2UoSo1mrijEUB/rFQLmD/U4H47snEPQGbfKFgqCxzIdo812qDrKHQRevaQJEZbmHkiGjKdPc7MHKe8h38EPkmT9ZplQYLF3J3CKGIa4lA0uysNsD3Pg7jb5cqnz6ja9+0xv/nDd4sL/7s0bBN5z3odd9pFxvv1cnKslyTdqupDRGovTCBJHoQsDyKdWxzxFPx76HPAmaYWG2So2I7AxxGcIhPDyXH9CtAbIIdJG8FwJYc4gfH7SEDu4aYiKc9WSG/v9fE0MZF1rKJ1MT9lI+Zwt20GjUUBnskx3qNhowNR1eq4E4YB7gSQud6Ql5EolhyvWzkWQXcqhVZ1Dsq0hIKeQKmZQg4X2Wq9IJZQ8IEvepvGvmHAmBXqslQN7ggmEJOZ1WRyosGgURVT5YJnWSL7DEbrelOqPFiVGQ/tfLk1hKskylB2ZnljecNcQ0FGns5LG0+X2E5DPgSUJdj1dCVJarpLOkVVPYuVyq6fapb37tmz/xqBnFN79y3jMm7rzzu2G9Vkx9YuQaIp6qJcAH8wtVShpqrnqRgr6RFXjWi06AolryADKuQXakAI/OkMSJDaLeDIbDHUm4OgqzEMIErzeYw5yCKSjjsVDFpCWaqZWS58G2siUDOHS7toiuN+s15Et56eIijGCpOjy3g6nxcTFO1vj0XPQkVi4vCyi1vexiqgvTMyVZuWsyic5QSJkbFbg7QaZdHsvhMDJmyCoq8ARb0U1LFHk5pR6wJ1Pi7mbVEMh30cNwo8gZ68R9xChCIQ5n4Bg7oOZ9aChDDQ1BDCpNpS9ChlT22gxJzfqb2WC05HqE0kVagclvLi6Uh55/0stfvccDSX/RU/DLNlz1vn9MG9319dFdZpwkq/zA7w/drhpGiRapmiapjaImQQrFMIrKc5/zMpQqQyyC5SbmMvlMZCxLUpmgSnOJyRB7+VxQiodIvpFKds+XMnegwTBJ5eLQcJiA0a0PDA72GkMQYg13HHeRmjKhs8ATwowwRWu2KqASvZKmGPDZOrZJ19fEeJgMm0I7zFhTMnUuxjxXCZH1nAhOIghjr8xk2ciFY3VVyOfQabcwtmsXWs0mdIdsqxT9A/0olsoSHol0MkQ02cdgIt2bcOf90fXTG9LAy6WSUACZazBkyZiCSpTXy2bVepA6w1Zmr/QKrDTpzTNIXvIKVUV//wAOOOSJBz/1iU/d4zHPBzUKfgEPO7VWVrU+d7dRWvi0FZt+e+fQrtFdA2nO3EdXNaNTa+80LFsrlsonLhxc+syVy1fDNuxeUkpmE3UqM1IHPQDRPpOsahrEnP53z5NwsWkUBH6IMDKLliqKD4YxnruDZ2AODWVHSOp06U6202Wlif6p0CJgx813YXLLKJK2i5xuIQ4SaDkLYUHBgoNWyWmC9B4aSzWie8yXJMHNpATnRBqEw9h7CCwFufLU0uID6e+vSOLJ0rXdqqMxO4sdo2NiZPus2V8SWcZ+JrMMI5zm5+dlHcwst8r6NwH6Kn3Sr+Bm4nvE8CQPY7ncG3Tm/asqWctJGidRFAWx6Gpoiq2qmiG0AuZJcl69/qu+NcPHnvTMk/aYHfdXjeKhxqMNG87M5coLvzZQ6n9xKV+RzJnC53PWPdctlHWVkpMhoodVkEMRhAIO0W1z4SWkiK5lIuWchJYebZ7Jm4SYHmua5Rk/i2QcMqPNUMHNP7tRjCLnAmXLxtIDVkr1Uq/WYK0cRtdRYFcKiGlEkqtlmb8kaVo2syE/c16OGX3PzYv8QO8fM9yGbpscUBdT09PIOQ76BwYlPExNTcLgiIBpSfkrTCpVgxu4GZROWoIXyLUxhDLcShOX12VpSaoqrqYZWzRod4Wxf7Nj23cP9i+oWZY1dvOmm6d5GSsHVz7Zc7vPjtLgFaZiLG4E7Zmv3bXx8F+e80v59z39edSMgl/8vZ/85/NszfihrjsIPGL3JKJkCybolMSRDHUTkgxTfmIu4q6z0XiCRHM0NhJN+MO4Sm/A9/AYKzaceOF8PQ2CxF7pqnaznAftCL/+znUIqx0sKHI3mygOFZErF+Q8cz+vw1xcRqyTck8GVYTId2lWcj6pEGt0TQxVMGgxYnYmfWgpcQAmqlmrm7t5LidiglprNATJ5UOtzs7KazkzwpyKhsbEVeZSPVe4l3SFbL7ploZ8gd1VM9GghZqpTBbyxQ/nFeO71arfyOfz4QknnPCgJyZ/4QtfyCumsl/OMAuveMW//GJPjWHu9Y+qUVx304/2R5B+szZdP4CLTXYQ4yMnpljvE6CxqanF5trc6ani7jJGNT2EwMs2uQiqJIb8YShh/OWuFK6CbUuyy52dNdsIIbOppYvR/c/Pf4OJe3di1fBSWK4iMLRF+n/ooht7yC/qxz7HHg6tYMFlk67dhTtbFVyDNDbBP1hudztiJJGaStXDISMZLGBIk3wqgVnIZS6e1wcVLb+DXL4oFRWvrX9gQIyeiCQ9X73ZyLCOKJbxBOFG5h3KGHiW4fx3qVD+2sjyxbfvmN1xx8kvPvnvck7bo2oUHHm/9mdXP3tsbPzHrBykuSQEmix2qpqR5PL5n6ZJulyBuiJFajGBm+MtcIcSPhdKHM/kkNKUm1UVVVzxIo4loYd0Ohk/CMP7XiseJUqx/d7tcDttlHIV1LfMoj3VgBoCYeBCMUIsPXw11JESzCIxCU28hDtTBah0w9DE4y3arUw8TU7p85Aj1Y04B8gJceU66QFjk+p47CBTCinG9MQ4csWSgFqVvj5BXolcCiWApwp124KxyAxI4CKMAwwODrcrheFnaol22wkn7NlMx8P1Bg8Lp3i4X/aJL5w/rGv2KNLUEJ3GrF2bJklUVzT100ZQel+n09GHl/cf3vGaRyRx9HQ10f4xVeK+JEmMJKZppZGqqKFt5uoKUiMJUDb1HEnKGBgYEvfLJJVJKX8nHiDjfdI5bKPVaqHe6OCWm+6B5hmibOPrOvqWLMSafRdiaMAQNpY06HIOVLaOaVwgkmlmVMFmHXauIN/ltdsyDES1GuYtzGkZ+wVo47aSJJhTZjGqM1NC3CmW+8S7sAITgrBwNekxPAmHBKA6nSaWLF02u2rlvm995lOePW8O/31UPYVUK9deZhUb+iVRmhRTJakp7DsjuafdwTfffvLbx//Y2NZdt05fvatgeXb+yLjrHhiFkadryY7EMTd3w6QaRtVcSR05xEjtfxzor7yjr9hfInAkVUFAAkqmMUGXTMLJ5k1bZa5U1/P41S/uRNgFcv39UEYGUVm4AJWiibKjwK1PY6hso1QwBNZm5k40MdvFbGR1BLATHgkZZ76X8S1YVoswa6bvrZPMYhkySsCQ1qX34nnxhYziz6SVM67ED/jZnB7jHAnz2JnZ6XTx8uWvf93xb/zsw92Ej8X7HnWj4EVSQ+uggw5Sjj/++ESROu7R+fnRf33vdRq0K3031jj0wxjNKSy6eSaFs9U6JnZPY3aGXMUEs1MeigNDaLO8KBYwMNQPXUswUCoicGsYyCsoWTGMXpeRnoMAG1PfgGUxhcKkQ5zCZ2eTR3IyZBBQY2MszUArzdQlPBBM8piAkiyjaILAMu+YnZmBaZG3aQgi6uRzKBRsVirJwODCF6x91dr7jlV4dFbqkX3KY2IUj+yS/vK7f/Lf33tb2I4uTiICW9kB9uzE+l6G/jVaTdx+61245XdbYJlD6B9ciOGDVqHFGVg3m6EoOCaKRQez0xPQIxdrlvfD1lMYZGlpbDv3kNU4k1alTRMmIPcwZHAAACAASURBVLQvkD0R0CDrSEpjREbvsmO1WCYHEY/ZYmUSS/hgiGC/gu16dnfJOSFjamCognbL3bl48fKjT3jxCfNGBCa7o73kh5nGj6779udDL311HAhkkDGmGZwknEQCDs3O1rHp7gnUqynsUh8GD9kPKfOCrot2qwvLseRh++0GynaKpSNFaGkIx4CcBcKeBV1b6HviFehEWPYyYSboJiU0tTXTWICyOSY36xECauzOspMJRZeexcz0pFRVOeYXQi2os7rF8MhQaurWhpNOfOOb5tsj2GuMYuN1lxccf+hbQTd9duAT9tayUTuBEdhHiDA9M9Prk9jYvGkSLRfoO/AAIdOk1LHqdLKeQZJiyYCNvhxQa9TA4/SKlgKbk+sWJY8YjvwsvwC5pa5gF4SgmVwKWYWm1SP0yp97sHMQc4C4AU01JPeo16vS9s8VSCVMJAnmZwwvHA6LfaWXvPKFr/7h40bxMFfg2uu+8WS/jZ8F7SBHNy0PKMnOYqdRtNptQRPZfi6U+uHHNqqdBFNRitmGC8dQsWhBRcpPS0lRyumoVmfhhgFMxChbCgXXs54Kj3nguaUEm6JIOJjsXLJUzsgs2ZzHHCE5U6nJRsx4BFOz1ZbklZNexFcqlYrA+8QuOjxPPo1JmkmXLFn8muOe+89fephL8pi9ba/wFBxELi0ofKE9030lKw7uZvI0WB6SwcSyj82mmelZqQYMuwJfddDwE0x2EvhBIryKYk5FQYtRsRkSAty5ZZcY1sKBHJYNFpEze/gBGdRqj70uAqoGHMeUB9xstFFrtAUbIYcz5+jSVBOElRNp9EgcBG63JKkkolnqq8gMKL2PRy5E4KHU14dVK1Z9+Lh/esW8kqDca3IK6iwsnB7+SdCJnqESLiexsTcvOieIShog6f5skLmKgzYcNDxgthGgWLSg8yGHPkqWirKVwlRD7Ng9g9lWFyVbxQErFqCcy4Zy2LPJurSZ+Khlc+SQ/ItZjO4ax6233yN6UfvtuwyHHLyfwO6EvKXJxYZZGAj4Rf0t2zGRL5bkjFNC4sxP2t0OcsUcVqxa/ePGgsaLTj7y5D9Li3vMXMFf+eC9wlNs2LDBGBguX6Mm+vOJQBIFZBLIuE20lERY/iJOUCqUoeaK2FpPMNWKEfsuhgsaFhQNIcZQ/9I2FKiJJzuf09r8rELOzqj+wl3gFJzX4z9mvQ55oF4glUS1VpWu58BAdroxfzK2GMcrMziek1r0GAwnDEkcIKZaHnEKGq9m6egbGPgvta3908knP24Ue7wBaBR9w6Xva7H+HGE8pxn5hEbBcYJOpyO/88EVnBJUy0Q71bFzykWn2cCSioH+QoYxyNg9OZXkdAoRl024jCWVzWtmTC8Zvu3R3Oxcr9XfkwIihC9TZEamxZnJIxG74OG+GbBGbgU9DY2AvRQOC3OKneUrv5dIabFU/nHaVl70uFHssUkAGzduLCh2sjN24z4q6AoT3CChltxIju13hTFFxNEkmMT2M+UBIhXddhummpFjiTOwBS/TVzxAzufsayqKMuxqzhlcNraYMbFE/ETcfjaIIwo2Ph8sm3VENzOi7BwBh1UOeyCtTuc+thQTU0oMkL+RjSJmA06Gbf9I6WgvftwoHoZRXHPNNUUf3Qn4aS6JU4GP2QcRSp3nCS7AHojoSnC4V1T2s2ZcxmDKBobnBEToVWgQzAOYO/D1NBg22IR5jcxQZOhApLZYSWRDSPzznOaErpP3kYUPGolMZVF+kTOqPPmAR3m22hKGqB0hBiaZHInPBgeifmxF+cc9xcOwCYhRpN3RNEhL9P8i6UgycBSLuAf1LPj/7KRy8RlaMtfN8JCJnpGhRE9A182WvEyvy/hBNh2WSVNQejqTPCIRhhVORtXLSLLCsCZDq0cE0qnYKyz3zGuwjM0EQTIKH4m3HOujEXKIOM/mW08IhnSCOI1uNML8sfc/Z/zhrM+j/Z69ItGkxqcf2qNprJTYxRQSjCjehMKVIIWND5xiZyTRKBpHFQP5lanSZb/mWNDsk4jB8EFrBrIdnzG9+IDnOKGkA5LmIVJGMgtC0ZJMGkhmQ3szf3NGwpkT9kpoHCTmkmhb51BRGMgcLHkgQhskzpGSV5neowf5w97xjnc86tKTj8RQ9hqj8EJrTE31oqFb0kOgB6ASDvMJhgH+zI0ASIOMKi/EGEQakaOBPbGz3kwnWWEiakb3r2TsJ75WJrF7xbpQ/vh3vaMahUnd44kKUaYnRsJwIJxTTqZRl4uCImS9Rxw9aIrRsoKhtxAKvrTQXVYjzbRgLHrXa96ViUrMk5+9wig2btzopEo4qUMrstvIh8mH2m110OVQDA+ONQgwOdLJFJnHXs4gx0RSOqmXG1C5ng9L5jnYKidUTgxBAkU2jT2nvCdsdHoP5hM9vqiwz2UQKZtloTGo+v/qUXJqi7MY9Cq03EarAdcl+0zNWGM8OUAFmu0GUdnOgpVLFr7+pa/fowmux9p29hajKEeJt8vSzSKnsJlgujxztJOJn/EhcufSKGgc9BAiN0j1POE09LAESQJ5WlA2UENInHSPTG8iO8CVhsDcgXrfWaWQVRZz2lU0ikybgjB71gch4ZZIpkyMx8xJIiHkyOyKRxnFroQhGiBFXHhaWaNVJZfT3Wf/g47653/653l1LtteYRTfuObLT4+6yY913bKoU8GuKPsRHs8cZVIopagpckH0zfQSwt9Me0xwUWvJJroz0ZVMY4v63CnHADnb2lOMYdxnLiLSB3LeRzZwkwFUWZJJA2HZKyUqj7vuDTUJH1XJDCsLQxyr9DJgTbqqusgtq9TE9Fs04GCfVQe89ISXvnJeNcX2CqP43Fe/+JKcpn9DSRWdOYDKco96UFR5k3FKRbwEVeJERKSbCaeyDKXnkGZV76FmB81lh7tAySbapUJRs53MB84pbwqT/PHPnJeQcb1ebpHJK7AcZtucEoxUlFFEF0v0wCP/PnEy9mwcm6p7PEPdJeaR7P+EQ1/48me//HGj2NOY+O1rv/nBqBWsl1P9ehpUIeUTg2wMkCGCepMiOMqpb0k+e+P8AlFnMyOixdlLSmUWVoaZs/KTPQpRuJMJNYYUjvMz0eypzTDhJE1f1GnnjIKDvBx9TJDGYYaLcGxRFGIgo4iE0tmypzwDDYjlMqHxRGFPxXQPPvyIpz3vyc/73Z6uyWP5+nnvKUiu+c6Pvn553FTeJMeBiZpNjEB0HzJXnYWOTKag3e5IaBGhMT07PiFTvcvkpPkjlQJ1Mno6EDLULCo2WRIqYFdP7JUVxRzCKSLQPeibnyE4hUx7ZYKtzFNIsplTlcocVJLpgnbJ1s9kKOkxNEPGv244eJ8jnvWCF7xADp6fLz/z3iiuvfZaK1K7v0zayVF80Jz45MPlJDmp1HMqMBRUZ+LXaTelcUWQSCoPIcpk+UCmv81zPuYMglJKmZouDWHuSEYRWWU86Uk2S4XBWdZeacphpozUm2l5zwFc9Ao+J7964UpQTpkc62aaWRwZIBfEsWDnHRiqceVbT37HyfPFGOauY94bBZthlX77h2mgHSsnBVMvgsdD9uY9WAWw+8gZE5kW65WaIvDV0/q+f5Ioe5dJhIidZlIImaFkanHsY5AxNSefwAedySNmQ8gitNq7Dk6WyYyvDD/T+1AU1sv0Q3pegtpezFFkGl4Gn1QJOWyyFQqF09980lvOf9wo9nAFaBS5sn5N4uP5AjDJjo2RykxmpgnFBFEUaynHKF3UbDiXWg8Z6shzNrIx/rmzOKWs7CWhrDD47yx1pRWuZXMdc++5P0aReZ4sHHHXzxkUh37YAWWokOaahKzMM9EgSBcUBrCcLcaDbS1KLX1lYWnRa/7aOOAeLtkjfvm89xTsezS96i9iNzqUcgKCG/QUenWVgiA8xul/pQtZdtJwCBLRIkReQKqUrLQkTM2f7KgFVgiZnLFMbMtQYPYg2YHl38+9XvQpeqUoKxg+dOp4sRfCjuucTDOlG0WlWDS8svdL4svWOpnhlAoQXSoNhYKzpWIvfMJJJ+35ZPgjfvIP8gHz3ijYNveT1r1poCzgLMV90+tQhZ9J+p3wGXhADT0FVWg4YsiKg39Pom1vpI8PSMpFOWGoJ9svxF8qzlAfIxM8p7AYofSMc5FB2/dVHGJY2bFVInswx9DqJbNENDPx9yws0YAIYEmSKobFUYDsvYViwe1fumCf17/09bsfy4e8p589743iqmuuKpoeJrSYJ8RkcZ2egnFezg3rhYCMDkfBMT54npHBsb6exCNPEEqjLCe4nzHI5/T0pjIAKktGTSuTiST7il5mTm14Du+YkzZkEimT5D2tCS5+GGWi9lnukRkgk0yRdiRG0jsKm97MdMywmHee99aTz7huTx/cY/n6eW8UGzdeXvBSZ5ceGRXuVi64nOCj6sKpEFeNjPs4FyLmOp7SzOqFGoqkihg7Y7qcSJyJotOoqGAn0kcyl8qQRNEV6pDzF6HsrNIQLyWi6pnko/ySJDObE+UhK3IdAn1rSBVKIRExzU5FFDklDhz1DrWjvLRTsN76rje997LH8iHv6WfvBUax0QkV79daoBySTV6FonUhJ/JQbEyOlM6AqUz3KeNFZDhC5i1E20L+Pcs6M7Jv9iDZS5Hzv2TsT5HRPhoV+RZsmWczHr0jIHqqd6JZRX/UO6WInoLfSWOhCg8TTNL0+PdyYFuhIOMEnPkQCIQqPT2RNDtvffL0U957yqM5XrmnRvDHr98bjMKM1OBHaqgcI0O8veMouaPnOA3EHTJJ595u7vVDpMMpGt+9Bpio0mY5AUlUNCqpXETxjxNg5GpklQO1QNk4ExS1p9Q/V9rOMbikm8q+CRtgvRSFiWamqZ2JlaVqKqONJAPJyYeikqOLTja/z3TMX/bbC541nyh5894oPvvZz9pGXrsp8ZKDEqrvigYlZZEzoi0XPiPt9pT4eicGiCCsqogelZwPJtgBd3OGaFJ/k5Pg1Ogk/9LkwbHUxeAoYE+eMFOzzZaIHmPOA/HPc+eDzRlFZig9xVxeQ088llA6EVOWobV6Tcg9glVwws2S6mmquGhg9aknnNp+pDv80Xr/vDeKjRsvcvykfxt8LMiobMwlM/4EeZUCZPXU9f+/9r4ETIry6vp2V3f1PjvLMCCyibtEXDFG4hoX3CJq1OCO4I5biPFzGDUmMYh+Iiq4gKIYxS3iihsqCKIIwgCyw8AMDLP3vlRX//+5960B/QwwA4PTeaaf5AGH6u6aqlvve++5557DuldK8lieasWwYpUcQZR4Wp29pAS/QF6B4PD5xTHQSirB6GKpRsstkHMGWYl48twi46gSWcxjsDJJ55ZJPMq9B2AYqhu4/EBLU5wAsEoxfTDeuXtx/8vPvrxiT93U3f2c9h8UnzxZkmr0rMxEbF7kArJRCDcSCQRLIKsKgRXzuEwU+WLcHHYt5m1lG9StfE9EiE2z86wnAszKHbiSsZpnHEvSauftgMtZscLkRptqu4s0tZ0ZVZwQMxIqkcfOPrroXDU2NvJvgIAAeObP8cf8nbr1G3nh5e1m8rzdB8ULb79wohlOvu9Ia3omIziFRdWXiw9KvdKVRCkKRwDcCsxugPvAkLasCGLchsARCWe8Hw0zLh0VbwJ5Aq8+4E4oHqco5AvwxC15yz3QWjEgwM6uyjaKRsOCjaBTitxGVUe628HfA2ckwN7MAXE5gVWEi7xdu119dfthX7X7oJjy+pSzM3FjumawiYWYnSDz5xsi5Bi2i+AG1jZbCC5HGbrmjIBvBH7mhtIvP+EyKY4AszxMhJMpvRVrhflpkmlR8NAbh1gJa40zHVCjTNpGsVREEX8xUZbgKgSrm9vnZjZ3bV0tW1zBahN5kdfvXevOBA5uT+Tddh8Ur8yYNiSdTL9uREwn7iPLL1oOxvDYxEqheJO8TcDjlI8R1pS1vGNLgJYl5yWKXsfJItPxxT+dIW82hRe8QZJHsU2w2u/yd6lusV0gRwGcLaLsWLnQEBPUEoHFrgPw+3A5KS8vhwMCou3QysTshy/g+TxeZ5xaVlbWIlP73c0bdvT+dh8UL06fcmrGtM0wYqaOpwtXW2j7YFkLcdZ6YVYUW4NIA0jAsN9GGn0KN2Ma3JFgZV0pT3kmBIASuJw2O28xTNlT3p2MXqrWOfdcmHElXl28mli8Thd6JShlw9y15Q4sWvmxiHyVLcNW1x6fm01x4KQIr5NAgX/SXdeNHtGBU7QgzF967fmT0ya9m4mRLuQXmcribQNBASspoIY8zyl8BSkhBT/AnCkm0WHPJDR8Ie9adDvcSDz6bHzPsxw2igPXgDkvjwbiRyL/zPwI9i0F1iFqN/gPoKq8zYCoG4tyJYOKBqytaDQixN+MOBp16lLEVMKqqi0sp/j/fdDG3DnyT2UtuCRtfmi7XylefnPyYMPQPjSjGQ4KoTZISWiVheI8LLOfTibUCi0fzGp0Pi3rKQkK6E0IpwHVB3ADrhEwUwpSDlcQ8EKPscAqz2kwQRcNM/Eps8pWi/ovLXRZUSCFCK4oVgE+zjA4+YTbAV6duhSySe3GjRs5OHL8vr/ccePoB9v8TrfgC9p9UEx747kTDcP2PiU0nfMFHhJGE0r5XYBPqRRs+ZdRSCLkDHkV4fJUthkEBDgYeEJl0RE2FVYHwRlEKgk5AOhz3GPB1gK4HNuEYnDxnKpqzDFtDx4mqgRm1RuPCwq6ApoRGmLiI4YuLaSWu5WUsBpxbe3WjKY7bxh9490t9uRowT1u8aHtPiiefmF8L5fLv5RSTg+o24xB8JIvtYaM4cnNlaktsYHE+m4RYDgnYKha5jiYBKP8tiRPEAtrq3fCDr9YFbh5JswqqwGGPILJOmwfiS7rdl1SeJFFoF7j4JvPcyAZ5S8KDza1/XTp2oV8Hg81RYLpeCR2yehb/vJqi+9cG76h3QfFhFcn+AM2b2U6Ys/Bkw16vNDyLXQRhBYZ7UOCybMZuGHKGtsKFku/ygKULJERmTMV4Akv/JxxCsDUyviePbmUrgUnl5bpK2yz0HI3UZamGTKHdBFPrbtdLIJiSR6Bzc3WUBCw1zCS4CNfrjcVTybOuuu6u2a24T1u8Ue3+6DAyGDICJY7Us7eUDYSzhRkmAUxFAV9JQfAnVCZEud+CDsaQpUfsssQX0cXVLxMhX4nTSlZbeSzGclU8tEcFE4xsMVNx3t4iozF5KXcxPuBgWAVYxH5NGB3g7ctfwBOjULZY7kEmL6wnwh0P4lyC3KSgTz/qTcPu/nzFt+5NnxDuw8KNMRM3fzCkXYciUQQ3t8QQMOLVfsVZV9mO6xBXzXjyeOEDskPMJVuzYAw4iniITzhxWCW2C6xAyAspSB1xIPDAn/xgLIpjsT4LhB04WGGv3MQIaeA0W0iKjbZsH/y6KxtxfoWSZE1QqDivRBfzS/KSxQU5Jx+w+W3dJBsWhLkTNzNd79vS2snQZGOFWQYPcKyLysEsnhgDGKyIvJEMgBsMOMJN5TN2kDFUxxNVDJAJJlhjXxDaVNApgCVCMpTEGT4pfoblp40niTcZEZGFVGYqyGG3EUIxcJP4CWGxBYjCaFImJNXjAEg4c0vzEv7PI5hN11z57SWXJO2PrbdrxQIikBn34xMnE4TaSL1tJJIFfFyD0dEYdeIigwnpCKSiqUdxjFC5ccTrwaHOT/ReI4UAYHpLx4+VkInjGZqoPUJsVeY4GJXjYvGFk7sS46/CzHY8ijn3Aafxx1bJ3l8HnFDhg0UIWcB/O3i7cXjd4+55cpRHThFSyP9pdcmP0pJ5y2Ao/EkWyAmG7SwC7AEhDStlEcn8gA11ItVYZu7urTA0UnHEy3BkmE9bfwQKw23zKW0Uaq7gmPwZDla7WzHbc2jQtooxZ/HZSoMci1NC0QMNL+Rm8BpiKfh0UUVz3cIt9vd9udDG0NXlZWVbYNmW3qB9vDx7X6lwO/7wvTJt9oM/RGWM+TJbiSYgJGlv8BmuqyOi16H0pdQY4LYNpqZ2LzFKLJMGhsQZj6tlrgEkwWBY/6Dq4zmqXP0NUTTgstRhYJKjiCuP2xyD7MblVxC0QZ0PO7qwpje7aKGhjq+hZBQBCPL1OjfwcrgBWVlZZIlt4NXVgTF5FeeHWEzHE/YbZoN9tXi0GrnmVKUkEgKWe5IyQlgJYhAq1LTOJdgUo16+GGuy7+0WiFYgF1VFFj+Gb/QYMsAWESGhISbIe4+TheUfjHDgQRVqhW2vuLRUGxNKg/B1gVvM0vkBPOjaoQQP8svyOckOGFE3wltjp/XERQtfBqe+dcz1ztN54SMicyfKAP3W5SeKemEoq/BTGs1z8Gk21SKAgG/KMqoSXGQcVC98LCPE/aWajpcIZpSWQDIEqqfNURkaWoi7xCvdVkpWA0PKCm6rUzvhzaW5BfsFIDmGjOwHAx7M37hEjtwtPAhhmakEh/4tLyzOziaLQyKJ1967jRnOjPDliHWBkL5x6uF0tQUfgSaUQmeOEfpCv0r1rZUrCtrUozNA+HsgyRSsa1kdEBWBNwsJAi8JShnZenGchYhIiY8cyJJr6W+BygcYwQsnQTGOb6IxxWF+QVPdTbpddhlpCAplYo/1/uu2/Cd1xEULQyKydOmnpJKxd+1mZC41sjG3SWh2KG0s6qDcEisG3Jycji5Q76BdjryCFQDfLyi7DETXGEcvOqoNrwOSydsB7zfiHuyEHLwnWI/jaQWinqoKFyst4k8ReNVwpoVQZXDRGFMiYGboeB1fAa2LySaEDTx5HjfDlVFsH10JJotiYvJ054+xTRt75pGxsmmtbyFI0GUWVC8sN9jlWCbS8x4qiYYfo4tAzcHZF9sGxgJZAlFhsqFrocGmyU3gBwBOQWeZEsABWWmpYojGlq44aDbCTEHixLPsUI7C8GUEpIOi6zGRRGR9TWYCS58D3yxx+etcHTW97/twvYjm5gViSaaYk7NV24aNi8v32z+jqUZjS6wpmR4BzfK4xYdbcYrGKEUsVQQbFweN0+pi5a26rKyap5gEvi56FZhqYdLYJSTSlg7AJdAYWvjLqsQaBjnUH0R3GLpigq5J5MR0zsGqxIxxigQwNhGWGIxLXB6fmF+Kq9TwdHXXHDNwpY8KG15bFYEBZpietxZRYYWEL8m6VJiSceFjqcwv5kmFzS5AUFzhSI4Awurgw8JYXUFZ1udURkSFksoniEBfqFmTbHqIFHEioGtBt1PlJiQZGQ7argds/amWFBDugA3WzS/UboCFJOuLEscQQyNvVklCK0VI5AXoK6dO9956flXjG3LG92Sz86aoHAb7ipb2hFgxZk0bp5Q7PlJBF9BKe5qTuhobiv5hTgDpjWec/iNSUnKtwXUfbWTS/dU9Kx4KDgK5RlT0Ej4iiq+J2thqS0C1YvHJQ4AOCMECEphZmlBgkCNEAKfQCDCAwRbl2xDwv1AfyQ3J++dWF3i/PaSbGZFUGDy3GN6KsnUAuh/cJMKHU8ntCyV3hSaUFgpuB8iCaKUlvIEYylHEMnWg9JTSL3ssY5GF1roGdHDZI4mYx4SJNDBxE0U3w9Jcrlbyuq6SHRl2Eg+TzgfQg4WMAvHY9XhxJe7s2p7M9PM2SzIzV+sJfWj24tORVYEBQu22xOVqSQFwIJGxWGp4UqOAeUatLmdfGMhCsLEWV5PJAcRgRIQbKzpLiwRop+NCXML3gY9DzqcKBsZq0hAbxvsK2bbKD4n8g8sPqL5DdCKMQ+ch0MX3w8ONPlOBsGYdZ6iSCjc7E3CXungbRYUNdpiWvdhw4a1CznmrAiKZ599NhDTEpVOzRuA8QtuOriTyPZ5pVCW0tgiMLpraWpbyR8HEXYQNRrAMgFIQxnCFtgbZSiS1VgsQkBN3eBZQuIIMDpEUKDozz2RDGtkovrBWCAHBTN5AUSlyK5L0FmiaTJKKDwMbD0oWTF9Dg/VpkiIMjYjs1+fXk8ka8yb20tZmhVBcdzZxwUSCarUMjoHBdraULEBDwJPeiKV5gBBogD7aZEswEwnJs7TiqUlcsm4iTzjoYl5CyeD2wmdFXXJj/TqWbJ16bKVPaKRuEOGjESVxhowthpmFkXPogXyn1IhS86i9DS55DWh+Sn5DAdJBi5CGbJ7M6n99i0597Npc95rSTLYlsdmRVD0P65/IG3zVaYS6QC2Bxco9aboQaQU2ohfhAeOATWrFjekigBeYUvA/s75A2QD8LSrpJLXDybeZphWN+TsUx656frrpt14620zVi5d1VV3+WQ1wA1UwBXPilisLyxBiqyD7QVEX2Z8c7+FmcO8ibFWBSeXIoDCeqAwwA1odPBBff766bOf3tOWN7oln50dQXH2cQEtalTGIkYAutygUzptWDGcqikm/QaLym/hGDwPyq31NN9w5naCTGtiOcfWY40KC8aQtsUTh/fvd+43s7774Mxrzvr488/mnZSMKJtLri7kcgn8LbA1W1Mx70I0PfkcIKNk6YEjmDRBNoFryAqCgjZDiXSKXH4nHX7ofg/OmDDjLy25cW15bHYExXHHBcgV35SIZnIQFHjSIG/q1HTxJseSDAyA7R+FGoefsUsP/pubZRgYFsAKLXDRmxC2FkPRcDB0Z9J9O5ecXv51+UfvzPv3b2+9865P166qIl3zNjO6OWFVU2qYMeHAUMNI1orC1S5yUmAk3O8QawnGMdAvUStN3EiQ5qXkwAP6nvnu0x9+3JY3uiWfnR1BcfZxAXvU2BSLGDlsVosnEjdDFnR+cQmJdrpyFmbcAVwHZlFLCcl6WYqhw8M73OASxbxYIkr+Aj1+45XX/Obvf/77N/jMUy8/fe7sz785xkwj/7AchkSdFwPO4Ghiy8K/8aii4m8yvsbglqwoHIjIJ6TjTybY51yupkjz2lL779P17Fkvz243ou1ZERTHnX12wLBHtmzZ0uAF8wq6DrJCiE6F2qp5O+Csn+WWpSBlqh72dHYESkvOgcBRTsszKAAAIABJREFUcxvIFfiZtqeosKtn3tBjfj94/PjxrJX92ofTzi0d+/Bry3+o0NwaiLyyKvHNBpMbLoXMq5DShvseyFbQk2GjGKHzsbuh4obKeIDwNrC6aT575vAD+t76wTMftBsxtKwJCtITGysra3MTiZSUpEp6EJPk+G+LlAv2FYiTooOVUUZxkEgGB1PKRtHoBnIpJSZWF7eXaN/9Ov1r6fvlf7CW2q+Xf134yNMTV01/7d18B2EbADgmCSf+juYad1tZixOIqQizcqIJtRo+BjOoYGYqfQtURQxsZShmxKlrcWHssbvKBp156nmLWrLEt+WxWREUp990uitZ55i9dn3VEQgKmKjwILFJfOGBJ0hYSEKHJpY1Vog/sTqg8pAk00IaVUOMLaLS5HCbmcMP3efWr95c0PzEwmP9vcWfzHzzzZknxkIJ5SAkvRTkD6xwp4KDRVtNQUERbCxhBEa4Bua3GNLI0LNgFtw9TSWpd+8eoSll93Q94oghkPlvF6+sCIrBV1zh1oymr9et23Qoup4oKRmdlF1cPL14AFjmNRlgYmqdcDiZpa2kk6WHYVLKFMIvNhk00Dw5WuKai848evz9z32//Z257p4br5zx0UfP1m5pssnwsiSarIUJaweIsjUbzUgjhQOWoXWl+mukKIWuqWKjW0GRMFI04LCDwuNuvb/kmGOOCbaLiLC05tvLyfyn8xg6dKhe5zA+2lCx6TexeBIEadGVwDAxOJqwpWRKvyjfITCsCTKe/VAViCVwwscoSWQkfZjD6NajU3Ri6dieQ4YMqd3+PF7/7PXuDzzyUHn596tzdU1M7XguRAUDvpRXBM4iRbKAqw/8nbu0yuWQzWTgJ5IW0g/3ZnQ68KD9osNPv6T4sssu6wiKlgbiRTcMH7l4+ZIJjcEwYz/I+h1Kr0LnRpisGgwrK0nmZo8PtVKIfxiyfqVMw0M+yAqJCrvnVt11wfC+P5UZevXVV/Wn3nmqfMG3K/olYwgG6ZJyqcmuAjKHarXgebCIbbFl+ozzCQSgyiq4POagNcjt9lK/A/etdZO578ypM9tF34MDuqU355c6/pHnHzl2ysuvfbGlusGBpRvbBfcfQFyBRwfD1tZMKbYMGfwBz4K7lWhIKaNZBrRwo3iWwySPW6ee+xd/4So2Tl4waYHYB6nX0KFDtVr3lneWLqn8XTiU5ECQRpe9eWxQvl8IN5yMMj6FElTcDFkyCdsVB4eMESC/Aemnb//en/vyMqe9P/79duMOlDVBsWTex11uHPfQumUr13kcmi7AlZJUZhVbwNz85IrRm0W1Syal2pAuJZBNQT/FjxygVoZcXgf17FE4pnzmop+d1Drv2jNu+2rhyofDTSJwgjqDk0wVIBYegSBgvxC1jYn4q6p8MuJ3xgPGWK2SBgVyA3TyyccvIC356yllU0AdaxevrAmKx957zPXyM28s2Vi5tR8oChwAiojL0+XKwompdYCa1Rhg80qBFYORSxFOY6M5GMtRhlweW3rAgftf9OXrn73+c3dlwuRHBjzxr5c/X7uqKocttSF8Bq6GQjabIW9gJmi6YTVQw0KIEJwLmN5CzpFyGV3ZQI6Hfv3rI2fmNnnPmjRp0o9WqF8yOrImKEpLS+1z1n314vp11X+IxAwOCo25NmhC2UmzgWOBxqTYPohQO6bAxT2Q2dqc4Km8Qnl/RFMRyi30Jm+8+I9H3T/6Hz+qPKwbM3lyqfuNueWL58xZ2C+RgMyANMScqEBUv8Oi7zcPHqmJMZPF3WUckZNbynCDDiuUJ+CiIw7c/853n53Rbqh4WZVT4GQvun7o6EXLV/8tGMSUueQVkl9ILoGKAMkkg1JYwlmHQpZtYBWMbPJkOOzpRGbApCTlFjm3nvqbk3tPHTv1Z5O90tJSvYpqvv7g3c8G1DeEZDYUCSZjFULGkURThF8lmYTZqWAXSDyxZUgOg16MyBroAc04cN/+Z3z+8syPfsmV4affnTUrBU78mjuuu2zu9989X1cfQkpHbizhSnoIfH8LRwBHgsm5pgz5AJOwKhFGM1Wyh+aU7spQTpH+4cbijWfSdBLhi595XfWn62776IsvH26oDxLQTdkykOiKeBr3Q1TrHA0v6YCBvCvoJVccVrmM7SMdo6KuObFLz7n0qAdvGVPeERStvAL3P3Z/nzdnzlxWuaVWd8JUzu7g5hgjiEqJ11LIFQRbTN3Yb9RiQwHQ4p9hBcmQU89QcXf/oys+Xj1qR6f18RdvHXjXw38rX75src2t+SQg1PwHi6s1B4nIOsoAkQ0tN+7FYLvgUhjfjy6t3aSizrmbBx12er+pY8e2m3I067aPxYsX59/+0L0Vi5Yu97sUA0sgZ2u4RnAKgFtWogkcQtrmUnWgLBWUE7Q6k9weon17BEYufG/FUzsKCk50J09b/sOKjb3MuEDcViNMthDkNdIoYyET7pLKfAkPB1n9FjbKNcjuslNhUWBF2hY9bPX7q9tNOZp1QTHx24nOT6fOfmvuN4vPiEdT5IKPBvS1lTWl4IdKb1vZP7K3OQ//iMBZAg0pLhNF0rmoU6CuwOXqs+DjBU07W8AuuP786+cvXja+oTZshzYGGGDcd0GnFAwrroKUGwDYXNym3zY2IKVxmlcqzWejrj0LP3bl2874KTays/No63/PqpwCF+Ps4ReMWbGyorSxMUI69x6AUTCjhbul4DlYwYEEjyUOlTwR22GDoodqJE2ku+zUpaRg/oqPFh7TrPa+gyv+xJQnBo6bOmle1cZqh+4AVgKsQoKBRdMUkMZQN+pl/p+aZkP7HKsFrCjAo/AQddo3Z/KyA5ZcQ2Vo7bWfV9YFxbV3XH/tnO++nVTfGOLEDmWhNMaEw4DAEFaV4LWY1mrWmQDRBiUpqhEWO3NS/wN7vGfkRc/dlad14bJ5/a4fc/fCRYt+8LkUcZibcbZtaCZkEcRwRoaWrdkRFnBj+SRlN+HNUNdu7rLyN34Y037CQc4k64JiwkuTBkx5Zeq8ispql8Ouc1BI10OGjeUXUo0ptNHVamH1PJhJjacVHAqPTgcd3OfRL1/+eIdJpnXTJn822T3xyRc/W7Vi3TFGUmZJsV1YAcJBCnlnzjXhQiQkYoG5lW5W2iR0RzVPhnr3LRwzf9p37UrvKiuDYtS4cZ75c95cu6mytmvKUD0PDAApIi3LHIIkCzlF6EOgba3Y3KhEmGyjbpLb68wc1L/PyC9e+WTirjyt6IOEcpMfLi1feVIoGJWVChaWMM1VDDBYOHBFyluUSBqwG6LSEkdLHyWy06fRfn1Lxsx+cXZHUOzKxd/RMWij19hr52/cVHtYLA4VGSeanM17O4//YYtmiqbQ8xL8xEr/A/u6gFlJcnkoecKgo855e+Lbu8SPRFA4ezqf+3LOd8OCjVEuSTkoFIEXWAXa6MAmEAyimyHibJZNJqbEkukUOf2O9OG997185rRZL+3uNdnT78+67QM3JhoIvbhi5caLIzFZERAUrJ8Nwg1n/4JbsNm9wijicBDGU8qloUnReIQC+e7k3+6+94wRQ0d8sqsX9taym/7w+scfvdBUH3U4bZAlUIHhcPJ3Oh2iocnia4ygCh6GPgsCAisGzkULaPGrzz7/pHH3PPbVrn733jou64ICF+aSGy+549vy8n8GgwlCxxRMLJSGWMLV2t3s+SVOP5Lkgc2dVMo0kUSUCjoHYmP/dN9Rw84ftsuI4ozP3rj0zofue75ifbXm1tzN+lg6M7FAz5NhIBlCFribQSvIMYJNniYKJcIUKPTF/nndmAGXX375yr11s3f1e7IyKK4dPeKKL7/95rmG+ojNotlzBdBsFym/Fvc2VFBw9s/7ubC5NZedPLqtoeqb9T2JKLSrF+zrt7/uNfLZm5etWL3e7bJ7mXTDRGKrJOVmGZr6Un4CuGLje/ZPFcmEjA4KH0WS81Z3qydqN4wr6xpkZVCMHvs/Az+c9dmcqqoaF7YPfkrRlOKZUGUPyca0aFsLjwIUe4iOsECqCaKujfKK9M1rP1nTh4hEf2gXXkPHDfWsn1uxZf2KzTmGYWPlXGaBIdEFpZ+V8rb5ouMj0SEFR5MxCvii6k7q1LmgYfmH87sTUbsh7GZ1UIwaN8qzaP6KFSvXbOiB5VhX4mYMYFkNMtaLkL0drWpsIfwndzAx1peiok6+lclkcsCmuZt2OSiolNzHrD3yi83LQkcGIadsrRRINtkKYttzxvOrikQso4uwwcQwk4M6FRdU5OY69587fe6uf/cuBO2eOCQrVwpwK75c9e0Ha9dWnpIEXsDMacx6SqeSRdg1IbxAWwr63BbTCgYvPP2tGZSfr3/lK/b9dtn0Zbvu9FdK9jM3nPrCouUbLo1GkwxcYZWAxYNMiomsMzPKlfshtjAEKNr3qSRU3GyU39kfPPb4E3u8VDa+Y/vYE5GMzzhn+EUPlC9bfXcoGLG5nIpAC3RTzWnysq1E1LFCsOejjdg0Domf5khTfifXW/lN+RcuWPBjXubOzvH84UPunr/0h7+GGpOcU4CCh9wGA892TbYObF2AukWe2aS4IV6nmIIHTlFYnBcdcvyJ/R4ve7xqZ9+3t/89K1cKXKRLRww76/s1q97YWt3gxErB/Qc8tapEZO0qJY+MJhRMZREMmPRmxV2XSXmF+v1rPll3b0sv+sPPPdzj5RlvrVz1wwY3AgGVDwKjuWOrRFmZaKMGmNEE44Yctg+Pm/LyfFvXLlncj+o7Es2WXv//ePzJlw0Zt6myZlR9fRPZIGfYTPFXyrbAK5Sxi7C5k9yh5JnSTJp0d4aKu/pGL3l/xT9aelLYvr6uWPjN4iWrDocIm8XsZowEAcEzIMpamxNdEV3l1j1oeH4/dcrP31D+0by+gDBa+v1tfXzWrhTnjrhw7JLylbeHmiK8r1tdnG1ViABaFq8ClHsBrwxKpA3SXWQec0Cfa9575fPJrbnI5ww/76+Ll62+OxqEoQuqHjWpBrxECaHxELGJFUqE1YRRbpDT7aKCTnnVK79eeDCF6EfDR605lz39nqwNisdfePTop6dNm1WxfqubKwDmM8j2wc1zlWwacPoBsgjXP/RAUI0AZnZT8tj9D/7du69+2Cqrpktuvmj43O8WPxVqiNs4KIGb8TypdMFZtJ1RVaH/sd+Ikl1M22zkL/CkD+xVctVn0754YU/f1N39vKwNihvvGXHinG8XflBVWedEUscipzZ5SjHcyxpVCi8Q8EgmwwBzQ4vCl+eI33zJ1b++9477F7TmIo6449rzPvnmi+l1NRHNYXMpPS0h7SKplYk1QO5qsBj0P3ZPlrymS4/CxNVDhx1/7w1/Zi2M9vTK2qC4ZfQtv/90/uxXtlQ3aPaMNW8h7G5dGb+gHBUGtzTERNEmQ02hBirq7E+9/ty0M4499Pj/qyAjUpuWZRjfr0xGlLUtT/J/vTmlz7hnH1+yek2lx5ZxN2tggZan9FKU8Z0wyC1RebTto8kIdetZFHtk9D8OPed356xuTwHBv2N7O6FdPZ97/1k2ZPq/33i9pqbRiRWCyU4sIOIQqWQZ02J/L2ZSKwkAbkjFo1TcNT/+yIN/P/qcky9YrL6Tp/3QWyudXKrTejK2M2axPfbee3rXcDhz4YUXMqZRXv5BwYg/ly5auHhlD10PMLLZLJDGGlciFy2yisBLQMMT24d4Kk4enyN5/NFHn/7mM29+uqu/8946LmuD4owLT71/9drKe4KRuBiysLKhSviQY2jALqDOj54HErwED/uKWn+Gcr2OaKrO3KeyslL8m378sgKk+cEpLS21lZWVCW+fiG666SbXN8s//3z5mi1H2x0ecik5AjgUOh0wepGPkHlWCLjCC0S5CMEExqOlu3UruPT7T8pf2dH3Dx482DFr1qy9WqFkZVAw2cWsf2blmo1XNIXiyltUCLOYJdUAIjHcjZtizZFCzV90NU0zRT2L8xqOPGj/E6ZMeW+JuinK54lvevPWMXz4QOcCzjoW0IIFlB48eLAdN6lv376uou6el9dV152XSqphIPAreGIM1ttomYsDIYufYQBI2VQiYPw+O3UtypmwaPbKm3aFH7q3Voms3j6uGnHZ77+YN/9fNfVhFkAFuUWkmQE1q+1Ek2oAq4QY1Ev73O10UmHAPeOH79devAsNqe0fnB/lGccMPuCaTVtDE6MJmx3JLc+zQtjEmhBDoqvkmbn3IaPw4j3iMMnvynyjG/XHr15NHRT/PRH1V1170elfzv/u7bqGKJiy7McFuWRLawpJBvADBo2AUaAhlkzxTfG47NSrpNOEuV8suXF3zuXoow84ZVN9/QdRw2Fnsg8GhJxQwwP3SxnMsDS4EHaZtKuSX7fbQTn+zLh1S2pv351zaIv3ZuX2gQtxyhm/uW7thqon6xrDNqwQrDCjWNUYzrGUZcToTdrm3KCCyr49bR52QJ8bPv1w/g4HgHZ2wQcPHjB41cbNH0QSGZeGgSCVVFrDSTJagBUqRSD6YlKMSb1EpOtEefn6A2sWbv6fnX3P3v73rA2K3550dNn6qvp7G0IRXqKhY8muxZYwGROgIA6CHEIQRWwlyXiCCnM91aeecPxvnn76ld1iPV0y+pL8NXPKP1q3vmYgzCdhk20JrYrNgwjK42U5HLMkM1BNR4YKC1xLV39ffTgmCff2jd/R92VtUJx+zol/X7Zy/Z8agzEFHInMEOycUHZw6wN0uIxoUXB5CkTRTJDbaTy7eV3omj1xI0466eipS9dUXBZLmuR0w2pSklwWacd0mtK8EiEVnIfogLt0O/nctqqKlVv77UJesydOdZc/IyuDYuDAgU6Hy5yxsbr+tEhcHjJr4pttHZQeFbJ/6HBDsyKdRBWQJJcjbXbN85y1ZMmW93f5Ku3gwIMPzj0imNDebopQsU1zsLEdzgH8TFkhlAw08zjQSsfqJfWGR9cSgYD3rFVL1rYbCeZsrj5cRx576LxNW5sGxGLQuoYJDAxeBNFkEMvSiUiDLCtU+0QsQrk+Lfz7004bMH7SK2v2RFDgMw4Z0PXx6rrUDamMg01dWDQFc2sIAOZoQrREtdGBW0BJx7CRz63TYQfv++ygI+cOL2tHo4NZuVIQkfegQ/fbVBeO5scTIgoioiFScaA8tF5w/QNHM51Kk800aJ/igo/OPbv7GWVlew4QOuSIfc+pqQ69mTDtNieCAiYzSmWHbaVA42V5JYioJMXewbSRV3dSzx5dPvLp+WfsbYDqvy6nOP/8M3ouX7nihy0NIbeYyPKkByOYltwQD/kyK07UdpNx4BN2GnTUYfe/9cZHLSbW7OgiHntsd09do7aoPhzfD3wJdGzhRCgNFBk0lqQTQippZTEiAZznc8/qXtzrlI6g2M11+4wzBp2zcs3G6fXBlNNkXqZCuCFxpOBm7OuiqZkgKP/jSdUdptmnR+ffz527/K3dPIX/8/bDj9pvfNXW4I3xFExxHZRh0V0Rlbd0wq3BZ5wuy0IbBnXp5Ks7ctABh7w46cPNe/qcWvt5Wbl9DB584Oh1VU1/C0aQxCml22ZTFtlG5P9YtqUcZROWTCrt022nr1tXv8c1pgadcPAfKyrrpoSiKbsGOUelq8mrGJTy1MQaGmIsagLfEjKpIM+dPuCg/U99/81P201jLOuCAg0icjT8a/X6rb8PR0FgEXILOxBvFxjSjxK9Ss4pzCQV+BxLDjlgnxNnzFiwx9lORx67z0mbqxMfRBLwtpO8xnISEo4Ftg4ZKWQ5RVQnpkk+rz3dtSjvDwvmr5je2id7T78v64IC5ajNFX6/oqrxpHhceYAyzC1lqZVT8NPJiKL4h1EmSV5bctKmTdHr9vRFxOcNHNi5T11jZklD1OZBIgkGmHiYyqCzZUbH4wUsIg5wK0UuZ4YKClx3/rCoqt3IJmZdUPQ9va/LW5Oev6U2emgiub1AuniOWlWItWynWXE3RU5nhtx6bMLG1dHd6nf8p4BCslnbZCyraTT3TbPoq6xcloA7i+UpJhg7I7KBcoYcjjQVFTqm/PD91qu5rdoOXlkXFEOGDPRubYxsXldRn5MEbqXMYPhJZF1NNRAkqQaBo4mVwqmlKDeHnly1tOGGtmhVDx5Mjsqa4vdqGo1T4FAk6OpPVgoeZRTzXAvddDrSVBhwzPR7t561YAG1C9XdrAuKG288pdt3iytWr1xb70mbQqrBRLf4mYuZvSjoq/0bsx9IMm1JCngzE9esaBjZZkFR1/nlrbXmBbCLYDM5ZS9lbR8ij4BtTVUfZpp0p0G5OfYl6WjgqPXr17cLfe6sC4orrx1y1qJFK96oqGpA90v2auVJbjkXW0s2bgJXH2mTdEeaAt7UxDUrmtokKBCdfQ/oNL42aLsBtAkmElvSCCqvkA2EsW8RM8F5OU0K5Nhqog6tV/Xi6nahp5l1QXHBRSefs2pNxfSqLY1Ok4RMg6qUl2Ob2DzIkyk2lBBsRxWCoPDoyYkVa8JtFRTU96BOf6ttoNEmiMTKGUgU2eS1LeEU6BuB4dAMCvhtYXfG1m3FitpdlkRoy9Qj64Li4otP/lX58vVfba0PuQ3Ma1rTWMp0QRSQlRk9Hkp4lNpt5NQM8jgRFKE2C4qDD+9Wurk6PYbFa5j0I3C79D9wqYX6j5xClG6wmqTI586EE5qjW21HULQu1i+55Kx+i5Yt/762IeoxkVMAoOIpb0Wx5DiRRM4a7sU3OewGefVEm64URw7qO3J9RXhC0jBt7FqsurcQXmO0W8lrbvvNM+SwZ8jtTofidntJR1C0LiZo2LXn7bdw4feLqmtUULA5PSbMxbPL2jrkEd1W4TntBvncyefWrwpd21al36DjD7p45fraF5NJE+KeypZS/amkCYCdyFYiMDha6R6vGYzbbd07gqKVQXHTTed3nz1/8YqqLRGvmRHWNK4zAoNN5639m5NPGMeKVoSuEfndiefXrGy8qq2C4rTTjjh54fJN78YTaR0rhZVPcKByjMr2IbC3koy228jlplDCbnasFK2MCbrqquMCCxZXV1bXRQLJtI3LO+zXvEdvlyHxcHE6pfZwQjOMcgPmxFXltW2WU5w37KT95nyxdFEsmvKArynt823BIYuXrF5id40tzoS9RMhw2DqCorVBMXBgN2+S3KvrmxLFcSbGK0F0hRY2X3DWIUiTLQP8wiRdz5Dfk3xwzbKGv7T2u3fhfYGiki6Vpp0CombD2r/bUE1u8EvkWk07KBE4dSNkaB05xS5c358/BHBy0p7zXdWW4P7JFBBC4BSqJP0/bwEnUxpjHpeN/AEqXb1k632t/vKdv9HXuWe3zcm0EWC/Dw4I6dpaDCy2qFRdU/wc02qaMxFKa1rHSrHz6/vzRxw49EDdV23/qGpL8DfxuJqtUPDxjyZ1+IlE1i/LtceVocJ8zx3lCzY83Nrv3tn7ivoXBWxJvTKVNAJsLMBVxzYWWHO+o9r6jLwSkcudCSVsezengPBKWVnZz/Zasg6nQJfUU2D+u2JTw+mRCJJMceCxqPTbP4UQKpF9PE0et93s3r3T8G+/KH92Zze3tf9e1L9/wGFEKhPJVADJDifA0D1TPRA+F7VKIGCFbAypRTOUsht7baVAQGzY8H1Oz56HBX8uMLIuKEpLyf7ZvCMmV2yqHxYJi2ufNCCRaCI40s37ttV0ROB43PZUjx6dz/5m1uJd0uFuVWAUFQVKCn2V8bgRAB+TJ08AqDJeJfmEBcFbXujQzCKbEUpryb0WFPjd/qtWCmzUvx1yzIT167aODCMoFJWeGdNqLhj+K/JS5m5pg/wBPTF40DHHvzTljbYUCcnp1rdkUypjC2BEUGGY4jyoksvmRFNVIBg1tDnMUNq2d4NiR0GfdSsFfpkThhzz143rqu8OhjHoIxq7QLytLcQKB4YKMvDdiFOXzjnRe26766Arrxy5vlWrwI7fhNTApE7k79Wt5+ZQyPDzyCg7oVpbhlK5UVA3ux5zuQqlvkzIMFN7daX4rwuKk8497n/Wrtl8Xzgkgza48AwlqxfzIRkowqYOboONOhV6Q/27H1Dy9ttvt1nTqf9x/QPxULQqHEr502mYX29LfYGlWLzRbQCWnRwOOBqlQkYm3REUu/O0nnre8XeuWbv5oVAQMoSwecTlF2Rz+xfv4zY7eTw66Q4jtGFpRUlLxNlbeo6HnnqoL9UYW19THy1KJZUQmopVySXwf6HjsQ+6iXEAkxxaCuHdERQtveDbH/+73//2tpWrKx4OBmVO1No6LCxgGzAk24dTJ/L7nOFQVahbbW3btaePHXqsJ1UfW1BRUXNAIiHRIISwbd1SC+C0Ek7NkSGvTwu5Y9GSjtb5bkTFSecN/t26tZX/bgomdHAX8PRZrWgrMPDxFpva6bBRbo5nq8/09F68eHGbEVnANE96I2+uWbP5rHjMMkPGNtKsdiRAFvzOlLC7w26SP0cP6R69ZMWcFW22tbXkcmdlonn+sLN/+3358g8aGhI6wKEMqdzC6kD+6ArALchGfq+22Baho9uS8gYMJZOfmrGpou60aMRgHEJ6HNyt2w6jkBMEUwyKNj6/Pez2erp1BEVLQvcnx15zy7BDP/9q/te1NRE3tCqRTzCnwpL7U9gFj36AL6nZqEuR/31vxntOS8XZW3SapWT/1eyDJ1dXNQ2LRbF6bdNdlFaIsM+b6YIQW3GYFMjVQrrL07FStOhi/+TgK26/Yv95s+cvqK0Oe01FveMqRDGaLHsH2UpMcup26tW35JYFM795bHe+d1fee+zJA+7YuLn+n9EYtLa2wezQzeAVQ72Y/s/sLIMCOY4tOalU38UdHM1ducQ/f8wfR1x54tffff1efW3YBea0zNaIcsy2OQtMYRGl0jHKLfSsPf+0c0+c8PCEDa3/1l1752nnn3Ty8lVr3gmFky6wwVjtl8ErofxbgSH0/wzpeppycvUVCUf6Vy0yo9m102nVUVmZU1x55dAD5y5b+m1dbdSL1mpmAAAPYUlEQVSD1jQbvCgCi3UVgFtk2EHYoM7Fec+snr8ajKs2fw27YVjhnPlzV9RsCRba7U5BVUEZRPnJYwcCZonav8lDSgVFnvcDyfy23dpa8JtnZVCU/u3W3q+9/fGS6q1BL3AK4IZiEKsuOF8AyBWiLW1SUZGvtqSwx69mvT9rUwuuTasOPeGcI4dUVNS+Vlcb1RmwUmww60+LECQGRhlyeezUq1fXF+YfteDK9uJ5npVBMXLkyPzZ38+p2Li5zm8nqNvKoDGlASxbpSBr6nNvGrMVJd3yJp0z+KKR/6ld3KoI+MmbuK3fqH24YUPtYGiT4MUrg1WRbscOk86pjXSvnfbt2elDs4dtyK74re+J89zZZ2RlUEACed6y+VVr120uwCQ35I0sfOJHyZxNDRjbUtS9W0HirF+f0G/cuMkbd3ZRWvvvQDTtqdTGio21+UZS9DHYNmq7l00DWRcriPRC7I4MvMya7JqzR0dJ2torT0R/fvDPhTNnfrxq3YYt+ZLDyYzmNnaTJHEQIdNAoQ94yOfV0qcOGnzQk//73Ird+OodvhW9j4yR3JxKOX3BYJRSySQHhcUfxXZmMc4dDniigwuShqZmNJVKFdevrm8XJnNZuVKcdfFZFy1evvSlpsaExuAVhNC2G81jWaEMhEw1KigIsKtwIhmOH3/sMYdPfeKV5W0ZFOlEarPHneuDUk04EqV4DL5hCeVAyO4fIsYEC2zdSU5dg3xiyBPTS1as6EA0W31vfnfuKX9YtXH9VMroWiQSYw0KHjBmv3PxJmW9bqeDXC6dBUtS6XDmhMOPPnzK09MXtfqLd/JGrBRGIl3ndQec4GZihpWJxbDUNgThZDtKjCWwL7pOKFDSRixC9kxxx/axG3fmmhuH9pq7cOlalzOPLzqeRJYphEuwEjAFXpFm4xcMj6Uo1+usPrD7gEOnTp26dTe+eodvHThkoNed1submqK9kqk0i8hjm2DqFbYKuMgZwFJwrkA3Mf6aoli8iRzOaM6KOW3XrGvJ75yV28cVV1zhLt9U/kM6ZesJLAA4BfzGxU5BSlTIGoHx5HBkMnZHJhYIeEd/9e788S25OK059p4H7zr/m4XfP755S01XuAlhdWBkE1sGLB+gkie1M7l0jZy6LRpONK7yxRKDFiyoahcW11kZFLhZV946sveG1YvfiifSh8hgOS42icCqw06plEG6Q6P8fE+8U17+kBeefmOvqdqOf3H8IUsXLZlfVbXF3RQMUpLF2NKU4txCeBYer055uX6jc1GXq1fWrJvenuytszYoEBjX33LV1XVNTZMag2E73HewjxcU5FNOwM9LNpK4qi1rkgHd++uXpsxoS25m86Ly6qtDtZVV+98QCUb+NxSOUVMwRHabRh63m7bWYOfKUE4gQA6nnb3MAjmB4c/970tPt2ZVaqv3ZHVQjLjt6utsRE8lkrBPMMjj8fDFb2po4j5Dbl4ObamuSNkdqVNffOqdWW11Ea3PLS0tdbvyMnOisejhtbV1VN8QZFdl6HV36dKF1XajkQjrbIJ1Hgw1kMfnuW/iw8+XtvW5teTzszooRt5x9Z/jscSD8XiSS7zu3Uqopr6WqrfWsE1TYWEBFebnJJOJ8JlPPjqtzbePSy45M7/voQdVNTWGqqq2VHWKRuMB3enmYO25Tw+2jYK1RDQWpXAkRHaHRjn+wGNPjXvulpbctLY+NquDYsRNV1yRNI3ndF23uXQ3xaMxWlexngoKi8iluygej1GP7l2psanxtWfGvzSMiGJteUFPO+20guLeBZeWL1n1bp/e3d9w+7yHJRMwlktQn969qampkaq31lJxcTE1BusokYiTz+t74oWnXoU42956Mc1kR1+W1UFx3a1X3uFy6f9EVp9IpGj1qlXs7Of1eimRjJPf76devXtZboPXPfnw85Pa+Mo3X/ARt141PxqLHrmlupp8Hh8Vde5MXreL1m+oII/HTT6/lxFXuy3zRrA6feH06dOtpk0bn+LOPz5rg+JPfxq+TzCV+iIWT/ZMJVPU1NjAGb7Pl8NQciweI7Kb1KOkG7lcLnI4tTFj73uibOeXZPePmD17duC1d17atKlyUw5Aq6LCTpRMGuyu7HRqFI1GKJqIUl5uLnKgsM+dc9RDDzzaZkhrS3+jrA2KUXePuDBjZl6pb2ikhsYmSsRi5HF7ye1xk8vtJgRKMNJEbpdGxV26rNK9/pHj7pvwSUsvUGuOf+yxx3K+XTq7OpFIuYGo6i4X1dfV83mCbQWNTZ/PS/l5+ZwYu5yO8x/5+9Nvtua72uI9WRsUN/9l5Agn2Z8EKphMoPEEtDBFDs3B2T1WimAkTIlklLxe15NTn3qrTURVf+6mDL1+qN+ZNNfrurvQ6dAo4A0woNbQ0ECRaJR7Hkg+dd0JSD7j1G03PfrgMxPa4ga35jOzNihG/XnkM/F44moo9BcW5pHDqVMsGmfEsKmhkULhECXTSZR85PG6Jk4e/+qI1lyg1rznitIr3O6g/atgKPSrtJGiQCBAhYWdlH+YQdFYjEKRMOd7brebAn7fx35HpzPLysrahcFcVgbFn8bcNihjpj5JG2k3cxbIRsGmIGkOeHi5KZFIouLgngiwCo/b+e7jD005R2g4bf8aNWqoJ24LLEgmUwfoTgd5fV7maMZiCUY1HQ4HOyEioAGD+wK+cFyj4ifKnkCk/OKvrAuK0tJSPZqpXxCPxg5GQKDScDpc3OdAQwzBEY3HKRgOcYKZnxugpqbg6heffn0gEe0VvgJIQKY39mk0FBlkGgZ5fH4K+HPI43FRMpFiKB7bXiKZpHg8isCIBt2pwillUzpkmFvzSNxddsudsUTyoWQiwU0lp9PFLWqIf/gCPmpqbCL0G+KJOOkuEFlYJa88N5B/1oSHn21zNjd+p9LSUkd9fMvL8VjsAqwMHo+PcvNyuaUfjybIqTvYnjIcjVIqFSenU486NP/Bj499fF1rrsmefk9WrRS3jbl5UCaZ+iBjmgGfz8fLL4gsaI/7vV5OMJPJBAVDYYpEw/w0NoYaQrpdv8meDLy4N7GA2/5y0yPxePRWOAHhXFFlYEosGAox2uoP+DkwYrEYn6fb63t03P3jR+3pG9yaz8uaoLj7vtsui8ViTxlpw4d2KAg0SNQi4Si43Hzh0RUFhNwYDLEVpVN3pox07OIpT7z2Rmsuzu68Z9Td198ei8fGIgCwjemYcsbIezDMxnM5uQGKRmMUi8V5O9F1nfwu19V/v3/8c7vzvXvivVkRFKNGjfJkPPHFiXi8L1hMmk32ZM3h5OCAmVwyleLSNByJcDkKmJs0e3hDzebiWdNn7dUEDttHKLn1xkg89kgkEiUkmzl+P7ndMA3C/CjO2U4pI03RWIIaGhvJpTvJ5dS/jzaYR06aNOkX9f3IiqC4666rAtGMvSZjmi7oTUCEHUsvOqFCuXOpyasMNYXC3GtAuzqeTDasD1aV/BJchetHXXEL2bVH44kE33BoWwFDccG3lGwE+aO0afBoAlYMh66TmTbStVu2/Gr6S+8t2RNPfGs/IyuCYsyY4UWNUdoQTyS8YEjX1Tew/gfKTzx1CBS8gB4azL4CtT9NtfU1NYZb7zVz6sw2kx/4Txf+3D+c/sg+PXveGgmHuU0eC0cZk8D5hsMhinIzzM/Ips/v4w4Vuqjr1i27/YPX541r7Q3dE+/LiqAYftNFfXR3YHE8Gvca6RQF/AHyeL1Mb0OnEbgELmg8GiWXy83T3VvrtsJeoYL8ngNmTJqxt2lujsuvHzrd58k5N5lM8raG1cyp61wxoQeCPMJIp6mhsZ48bg+5PF4KBhvBPX45WpP5495Min8aSFkRFKPuvWlIOpF4o7i42OFDMLDoGeY6YLuU4kQTSObmzVXUWN9IwUiQYoko9e3b78tCV9PJZWXT9ypSOHToUE+X3oFva6trD8zJyaOSkhLKyc1lUrE1rAT+BwIDQQP+R/XWLdTYVEf773fQbJ+t4KRfEt3MiqD48wOjRhvx1N86dSriLQJMaPb3hOErfgM7XAbtFImEaf78b6g+WE8DDhlAuTm5L6/sv/GP0y/cu23pSy65JL+4d8HaFSuX5vXptR/12GcfPm8kw2KcK00xML2RJCPRnDvvK+rcqYhKupVUxnV7/7F3jt3rW561YmRFUNxz/6ix4Ujs9kQ0TjYHrBC85Ha5eNYDlQi4E5FIhJqCDbyddCkuJr83B4jh+IcfePzmPbHPtuQzhg8fXlTcq2B9JBb21dXV843P8fpJ93qZdQ44nk1i0iafdzQWIZfbQ16vBwGzJuJOH/LIbY+0KSFoR79P+w+K/y8zce8/7pqYMelaStvIMJIUS8TJSCR5eBisbdgyuZxO0t06YwDYtwEnJwzj3scfmnR/S27onjj2llv+0CW36z5r7ZrTi/PFuEEqkeC8B/wKVB9YKUwW27SRx+fl/gi2wLRpLnOlcwaWlZX9YpB3uw8K9DoMR/hD0zQHY4wf5ajkFNifMWklXqS4yDKQJy30eDyOfz93wtjJ/94TN7oln3HbA7f1cGXsK202clNa7DFZQ8MwOLkU5wEbk4IAwwOiB1+T3ZYzNNcIab8dP348G1f8Eq92HxTDhw93FnRxfZBKmydiNlTEMpWUUVpsrXkpVmJjwC+AambSxjLNaPj1k0++27C3L+zwMcO9nphW7nQ6e4HNjfPDDecZV8uXRFlnapqDxwqTyRhFAbq5fKPHPzTxH3v7nLf/vnYfFDjZO/8y8q+hcOxugD0Q0QUqCJwC+ARkHoBs2jQ7l6ahcJiMVGJZyT49bt5bTKufu4GjRo98KBiO3qlrTp7xgEQiTzSyvRVWOzs5dIwVOpj6X1dTSxl7ZmaXnE6XPvzwpNqOoNjJFRgxZkTnjUvXPBltbBrocOkem10L2AlphG5nCwUQJcwkhSLRiN/r/3j/vv3GPPrPp9tskHhXbtitd99aHAs1zKytrTsYW4fudvFKoVxpCNR/rHj4t1A0TOFo6Pl+++53/6Txz6/Zlc9vy2OyYqXABRg4cKDX6XR2jjljnWOx+t7OlK2nQTZ/OmPTsCe73VpDYUHhwp5dtK+fe25OuxApvfXO6wfUN9Xfvnnz5kHBYDAP3IlEKmlCbQfSJW6nntJs9s0Zh/Zhp14lD/wSyOvPBVfWBEVbPhlt+dlDhw7V4vlxV2jlGvvWrTX8VQ6HPWMYpq2uzp7xeKrT69fTL1ZpdARFW979/6LP7lgp9u7N5Os9ePBgbdasWewI0h5f/w95noZ9/nOMugAAAABJRU5ErkJggg==" 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