<snapdata remixID="9265473"><project name="1920 U7L2p1 Triangle Fractal " app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAcPElEQVR4Xu2dCbxW0/rHf/HvokKU8Wa4FEqm5sHYaCgaROU2SZOokFBIl5BChYTSgJQ0SNFAFCqhUkR0U8QNoSLJLf6fb491zz5v73vevc95h/Oes9fn44Oz115rr2f93rWe+Sny55qdfypsIQXSRIEiIQDTRPlw2j0UCAEYAiGtFAgBmFbyh5OHAAwxkFYKhABMK/nDyUMAhhhIKwVCAKaV/OHkIQBDDKSVAiEA00r+cPIQgPEwcO3l0qcrpa83SGt2xusdPg9IgRCAjmCL35DmTZcmjpJ275IOPUz68Xvp7PrShrXSOQ2l/sMCkjfsHo8ChROAPVpK1c+XBt4o7d4tNWwmzZkqjZ4l/bRZatxSOv1g6bwLpUcmGQ0vPkN65cN49AyfB6RAwQdgu4YGompHSkcfK23aiAVSWr1danmetOJdac7H0rTx0uP32zV7cwep4w3S2/OkGc9La1aF129AYPntXrAA2Osq6czq0n03S0X/ZldpyVJSp97SsyOklz+Q6peXftwsffqb0ejk/aR210uffyxxDbu/8+y6K6Tfd0onnCzd+oBfmob9AlAgcwF4YxsDDHwapxZA2mcfqUNPae0n0oLZ9vftP0tVDpeatpH6PWjgO6SUVOKgLDLxbrlTpa/WSR9uyU6+y6pKf/4pzXg/AFnDrn4pkP8BCJDef1t6eqi067/SYUdK32+S6jaW1q2RTq8qPfC0tOHfUoMK0qsrpVdflGa9YPzdnI+MFmceYqfiti1Z1ynvf/KhdMkVBmAn5XIFd71FOuYf0hklpU92+KVn2C8gBfIXALs1l+o2ku7sbuCpcb707gJp0kJp9XKpVRcDUsXK0rOvSf/93UD3xlpb9jdfSnVOsv/mNFz9a3Zy8GzLj9KyzVLbBtL4uVnPh/Y3HvCMatKq96X/Kyp16SM9+7i05OuAZA27+6VA+gDYrZl075NSzTLGY33xmVQE0GyXuPZg/OHZOAEH97XTqWdr6aZ7pNdmSNOfjS4cXFBW2rrFQNawYtYJ6CjS4FRp7sd70wcAfvuNNHOSdGFzafAY6axSUtWzpSdf8kvPsF9ACqQGgL3bS8ccL424TzqguLRzh12lnGiTn5amLJKaVDMAOCHglP1NeFj/uTTvpezCQZ+rpf9slKrUlnr233vJFYobkDlFzz9R2vytdMwJps+LpUwGgL0G2A9izipp+nPSqAelhV8EJGnYPQgFkg9AeKv99peu7iVt3CC9jFpjp/Fz6NoatZRue8AAVfoI6fCjsgsHZ9UwoeL977KvCxXKd/+R5n8Wfb3MC7C7NpNOqyx9sFiqeYE0bEL0/g6APAX8N98nDelb8Pm/994yzUG1o6TffrUfarQbIgiqAvRNPgA3fyfVPkaavlRisVPHS1t/zOLbuObg15BW3em3cb31RXL1CgdcwXc8LBUtKtX4e3xw8G6jK6UHx0tvzZXOaRD9WoZgXgDy/+UPkHr0l7rdGoCc+bzr6hXSKadLpxaXShwsbftJKlJEmvau3UDHnSjNXZ3SRSQfgCyHqw9+jIZKI/IahC9DQbxyq9TyfGnim1lE4BqEB+T0WvKmtH8xqUUHafYU6a310YnlFTAqHii1udakaO+80YQQrmDXED7+2S2lm5HQyZDwly6Q+l8vVTjT7NloAXrcKT0xWHpvk3T9ldLc6UYXTkAOhhTbu1MDQCiLAviH7004QFBwkqujeqOzpJnL994DAPjlOmnKOKnepXaFVj1COrF8dqDyJqqX8meYUOMaV/4d3aWRU02q9janhpnwhFlE+HGgvL60tbEKXqV0QtGR4MHgna9pLK1dbTTEbHhIaWn489KLY00txU1w31OmRTi3oUn67AHK+y//LXE6trhauntEgj8u5+FSB0C+g9Poo5/tiwAhhMM89tUXsX95APCam+zKfXOt9Mxj0tjh0jtfZl/Zvb2lvkOir/bSKlmK5KpHSmdVtyv5jz+kmcukRpWkSrWkT1ZI731rvOm730gHHZLSzfA1Gaqn88uazbpmHTMXoi1oWsMAdOBB0jMjpB3bs2iKYPXKCmnWZOnhO21tqJlo4x+VoB1rXfofX5+QyE6pBSBfDl/2/BtSt8ul9j2MAOUqZNfJeVfoAMjfEA7gyZ54IEvHxy96xU/xaYI1hM3ZjnS8y04BrnGUzGzAuEekA4oZAL//Vjr6mPhjJrMHJ9RpVaQzDzWtAQIaQtfkt6WeraQOvaQxQ6Va9aSBI6XKhxkfjeYAADZsKg0anfWF0B2ni7nT7BDwArDtddl57WSuK2Ls1APQgbD+ZdKjL5iwUfUcqXFl+yVHNi8AeVahmNS6i+n60NUFaacdZMprrtbHBkoTRkp9HzRLiFNEc33Ds0YqsYPME7QvQhfmQX4kh5Y2VoWG981Fp0snVcyiDUCCRWDtqKfQWzrJnmuYE5HG3wAczdGWH/Btg8327digjo2kpQvNISMNP7r0ABCicB13usl0g17GF/XKxAVZWxgJQK4QXKlq1Qm6zda/WU27arl+vfM6KZhNSibvB9vxymTp/j5SlbOlD94x3ehVXaWp46RFGyX0nC89Z9+HTpMT2/ut0K5VZ7s9vH+HVmUrSF2a2N8jacn6EfhKHS4tW2R9WO+xSL9RlPO5o3Cgt9IHQKwZt3WS7h9ldl1vc2oYVDYIB5xaCAhH/j27sjrQUj2dh/STJo8xVsDZgh0AB99mOsBENK7EK84xKw8nTL1TpKPKSPeMlF6dYiDjqkRNxBVasZK06Wuz3nS8xNiF5YulBk2y/BL5LgSyf/WUxr4qjX0k6wT08ssvviOVOT76Klqcbd4/sC6YPV8YndwfXQ60TB8A+SgIAU9DYwMuuNiuFMAGOFrXMV5t4RwjELq5l96zKymv7YJy0hufSzinbv3JVDz7/p/05x/x9Yux5sbq8t0mqXItu9ZQktc9Wbq8g1SsuNmVvacZgtXrn0qTRhtLsHCdVPxAG53/H/4v+yasOpHtkjOlWSvsr6hQADtjQztOs+PKxqYQ/C4sUPNa0s7fTDORppZeALJoJLQif63+521S7brSm68a4B68XXpysClL+X/0VAcfmjhSOReuNt3tRFg0P3d6MMbBYeLa5iYcTBolnXya9Nhk86Zhk2H0AWDzdtlVHVyBuP3Du33wfXYAdu+Xs3BQqbRU6jBzsPh5q1ThLHPa8MNCcPtww2ASfXtD4mgacKT0A5APRpL9bYcR7oFb7XpEpYIlxCmicY3iavZDXL9EwMTHSYL2H49orkXnvuV3DNcPEOLEAPPPaco16YSkzpfZKc7phAMGIKQ5ZwlO9o43Sr0HZv3t6oulFUulSQvMVzFWQyhjXKR55vl8tSmbEexiXcFuLJT+K5emVuCKWEf+ACAfxXW7Yok5EEQy1ugB2SSIDNO+c2fuhZDIjfzmK6lOOdvEWNedXzAiHOAQy6kdKeAgOLW/0P4eaYVxYNz/ALNYOOHg78dJr6+JPjun9X77SZVrZ3kPRVqZIq1KkSPh1PvQM35Xl5R++QeALG/QLdKU8dLUxVm2YMdYD7tL6nlXFhFwGg2qholFQq8LV17IjMXh9m7S0OcslsR9nxNw4NUwM3otNd752tQ3CwXCwa3XmMtZtBM/2toRrAg7iKYTRQ1TvISpvc4+znSKeJLj/vbxL3lZcZ7fzV8AZDkQCJ6EXyeezzDzeNPgPRNNN+dXER2PVKeWSMxmNKshTV1is6HX+/UXU/lwOuGdgzNtrIZUjEXGhQEs/yF7z3hrrX60WTmIZUGg69vF+Gf+QbipXU9a+Z40b7VZluAbU2z7jVx6/gMgXwg/haYeFy6UwnOmxSdUTqa4aBsezdIQy7khHngjn2Pu239/6fffzYqBF06kT2OsMQfeZPo9bLnOE9vv2hy/DCvRurP0yUoLZwBke0x3ZaTm7aUBj5hV5cgy5omUxpY/AYhvICoN7LR4ROMcyn/Ha9GcEXgniKUh3hx+n2NPJqKOK5QrGMdbrC6RzhLRxsOiseh1cyxweko/8wJATjlcq+AdsfQAfDyInJWJ70LxveWH+D9qP3PmsU/+BKADDYpb12JIv6MqFNMB48bpqsatpE27TFHdpp4FKeXW0pBHov7vdZTQH32wt2AVTQjxzoluEtWKN2bFzzc5fpk0IugfadwkzgHEjXHeCdJvv9l1neaWfwEIYVAWoySOpShF+TrxQemBLMvFHcWLq+3y5Sq3eJnUvpXZeYNaGhK5KaiVEKyibTZmMSwj3sB5Aqv22Te68jned3nNltwg27Ya7WLZ2eONl4Ln+RuAEMArHMSyNHz+b6nsCXuR679Fi+q2ypU1ZOFCqVlz6V9j/FsaEkl8TpwF68z3LjJwHsU67mHvLzKXqcuqZA+cD/Idezlu/BUbs+NXixaED8Sy5GKmg4ydpL75H4AsPJ6lYeECqVq12ABcsECqWFGatDiYpSGRRM8pcH6PHbiy9PgUU8hHBs77/Y5IAHppd3N7qV0PadQQqX4TC9LPBy0zAOgIGc3ScNA+0lF/OVdK4gpus2yZTip5olS9vFk2UGLjgkR6DWd98GtpSNQm5RQ4DytR+9i9A+eDzh0NgI52zdqaRzSCGmxJPmmZA0AIFsXS8D8hBEtDuTI5Wxrgr5BM/VgakrFB0QLnvbHLOQXO+/meWAB0rMyVHaXnRuYL6dctJ7MAmCpLg5/Nzm2feIHz3nG9qUP8zJcTACc+JaFjxMsoJ2W4n3kS2CezAMjC82ppIAAJgz2WiUhLQwIJm+NQLnC+TQNp/WcWOF/9PEu2FM0yEUQRjd08VouWKSJVa44xT94BiCsV5Q7dv1OxoERbGlLxzZFzuMB5UgC372l23Eo1pSHjYn9NPFNctBOQzBIEXRE3gqd1mk1vkYvLOwD/d5n/BcRUbWZeLA3YWvH/S2XcRyRdEAawd0cGzvuhXyxHDLyoP1hkTrvoGMkygUmPsEv8E28dJJ1V088MKeuTOACm7JM9E+XF0oAdNFYYZ7LX4r1SYwXOx/uGu3tJr78slTrCrC1OsMJvct4nEm5m8Jv8/Zdt5jUdzbM63jxJfp7ZAIQ4QS0N3hS9SSaur+FzCpx3A1xVV/p4uUnwkYHzeLWQ0wU3rMtrGxhRt+CQeuW5luMQx1u8ctJ54ieNB/RD5WTzh34sDWs+2jtFbzyeys/agvaJNme8wHlMaSTMJCA/MnCegCIcELD9knqDWGtS2LkfJ0IX6eU+XSW17R70a5PeP/knYLLB50iUlxS9SSezjwnyEjh/1/XS809KxUpYPhsvAPvcn7agcx+rLkAFq3OTohcKJdKzOh7F482Vm8B5MoYRh4KHDUH+hC1Me8auYIK6yIVNfEo+5P8gV/JPwMhNSeaJGCRFr/e7iK/IbaB7PNC5537n8Bs4740JcXN0bWrBT8TVNPmnufQ/PtXiqok/zoct9QBMNhGCWBrctxDoRHBPMluQOeIFzhN7HC0eBj0gIa14Qb/2qTmkjn443+n+vGROLwDxBv8jCbseLUVvTpYGPsFdZUn4nFyNHS1wnm/DhT5W1n6niCbWGF4QwYOsDJGZxJKxxlyOmV4A5vKjfb2WG0uDr4FT2Clo4LzXEuLilIn/oFhPPm0FF4AQPFqK3pw2AhMfmUMT2fIyZqzA+VjCTKQpzpveOJFrSuBYBRuAECq3loYEEjlPQ8UKnI8mhHgB6FL0tuycp+mT/XLBB6AfS4OXyqgunB4tr9RP1Fg5Bc7Du2JSJJJu05fSxLeyp+itdm5eV5HU9ws+ACGf19Lgh5zo0chLk5eWiDG887vYmFgpehtXVokW/bV748eaensHXbR2rXRh17ysICXvFg4ABiUlccTxEvvEGzMRY0TOAU+XU4reW/uoyEd/y/bWkRsWatWMMSq9u6S0NRkqh3iEyPl5CMBY9ImWXdQvrfPybrw54qXonTZBRa57OuooxfbZrXJfzdeK+XOkDbuk3ThypreFAEwv/XM3ew4peou9vUw7jsseIVh03WLNuqeb6leqI/2wO3dzJumtEIA5ETY3Ad25eSfo5sZI0Vun7zV6o+hpOvT3zbqhckn163mLiny9K+joKe0fAjAeuQnmxqvYTwvS97OP8pZqODJF7y/b9Of6L1TkiiukAaNyTtHrZy0p6hMCMB6hg5TsitWX7F6kHiZ9mkuX5spFxJs/p+feFL3k+iMl24wJuc9xnZdvyeW7IQD9EI5C1vGKFro+ZLMiuwGCCNWHtm+zGcghTcbSO4dabuYPlyYm3TCxMYAZ+zCKaOJ+Sb6eIS0EoJ+NIjmmqyzk7Q+InhpiKdBISE5iSNrwiVK/rpZx35WZRXqlzAQ5Ymi4zicqPtcV+I5WCNLP+tLYJwSgX+KTuRU/O/LqYd7C1YkY3HnTrbIRGe6J7yXFBoFA5ATEhZ6iimRGpVF264ijrQh3osMjnQtXPki55pek9AsBGEktCuOceIpU9xTp5y3S+RdL82dKAx61AoecdPBy5U+Xxs6WbukovTwxy+OYwi/wYWSkiuY6RW0O6vQSuZboRkXSZIyb6O/0jFe4AUhtDmylFM2mcYX9sdt4M9zjOfEoJ/a3/axoDKl2cQJoeY105zAro+X6ezdpT/mrEyzDKadg55uznrrUwEnc1EwauvAAEMdMUv+SFYtaaT+RAPxPafQsq63W+167TvEmdg6f8G2lD5dad5VmT7WoOoQM0uwSkwzzzz+uzjGV4d/5yvbf6wpFCg7q01HJ8qE7En/9ZhLiIr61YAIQP7r7bpbeeU0aNdPqru27r/Tws9KAHpae1mVdBSjwZQu/MDCRWcAVtiagm9x9dS6xgs4IENS4o3A2jZhc4nQ5Rbmavc1V3yQUklJcBMJTw7dzH6vgHrY9FMh8AHKqNa9hJ1qzdtKLY8ydisLWdS+V7hpuG48AAOOPquLRgVbGfsJ8gwH6tINLWjaBaMKBO82QekkZPH+WvTd3qgX9nLF3csw9QkivAVaNklMWPSB5YO59Il97KKf6d5FZAKTm2jn/MOGAICLCEDnViIl9Zp5Uq4yVHqXcK9UkJ47KEg4o/EJ6N3R0tEigkX2ATFXuCvXuxMhB0vABUtO20pSx9oQaaz9ujl1bxAGQSL0WtaWadSV8ExMt/aYaMQmeL7MAyOLxi6PoSrM20tHHWs47NhVBgqvtxrstIyotMniHv1OliCqTj9wtXX9HFjnXrLJnZBeI1jB9cVW/87rN54oQxqpd5wDIWPCdu3ZJ510kdbwhwVuY2cNlHgChN1ci1b2pTElhQ2+ldTyDuY7h52a8b7tT9QhLaeHedacQwgcFAZtcZdJqTqfTnhP1Ken2h6wo4bsLpIsutzF5hlTsbV4A8nd+IPjylS2f2YhJ8NdnJgC5ijFBXdzC1CKRylfK3O8JUm9kV7S3uWpCSLbkVcE6QSmtlp2kLn32Ji9OA+vXWtFoB2CqV5LezQvYudOl48tmORg4ADatbidt9xYZZaNNMM5iDpeZAHTLccIBFSbxQHbSKbzgsOctPUVk88bOIkBgwIc/5Oomn563dWwkjZ659xjo/zr3NiHD2yg2yFW7bJE5HXCdIyU/9bI0dpj01IxU7WvGzJPZAHxmhHTPDdI1N1oGADaduhuoTyKrA7ktcQCk+DU21KrnmuXCe5qRLJxq5zm1DheZagXHAlcZHd4UkxyBQrOnmGrn0NKm1CZ9GuVYw5aNApkNQJbCFUddDfR3H26x4teYwWLxc97QRXjA7b9YfmauSer8kt4My0e8hkR9UzupbiNp6ASpWzPLy4JQMmyA9MQgy9OH0DITU92v8UYslM8zH4BsG1XD7x4h1apnJevrNrbNpHbvPY9n39jI4G0yh8InEkcbVEE88UlLf4HNd9li6btvpEUbbT54QNQ3q7bZiTjixUIJsHiLLhgAZJUofMkG+uW67KcfyXpKHSadVsVo4QBIRUkK17RrmDfdHFI3NmWuf3Izn1QxC4DwiBmQnSAeSJL5vOAAECqhI7yceriPZqdZp0ulX7ebndd5JON4gBAyZmjwqpSROwIIMfuhd8Tsh+WDExChqNNl0uK/TsVk7mSGjl2wAMgmoPSlwjrmMq5DJGIyh1IThDIFVCWnDCp8H6cm1dkpYZ/Xhts9Vz5WGvSE8Ij9HpJWLs259EJe583w9wseAPHZQ7iod5k0aJTxX044GNxXGveIVQwf/1jiSzWgm0QNQz5n3LRw0w9Nbzn+RAoeAFkuPBn2YaLZcH3/6gtTjzgeEO9hpFVqaTz3utl1E9Xg+UiH1qqTSdj5pCplopaX6HEKJgCh0g3/tGsQng8TmIu/cEKIVzggLe7UxYmhLfpFJOuz65utGuk8bDEpUHAByJJ7t5NmTrLTrltzq8cLABs0tRoakcIB7vIufiOvoAmlX18ULNgAhASUxBrQ04SDmheYYvj+UQbMaGa2b7+RFs6WWlzti4AxO+H5jHkvbIWQB4xcMrlUCKu8qqtZTRBG4gkHxID0uNMffBBo7u8jvbpSalDBbMAUhR402t/7hbhXwT8B3eY61/u215lQEqkrjAUCb5wHfRBgXnjahAwsHQAZ5wSCkDhlcQUjmCkewAsx6LxLLzwAdG75uFURaI4SOl6jmuWC2eZEQMwv8R14WR9VRsIlrF0P6epeEu5fBD3hf9ikulle3lofb/TweYGICQm6jbGEA8oiAMzvN1l4JicYfeEbif+lobjmWr62r0nZ2Jwx/xETgu4RsPIuMSneUMyg31iI+heeE9BtKm5bQ/pKrbtYHpV99rVC0cuXWHzHK5MNXO5q9cb9cgrifcOJGGlzfmygdGBJaeCN4fUb4AdU+AAIccgZTbzv0rfMbxAXLnR2lLfCHeviM6wC5aRRJrjcMTSLpJyC+BAS5Yag4mqwAcDu/eyUjBUnEmBjCkvXwglAdhcXrv7DzW0fR4JtW7PKmbqYXmKJnR+fN+6DWGGi8AjtHHGv9MqL0rpPTfjguubaDpsvChReAEIeeLx/nGQChFdqBYCoURpVsoAnb0yIIyvlVfGwIQMWIEayJkY50YVufG1j5nYq3ABk33Dhoq7abYMlZwkBgASh41lNjHGsRrD7zh3mhsUV7BxQMxcPKf/yEICQnPgOkkkSxzF1idSshsUeu/QdOW0LwHvsXgs+CnV/gQEcAhCSkX6NtBnYiIeMtUSTqFT8AIq80CQfKnOcNHJa4A0o7C+EAHQIQP2CE2vxEnb9jnnF3LkiLSGxEEOmBIKiwhaIAiEAveTiFOQ0JMgoMoqNwPLIDFjeFL1+TstAW1M4OocAjNxngAYII/PKkAmhdV2z97bqkj1F73kXmvt92AJTIARgNJLhyNr/+tgpegk0r1wreorewFtQuF8IARhr/6Ol6HXmOW+KXvSAkadl4cZUoNWHAMyJXNFS9Lr+pOjF7w8XfJeiNxDpw85QIARgTjiIlqLX2x8PGvq41G8hpgJTIASgH5JFpug9t6G9BQAzqCqRn6Wmuk8IQD8Uj5aiF4cDvGlw4QpbrikQAtAv6VyK3iVvmo4QxfPx5SwfTNhyTYEQgEFIhwtXtBS9QcYI+2ajQAjAoICAH4yWojfoOGH/PRQIAZgbIMRK0ZubsQr5OyEACzkA0r38EIDp3oFCPn8IwEIOgHQvPwRgunegkM8fArCQAyDdyw8BmO4dKOTz/z+s3Fa8aas0XwAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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JeJtO+gLdyNWuX6bmJVHB2DgK++9rIUhwtlte9ja9QtRSwW4zweve+6VL3J8cFhgWODSWmAA8BYfXddDxq4VrlTOI+cKeAErD5VH9Vh52omX+Dcl4t1q86yU+/BA9cCVhxSG5d3xkv0BsDwxeV8hYKU98sFA4X+UCKShREMSj7xErGZ5TeFUnp68pt61yEXTHDB5RWD+E6U1UFg66sE9+Z5jAyxNCwAwoEOEcq8r5YCnxKja6oFtVFJXWi7W/ajHdd1r6y6nFnQ0JnM2Y/C8MKs9M3aXT7dheWg/n1aGH9R/pu0gW//eYjOIpcYaHxgWGBbYewsMAL6gR1wbWP1s96Qs2rw2be/kWIFt5i+RmxIYebI8Wws8QAW2n1aal2pl5wUjHmEt8/Kcg/B/5mx5lz4nXC30C/CEmY1nl4hb1oi7dFIU9SlA9YLadJHlSalYaX6gwQEPmhcu75nHcH1PVfu7qhlrA3egKJyOIAageIqfVSKeVltYnde6jAU9D0FPNhFqhG0WRAl0NXI/ctWnGgvNGHjP8uuuV44c0LO1Z2rDIA3gl0hdgJddPVuf/9USof55jGGBYYFhgbkFBgCf02SozRtDUuLNCgP7vxwlEJWL1KCd9nCqSAGUUluJEDlHnwOAQsnypLSMlbFkeHh25bV5YEK38qqepwX/40oTksjPAGAetmtRFgOo5Xn9EbYFVIhS81FbeBkjmYea9bB/2b3yueccEd9bmte61qgN2AE3IAPkjyiNEZ3X7HfH1QHPc8C1XZtSI2VFGNvKo76mRNjInGlMAbjbWjQAgUwoP+uatTCcS2ZOmjHYQHxa/xz5zlmP4TGGBYYFhgXSAgOANzAXukAFj3aW7+thVCQd4Apsv7yHf3lnfS2f9bmlLAUEga0SHGFNTF3gxFMUDs4mBryt9y0tbzoFSsD73Akj2ecISaQX/PLuAb99iXhgV3xyTt4s4HWOa0YHYBsGG4AkNAkb2wyo1/Vvnuu7lRb6XmvUCJrPmjbkHLxzad7kobGghKURA5KYnCybaVeo1AcwOg4gv8tRx1nr4g4e0rwdYX9o8t4aP2RfXyxzz9fmihf82oVmDML/715ad6UxhgWGBYYFDllgAPCaE6K2fKd8oDCnf8uVArRk9qpz5aUqvzGAgvwsAQaeEnIOu8upYhH7LPAGctmLVpMDizuvl4ea2scfPm0Yn5deW05SGREvV6hZ2JX3+GU9ByxkKs9qCIvOcsMA47jb7wAMcNyfumDXJ+fJS1WqJNz7xtJyn6catfXjVccrry20PR+1ASx7uG524tl+TLdF2oNXmeDru8Dwg7M5w6ku6vA1HALgDsI2SELoIg8Uw4Tm2Vr+nmdubhAJ8fyuUw43dDjrJY3vDwsMC+yRBQYAn/Awa9Mf5qkp+yFsIa9osc0etsK8FuQ/ncg2ClHy1ACiUK/2c/OwcW1df3h+ACy77fjOvUqr6Z2NDsDyv0LGBiBXI3tk7WptBCsEIAxqHrc6YaFS7QCpMs2HUPeyOZwAXCIe1PWWhaKRi7IbEaGLrHtddrhjf1+bB2vTQt9ZyJaalRpmnnySzLJbklCzEqq8fhsIkQNRAhsgee1rxDdOe3GLIejJs2ELmxuSmtIINieLLQxdMwlPc2WMYYFLb4Ea8ZYnNSK59De4hRtYuhBv4Zp24pS1gQFWbnqyr+5hVx5sx8hZOPRxEfEbkxIY5CWg97m9yTw94kN1p7UJN/CU0v5AVQh2EYB5fwBGzlV7vnsvM06NkKedepPZVi/P9R+rgMIUgPvN+r4QedYH837lb888alONEgrPRg9C886TZVbATHMHPwfCKW0pR85LtjF4kU2Prk1nvqCDB3yNBzw9dm2bBQIoaVt5Z+HxzOsfqkfe1HWN4wwLnLcFasQtabb3skipJmuWuW3TSxvgRI31876+fTn+AOATnmRt7GKepAGATTremdAwzwYLWfmOXB8SkLyqkGiyZZ9WDkK/2aBAmFI/XIt0etJC2RjKAF9oOEPQSocAi+YE31waKevEUVsLPvKP+Wz10KU2JTTtb9f+I6uGoHnAecLa5BY1PzD+shzkQpdd1tLf16YrnexqGxK2FnEQ6rcAAF/lQDx8GxK1zzZDbA6gf2bawnDpCVf4wHEe8MQeiy0MPVcSnjZO0gHXL20OjTEssLMWqBEfWyKeWdu6pYZd5I2GgPcOwZNgjrUuN5YvKgea6zt7X5fhwgYAnwzASD5IVRb8LDnhGQsjKysBBgCTlKNQpIVXORBPDii8pLSSHv8Rqha+1toOCDvuPbpoxDvVxpT+yB7SpurkeAay0+NKE7xYOurBhoB3ykMTJuUR8yhnEoz9OoS2l5Gw3noBgIV3NWQAhG9R2gu6kdHJVkLnyq3kVdUZK3+SN8cofkEvVfqTGmFToZ4Z69mmwlDne//SGOQbGSsAsJIp5UlKwWyOSE96pzyzVyC9beRCxkGGBTZkgdoqJJ5RW1oKUVM5oDUtywHxF0SRMtJl3cOtmPbh/qHS1rMxzmiBAcArGLDXysozyv1lw4JPKg0IZqMDMHYsT9ZO0pAHJr8IeE1wTNl5OLo2NjGPWSmNkh8LN7KW0Ctw6YeO3ywN2I8dtRG9nAcoAllhWc0RhHaFSZ3/3hov9IMCUZ8/qQxpDsC1XSews8kQxj6SPb2COU+6B5sGhC+eJNDNsqovKi0UnwZJu7Nzql/RhOYR86JtLDZehnTchdcWJeDBI2d5lvL1Gi+c+RrOYs/x3attgd46U+SISI2NM7a+jb75iTPBOUBkTBz4Vy1FayNb2mz7uZAz9TpOBzBW9ZANRq62gTdw9wOAVzBib3xAaCHzwcBMqZCFHpN3CsAIVmp8TW4kLsAIeK+RQayNLCXUY7KnaIOSHov5NI/7pcd5drWFgQGpY7ge4eUEqiSRZaj7MYs1u8cIcRCSACY2AV5YzGclVAkuHzXNV69gwpU/Ulueifeb4S62ztA8JjRbJwAjss06DlEH679TvsUePOeNCXEsu4Eas7IyKYMsPfv60khxYwwLnLsFakt9IAOagyoTbLRVZ2Sdvc0qzzZ5Fa7JOiOVI80GC7wz+BhCzsooeb3SQUDcJl4e+Gen/bzP/cb2/AQDgFd8wLWxkYGoBVYuVM2qhV6DdSFlDeWFrJGvyEfyaOVuge+RMogdgIGcvKoJ73lgRHuZ5GqFNf+5NIbzNaP30nUNyELAxs720KjtOMqJ/O7WpRHE5qMLWbg3GwXiF6Qwebu8SeAnn4wA5QU03AuPdC1d5WVm7kph7oUAiDInbGu2ZmcLh98hvfHu5eFtcOzMAe4TFhWvehvEjUhRrgqktXkIogQWNZrWc4GOZfc/fj8ssKoFulKdtIcyuJRvla7BO/B++reIkffeEEK2xqjm0KrTeyXaJuUFcL37Uj8asyin8455vxE6zeF8F7H658JBq17v+NzxFhgAvOLsqC1kQwfYDpOHyCM0Qe02TXy2tLtMm75fabWrx44JAMtbarqgJjYZwHalSD4PL22nOgVNLxhAUr4DeI9VWeq5VdeITAFg5Z6VVGE0uw+hdbtjAI3N7aWe5a07APPInzVpq+f//+mkVn4rmnR6P4Qq3I/ze/mFvey2hd298IhlNiY2GiIFiFd29jYIwuGezTVjQ80YbIBW8mQ76Cud+uHS6rzHGBY4kwVq00jHFfFO6MRlY2+zL+IDbHm63tdk33uP1c0rkcxWmFJR71Ei/rm2qgGllaJIiJl4ItYt0a0UlHlV78BmXcHHSOGZmVrfmW5ofPmQBYYx15wQnSlod2kHauG3u+TpArapPd+kNIBYCsCleZg+LMesrMkLNWvGUA5Kc/zejhVQASHAyxNcOroSFjDzImULQ+xqYG/3m2BL1/nWtYFzhtvlehE1/BHKdt5ZHvmsAyGk3497ddx5Tr1fkDC8kL4IAFuzp5DzV07O/W/HAXB+pjZP+bTtCJcCcPdIzAH5fV6CRhljDAusZYHaKilsQBEnNWLxnpOmzR7fqgKU4ImQGcDWZu8LJtEX74iUkc3/I7tzcM/SNrT5olsH/A75KksJEasAe37GJtcaQQ2PA0DT4LmlETDH2JAFBgCfwpC1ecLIVkkSMkEtvnaWfqZ05iOXNQJID3gCwEBdW73ccc4AuDZPFfBqeSekrSRg5dEBGLhTkkJSSsaj8C4BjHyZhdDtpDUSSAJGsh/9/xtLxHetfOJjPlhbbtn93Lrfj5D9NaOHx+Xap/2IefLCZ0JmrumXS1tIlo7ORAfEMzb4Mi/+KBZ096rl2bP2G2EFmU7EwoL4smW9kZde6PjA3lugb9rMeykh77doFlDMeaQcSOTF3Ep+CIKlkLM0l7kv1YGj4b3FJfE5oOnd4AWbjw8szbOdj97wBM9CtMuwHth0q7G3vqQHrNzo7btYjtC0cqVZg5cxNmOBAcCntGNvSp8eMJahSe9lSPKVUCSS0NIccAJwfxOADc/WzlRnnZQ6FKYGGm9Y95JTC7qTNOR8eLJPx6zuO2cgAhRdO48XSCGIAWwqXsJdXtIXloibrXv+hZcfYxj4Wmzcz4mlTD30756zhSHQ9n2Lh80B6cmXrnpNtdnV92laOz8bHzlqs4V6ZHlxGxeeBbKV3Jp3R36dZ5ELouOMGslVH8YV+VzftFFwk7IS6jX/AKB/m0fecSWNSFO5JlPQu1ltn8vwsrkGCHFD5GZFqXjD5vFDayNPaQAjYgTIvbPPKu099h/vkHc7tQtEksxr75d3X9MW64PPqCpAwLJJt7Y9dNWI2xV5rBu5zQHApzRjbUpWJjwPTegGqPHMvrBEPLk2FrOJLMTrBRFaPjQWPeD8ZW3fu29vWC+UBMTlQE81FpoxKI2iDU1YRD47Wxjy6mftCPvLigwlJ63eOQUyfru0HNTao7ZduoVHMwP3o9xqpVHbwgQo7f7VQ+fGR2tGnujao4f72NkGQ9jPcZSMCYfLidkIEdFgH0OqweJmc5QMdT9LvWohO5/9ZG0V176g8YW9sEBt9enmqbUVK1nqhzeLnOdn8rbmHD0An825RYzHuwaUzaNPKK0cCHDih5hzGX7OVpjmq3cWsPuc9Qgo44jYnAJgrOU717ZGef/MTe/fS2sjfiovch7VHGqDncNaBnRdf16zELVw+BgbtMAA4DMas7ayH56vF8yEl5OZ5lLkH4+rA+Zl3pAH3JvVCxWp3+WN2n0+oDSAP9OYAnB/Ue2OeY3TFobCS4QkZmPSjMFns2PTLdYNQdXWmMD9a17gxZ/1Mj7NqK1lIm8gCVjUwbC01xq1AaxwmwWQdw9o5d8sfFnnjXE9b4/YG09cpzbSnc2JRYoGOAa5sjMbJd2q5OnHuAIWqE3L3fuf9efedXla8ysbhuAGmC85/qVEvEVt0TEeqHlk02se2RzbaN8kvdbJ+yjy5NhEfhIUP6xEPG/yGQBs3bDp954IQfOYSdj6zlE8CyFuRC8b66yWcA3ubSq7e79NpJ+uwLRY6xYHAK9lrms/TMate09Za/vFpb1Ih8YRSljqbO14fc8LgogFfD0TL859N6XqdAQAAzClPTxcQ75I9x4A5yV9xUIzBmHjD7KTXtVctTHDeZjaGQLeTeSO7zTxUl3KZ0zJJUddW215MSUVvH6bJIxSoWXEFrbmxcqty7fdfHKMJH8JdVtMhe2E6QiF8BjkzuXi0yvADn/nZSH1Ve03PrdbFuibNjlb7ygQVP6mBDG5COaR9/l+EfEpk6tHXgRscrQ2vCI4wsY+o7rAO+W4lKVs4KU1tA49ROCsLQqFBZ0CPVjRNoy+6519XfeA/7pEPKq2Cgrn5BH7/XE8CwAsDSTilqpy8sE2DX5n/H1pG+gxNmyBAcAbMGhtrEUv5j+UA+3o+ZFrI1YhCiFrCUfZbXrBErTV5iFe5fMAwLeiz7qBy3MiuZ1ZP+A8XhfgkFcGlHJGhEYApgXE3+oGhc/kh65bDsLQSy+ph9Z5vYAP+AL3jYzaQthCwRodZGh8duye4xIS5gGoybXJQZaTN2brLLXK0LuvWWQQxzMAACAASURBVDiVY/hb6QZ7GCIPap8tmrwBf7Cb2UYYEeBaLIWeszbyeoslYxu56XGQC7VA5wl4Z3m0wMkzB5T+n/NICBnAZbcrc8uG1nyxQeMFmye4BiItQNhcRLgCbNIevqs21zmEnnMekXlFsDo0agNJ5W3mpfXCu+nabAYdT5pHeNu1CB9L23j/pMaOHF2Nz/rDY3Z/QFje19ogby2c/oJNOQMX+iAvwckGAG/oIfUmCHIxdrbY0MKauhsJ5yhRSrDFlgYMZArT/hZzL6WX1a7WhM9SgzNf4VEA3AEL8KixdS3a69nlegExM5NZbKNQVqn/q807BLzCYF78eXjszDcxOUBtjFEhdLaSt1LLKIdt4UEiyfCfhcTCJL+VP/NdC4uaYpEAJBWADMB9Ro5XKJ4HkCUaPBUynjMGaF+gPTMEGVyA/uN4K7WWm7zXcazNW6BGvCOmb39o5pD5wHv1M3NG1ERIOOcMEPJ+2mjnz8wJ+VPzXd4UqRGImR/+nzrL3vVUn7Kh/pIS8Sf9c7xTAGxNsG6k16uP9HHiPTbFCJ7mtBp+uV7gbkOg7jfHv5cD/sKxRkwAJi1b23FtBAA6h8L1PG+UHm1+DuYRBwBv0La1AS8yRdbQeqF5Vna9uUh7IZEqkH7kWDwDn+O5KRWy+D9pU95vP+k1HvD0tmsDs2lvXwDsRc/d/YmtB2vzSO3E5ZIAr/DtuY1OUlOPyAPJ3LuaZgtR6tRaPDS04NVanHgNABqTlJIZb+TF1H8WNwq1fUeUIt8PC+ZnHQHAPAbkOsphUgaUhMbYIQvUiA8kF9uFJUSgbJrMG1EZm2OAKx+b88jmEWCmipR59CU9ZQNURUjMI3PcBlu05W/Upy8SJXtkLBXuWEUI+a5HADDwT0GNu5cWMTtx9O5hyaL2WaTKVKvz/9evotk8BeC+VqRkpU2IIao3la9cdmnj92tYYADwGsZa5aO9R2zmSwCr/CLmoRceoMkPazbAMwNcQkXyk/mdWXnQKuda9TPHecD5/drynzy+nA+8Q9cj5+rlo3x1jaqXBt0deOW15JkQl859dAB2Hl57Aq5NhOtFVJEf44nKv1EsY2thaAuwBVHeziL646V5OrPR645tJOTjbKLS2xFKF95bDEEjbtlgOf59RrPyc3/0y0DpQ0vEc2rEzYBcbSAJ3HiT5gQglVrIUK+OVdev7d30Hho2ZXgLvF0/F+nQng+ZydwQ5VEGpLQHM9k8whA2z3IeSUvwjPENsmQNkNusITQuhqCtA9aGrxPBWYVHUFtOd0727LrzIlpIk8DTPT9i1RD0tLlKbRUKNtPG75QmOjTGOVhgAPCGjdpLZrBntTBEbvLyClPyvLKVIS/xr3uuFNjaRWczei/0VyFSbOrSVgBgajfYnDzwDJ27dgvVK0urCT40aiOOWWQsaO7nwvreTgDYrn/GJO/gSmBDCYaQoZCeaISNAWEBIJlesxChBfH5pYXa/Ec4zwIrEiFKoXsMQRItJW/SoxtqggG54zov8PW8HnJRm49NzYnLfpzaniX28O1LxBNqeyY2YIZ1DXmOlGK+V/KswDTLfHzuyRrL17aREy2RqyWiY8Ps2Xt3zSM1seb4a2vLq8qz8qKTjf+c0jZ22ZTFeyHKZUOKIS8y9me9rte/VU2InpinOBfmkfGVpZGnlo7a1PekrLyj3j0RNRUHaopFsERjzGfdy5aRsMzxeXez2qJDs45qq4Sxl17s+MCxFhgAfE6To5OcvFzKUrK0RW3ftB1hgoc8Zuovy0cBCKDopd94GdJxt9w3BPKpdugZslXXPG+8UNsL7cWeEUBKC+de6EgALhH/rbbQIfsJs1uUs0RDMwQCGrPRAdhCZ+OQjSbkv4UR3Y9ohYXK//M7FkgAy2O2wPo3z0hJSJK1APkTS/OQxzgHC9TGTkckUvf9yNoAkZfqvfK8EZLwL9KzneU/awNQHqvPAF+gyXOc1bmWg5635odoDm/Z5hn/wndmDQumTTU6ADsWwE6xC8Qo4WXAyzs2j+it5zwS5sYsFt4FkuaRNIfzJJHQPHp8aZ72saPzLMxXZE4gaVPvepTH8Xwde94qtcu9+vxJZUhzAK7Ns89o0mum3dXO4dFe+UMOAD6nKVDbIm8Hno2tvWC8YKDlZfXSJwD7uZ3yu5fGqvU7u3kvNGm5jQlxLLvd2nJiPPZke353ibhfl85LdrQFRh3tVsYUgLuthIKRUmxc+o9mnuy8HeEEgC2MvFsLH7bqTIijNG/k0OhSlEBdqVkKGwhj26QI0WUZ092O+v5WjHPJT9rbawIq4VReHGDRrAO42EBJ14h0AL981p4H7WQhYc/EO5NCOQRVPDvvooiJ1AIi3o9O6977gYSCpTCyHAeYycd6/1QJeC95wABPmFbu2HXhbdiUmUc20IvzyOdUGrgWHrm1wDziuYqU5Tz67NJamF4z+ibE+8c2zjPnWSxwFlwzTzpLiNJIbOj7UyEOc9uGQ9/v29S20baxweR2nBuvozJ3yafeVi5/APA5mr3X/iJX2Jnb8SZrUh7Yy4CxK9QlbCrvKCc5Y0jmqC1fDIjPLEU5LUM66bYnLQyF7YSjLBx2+V58u+6tjkUA7gujPLbFhK0tYsqV2G3WErLn14T61e1a2JVZWVhPkqKUC5dLlrcD8t4XHjDWtAgAXWrew0Zz9ls17gWevNeKK+8BioDBptM7oeRLDlNUwzNMEhAAFmnI5vDZe1k4V6jYsYCwd85zNleFgYGz43v+WY3wNqV5pYtgScyCd+vYNmWA1jWIljieecZLVBIE5ORH9X4GskeOLrohtC1PjLBnHlkPvFt+jglNenLKYk7gZBvnl7/2/snrHgXQypaExNmNPOtskz9ZRwC3OW+dQTAU6dGYRSSHXTGfRRaSfAWAHWfW73yM87HAAODzsWu+PF4IzEkAhtQk/GknbWHP+tFkMir1ObLX5oaaMRyqAz7ptmvLS8mLZX2yxQJY+f/WxzEAjEQj5CjMX7qnYvFga4uYPymtNwsrr9qMoQuU8A7kCC3mPBiscQIlIgTy5WOcYIGuhyziA9AAjpSLshd/AwCRFyVBcqSZsrHJ4V1mWz35TWpjf9e9NblUUYwP6aHfZC+bB7NmG7023CaKB2wTZXh+xwGwyAjv8uNLxJvWBuDADEGKJw2gpvOIkp2w87FjAsBK3BCxVEW4ZyFuSmwIkNj45tYUNK0XNo95P8fyLPo7YbOuoxhRHwQwJDKCO9YfHrCoHIC2sZBKmlZnpK1xHOCCqIKI3DX1yGOib84CA4A3Z8uTXkC7XrmnE1sYLqu1nbQjxKwEiOu0I1wKwLWF9XjnyC0WNy+8hQypY2fGUQCcF9cXeguovGG2MOSpWPxzvi9tYdhX6ZkHnP2AawMC6lcZ6nzdOgIlO2PAc76QroeMTKQ22wbTBoX9sxWmKA8wnTUJ6ID4iyXi9rWFd9ML41UKNwMt4EeaFVkwvwRAACTPN8lWv1JaLjc/M9M617KyNsDzf4SoZPkeaY0+j6SGhJZzHrknm9OcRyeW502uwX3Ip86qBGq7Pu8Z8HUsSlOz1FP/vXpiwMsW3r+VeBZdCYun6978DWzxIGw+hfQNm8/HlYh79YYySSQTbcAAFzHC/7hHaZGGMc7RAgOAz9G4kxfKjl63k9zJ24ELPSnmRyDy+5UbHdQWshaWksvygtrdHzuOUcLywiN48TB4doTdhaCSXERpKkszLsBKq59iCQDzgiyc8rZ9PZuFiv+s1zab8wgsH7OqBzwBYKFOueXMP155AO56yEL+oiQAxZwCLsLIFnveLs9MCsV8ylaY5psuUv4PKIRAEYqQpoCC2lpzlKfoM8K8h/pQd5BU1yuPms+aOpnrOeQBdwAWPhaavkNp795J74yIlXkkbGvOuAbzxh9zy89Es2ior+QBTwBYKNw8ytLDGQDXFp72Xtuou37M7pVHB2DvsnD8shaGcr1SJzbz3g2scV6wZ/bVpV3fGOdsgQHA52zg6eEXWhiqD7ZLtXsXhvvE7ES06iXVFhbzwvLUvLBenmtGbflb+SchWQAlzyaXmfJ3QnTCbLNSij5eXg6Lc6x6Wef+uZMAuK/CFnD5Pd6OPDaPwqJnwbFYI9YIfy5rR3jIA+7Hlg/mkTmHRudzhvi53/iWT9DFLIAS7xWYKt0CvP5tE8nTZVt5xlxbXqo/ci8Tkr+Vg/31EnHr2uYrDxdoCA/zEOVZKceZi6IYfgf8/rAceHF+oAkHL1HJmLnNGxbCBWLq0jU6mOaARUUA+mNWFYqpzXPMZvTmkQ2YDbMcKsKW5imz9n2r5ICnpWq9O5FoCu9auBgAuidzUr557ZFa0D23bL57JkL7ngeBEeFokYJsYfiwLsTBy0dGtGli698qh3twr30t4wurWWAA8Gp22sinei0pkke+FNnC0EJ+qnKjzhoFwnblFhziE44vZGeHLcxnh56yiu7Fy05+chqG4yWaD7w71/WppakG7dxYBsAdKHlXANROHlBY7C2id1IKttiO8AQW9DwEnYboeUGM1WxLuHM2OusF1eYZ8SQt2KIiasR5f+ZVCpTYQAJQoGfwVrGAAZR8o3l029I+Y2X/wc4GtjnyGeBj82fuA56Z2Et/vkq/bFLTayZQ84m1NUEw3/XDnbHcCW90hSv5ZekS6RPPmhfoGWWpj+v7+XJQL7zUTLXlTrM+XPiZt+7Yny40XJv+s+tZxoKeh6An8wihCvgKNZOpdD+n5lksNGPgPYtI2EQAV7a2QbE+zNoRdltLz3jG0xaGP11aRGKMc7bAAOBzNvBRh69t50zUQbkDYHjsaXptdoKJF433YMEjx5g5q2SIesGQMvJZ/8eEXKKQ38+FCXniPA+lGu+/SS3qTZt4FQCeLHJIcLwBGxC21ljcgjobtYXrjqsDnnvAnbGr9IqdRRFELGalKZd99Fpqc1Ikxr3x8uRvE0TZTelWzpcZ2PZaWz+TNwS27GHjo3TIXKSghiA1H7WJpgh5Khkz9xz7o0pLp+QzyecD4FUJGI4LrIApoLKBnB7X5tO5ALvIDk9OOZLryhp7n394aeS5tUZtfAvs9yzReXBp953XzGbH1QHPc8CdUEmkQ+0yIp/I04M20UN6CsB9bvPS5YCzFNLm4UNKqxDI67Y+AH3kK3XSngeim83WGOdsgQHA52zgow5f24tsp56s5y8qzTs4cXTg5tF6bhY+uTXhpATbL+7ydCkdZxHKmskkYWihRgzArlhNLCUoKji8RMcVRlT/B4h3cqwJwLwhXnDOdcpJ2i4eGr3TjAXUZ4GNP4BbGNtmSQ5T5CBB43Zn6W28LcP2TZuNBIEY96acRipDuDfZx4AOUSi9IPPIRobnqlQIqPHeLOxyiSIlQvNq2YV/2chnMc2Fq+ejNm9LKgQhy+D98YIzb4vhPAPgLrQCvDCjE3g9h2tGr/O2eSDPmFrsPD7vCfIUApbzaBm5NrO3NslSHAmDPUSIDm0C+i+UMKUSlvM+ctJFSW0y8BVWz3k0F80465w4AoDZg9618xl4Jzai1gBe8D8uNGNQkve2pT3DMS7AAgOAL8DIxywYdqZAEQEjywGmC5VcmkVQDgo4y10CE4umBQB5SiF97m7tXIWh7VyJCQgle74AWOiN5+FF9FLadd+xRLy4NsB1DteQocUPWBSW35KZjjztOgDcF0X3K0pA+1doc2pnHg3QlR+2MGPosiNbJCCpIZX/Y3uDrW++WLO9SzbKa6mt5AT5DzkJIBCyENrNeST0acOWIibmCnBWhsIrlRc01FizFfvxlORT5cJn7SY7w5iamHk3D1EfFSXocq2ptsbLFYEBWvLywNfxhbzZWShc2obXC6yPmxM8YNduI+F+hZ8BpHyqe7ShEgY+so52lWdXW3WAjYOeuzZj03nEfuaRkh+eJuAzj2xW0h488tx45Dx6v9I89TOPRQDuc185ociWNAKv2/vOxiILbCakz2ZKlpRCTpuynPmaxgFOtsAA4C3OkK60JGwHaLOFoUVPLsuCl6IBdF4V4gOH7FDEi9Dk3qJqMf2jaduw2kKImJ68m1xcvWS69sxVrDoAI6jwYHJRuMFFajuv+wjWBeC+EPHOEIZ4bOzNw1dmwXa8plwkeWLqLoVk8/1gx1ktZrflM+Uj173u8/58bz7AywJoQEcYWPlPziObMf/XVjHnkSgIj4j2OFtoPzcn49Xm3cobIkhltx3fEbWZt5vsACz/m5KcwJO3yeu6ZtQWhVH/qo6X12hjaDMp1JutMGeP7rj6+AUAnAEwAlNt1yD8atOULOY/p+l91mdQWyTEhkxInJCGeWTO8NDlUXMe2UCryZ1GtmxQvHs2Gt7Jpx0lvnHaazwKgPvct6FBVLMRFemS+pJbX2xhuFJ53mmvb3zvWgsMAN7yrOiSk8JS6cnyPHi4U6k9OTWejLC1vJwhJAiYs3PLExZLKzoIWyTyOdv96mu7CMB27bwZXuJ3HdV8YctmOnT60wBwX4hsYnhC2XoO8Uy+MMut2F1IFkMcEPAa/AypzcaIeAE26XcuKg1t2z6dnARIcx4BYSCboOk+sGwRnsyjnF/K4wAFjwig0iOe52O73djCIp7zyKbxLkcAMM9ZmBa571tKO9+JozaC4DQCBKTS6/bdfy0HG8hjj5VSo8kgrs0DVsee4WhkurTNsstads02McK1OY8QmsyVrF9mayIawt5KsrKO2HxTfiWa5T6/bZNRlOMAOG+mHrDX8zmKEKgQyFSYCMG0peGZ7DS+vNwCA4CX2+jcP7HQwhAACxFaFOXPvBwWVkQqu3w5X3k0YIl96mV/SmlkotnopBohPeEnOZ/clQtNC0EuhqB5IxZCdZLqLV3Dzo7TAnC3DZtmC0MC/sL6AEd0QB0kbwbzla3ZlC0QezTH4NXREPb7nRu1eWNZx62OVu6a1+/ehGeVTGHyurfkCdAoFk51b79Q2tzLeZTtJnlNPLacR8QwfM7xpiFoXqd0BvLa1+getMxItW2IpiIpQAEgC9Wa5zaNynVWCkFPS3hqY0pL0xikHhEUNzImcq2OZ0MilEswQ5jcH/fOtiIn3jnzCBmMp+ydRbxUwrSxsQIAe17y+zk8VxsrEQ82f7vSUhVjXJAFBgBfkKFPOk1t4SwhZ54DEFBrKSTt5RWOSym6l9VGKkHikrNMYXfhtVluqfa6xM5ilf8CxAgkry0R71rbC2jBk/cR/uP9phjC95QG9Ds9zgjAAMj9y4dbJIXhhCwBL8AVjQAqr+kpAhse4eZsYfj7pS2oOzd6bSlinlCrhZR3i93u3oTdk+j0itrCvzxWC3B6ci9MkKoH+VgeswgMUJWm0J7yhrUdV0SA50zlTd0tEJf/1Jze8ZeOXsvOUxb+5rHiNvAQzUmet9C3Oex8QPgkEtYsBJ0nre0dUSesT/CRMq9LL/CYD/T3ULRERMrGRzTKhkcpFYIjpjGexUtqYyLb9MnBZjmgUqYvLW1zvZGxAgArmQLCNiU2aDb51hAbBvwIueIxLtACA4Av0NhLQNizsMjIh1kYkyV5q9LyebPRX3zhQy+7F9rQKB5oW6i82BYqnk9+x6KlJlBdsJyY0BjZOYSa7PxiwXsqgYQdMcmxl3EWAO42tOjY2Dyws8DZmk2Uw4gSpN2yGQNPgYeQikwAaSdHbWFnc8Mmg5fr3ni/tI2BW94bgERw4rllPTOykzxxtps0j+aKUb2OV67W/DNHga2wte9PdYXJQU7zuNfYqst6mq8iEjxy7H5AxiN2DrYW5p51/am96cGSMqQ5ANcGgljQlLWoumnAsdHRw9w2bWzpfPnOft5UxaoDsHtTJpViF4CXRwyQ2Vle+UxjGQBPnj27Y6mzuxC9+aGsbt4q9UwXMr68sgUGAK9sqvP/YNfQVSM5bWEo/+gFxaqcAjDvZtbCsOf1ZkIcR/Xv7FKUPF1/vHAWN7teiwIQNw/87BunNbLnf8enO8NZAbjbUTiSMtC0hWG2nptJe3YPOFXClJNc9zKIb3SJRkS+6eYqvV9MXveWACwfrAzNBg2vwAbtyHaTtXlIgNdcS6lDnrZ8Zopx8IIP9ZCePuXaIjUAABg5D5vnpgBxEIM5Q91ypCJD83GMEAcgs2mwMRA5Up8r0mOuu55blEY82/ioLRSPfJakNudTm+/ebHLZmgfsXcOzcG1vnmz82vr/ssdGhTiW3WhtG6skqAHgLyuN1DnGBVpgAPAFGnuVU9UItbxeBIuQHalFyeLCy7Vj9XsvvXCgXBzPgUd2khQloXW5QSG5bFr/fGIbtXkJyCG8QqUlFmPHAjw7OTYBwH1hVGMqpM/WyDHAyWIoF87mwpk2LaT8RCeeuEx3e1cMVltIWPjWvQnlCje6N8/XvfGQeanmEeJUbuCObTfZATijB/Kb1g8h+Q+pzRuWU391OcgvT4FTiNn5Ab8Qv+jCNaO2FIwNKFD4uCOIhUhCPHx/hM8R5oA/8AV+Ugye31T9Sih4o40Fej2z+xGxspETbWBrGwplRX7nPr+hAzDPl7eMpf4z0/Ks2r7n8xuRoiyN0b50TJoxeNc/7Lw2KUsv5Ap/YADwjj382jwypR+AFWgKf3qhc1Gx07a4ZE7rJstAIZsx9B040JZrRgpxLjks3p3FOnuPWpiB8CHx+10x1QYBWF5OhEGY/01q807k7jI0xx7CtAYFMWzWSzE6QNi8mUdY3nLDNhhyou7bvaQWuOjHe6fHdtwNTgBYiRbQBnzy6MKocuo2gt++WK/b5RwBjDypeXWsylJtHq8/Su5sDgCq+a+kyrzVTAFpDEC7Pzn6DKG7D6HVxRaG3pGNCcvUdg3uRxTKXAFgQuUafOi6pNYY0ZEGuw2L1E/mfpX6TGVhp5uUTTRjUKO8KgDbYGJrP+Is9dGX4oXY0YscALyjD6a2RQZYYiin/B2PjQeRz23VGsmZB1xazlNIjFeHOCP8DMgPlWjUJoLASwLQl6od4WkeZ20LuBw6kkqWjAjvY5HnuJQ1kv3elLCJfLg3wGXDZS7kPJrJky6zXQJwlhfVRk6zScMlMI/eUA5KcXKeASrH5g3ywpeOvsESokYmyxaGQsjSJubmbEPUdZ3v2GvZk5BogwHo5VhtoL5qWna39OQnfKA2j9v9EGxxP/Ocen+vMOWR1qQ3UrRFNAtZK8fSFoa1lQbN87RrtiNcCsC11UhLJ2CJv36TRLCz2PcqfncA8I4+9S4ZaIftZcwcrV28khmMVgverERmVQ94AsDyeEJlFgzjyBrJLr8HiBG65jmtbZtsUx5w3kfXeQbAubjzpNT7yuHxIAHIk0oLQ1+q0UvSSG8Cj44Ts3lDTCPzrRixH72qBzwBYPai/pTqSTMA7nrPAAShD1DZ7K08+vPF0gfwqeuMXEgQBKPf80GaI5UppEuH2WZRKZ2oUbYw/LpNgEvfDLsfc8H9YMpfM7rOs4hKkt9cJ53ljBB4j3+8NMGOpaM279T7l1UQWOLHjmOUsJQrImFi+wuDi/DYpCDN2cS8eBMCJUtvZnzgSAsMAN7xibHQwhCj0+4a0YR3IG9Jt3WlHHACcF+FAbuF2eJAWJ6wwFGLijli8aGoBYSPzRFelCk3DcDdHjwo9bLZwhBgASi5UTYnPQmoLuWojR3v3uRqpRh4xHKSPEzAJtVx4vNd9IC73YAfgpd5JB+KnGW+8LIdz3nXGvl8e8hZmZMNkPpg1wtcgYmcr4iFtAGQMj+zhSFCGfDDc6B1fupR2734I1zrfhz3JBCUsqD+ld2HlAyKpghD20xodLByOLy3RHR+IjLOf6yUZm0kL6VhPHNpKmkrHjlWuaFGGx/AxiXXfgp68vljbMECA4C3YPR1Tlkb2URphhwTOTmer93/PTQVWGxHeAILeh6CzvPXBtzYojcqbWE+aWFJpumxLNl17ussnz0PAO5ggpFqoeXVCRta7AHIZ0zLus5y7dv6bm2CIxZvYEsK0bvv3u6mqUBtJTGAbBkLGhP8kMJVbZs3x+RZ87B4iVjYpxoLzRh4z4AWWdC1ZQtDEYtZO8L+7GwMRXS8L0AQUJJ6BEhrj16bD/iQvNzPyp2vej12NvaQw7aB8H4p9TmkMrbqhdVWt+/52Hi7V+Fj89R92vSINojaZCrBGmHzYbOS6nnmM+/dRp6NfPZQmeOq1zM+txkLDADejB3P/Si1vWw832xh+P2lMaJno+fjjqsDnueAa/NUlEnwfOyM7zCVFFx2I7UtaEfWiS777qZ+f14APLElEhzGeLYwtADvbO3vOnatzVvlAQvZCkE+ukxy3Sc936kHXBtTGRkLOApBA6gHbqJD1OLzrS3HDNA9j6y1/cjSynty/mczBtEKVQI+J2ox6zG86qhN9cx7JH/suQOwU43aJD9FUJLDQR1s7WYQtZWI4YPwooGpsi/vbzZ6cH0iAdOSrVlaqXc7Et3wWcQwIXzHkoLQ9YyHPsaWLDAAeEuGX/e0XdXHYpDP7J7loD3a/HBdCcsCoqYTaCBu0YPOpgMpGpAtDInqC12tNRaUkixUJ+an1jr4kg9fAADT1wYuObQexLi99KO2uYBbkPPoc0rTGT80ev7RPBLC5OFiyfOyzCPKbX4mv5j8BJ70vKb3LIY6AoCBoeYjWWus9hgRSgqGF/yqqRZ0V9fCfHadK42ev7Wx5B2azzSczzS66px3K210m9JCwMeO2kAWgYywh02OcDGv1SYnRVVsDpHfsMJzmK9y8tjowJZcKvC3YeZ125TQgBfl4TW/rhzIlp7pPseXT2+BAcCnt92Ff7NG/G5vYajW0q54cdHkJcuTyWUiEHkhPeMUNkCmwqpOgQYhKaUTwmxrj+4FWbTkoS2EFulzH+cNwG6gNuGGbD03beh+7vd33ieozfuR9yMreaj9XG3zxTyS/1bSowQoe1DnPOLtJhi6XJ70h5cWFj3zOOr59pCwVAyA8jzkUW0Q6CmbgzYHyIWY0tdZBZTW7gAAIABJREFUp6lAL9NzLLX2wJf+9EZGjfjTPo+0HT3U6KAT5GxaAKUQ9YO6h8re2QqTMplnMWes9+MpLcMqT5KayAa7KInyTK0PvG22sYFBBnMM35sdqxwccyP3Og6yvgUGAK9vs61+o+fbhOOwP7OFIRF4gEtUIlvPCX/puTr1dsgGErb3c57MH2xC17iXNXjR7cgBscXg3MZ5AzAvpHtVSkh+o7Ra4b0avVaVVylnikglrKl8B7DJWybYCsfzBuVcc70gH2ke+ZzwKjEO+dmNjOOeb5ejlE6xkXTuaQtDlQHGjCS1ivZz17MGvMLUgPe81LLYWfgXWNooqJ0GvJjIoi1pa54urWbPIX9GjEfkCzhLG5CLnTVe6VKYngshECVzWac+a1+a4ffaCFkAmMzqPCc+AHgj0/VMBxkAfCbzbefLtYWlkFOy1Vp2L8o2bhYhgAgIAXHq9Aqj2jUj5HgZf3LVGsNV7rS2TYHzIoNY0Ob9Ylf5/qqf2SQA14gPLBHPr00FDEsU4GBAiyJgiO5tjqzLINJIxgA3sLzlWbOjknkkZWHeTFsYSjcIeWIdk0j94dKiMxsZy55vbekOcz1Du8K6gCXFaf6pHLwb11xTbeId5ukN+zzdqErW4glrSwOpvZ029SBGwpvPd5itefM2A67H5kJkgcwlgBXNMj+1eeRVz0dt73Iq3Pm59+6uRwCwMjobJxoD0irSVGNs0QIDgLdo/LOcujaPJUNaer/K8dgt804MAG1XjJxC1IDHaxEQpvKy/1JpgLnxUZvMIc9i3q5ukydZtkAfd67auuI8p0bcTB/W3sCe5yT8xytR6iHnmQu5DjFyans7arvvLFNRR2seiaiYR+zCK5ulGDoIYNfalNiwmEe/WFredGNj2fPtxCIecK5fvEP5aJ6h63rP0jaBh0ZtHijgnbWbXFUx6qw31gFYaRL2eCqrCe3LUSsZEvL2e9EqzTHYWvmVqNatutIXMH5Mac9iNmp7/90PxTD3lgQ17x2y1WII+gO7F02E4/NLA/gxtmiBAcBbNP5ZTt0JHsJx8pRydYDjTt3rxXLNJg4v7zkueSU78FQM+rPSFq1zGV3cwuIgxGaxe/SmTrRsge6LE4+A9OLtS8QTamN+s49h3vMCNF1I709JjvyhhSxVjJ5cWoh2b0cn7WlBKaeL3MTbFWFRrmQeITrNSHadBS3ULEKQTSyA9JdvUsh/2fOt7VpJYRK84A1rLJDiGzZNZDcXwVdZWZYGzdpNXtRDnQCwU2ZnLVErDRhsgkVd5Hl/sL8r/9BTBBjm3llRCZud3y5dLKZvcr1fNtpqroltSCX8cYn4gNr+DeDlxZUwOi/AdZz7bEKg5KLst8/nGQB8iZ9uF3EHKjzd7GziJdN6btqOMJsx2FUr6TC+ozRP9VwHr7Pv0oXbLHxnDnsdwZJVI8kz+7QS8cjaFufMrZnjJDc1CkjPVtu6N6tNYYj35jPAF7BY0OTReVHZlepcbbTtg3fVNZ4vIBZWTrbtx05TFBMtaAu78K2BWcsTO7fne5x9apPTBKQ8PXlOc19ZHYGZ2ajNKwZUIkbm37zd5EXZPQEYSbF74fLAvPZsaGHzd8vSQs153e5JZMu7y7aZDsD/cD9C2Da28zRPbfftPgG3qBd7SDl5pshXhp89rrRw9xhbtsAA4C0/gLOevsv+yRulJ+dFteP1cs5IJZNmDHbaPNF3Ke2lvrBRW9N7HsiZhBq68AixDHlt3qlSKyFFYgS8IICPOUopqd/+TCCCkAPNZ3Ne+I/nof8tXWxAyxtGQJKTU7bxo4tavxdmrC2cqNtVA4RpC0P5R6A1yzlOANiiTt2JuMuMX7Cp59uPBWA8qNnfJ43avEeqbllW9/AS8ZDaoju+r5zHu3BNqdWyY2/q91MA7vcnFKzyIG0NFG1kXCeyFHsmAL+0l3z5rHkp4uVzsz7J09GlKNVBm9M+by2QYhAl8PPcWN25NFLdGFu2wADgLT+ATZy+NtUmzGaLkMbeSCnADotXPkn4iacnv0RN6ycWiRybuI5VjlHbzn8lqcIexkYcAYrui7dv556t57Tcc6zMYQJgQI/EohwjF2V5NJ6QYwFhNZQ62rCN0ing7PjCfckif5vSQvtXZvROROQL2U2kQn6SfXXXAWZY9uqIecDqSZH4DgldTJ6vkiHgfWopylUAuIOVHKoNqHOlhKhrBVRHSqxe5ENdBOB+zchv5iBbI7Qp7dI9ic2+sQOwELtcN/srH/z6JVKUNpRy39737PP9mz2vL78vWvDcTefsL9KW+3auAcB78ER7PSFPAFNSKE5oWajKYgqc5DSn9X9LO9+cp1mOEuvvTeTzuoXekMXIG/obsMppuw+lV1micVTrOVq7f1cbAQzb2wIkHGcBYgskmBS3/+sefgXWPODMifMcriIAiwQgAvGgAJrNEpYz8X7zRy4y55FOXJkrX/TEhKfP2oxhJQ+4gxmmNlU4OX9EQxEQ4HsNEes85/Vxxz4GgJHFVClkC0MbFtEhRC3eKy6CuZrEqusvE7vJZgw9tyyfLMrl+zaYWOPsREFv7U3RNux2Fc45AHiPnnIPIyIbCcNaHAGXUBaJunzWK7UwPE+z1MYsFgoXChZGBngWfAICrlkoFAsXcayvsY1tW1uuVrjZUN5hsaU2BDweMNXC7upGPFyeb4bof6W0blJ5YHYi26ePqzyy/yOoTVWGztMcO3fsvhlCwlKukzKKAAK5KefRLI9+0sX3tpenbUe4FID7dbou+VARHuFawKsaYGfGUQA8mX84GcLB0xaGBEGwndPW/1oOSG/H3tdiN6ReFuhYKbbymnUESnbGgHt8IQOA9+jhdp1nRAw5sQQupAyauUKwPN9nXGRta207bzt9pDDqPNjahB38XO6Lt+uas9GE606ZQaFO4Ixpi5mLlWuhBcC8X79L9qvwnNDyfPQFWmTgphN7YPq6npmHlB5wB2ARA2FBRB7M2is5egceYXyShzmP5BF5aOptzSOCEDnPTrRTbTl6QEwggt0B5klAck0OuG/aiFeIaJhHNl7CuFmKR2mKV7lzYwkA03YW3Unym+sXjmZvxErRHmF+xMq12hF2XW+qZlnXTUHvQrkfO/cwduyCBgDv2APZxOUstJ5DNsK2VJaAwIHZupZA/arX1MUs7OZ5r0KVclGA178tJHJ1FtEvmOzuX1oi3qO2PBjmsjn553qU1gbQFloes/Awb1beVo7brp5X63eA+A9LBHJLIoZQnoVc+BS4IwsJxSlh4V3IH09zwEgtFnC1ltcQXFa1wT59bmEe2cABCeUyogNYu+t0COItA2FhUHnOhx1nq57/tOEimSkUi50NeDP8bfOlC9K01eBLSist27lxEgD33Y17tFHOTk/qrFUsyPt6dxG07rlCO8JZDnha39w1vRHmHJte91TjfOdsddUuaADwHj7xLrGnNhCLlUfnOQuv3n1TTQVqy0/xJIGgHbb8M89GKDhztFqnAdDUDeatuiYdZ+z8eVK3Le0zUFTeSvgcySqVjoA2r5nnNNs41FZaIZ+LaGJRBsBPLxGfWBvRzEJPl3jWro7wRq+1lBen6CQ3LA/Gk0bKkjc3XN/Pl4N64T2cHavfUldcs+lRCywfb7CbBg4nNhU4AVxtAj2fLE/T59eckF/2TM0jUZGUVbQJE8Fwviyh87xzrtk0mUe3PkvnotWtsv4nlwFwn9M2iXoaA0hlhd5Xtv4UKmO9HSG7LWNBHwLgfmxh+juW9r6MsUMWGAC8Qw9j05dS28LJA87Wc99bmle61ugkLwsDQpRFkjdNsCFB1CLpJcc8PZQjrO1nWqVZJHlMwspKh16uXrE0gtR8dIIW78Y1p9Sgjk3AeTY6APsnYhVPwXBcvY2BKeC1sE+Pm4pgwD8F7OWgXde02YIyFuSjMQ7sLUTKA8559KjSnutao2sX4yjo2yuMTPoSuPKOc9MG8NX35vi3nh6QtsCANyde1vP6Pqtsh7IZb3EnxyoAvDC3zVEbEBvCryqtwiHn/qxb0zF1wHMPuL9H6uGF6M13EQv2HmOHLDAAeIcexqYvpbYcnRxoPufPKy2cdezoOVGfoaBjYVTiZGdO7CI7tAA6RCZhQoNHomxFaFCpEFBD/uINCyu7BnJ5QmFJLvFZYhcpnZkH4lETr7fTN4SNeUeIWZ/VJSR5wG7qVn1xw4xO4KUIdM3o7epsHoTyUn/XsQEJQhiPAxv6nUvLQY9x8HBtuKbNGDwHXutJ8wiTV99ZYWvPjwdtIyaVkPNIyZjNzjx10KMdnr0wt3krkqP0SRRDSJrn7HlhPaeAyg1KxBt29YGtCcA8YVyGZD/z7EVtDo0FJSxz3gYYe51tvZtSPdIzWft76q5nu2rXfbiuAcD78BRPXgiFYuWRjmthSKBAXg85ycJmgaOKBHwBK7k89YgpPWhXDpyJWxAGyAYQmNZ27cKEajGFBrGT5fte1xnG8lzCy/MQ9VF5xNrA2q7f7l0Y2+KKFEReUpkMr0noGIAKhdv583oxpI8c2S+2byTcr/AzL5moh3u0gGGJrt0wfc+n0Oz2alNcUuLzt+VABSt/Zx0xj2z4PCu21GIPcGddtU2T8DIwNkRNRD88M6IUnvVMo7w/U89VTtfGCvCK5CAhmX+pg57zCACLhuzkWAeAu62lSkRl5LVzI5q2tqkFrmzJhrossbX3NSNGNrw2Lbm++9yNS1ODG2OHLDAAeIcexnldSm2ehxpJnqKFTI4N6AgDq73NRVIu1v8paGWtsMVPg3BiAF7y55Xm1eSC4GVXsiIcmIxU3xE2nsrk8TB5TbyeXIB5m0dq8tYWUkTYQb65fw99A01qVdndKS9DeHnZQGyxwCtRASQ2DjYLKalIMWhjetXLLuaS/h7AAjreKA8V2GoYIGJg45YAIIVA2CS9VLdrrk1Z1MLIarVzSCHI6wKTnHueyb3T2+69igEw7oHSspxH1yttA7mTY10AdhO1ecHeLdEmdtcJSfjefMVhyM2HMLP37Dsm9rfZ8cem2Mb5V8+r8cpOGvwSXdQA4Ev0sM5yqZ2cBEhT3xgIW+gSNIET5jDC07T1HI/EyyzX6kV/fGme73zURpDh9eZ8kuu9yxEAzHO2YFi8tVVzvhNHbQv+FHB5P+l1+64SJeVDy8YUgH2WJyb8nGSfVY+z7Dz7/nvhYiHOrAHmwbLhVMLS/Ml8f843BDoAKwTtGZpLi14rda0kWrGjNMU9jwBgERnziHf4IBrLu2z00wBwB2G5cJtLIOr95MF6F6aysyoK2FqKIFsY4n5I4yhj8nweioy4yza6qtc2APgKPfnavMesCUTIIIKhTEjvW54Fj4T0nZfeImcIXwsFCmP9Qmnh6dmoDcwRQhC7LBK5K5f787l5O8IeguZ52skrQfma0nRqlwGwcCavPOeqsLFFKHPSWNJ6nK4UgibzN7l+4XlhbeNPS/Psxlj+TKYtDHmy5pFNmWeLuYuwx/s1N8iAekbsjIVrHj2pNC8u55FwM4avPLH8fHrSno8w9WIIGqte+sGz/Ipd9n77e0IwRnpj7Y3CgvCMTQyPWPTK/UsD8ZJFlbyz/vYZtdo8ZbZ+dGms6jF20AIDgHfwoZzXJdVGQKJmJK8qZMe7FcoT0uPVpEDFK2oL//JYebYp7P7CBKnaFksLLI8Zqxmoyt2+Uo6wl0JZCHjOOgypu7Ug8DSxaB1/6aiNAMZT5nHJAdIn5kW5Jmxaak2IXe4DCJ9EwqLeNAVgQhPqhPUJzk5JS6/pqn+gP3u1uTZmNm8Y8cq/5IHNIykJuf9X9ucnnZAtDHlyWubZ2NnE6cEMfM09YVega7xM2UwX8TBnRU0IeTiOOWQufdP0ee7qczmtB9ztI4xsg0tAI1sYEqQRZdBVic3MezwLXAjvBhuJSrD1b5VGzhpjBy0wAHgHH8p5XlJtYWceC6+Sl5ssSUo7wC29EgDJM7GwIjwZXnB5YsAr/+fFnytG9TpeYTBEK+BtoRRq9P0MI88Y06WpWh07aiOGWZixpO3uyVLy4HnEzjFrBt8X6vvUdi8+f1IZ0hyAa+uSw4tQ1vGPpakqjbGiBWpb4EU5bKwy/yuKcoht2wHYnLP5w8o1cBJ4cfPnK61RI8gmzpjoPUVAbEUY1TxCTALCSeLy/H/uMvRrPgsAdxBGaASqiy0MP2IhzZPNGHwuSW3kWTHJx9hBCwwA3sGHct6X1CUaLWjTvF16v8ha0C0B2E4bwUPdplIjCyLgvaacqberA7yINAhTFkmetpxfinHwXL6wHCbgzG+5tryehVno0XkwPnNTwNMCzBnqRgy7GxDNvPQxQhwYpTYNFnZENAAglCfc6Xpuka0bz9v2+3T82p4pwl4y5D1v+Ufer/llAohgAGAbNcx2nhzOwKHn2zdQoimOCdR5zdkq0nF52jzAZAX72QMvA2v9rADc7Uj1ywY587/m7Y/2d2TGbp40Y5Bewoug+57v3T5Nvb25lwHAe/Mo17uR2hY5OSlgZkFEtAJ8wBZY8ZB5qcLKCC9AFSAeyzie9Iv1vWw2/vvENmrzYiwUyqEyvzwF3pWkCmvzvOWeeVsWaJ7s7Uoru7AI2fnz8P3hNShxsQhlC0M5bovTVP2KSpAypzHWtEBt6QFzwjwSkZALnreb7ExcLF560MRUiExcI0XZ+/pquPE99aAPsJpyzeWtU7/bIzaeO/ENoM5DlkIwL82vnRybAOA+t4Wbka7Y2gbY+8Tbdf8P7QBsY8PWohNy7bP+wmPspgUGAO/mczn3q6ptJ82jFNol5yjPxvu1oFHOEWL0d3qb711aycmxYwLASDhAG/Ah7AgbCj/KFX/7Yr3uOmL9vWctdihhDt4vQOXVUmvC7Ca9KTdpoXZ/csQZQuc1HdXC8CalhbfHWNMCvXED4MUy95x5vFoY2uRIYWRrvSRW3WixGUOPWty3tOiKTdSsGUMvWzOPMKOxeR1D3v/BXdTFZgvYy+UDoWlZ05p3cn4f3yAAu9+ZlGuJuE4HXHXA7CEKYVOZJDYdlDLCdX43N458JgsMAD6T+S7/l2sDJ+QZLNWUv5MzAnLzQv5yUJu5FICzvKi2Bvd27RZQQP6GctBK0ELLgz1tuzo7fWQyIUnhOHXGz+kCBa7Rz+g637E2Fq4NBwC2wUDmUZJlsSL1d6I62OV/yud/Bz2tIfysTClbGMpJXiNPung1tTF375/yoQnApQNx7+pjHgHfmfpVaZvG2aiNaW0eeeaXqh3haZ5MbRtMG85sYcgm2cIwD/kvA4BPY92L/c4A4Iu1986dres882CEa/t6Nsu1Kf3IfKuc0kev6gFPAJhaj3Zo2Y90BsBdp/asDduFuHk+qes864jUAcC/ATKpTMIjFJl4COpOlWFlC8OvKw2IxzijBbrOszA+MMx5ZN7IEWPDp4azeTRvR9hD2DctLdWRXzzUjrBv1HAB8BCM15f23A+N2sKzvosoOGs3ecbb2sjXN+UBT+zjfdKxK8lvfkXXXBRH7lx4/rGldQEbY4ctMAB4hx/ORV7aQus5OVweMQF+HqayEqUQK+WApwIbtYEfgpfwJEUr5Kx5jrC0utG1xiREiRWrzMmCo54ZAYyn/dSe85U/RLiyKAuNUvBSP2whB9LPL4db2q11HePD1wAg22OWy+fbAMnL24QBYM9KpEXZ0SwH3L1mIhKaKcyFIhY94I7mysykNma60ou9nyfg5PfmF8/bfP3mbT+nTQNwtwdmtLI80QYRHikAuuveW/X276U0adv3Ps5/sgUGAI8ZMrNAbcIIdJCBrRpfcwM46iH6lNq0aQHZMhb0dRcVrmpbBB2TZ02OcM6SPY35pwt0bTXGgNbCb7EHxhYkykCzdoT9/hCFhDCRs+QmAfDTSgOHMTZkgZ7PFeY3j4hxsLN5pIHD0xZY7jxkdaoPmZ7+KADuz5CgxV3LQU7/2KuurR7WfEXSMw+A/1bGeQBwt4d3Sv6XRKW6bJsesqC3KQf11Fu553HS1SwwAHg1O12ZT9XmrfKAs/XcISWdno87rg7YYjAD4K6SxWMBjkJmPB1lI0qZzjSOyBHKMSt74f0k2Uf7td/JE02aMcibYYj63M2zx/CZLmh8+RoL1CbQIoXhmcjNPqI0beLZqI1jYFNE69uGbC5vurDBEmqWo6fspP5bd6BZX+hVRm1RHPNVKRwgxqa+0HFeADyxJX1zG+PkcMinywmPseMWGAC84w/ooi+vtrAhhaycG5qvX+M91Ih791CfhZaHq6SJMo/wI2F9P+OFJCDypOc1vWe5ryMAGJmK9m3WPCpJIYuIFGTRfVUCMOWkXpuK+ew6xzgHC9TGTJenzHl059KIQwnAgJdkKXJcKmGZQ6IwypZEMkgrIgRma0K5+8+cHmfVS68thQKIcRIA/pFNQFY93jqfuwAA5gkTkmFrm51PKq2scIwdt8AA4B1/QNu4vNoIWEhOZCWTQJULpzljEePdKOlB/lDK5OdZssTbnQoAWBQ+fFNhsWNyhMCUShahB94U75v2sCbuFl6bAzli5SzXKQdNKLZh4itxzto2RSIgfzMNG3eylBIyXqkUgJQBr9Y8ModyHmGrqz/PhhkA+INLS2OsPWojbpkL6mRtzAi5nPs4bwB2A51Jjh394tI2LGNcAgsMAL4ED2kbl1ibJ2IBlTNFpLJYWhAxLdXe5iJJDP77Fhq2k4/UIMHnLJ7EOGY1npsYJ+QICXw8oLOdeeg2CEQ7CI3QKO5r1Wy3MLSfN/EwlhyjNpCzIcJIl9owjwAhoty0XzAGtVCzOtdcl3zPZk9O2Tx6dmmAfKZRW204IBbWBsSiOOc2zhuAa8TbaEjRpWB/dhNpnnMzxjjwIQsMAB4T4lgL1Ajt4YS2Uv4OaUZOLzsqIdiQrCR4MW1hiJ3JA8U6Jsrww5vMvR0HwHkjtbFDKV8l4AJgnlaC7j+VVgM8xgVYoLYoBIW1nEc8XmQhOd18RkhEwqaAOVtkItKRXwTcIi3fVyKeu6lLrhGUtgAx71tYWsnUxscmAVifbO9SbaIb7GjjImRP8OZ3ysFGc+P3MQ64eQsMAN68TffqiLW92LlQqqNFYPrt3iRBrpUerW5ECDVYyJiYSiKUScwaJpTW8GBjYwUApjnM+875Ta5PPhohx3W9567UiG7MKDt+oNpy8in/aR6ZE4RT5GIx2PEMqJiZR2rSpQrUuSLYSWH81LRWeJO3W1vURB4acQkQA7aNjdMCcG2KV8/qzHFpnSf3VApWuU2mzl6UwnJj+ZLSRDrGuCQWGAB8SR7Uti6zey+8EzldjRV4u8KJykx4Jim+/7ddilKoOVvPuWwg/eUl4rs2dQ8rALBrtTDJ+equg1SW4huvKE12c4wLtEBvO6iMSErApk7qQh4YMU96wN/CwX/Xny+lM0pq2QrzD0oLHZ/LqK1bF2/YxsB1SKFsZKwCwMC265Y7P8/f+0VExibWO6ScioeeUQSbFkAskoOwZjy+RNx9Ixc9DnIhFhgAfCFmvtwnqY3ZzPMFxMLK5g1A+9jSvOHZmGhBI0TJr80WhR5SRI7iXWy8DOk46/ZSF83IiX/4w5O6Q2lNA8a4QAv0ciDSlGp+bYAArHkEXLQwvKYMSdesifrVw0oTUznXUdumDRADNvNVSPxMYxGAhZG753+nEvFttdXx2tQCW+8aL5bHm57tG7v2s2uxKWE3PAtKcHLmok7Xn8pznumCx5cvzAIDgC/M1Jf7RLUxijVAmLYw9PJbpP50AYDl8r5Trrj0PsC1lZQI821UiGOZVTsTl/dg2DQ8fFH4Ydkxxu/PboHa6m8BMIY9XsC0haHwM69zVt87UToDykhcb1sOZCjPfjErHKG2EjXzVTctcxwgrj1qU6VSHy/1IWL06F6m5z2yIVSX7hxTXoUIgRz5u3awJbEqWsB+NgiiCOQ8cTKkh0hvPmG6GV77QscXtmKBAcBbMfvlPGnvRKTLjZ05TxZBxiJlkeQ1kP9TR2zxQuD6yUXRhNrap/mOkiEL26mlKFOsf5k1awNe1+xcHzf1tpZ9d/z+7BboNbi3TYJQr8nWxtAzURuMWGVOqAOWAwZY0hjm0Od0cJlLVZ79ilY/Qm3X5Y9OXuYrL/XIUVvJHg+V1Kl8LW1q94BUBmz938Y0G0mYl8iBQstyuuwhIiAc7R1S6icHLhx+z/6OqTgAvDYnmplk+PlNSzvHGJfIAgOAL9HD2valdnUr+VQvvlwUMOXNKBOxqGBI+3smvlFaOO2asaFmDE6SbetONE2N+J4uhXlI1Wvb9rwK5++1t7zHT0kmfG1SoPKcQqhAB5nIPHpYTxXw8HzG+I9yUAe8FZP16I+5pk4ZCP9ol7oEisCQ506DWchc6iXJifLKNqRZsrfYChMBjWazEiJhaCV/BErkurXW5N16nzJCgGfh/y/rsq7kYXMMAN7K7DjbSQcAn81+V/LbXUQfScRCka3neLRyezmn/v04AE6jnbEd4VIA7tfpuuTOdNtRj/zlV/Khbemmex3wm5WI+y5eQm+FSS2L6It5xLsUTfnKyWf/bQcAGNBp6sFLBag8VxtQYOvfz+vXjrU92zT06M/dFlphymHz9nnBwPXepeVwZ6PbQ/09IpYQPXsILWuykJ8BwLo8CVkjGNrk/lFpNhzjkllgAPAle2C7cLm9Cbv6Qx5MXztmi5P8rpCasNhTS6tPXDpqUyYS5iP0IRc4b1d31JePUcK6fmfS8iCEAOXFMK/VA1sQeRQ8q1uVtmCOcc4W6IIX+AA3Pkr6sXvHRDBEVHLw7niUStnMo18uLXd6IaNv2khkmovmkfmkrC3nkevzO6HllFmV2rAhTWnTWfOJaHXGwsiER+R1garc7qx+vjQpzvmordIAOzxV5HxO5QExEu9FesB/rR1jbTKd3h3Sk2NOX8gM2exJBgBv1p5X6mgLLQzV2GJIW3BI4WmGsDJxpTOtgTBhj1macJaQAAAgAElEQVS7uuOM2VW6LHAIPRY37GwLZYa/hfqUR1mcco6/pBNgPn7TdclX6qGvcbO9IcNvniT5WJvn+4ZJC0OSocDX5u6mXXrypWucduWP1gibNh44UFWjrFnE03r427wBfkLlgDXn0YtKxPvUVo7HG/ZzJEQhaLXOeBG82w/q8/gbamsK4vjmp7A0YCWaMVOHqy1Ebe5jiAt1q2Hn4apHBsaiNto4yo/LAesq5rpdvyYXrmWMS2iBAcCX8KHtyiXXtstHnAF2BOENu38NHKhPrT0m7eqE8yxGT+mlFvLLFjZiH7zZ1Afm3VqonQ9hxRAW5JFYyN+pe1K66Dy1thDgN5W2gI1xThboKlMPXqXfcm3pAc075DqJunim5pHGC7zNM4/a5oF5CuzMI143YBdKzrI6jGXz6N0n84j3KaqDxSzc+8naKnbg5MH6js8ni1lYWEcxHuuL++cAsHNgPCtvAsC/VCI+vavNAd9n9u+8pDYwx7VAtPJHSNq5vQPmeG40zfMfL80bH+MSWmAA8CV8aLt2ybUxWXnA2cLwUaUxotcatdXqIqPo2yv8h+BCwQrYJpEF4Gtll2OWI6wRWLUAW9hSCNOi5LM8Xw3f1V5a+SxmakpvvtbFjQ+vZYHaSFVfu47Ocm312dIW2cJQyZjnutaoDWDVn/MQ/RuA8kyxkc0jAJ/zKNfArLXFdhaFMY94toQt5GzNqfctrQxoPvqGUerF3M+Q9N1Lm8ez0T1gGuo2Fd4Tn+NVk+h0r8B6BuqT78gFa2SBEQ1wXbMyQBGfrLH38QeUpts+xiW0wADgS/jQdu2SaxPVF6rL+aT5+pxcctT11lZPzIMQtrYI8aARXQBuLpJqhy2GUwUkOcP3mbSoE5bj3dy5ey/qJdVaagbvekga3qC0MGcuiDyU3yWCsGu23Ifr6dKONIs9k5VH95p5qTmP7ljavDp29E3bD3XZSnPqHl13+iYTz5aIjBKgqSSqCIiNnZSJv23qkK18RjpDdEf5D3lMwzx658Wyuc5KVqdr02jwgF0HUHb9PFoe8KuVYXVSmtC1zSbg/YFj3g+g6j0wj1P9yhwWJqerzft1Te9wUmnUysYfH9yKBQYAb8Xs+3fS2kggwnF/Ww7v0HkA5pnwIu/GIoKZrKvNtBsOso7wMjA27PipJVlkCBWkQD8vSYmKP8J+fi4vBojlfi1MOu6ktyPcB4DpDycAu06LInIQ8tgYG7JAl3SU+9d+cu3mBrUBl1AtydAEtXxuwrBCwmptAZ3yN2Amb8xjNWeErKUesgTOfPjAPi+Eec0ZP6P/nPPH923iZlrQvYzIvJMDFnpORarrlZbnPTS6XKsQuuNRscr6Zsxk9cDSKY6PgGXekuQEvuQkjxyd5yDVovRJTTQQRnxECLMJJbX6F6V552NcUgsMAL6kD24XL7s2YP297o0CV2QRXZJeF60heoaR5bd4thbbFBKglCRsaHHikTyntPBbLr5yc8KIRBoSpOXHlHLM+sN2oLe48nDT+7IoWzgtpvNRm/erjZu2hWNsyAK1eY2vLw3gTjVq8/CeFU09LecRopFnKWyb80jqw8ZL28z8mTkh+oLEZ548qzRATrKTeUR3moeZTUbIqZpHsw1Dbd8DwBjJ9Jj7j+OtSgP+a0ZtG0qlVuYxEhWg5eWq9QW+OdQ155w/1j4JwCXikb1/MvIW7xyY21T+8Sg9OtX02qkvDQDeqcdx+S+mlxTxJDJsxvMUkuNJ5EKmXlhtrj80oi0odvc8lDv0XNdjSwPz+aitXR3yTM5b6kiIOosArC8wD0Go+kFHhZq7qAhP7c46zlx+y2//DnpDAZsfkYUzdRSqbWOkJjibMby8g5ocaM6j+0fEb01aGAJoIWuAyjNGgvrexRKd2r5jc5fzSG5V2mQRgG8VEY/rTOT7ltaa88RRW79scz2PLRpjjud4Q2nAvOw4NgivBMD9ZuV9XWd+1yYnbbHscOP3O2qBAcA7+mAu82UttDBU4kHhh2cifIeIolew3JZwn0XOYo35SW/aIvqkEvGZaYOunIQpKk+slje9HSDL0/3+hRC00g3hPQpLX7Ho/U6Oa5GXp1upXvkyP5OLuPbaGMQawm+kk1BtDQcSZDCW1dVqYaimlieK6U59ihcsjGx+4RRkC0MM4Xl3oF53bM7JB2Mj5zySQ+ZtL4ag8RFEVBz/PqtsKmoDafM011YhaCx9MpXOaf7bWKwUgk4A7iBsg4CYZTy3tHdmjEtsgQHAl/jh7eql17YAqc2VDxN+Fj6k6SsPrPWchVOt7ytr63CDoZwtDA+F13obO+DLs5JnE6IGzi8vETeqrUuTMKVQoYUU+5oUICBXbgSEjx21eb+PKS38PcYpLdCbFwjjztMGpzzU/GtdQ1oNLO8PuBJXQbIzj7CJMY0B2au6vjRAms6j52cZVD8W8JVDljuWLrkLlnyJuEltkRcbRUDuuM4LfM2jh6xK2KsRtNKF34WZ8QtEbVwX7oOID4Kg+ew98A6cRMKae8AdgF0blvYHLVOZO6vtx/cvxgIDgC/GzlfuLF1gATiSFZS3ylpLreeQqmajA7DFiq6ushEDG1o42kLFC7LITtvVAUt5Ol4FMQOAK1zN881wHyD/udIW1ZMAWImKMGWqD125Z7WJG64Rfy6qsYn2fdPr6Wx5GyygBsjMI8/7o0sj0uU84qUCTFENXYQ8f5svOVnAKxRsHvl/fgeQA1geM8/Zv81NJLBpd6InluYhnzSPXKP5KuWSHrnNJ7CXD3ZsDSlm9fG1kat8/qQypGkIWloFKUvE5zWlhcbHuOQWGAB8yR/gLl9+l9YTNpu2nlNmYuf/wgUA5olieAJQixQGtAUTYebQ6FKUvGb5YCFpi63FDulL3tew4N1jFc+2Nu/3z0tbOMdY0wK9Y9B7lwMpxjWPcPLHe+MDRKvpPEp5xlmXpO4BA2DqaLxbylPKibSiNI+A7eI8QtQC6ghUOY942uYRNbfcNN7tqO/38woJA1Kg7TxTbWeMbHM0y+rwEURw5uMYIQ7saY1O3AMZTs1EeP5ZZ/9+66jMbfRhjINt1AIDgDdqznGwIxY5QgqAzSKkhIgna8FCLvFzdY1ysGQjf7CTY5ZJUWYXJDlBC6B5zLPhJViEiW8IUVtYl47a6j9fxINO9aKlXxofmFmgtjQD7/cm5wkKPbRrrphH0hGId+aRaIn5IJWhPEndrjysyIh5JG1x5KiNKS2XTIlLvtc84gFjTQsZ4y8IUafm+RQ4kQydHxHMeQ4Ba36wHtQF89qVZlFimx6HipbzqV/2t/PbRPLAZ5vIDsDZHcr81lJzEAf34B0cALwHD3GXb6E3bgC8FhfhNgsllSS5MosKliuiTaoI3WjVZgy93AQRSwhR2YhjqB1VqvSdU/GNZTbqHtR7Dlm/ZZY6/PvaxFT+sjQwOrfRBS8Qmj6hRJTagJVXDESRm/xJicZZWLm0rkHHjgkAm5/4A1IgyHuz2vHuhX73IvmqNpB3v8rpeL3zGvPFk/UUC9Y/YFWmhAAmlPyCvmGUenEuAG1jwWOmAtf3N7ONANY2wRDzG8vaO6LmfYxLboEBwJf8AV6Wy+9dZoSfiSJkC8Nv76SpnIdLWxj2VWnmAWc/4NqkBjGhge9M/aocND1fyUS9hlhZ0heVVrs8xhIL1EZ4YndlR8c2qt+kIfs8omJFSjRbGEpdIE3lPFqphWECcGmbQTcA5DC4eaWO9brSwsCJhu4X8BLU4PWqS186avOOhah5tv7wYnEWiIUkk9mm4cdsAGvbBGQ7Qg0aKG15V5Q3mZ9Dx3yp1S/HBwYAX47ndOmvsksGqvVVdtTXu5nWsxwxADUXhfyQa9ZqR9j7CssVp+dwqhrJ2kpW7lUaQWaM5QDMM/sBDeovylhd51mtb6YXAL95IxcsVGwemT/Ifit5wBMANjfllrUeNGYA3MPsgNe8ALxr3W8HYCV2AF7UxzUrR5KXzjKpWfOJzsyWkuHRq2PGAAfIAPprVuE0XNSzGOc5uwUGAJ/dhuMIK1qgt12zmNj5v7GLJZCfBMBILxYkbddWygGnB9zRHDtUffFMV7o0z2ztUZv3i/V6qu+vfcJL+oUehiWCwiu80NGVqoRgzSPABbDkf7OFoc2YUjjh4aU54ATgPo/kgzGMzSPhYd4w8MWodry1Pf0OwBSxhJdTNpOcpHNhZwtPS8NkC8Nv7EpYyFhIZDYEzvvsxWYQF2r4cbKNW2AA8MZNOg54kgVqqwdWmqEWmBhHegOUiJ42aUe4jAU9D0Hn+fpCd9dy0E5u7YdRmx61a0PIOlJ2cO2D7tkXalM5Q7zyzFYKw27aBL3uWP6Xx0rmNFsY3qlEPKMzp6UqlrGg/3kKwB2EyZTK1WJEA0cbwpV7Wy/eawKwWuLavGepEuFzgAvozTPsaQCPQOiloIQl/H3XSQvDny+t7n2MPbHAAOA9eZCX7TZ6s3YhuWw9p7E4luts9HzccXXA8xxwVzdSRiRUR9tX31+t4049avN+Xzu9nlMfbA+/WBvzmL52dgra2l3WiF/p3m/Oo4cuREYIdhxXBzxjQQPg2ljH5pF68JR9FPIlnnGmMQXgPrcxrrGhERCz1En3qDlDetKMQajde2KjqvxoBtBj7IcFBgDvx3O8dHfRlYeQSXIO0mQmrn9oLChh8Ux4BkKOxDuIIyhnmtZsCotec5x1DFRbLpnH8yGlsVXH6BaorewLgQjx6lj270UZrLa8KS8459HtSyt3W5xHGMg2dD6L0GTeCFsLYxNr0VELm75jZHxaaeB+5nEEAAs3I1YJbxs8bdeP0c8L/oeFZgw2Cu9YWlh9jD2ywADgPXqYl+1WaisjsaD/zWLYuDaAtVjKD9OK5tUiwagDTQ1fQgc8BOE8A7v0g7M5w1nsUVt/WMeaa1Kf5Xj78t0agcn++8fVvW7jPmsDM16lFoYJoomk5oZ5JD+MvayhgTmT80jo2mZL/+Acfnbz0j575rEIwA7YN5Y8c20z1VIro7NBkKJRH4/TIERNYOZNS1P3GmPPLDAAeM8e6GW7nd6gnDiHBuhUf6gQUcKSF7PjB8TZLUmIUK4s563vpbavhRZJZSXxjVXsVJv3Kwx5jUe1yvf37TO1aW5/SzloCLAzt1hbX1z5aFEROsvqZbHuebjIVLlpU2srQoKolfMIQUodME6C8p9nluYdb2QcBcAdhNXGIx1S7+KhYz5jSdO8FjrvHwstDLO/8UauaRxkNywwAHg3nsOVvore0FwP2GxhqPUcacDs1wqANXcgbC8nx2swlKNYdAE3JavvW1QaOothaxPrf2BpsphXftQWev7WqdziLhmle5VkKLOFofIk4V4CHQlmgA6xyiZP3tfcEkrHwFdbrHSJiAuveiPjOADOg9fWM9hcz/X4KT3NYtNg/EM5eBc2ck3jILthgQHAu/EcrvxV1JYHS9EDi6C8nNZzFielSxZIpB/hOaUvQnaaPGTruZ8qraxjo6M2L+pppTWJv7KjNsnFTywHDep30hYLLQz/stfWipQI5VKV4gGTPTWPeJkiLnoHA0BgrIXh527y5lYAYB2RsK5zPf6yLskqmvNOPf/rPRhjzywwAHjPHuhlvZ3uvVAzAqg6IP1qF6AXKhRS9DeCyt/1Zgy8UmHC9Hb+oETcYtP3X5tSEa9bWZI+tFdu1KbApOzok0sLl+7sqBH366pYZCU9L89OWBrwAlxlQMqKXtOVsMwZ8ygbPahPv9+mehoz1AoALH+NgGVDSZzmGT10buMpr/1fd9bg48LOZIEBwGcy3/jyJi3QBRZuHxG0cwGs+Ukjl6rRtB1hNmPQjD3Vrx5Wms70xkdtXZpKaV7glRu1ef+1RPDMdn70OmVpCUQ6RCbzCLB+VGlRldmYaEGrI36X7gE/ttfpyscC6o2XIR1nwBqhccnru761XDBS4W2GNOrOT7lTX+AA4FObbnzxPCxQGxtVs4Zp6znhZ97vrL63e8D+CZQfJc9XDoB445fV5Q8xZf9zaXnQKzNq2wjJlyo7kia4FKM27WV1tdN5JIoCVHnzUwCW71WWdN1k43ehD6zkjQpxLDNebd4vMRj5XwCMBOjaxthDCwwA3sOHetlvqXcm4g1YhDBWLaQWQ3XAcne6HckDf14v23hCaVrA5zZ6aFMIFhP4yozaGOBPLY1lfKlGD/1+VZ9Hyqew2s0jzRdEUchLkoeUf1X2Q4J0Bs45eq9j33loB+9TS1FSwlrFgJNmDELQtyytXG+MPbTAAOA9fKiX/ZZqK8XAcFa7CYQtlLxiggRv1RnS2R9ViUbWAZ/rrdcWvqTYZTHf+9FFLr66tNzkpRtdJc0G7lYl4k26gpc+wjZx2cJw6TzaUDOG16wBwAB/1te4tDk/xp5aYADwnj7Yfbit2pSCqGURpc/Wc0LOXzm5v5Vaz23CHrWVOynDIR6y96PXQSvD0vf20o4+j2zoPLecRzz6aU576Tzq7RdP245wKQB3/WqbA2Hv/7lJItilfXh7fuEDgPf8AV/m2+sejK4xwoQ51HbKBRMxINLxy6UB44WM2ho1PK80PeS9HbXpct+iNIGUSz26zjMAlls1hJGVumn3R13NPHpSaWHopaN3ggLENia4CSdKch6jhHXjiED40n0LAQyfQa5X5yNKXH9VmkLWGHtsgQHAe/xw9+HWavNY1G9mC0Pt3IBvtp4jF/nSi7rXTu5RiqMsiWDI3o0aoYRHLpRtNyLHuG0jdWa0WuBsYYhDoMmBWluELdKTSoBWGv14QBgzHrHrW4/7Yo343i4Wk20HfU+ZHZEQa7CyO2Cujj3X5D8t7brG2GMLDADe44e7L7dW28Kkrys29H0mrec0XqAHfaGjtnaKb78L3YDO48Z7Nygh072qP62NtIdPQL6UIhaWsX7Cn1Eifus0tuzNKQCq8DZi12/3eWptpcBlowjYedmGsjotEpU32egYruPHer07ULZJ+IQS8ZunuabxnctjgQHAl+dZXfkr7YxcnZCy9dzDS6udvNBRm/gHD1Hv4VMt3Bd6wWucrLaQLIDi4WPh7t2ozfsEjDmPeLBYzmuN2lSqfiRaowR/qGq9TwfQ1J6WqphuZP6lRLxFD0vjMgBm7Oy7945MyIY3Ke05jLHnFhgAvOcPeJ9ur0bcSanIJEx3x9LY0hc+un61hvRCmXszastJKusij7iXo7Ym9z8+ubnblYhfPulmey24nC1hD5rluhaxEeW27OlLsU2rw2noGGcAixyhENiK4FDfosr1rF7+5LhKoeSmCXGIrqxd7rSXD2vPb2oA8J4/4H27vRqhjMQCR6LvPbZ5fzXimYg0pXlBl370EO0XbLKj1K4apUb8cfdW/7pEIETNR1dkI9pxqx6iFlpG0PJ/IIokJYRs85WhZT9LljUxjWwkogzqBj3MzEtGuKKshu3su6/s5xB6zuYLb1Fa68Qx9twCA4D3/AHv4+11acRnbbsetzYNYV6QcK0F+NKO2hZ/YfV7lYinXdobWePCa8R3dd1l3izv9VVd+EWtuZBwhpFxD4AmElX+jPeqUYf8L7Wtp5cI6RGuq///Smc2k1XNOnXA/CVJbKutFhkA+zmPOL3e65SWKx5jzy0wAHjPH/C4vfO1QG0i+kpGLMSXdnT1sfcoEfe4tDdxigvvCmcYzNnUQ3kS7zUFOoCinr3U2ICqFoY2W+rTf7c3ckCyelRpYjFTTxpgf/gkZULyEm9gxiyfADDw/35yn4C/tMYjY1wBCwwAvgIPedzi+VmgRtyoe47vuyhjeH5n3eyRa8R799pqnvxLNnv03T9aba0Ks2ew2mA5YuDp59pePrnLngpFaxai7hdJSl4XGP9QidAYZDZ69ygbMpsZQG6dnX2ulxothqDfv4ejNRMRgcDMHuMKWGAA8BV4yOMWz9cCtXVhwlzdaB/Z873qQ57a4yPiRaWV6Fy5UZsilnpeZUH67grB36UDr9CwKAem9GtrK4dTRiT/i0XNQ35OaZ6u/zgO8NX2kPYzxa3PiIg/KxE3rRF36D2K5ZOFtrVPVIZkfGWJePSVewBX+IYHAF/hhz9ufXMWqBEvwnAtrXPQpRm15S2/u7QuVFd21Ii37HngmQLYpIXhR047YHUA5hUDWqpVAPghESG8DHh5x9Sx5n2TawtXE5Nh4w/r3rDyNed5u250x3l8abXKY1wRCwwAviIPetzm+VqgRtytE2w+8nzPtNmj1yYc8T2lCUFc6VEjhII13JAPNoSNs4WhdpTQlgcMgF9IF7w3B/nvnZkPeH960Yi95peeOUlVJUzAVmvHv42Im07KmD67RPzMlX4IV+zmBwBfsQc+bvf8LFAjfk3Y8rKI6NeIe3cVKPKeYzRkVMfLu8V2FiIGtDxb4XmlQ1oZyv9S0pLL/Qi/XyJFCaiFtuWJ5dutuzzg2/afY0KTniSNOcYVssAA4Cv0sMetnq8FagTvV92n5vVCjjs7OgOXV0fMhBc8RgNgIWEh448vEW9aWx5XeFmeX5haiRLCVhKrbrhqM4Zo6YnH9Vpged83RsS7daUsrQf3UnlsTKzjLTAAeMyOYYENWqAL7/9jiXjABg+78UN1YHnrEvHFGz/4HhywNpEXKmtEX7KFIYIU0lSum28sjYh14ljshlRbzfH3dfB1rL8vEddbdpzx+/2zwADg/Xum4462aIHalI4IWtxysS50i5d16NQ14ua9zEbZkTzkGAsWqBHv2AH4lh1w5W3/qv/RQcnaKYLwsat6wKV507xsAi70tp3DGAB8RWfgAOAr+uDHbZ+fBWoE9aOPKE27eudGZ+U+u0Q8YucubocuqIfpkaWyhaHSodtFxEdFI2zRk77XCu0IZzngBOAOwveMiMd07/rzSitbGuOKWWAA8BV74ON2L8YCteUNH1Iifv5izrjaWWoTknhoicDKHWOJBWrE5/c2gzxW4WcSkYQyPl3ufNKOUKj6JBb0IQDuIGwDdJfSGjqMcQUtMAD4Cj70ccvnb4HeuelrS6v13JlRI54XEQ8rjWg0xooWqI1A9fHdY1We9OASodXgbNTmGR9XBzz3gHuKgrerlSHClxD2S1e8jPGxPbPAAOA9e6DjdnbHArWReJ5RIh61C1dVI75cLWppakxjrGGB2pozUMTqeBufWiKesniIBSUspK1HTroofXqXoyRhmS0MP7lEPH2NSxkf3SMLDADeo4c5bmW3LFCb9/ubvSzp1du8uhrxDp00pLyGF3zhA/kLMU1uddfLtI4yTo14waSF4XtNP9M7IAlTE9sQptbuEFlLy0HrLBKXOnHKY9l2kCf9fqWpqI1xBS0wAPgKPvRxyxdngS7soL3cl17cWa890/9q706gbIuq8lDP9V5IO0SM5ilBOpEmGltEQcEmT6NBECQYQaWRRoxGTASlEYxBDI0CYosYJTFKCKIoSBMIRAxofAEFBB4EFEER5PmQnkjElfGdNVfdfetW3eqrzqmaa4w77r1V5+y99r9P1b9n9/9pvffhFvEdp7GPHvHVLeKZafSgkYnCE3IyH/3KNsQsNm71iB+PiBfHUD4jpOHByrVJJ/vatCukoCWyZVc5f8/yj+aoRLqSZeGLSnxj4z4Cx7rhIuBjhbMOVghcjkAfog3GVaQs2ded+upDf/g5GYm/97g30Ecj0S/0YVj/ylSQ8m8RHo9dIhY/vSCit7YxZ7uRK1P5JCmnhaEaLptCIh2WaJfKGHvCX40x4+trZCpfnrVkuDx2WhNuJBC16SMjUAR8ZAjrAIXA1RHoI/q9bRum66e++oi6ntuGAf2RVjaXieT+CfOAHMWZUpYI9zMj4lXpFORcf57/lpY1zmP9zNK+70gbOqM39wgPMtMz2APW18VQFKMT/e6IeFZGxOQr75Tzw5q4poXhk0sE5Yxu3hqdtgh4jW5GbeX8ItAjfitN2+kLn9rqEXeJiH8x7fIOcuIecbuIeGdEfG12+Jp7lXaVZvW7g0gF0lHntP6iRVyjj2YlTUteQwNZBI6QEPC1W8RHH2Qf6/jaHvHA1IO+dqahpaURrYgXRiJ+Y0l/lkpYxE8IcEwLQ3PYG2XcsY73YdP3VAS86Xew9r8RCPQR/T6+RdzsNDfch5nAd7QRBe+6+hixocxEZEJ6Vee2mWH6x6JXka1jzNSxlKqvayCajj6chHRaPyo9c6Xf2fJJzSJt6ddHtLGnjV99XJf7+pC8Xr9P6TtTQVvaEU4zhgfk+BHsHrocY9p4MOoCDoVAEfChYKs3FQIHR6AP+cHXtOGoc+KrR3w3xaYWcdflyfogU3rEGoeYR/CgFeX6P5EJ+2NS/zH5PsYB/yAdfBCMiNffyJrZvMhPV/B/zCjvezM9rflKx/Ut8j2I52+0kZY+F6sPQRPZjaWFIWtH0e/vu8ipBZ29AGaHr1HiG+fi9h/5IoqAjwxhHaAQ2B8CPeKm2ZjDLekP9/euw72qR1w3f+HfOyK+LCL+KCJel5Hs16cjDxJ9dtYt75ZRqjouwjXDTEpT5Kph6Pot4kPZTa3b10iNFLXrQNTSyuz5EI/X8b19V57zs/Mqzh0BJ8H+cER8a2Kl+1lWgCjH97aIf5UELN38TRS0dE230ZhX64IjUAR8wT8Adfmni0Af0eUntAjEeKyrR9w6fWt/M1OjCPBGmTZGqghYk9CsPSLbn2sR91g0FSFJXcs6tp+YjUYPbMMbd7X6IGW1zlnT9GVNXqLq+RoErP6LnJ2To9ArWsTnHOtFr8HB+rhGymK3yRo4icmVFKmIPzHUsOX3rTr5ng5Ka3BZtYVTQKAI+BRArlMUAgtiQkSin7u1iJccFpke8XkR8ROM3POXvKYf0Ze6KxJFrndO9SbRqa8hYXOszOT9X7pZNCwFrY5LrIPjj1qw+qZjiGgR8dbqESJahHzjS3wbb0uHJa9/bUbA9I//Zo7tMKign6wOfC5XWhjS/qYLPTu+dZ7De659WRieS4Dqorg2sbIAACAASURBVK5AoAi4PhSFwCkj0Ef0+w1tzM3uuXrEzVPC8P1Jtuq1IiyRlJ/hD2YtF5nOn+l3tIhr90HKiBjxi1qlj4lHmAu+YUbHUqU/1CMeGYNcdS2ba0XSolY13GlWr76LsP39oExlO7/6sSYjqVcpWY1HOqgRrvroY5ZR9J4XvYEvSJ1nNfVbLtSv3hwRf5xZB5mDn2/jHtQqBLZ+WAuKQqAQOEUE+pCo/NkW8TPL02ZTD/UkKcu/FRGfmjVYyknJgyvPYWlm6WVLpCoa1rX88Um2nzM7cfuwHRThOh4FKkQgGvYeEatUMYJFwEQj1IOnqMQzW8Sd+ojikO5sMHpXH6T72zn3q+75NZlu1mRl39Kvc39PayPaPterj/sGTw88/zNFNzSpIWUWhjdt4wGoViFQBFyfgULgLBDIsR/RqZEcHcTGfb40m5s45UxJQyT5TxeR7Zy1FWGKOHUkvymG2Ieu58+IiDe0EcVurYzOvM55RMlI+x+14fIzmR0Bfyij4K/IPfCtJV/5J9lUdFkKuY+RJeckM4ngRc3IGPlqBEtuX80iX5bKPgvcT+OcPQJmMgHbLQxv1yL+22nsoc6xGQhUCnoz7lPtcsMR6KOuSjlKExJylYYmWKFmayFEEaLOYynjubwGsek4lso1HiSakipWb/yuNHZ3PHVHx/mYNhqfLlt9EPWMmjVo+WOERgr6TRkBf8iYVB8EQt1JpOz7T9/pFiQB+z1iX3MUx/iRiJntnk7r97Zhv3ehVo/4z2nIIBqG40PayEbUKgRWCBQB1wehEDgGBIgytAg1WiGgrljRj3Sv+uhjUzXKCIqIVZQoEtJINZ1x/IJWa/W3OqL6rEXUwtekNnnOEsKQNkaS09LOmBCCnz/Pn9hi1RS1nYCNwTw0j/HRLeK9fXTqSi2Lfo0rmRF2HGSKMLY8b69CwMj+k/PhwT7/aypB/WSKery9DWWoC7V6xD3JbuZFu+eXZRwuFBh1sTsiUARcH4xC4IAI9IhbSiVmDdQvVm44GqreE8MjFhHfZ5FGNmv7LRHxB4vuWNKFokppWRHSs9oQtVitFO0Q4eqiVZf1s/qiiLjXNHBfELDImvSjRZ3qY5HrLoQpLfywiHh7RNwvI3DNXEQ0ljXav2yXJCZ3RSgj4Pe1iEf1YbUnwpaC1Thmz7/XBjlfyNVHl7rrf8tFxuFC3vx9XHQR8D5AqpdcXAT6iFqe14eEJDGLZybZarAxToRAf2yRftX5a5xnRrYIWg1V17LRHd8T0b4sO4RFvZpzHtQi/s0S6R7x0lSbml82InTPNhq4kPSMgIlAPD7J3XjTnnrTfdR0Z1rYHj00THMBh0eqMz2+LwLOPWkQk+qWNrfe3y4/7oX7MPWIJ+WcND3sWoXAFgJFwPVhKAQSAXrNNJPThECEisg4/SAoPrbGR4zyTHL9/9Q2+4gmEY+FlDUwvSG7l83aanRyHKleaV7vl+o1R+vYLPx49art+oIo1Ws1ZX3iIpI23iNKVlv0fQ8EU2BDNI1AEbk68FVXj7h/KlfN3wFPiYjPyghWBzSCdq3qv1eks+fBlxHw4mvmm6XfHZvpANOGWoVAIbANgSLg+khcSAT6IETpQaMz0rw6ktVoESKCVGs1wyk9bEntIjtrzt/+You4c4+4Y9ZQpRq9HkHSTibnaDRI44267Yf7UJlS+5Wy1insfK+JQXIIz2gPctXlzMqOKYJUsVTuzfpINX9hzuJyJzKTO4U3ntAiCF7sufqo7Zrj9d7X5sMC4tc0pfFLZG8fzBWQ8I614F0IWFTv/VL182Flzz3VCwqBi4ZAEfBFu+MX8Hr7ICyLc42mIzVTkaSuYQSEMEgvTvWiVf0zSUqXsZ8T9V2RnGYiJHnDdmnOdXXwJGLHF0nO9DAzhC33nyRgjVj8dGlDW2qyiArhSXE/rI0Ieh7XA4J08Q2yi9rDgPlb/zf3a4l6L6sj73Sr+6jzOs+q+zmvCfG6TopZjkMkRBOZazI/7HXs9K7oht5OwH08xMgIEAt5SRta07UKgUJgBwSKgOtjca4QSKcfNVVCEE+OiAcn2SEXxKVRSE1ukh8C1qksGp6NQwiTGIUZV2lhqV1dy5qhRIjSzDqEaStvrRTR0AG8HC1apYvbEM5AaCJgBIyYkDli5Rjk2LqZ/0cb873L4yJAUTMN5yk1qWbrDz9aS3T+tW1oEl+x+nh4cBzXYj/L+V//puvsIQAB/+s2HlSWe6Dz7P1b88B9RPnmj6XfZQGYMYj4Rfaw/vTzYj14rn5I6mLWBoEi4LW5FbWRgyKQ7kJGPSgvaVhihI44NTohAEQrxTzrs7527xbxs318HxEiLulowhXSu6LKX0i7PmnjH+5DM5nxPPu9OWvLUAFhXrb6OL96qmNL5YqszdQaLUJg35xk9SOZ3v27vt8ifixnhZH7F7ZRF16tPt5nqS3bp59bpC3lrV7rQeAP2pgV3r4fEbLzU2NyPYQ9diJoo0SO5QHj5i3id7cRsLljOHmA8W8uSOrTHmxgiLClv5cWhswJVg8etQqBQuBKBIqA61OxEQikHrI0KWLQaYy4jLtInyJTkacoVr10ztoiZp2nhC1mGvkmiDPlGYlXvDAJUYex6BIJ6UYWJb47CdBxGKzPZiJR4o4EnK9X+zWzSz5S45Rj3zejVRH3VKPy72stR4b66JhGXMuRpEnAJCqlzylnIT4PA7qNn9hGrXY7+T4wSR/puh6NZDuuPuz0HpENYd8XEd8YEe9ImUniIVLXonUETUdaBkF6Oi95dQ+kz2EtknaPrneevH834gelNrlRCBQBb9Ttuhib7UPaEHGZe5WaNcIjirtepkgZnWuQ0lE8CeA5LeL2fejszrnZx2U0q56J7B7bIohDbK0+ot2pMuXrv9ku2fXNgyNgqVsEhtyliY0l7brSsk9zlSh1Rs1qubqP58/dR9qluvNyT6LfR7QRNW9FwC0j4T6apwhn2ItjXTYy1Ee0i7RJQiLey6LZq5CwY6qHI1dNaCJb1yBFv3z4eEqLuE8feHiYgC0ZTFG5cSgPB6Qnd1TPuhif4rrKQmBvBIqA98aoXnGCCPRh3aYD2eyo6FPdVYQ150jJJZJENBI005uiLdEgZSdLROo10s0IxHtFr7qVp6sP8uXFuyQ6dWLkrMFoLt3IGpwQl7+xyyRgUaEarllbY0pXI2DRNOMCkXAeZhWhSzGrp4oSjRHdfpluzheqp0oXexDZiYA1aHnIkGq33t0iPibr3x5UpNG9XyS+75VSlIhXI9WsNe9kYQhrWHgIocDlYUiqG+5TulKKvVYhUAhcBYEi4Pp4nBoCPeIm7NiSMP2yFsEiXk07PouIjn4wFan52fzDFnG9PnxspYyRKvJDtm9NskagpBuRzqP76OhlDqBxaRIwg4JVyrQPmUURomjUqI/zUXByfvVidWXf/3f5t6gaGSP6n2mjuWvPRZ4yIugii1Slbu3Z/K9o0oOHGjEN5Zny3tJv7qOZSjT+g7MGLALuEdLK3u+BRDpamlvHsWt1HTAQhR54TS1ozVNZMxa5S+EbddJ89Z8yC4GkPaA8MbugdX2rTXsoEA2/fLsZxIE3U28oBC4AAkXAF+Amn8Ul9kGIdHBFSKIpBDFdcnzu/JGq1Dw1I9AVwaWIg1/yyOXzp4NMHxEs8qFCpSHIMUTDiAzxrAQjkoBFZ1KxzmH9Gv/dPqJm5KoLGYm8vQ+ClOZGMrqd1Tv920yv40yTAft7QRvNXvtafTwISHsjc01KUrbIWMcy0Q9RrP0gUfuhquUakCC1LClsbkiWWq4Hli9oEa/OejFCtk9Skt5/aKu7bWYMP5ipaPdO89m0MPQgBGuZCfuUsYAxkp5Zi2e08bBRqxAoBK6CQBFwfTyOjEAqN+k4Nv6DrDj6iGSR6PzFjSQ1Tc3PXCfS0MeYkKYf0RbjcprJIl3p2U9pEV+83GAfv+R1HzuPY4m47thGpLZaScAiX+SG2BC57mSNRsgbgSD+rdUjHpJjPghTvddxdfqKiilW5aHjB9qowR5o9eFchLiRJSKXEnfOeWAPKNLHokj7I39JwMP1amiyNEEhcLVw6XOv9cDwwDbmeo+0lgScF3udVPRaWhh+RRuNa3PfCFjkbv86pN0TZhArj+FahUAhsDsCRcD16TgQAmk4Lo1864w+RXVmQecMLXLRySuqRaRzSakSs1A/lEY2M4pAKEKpATuO1C6S9n2jPzdug4gvW300BiEgyywskwOzuyLA104CRpSZshX1inIRmweDK1YSsDqmPU8zek1Gxoa8h08uuchZhz4obgjKKNP8mbvzbLJaHqhH3DWJWMrbnPBzk7C9zx5cL2KcDx//pA0ziCOv7QTsgH3UrHVdW0hVbd1oEax/b5sZg0j9Rm2kyWsVAoXAHggUAddHZDu5fdxMY/YRbelkpUnsFy8iklKmiTxVpBCFGuCUHETARB2M3jxvoXdMUlHaknCEeVa/1EVPSPEjfZCzP2ZLJ7ncaqfIro/ze6/XXlfqOUlXKlfzj4cBqWp7Eik7xxzl2fGOJwGLfEWcSFD0LKr0oOC62fgh4EM3F/UxKqVW+tYWceNtFoYeRjyITAvD/75Is8+fU/Xk5QOAhiczu686jo/xLgRsrEukLpsxLQxF6v4YW1IK0Czm4eAa+zFwOI691jEKgfOAQBHwebiLx3AN2ZgkjYts/aJ/ec6+SrciMilZBCK9LFU8NZKRFHIVrfmaxqGttHEfohSiOCM407NWBHWPNmrCq5UErKlICtpCLp/URhr4ipVWgMhRZ7HIS3rWPj0wSDdvrbYP3+tJwC3ioX2QpMhct/Ksf/5JuyTocWjE+yDy/5GRNZw8dMBHqltn8cRaypoXsBTz/DmFuxqse+LB4leOs9a6EwHnvUG+SFgqXDbBg4q0vkawA1sYHhq8emMhcM4QKAI+Zzf0sJfTx7iMX6iiXgsJ+yWvQzl/D69qtchCOpkQhmgXUUutkiXU2PRLbcyDbq0+IuHZNOXrGpwQsK7aeXBE5BgiTMIP5mDNpV519ZF+VhOdUTMfXI1D87P95+1SE9Wux1oScF7srDXP69/Xcfbabx4biTErmM1d8JiazhNr3dEeaJDwfNiRhSAb6UFG5uEnlw8x+zn31V6zGwEv7hECdu65Rw9fVLGUDKx3tdF1XqsQKAT2gUAR8D5Auigv6REELsyQ+lyItjTVkFJU+xPxEK1gIiCdq+FKZCSVrFNYhPzSdsn4wBdEpV4rapZinWlrUdw8tvTwGzMC9jpC/qsUcxvNPXsRsCYrs7zzs+zhwHmlxT1M6Izmn6tm6fp2XNsJOBnGHK2ZWMd+XbtUd95rW3t+vw+VqUm6Opul5f2N5HRJqz/DVlZA/Ri+0uLe498vbOOh5tjWPghYbV939HzYUS+XMrd3+7pOG9dVqxAoBPaBQBHwPkC6KC/pgxRFXHMsCHGpp1Kkko7V6YzI3tcjvj1JVBp1qiG9uY15WgzBUAD5eo9ZW6lXcomipOv0Ic1oLtdxCFZIZc5f7D/fxljLnivNDdQjLY1YHhZEYaJLx/mePuqVq5rlbrXgXQjYKJDRH/Xkv85OcM8N7fMFfUg2wgVeHkzMNkv/swb0cGME6R+2iA/2iP+SjVdq3suMxMO3i4vs8/S7PYTIOHxot2PmA5V7JVMh9a8bXe13JQVqZvko56/3FgIXDYEi4It2x/dxvWkpZzyIE5DPiFTzZy+bfZKAzfqKgESb1mMXNneiOdGt+drVSiKkVCWSU2f1i5uqk5qiaDpfFr++ffxo+7aTwJAq0kVkonAiGpSqpElFiczpjfL4j2jS63Vve4gQWW6tHVLQHizUoaXmX9HGnO2xr7QwtC+NTPMB5LYt4vkL3BCwJe0/R6KIbfi/FDCcV/aBR1l7RcCL/Xg4kvbX7SzdD6e7HFc39lGuod5bCGwSAkXAm3S3TmmvKaKhtittvEWKSVyiYoQmckXAmq/M+CI43/M1BHeFDGIfEbAoe9rqOZRUq6YkClHzXByLHPOK1QfZi6xFg4hnOf/LDABhTjOGJ7cxRrS1+ogyEZ55YPt8WR8kprEJqdwl/XkJSSAX6eAvaaPOfewr/Xld65YXcdZ57W0125sRsH9S+KKadc02cPY9s8WuR4e59ygZHGrtl4DzvGwWNappGvMg9cg2HoRqFQKFwD4RKALeJ1AX7WXpH6vrGZlpolL/RXzS0f7m1qNr1zgQQ3mEwFZvVxnEJGDuRVLPiNgvb7KFt+hjvtXM6QfbJeH/JXFSW3JeMpGIVwf0TgQtBe3BQVTG1u8y4kyDeeluhC/CV+sWSXqPSJ8JhFnlWZ9FLnc/jghz24PAVMBSU9dYhfhhTeOaGQNSNd/rmnV2i/A99Mg4INrLhC7Szch7vPZQilgHIeAkYTV6zWrS0LfY7o980X5m6noLgYMiUAR8UMQu0Ov7+GWuCQlBGUMxEvRt2ajlly7BivkZ+vh2SbFpR5QWBIy0iXmIZo0icd9ZmRe0IcRx2erjnMjFnCzy3VVlKf14pcI1c5lhVYtWV/V/5O+hYVoY/noS7zL6XloYekDQefzJx6nslBKSrkc063re24eVH6xFwurOdK7t1dy0LuMZIXNQml3R23GCoeMeShP6EARMgMVDwc+2oWZWqxAoBA6AQBHwAcC6iC/tgxilljUG+cUvIqRXvLTVA83/0Ubdddc1CbgNpSwvFgmLqEWbyO6yUZ8ecduMAHUGIyriFHuuFOXQKCRqnLZ6omukJgWdp49ntYg79kGyUzNazRgZajby86EbG1EeefWIO+T1GJ1yPSLd7SSquWk2ZsHTWBaSm+svdiPg+YJtrkiiYTPFe679EnDqWz8858TfX+S7J7T1gkJgRwSKgOuDcVUEUqBDnZc61GwSQiBqjeqkiFNE+pV76RHvQMAiX7Xi6a2rA/dv9vF/qVddyIjqQA1QScBmiZHt0sKQ1KWaMGKTbnZNxpi8VjTvOnQZe4/XPKaNrvAjrT66yl0PYwXXs/L53YF8r5VR/tLsgeymCFjzFfxlCS4TGtltc+kLLCLWELenL/AuSlia1qTlZRF0lmteowzmgQWGb+NWdSSA6s2FwAVFoAj4gt74g152H01LiEBtVY1UWpqRPWLwS1m6d1UnbmM8ZSeC0YRFOnIVAVsZTamBOjbxCdHwaoTpsOS3MGNAaNK4IneRtgcGc8G/mnaAGscQ4mOyCxrZ6M5Wn0XAr2/DNvBQK40jEC+lLtez55hOZhw8CKgHG3uyZ3hpOoMReU51632v1MO2D6lt+9D4ttP94URl3AxhI9u7x8g6TOMLdXpiK+rV83fHa9vIjtQqBAqBAyJQBHxAwC7qy/uYByYrqS4s/Tw7hO/bIp6WJg2irZXd307NWNsj4AUJI28Egdw1fCHFK0wY9ov9NjMG9WZCFrqZ+Q/7zEuju5aVHWE+CKhxS/2az53p6Be3oWt94NVHpO2aRLuuh9rVvlYf3cXIUne07mzRuWjzDsvxpH0dLF/Ux4ON+8Oi0b4QK5tETVTmuJlbSMUvNb2ZPpDCJM5i2QNJUY1jU1jlc7Yrnx1kX/XaQuAiI1AEfJHv/iGuvQ9SkLoVjYkS/00bpLtafcyz+gV/xTjSkoD7qM0iGcQu5Wte+DtahMaoI60lAeeePCwgWunlmUb/qjYi4blvBGweWWSPhF3fDQ4Rberudv0kMREv3etDrT72R+1qKoipR+s4P9DKh6fHJZF6uJBOFuk77sSDOhkd7sskPPvoNtdsJSI3Lubfxo0Q883aqNPXKgQKgUMgUAR8CNAu8lvSKP4VC1IwsyuavGz1MaaEiDQ/aWyihKUxymdOxCuym5aCiPz+bURXR17bCThJGOnMdLLxGR3dviYKft02MwZp61u2sc99rT7qu65XtO2YuryPtPoQDXnJwqDhTjvNVy9P0keqWipZhzmCVS/WyOWBZ4qqiII1UXn4mUujmREnaXnvIzNJYlL9mv638oHjEuHwfenxa7VRmqhVCBQCh0CgCPgQoF30t/RhouCX9Z9qwOkRHzvHdLLuqWlK6pbBApL7wiSR6fSjhim9OZfUJrGLI0e/SbYEK+wJya9WH8RhVAZB0Sx+ex/fF82J8hCnqBCx/K12yWDgqre7j5Qt4v3uJN5jHcfpES/NeeX3MDqA76zhwj2bthC1sTD2gBrPRKVTjMQctHln/7ek+Y1d0fZWTpCp8HsA9vM10tVGtTxIPLoPLDy0iOqdc/7egDEBkFqFQCFwCASKgA8BWr1lRWhmc/80m5zUVrknSbciXE1Uk2xFcFKbunlnfdH7dBcjDA1SL2sjOj6WtVMEnCSsbikVK5WqMUqzFdJBRAwgttY+LQyROvI1piXdrDv82FcfOtEwk6pXH0aEc7RIo9TEWr2ZPKQmqknAFKuohX1/puCf2Ubn93wwce1I+tFJyr7uAUtmQ8Oaez0J2PHnez00fVQbxF+rECgEDoFAEfAhQKu3bP3ylmY2LzstDHXvauqZNntSyxp/XpgWhkQlLF24Op8192i6esZOM7GHxXk3Al6QjnlgkfCsf5J8lLIVFVrUuFzHjqunGlU+PIgSEeSJrT5Ifo5V2SNcp4Xh/Bn2NQ9FUv660kWqol1qZkoGrs/c8ZPaIOit1Uc9VwZgrjenXaT3LgnYa6Sq1flvf9iGsBMDqg5cCGwYAkXAG3bD1m272/x4dS5rGvILX8QmuhU1sRlEIlKfUs/IQLMT0iBFKfV7bGsfBCzaNcs6CVjUaJZVdy8rw09twyTistXH3l2HOV3EeywCHXtdeBKwl4na7c8SxUs1I1NYSxGLxGUSpNWNiOn8Rty6u2Et+nUvVquPByDXI6r2QCKSFtnyKoaFhyPfN1bm+F+QD1d3bCPSrlUIFAJHQKAI+Ajg1VtXv8QRrnSyWVCfJ849HI+kPs2UUs2Snn1/dkGrDfuFP6NmMKqbIjS//I+89kHAOoE1SWkyel2mz6V17d8DAdLZTr7coXyd1rXrIVl5KmtBwPZqDxqlpJgRLjwpd1HZch/g+JE+SBj5wlr3NwJ+ZRvGE/6jCcuxpKanbSQZ0P+3RXxaSno6to53NX0PLfP+PPow3dinAladpBDYIASKgDfoZq3zVtPCUKezaHZ2237WNjvClRBHkoI0pmX8RboXUSCPHV2QDnLtexHwPFYfIhcicaM96sEI5gFLo4c+IkEE9bu5P1KRp7omAc8Hg+wwl9qnFDbnmkXtouLVSgKWglYjRtiWhwh1Xdcj7Q7vrXR0j6AUZhTL6z1EmZc2L0xshcWjBaNfbAOXWoVAIXAEBIqAjwBevfUSAn2kOf2yntKPflHrrPVLXiMWUpgEjGT90Y28ch1K8YkpxuE9h+6I3i8B53k1M4nURZQIS430n/URPdqP/dnPc87qfu9AwKJYmBLomKSocWrLjnBBwHyFpcrVhDXCIVgRvNdftlKK0nVLNTu2qFnqWWPd9IaG0T/er770WWFW5y0ENgGBIuBNuEsbssckUQ1XyAxhqf8iMV/zN4ELncOiN6T3sO0OSn04+fg+4jiUItZBCDhJWPOYBwcjSPyE1U+lXBGaGdozXdsJOPdMacvcNKyflOS6ZUeYDVnclYidEM+YDxL+v+OaWtARccecEfb7QZpbmYEMJeeqNzKwOFNA6uSFwDlBoAj4nNzIdbmMPvSg/eL3C19qV2PWt2bHM9EGtV+fu7bbqE+OvSDsQ2lCH4KACW84l2YmqfF/l+RLmvHM104EnCS8sjBsEf9npo/fkmNhn5AYT+Uv2Yhr7qYBPS9wQcAa1HRSa8zSse54Rrh+qEV855kDUhsoBM4JAkXA5+RGrtNl9JG+NMJC6WpaGIokmS1sfeb2mrVduCKt5C3364q0XwJeSDQSBtE9zOHJeX57zfBcNYXt1ByWRPz6rNvCeuo1G0maWO9pYZjHeSRBjzYas+SfpaKl6JGvY723XdLJXieIai+FwEYiUAS8kbdtvTfdR9ct2UKiDXPU5/djEBsZRGnT57cxzrPn6iNdLb26L1/gXaQokbi6szSqpi+CHAQq5rwvpSnuSWu3douAkySlzp+aHd35pVWtl9SmLm+jRSJjc7sayXZd2+0I+xgXg5FI2HoXNa61A6g2VAhsKAJFwBt649Z92ynR+MGFhaFxFh3QSPcmyKFFiNz2vVJ9CxEjHJHqjjKIfZDr10cEwQ2iIGq6zjVt9aTCdQzrIp7rD9qQZVy7dTUCTsb14GBWd1oYmvXVja6TWRbCg4cU+152hJdFwHlsWtI/lSIltzvLZrS1uzG1oULgiAgUAR8RwHr7VSMqBCASflqmn7kSmZ+9TxvyjwdefaRApWTVbf3NKGB2+erw1SEspcwwYC4p1JctzBh83TiRSJ06F6lF5gtS0Gu39iLgJEozu2auGWNwdvKwoalMx/ILt9sRttG4ddnaHgHPb2ZG4W7mg9cOnNpQIbDBCBQBb/DN25St99HQIx2tRmm05clt+OUeaPURoSIZUZ06s/EY8ojIdqo4/TSCX9Q//zKblESBZmJ95sk4eo3mMNKNn3KcWtQHuqh9vHg/BLwgS+pVDBlgoh78fcvacY+4VT64eFiRRSAJulpLAs4xLKIjFMI0zt1mJ3WwfWy/XlIIFAK7IFAEXB+NE0cgPYLJU04zhm9so9N415WRLrUq86dI+9vTwlAUNoU+mDx8XbotzWNRbSIcoebrddKuaqGIxOwr+UZG9FSfPBCIEvn+IuW1XAck4C+OiBctau9kI5+9/cL6SNFPQQ4CHJSxNF1ZxsXgpmQwsb7D0j95LYGqTRUCG4ZAEfCG3bBN3W4fs8B+wU8LQ16yqzGf7JpGnDqRSUIiBNHuXRauPi9PacX5mRXdsTlU+0QwSNf3KDwRj1AXpegk/fySFoGYnEtdWu2YAtZsEPvMpWLXumF8EALOa+RuxOv3zS3iZtssDCl+qaF/OZM6DwAAIABJREFUfgwvX0YMHkqsiQcLRN9fWhh+Ot/kdcOm9lMIbDICRcCbfPc2bO99RLE6mdVvpUlZGKrNaoiikjVt9bgLiWzJJs5artepW4rM1GyR6j+cEPRhroA4ePuq7VrOdZc29KlXKwlYSvy++SXKTtdtEe9YVzgPSsB5nd+TKXoGDh4+PNgQRuGmJPqdZGtuG6Ywn78PZArU1ml0Sz8/vY331CoECoFjRKAI+BjBrEPtjUAf6U3p56WFoXrutAKUbibggTR/MUUgRLsiW39uk8paT9setfZhACGKnp9r6eWHt4jHbiNgkTjSESU+uI2u6bVdhyHgJGE1btc2sX17CqTMUgCsvcaYkgcY2QIPJGRAjYxxr3o1xa0WwaKwViFQCBwjAkXAxwhmHWp/CPQxHjT9eM2rkjr8nYggCekzSfyB3CFHH53UjACkmG+W9WDRL/OG1epDqUk9kwIXu76lGb3ozznuRZM6I2CjUO9Jpx+NSGttKn9YAk5sZAGmkYJRLCNZMg6yDzAgmPJFiR9/Z8pXGtumhSGv5jJe2N9Hu15VCBwIgSLgA8FVLz4OBPpoimKdp5tZNKZpSLOVjlwEQTWLDvQH+vCdRbaIVNQsantTG7PE/vNdSR6r9+S/pbrf0SKu30ez1f1yLvZVcWmUxnGe0i6loo/j0k7kGEckYPPXZqevn1iLbmGpbs7C0OwvrP8yu6CNcfn+tDB8RRsPQbUKgULgmBEoAj5mQOtw+0egDwJgYegX/Oy21RC1pdiUBExXWr13zqGSSkSmiEVUh0CoP82IGLn/vZzxnbZ6bPd0Qk/lKwT8ohbxZfvf8dm88igEvMBEdLvdwvDvbbMjXAlxRMS9U7vb279z3VP0Z3NX6qyFwNERKAI+OoZ1hEMi0EdamfjFlIBU6+W+g1BXdoQLAv65VHQyGqMhSwrb60glXrYyKhbFqfUS/7C4+bwhhTpmA5IZWaS01uuYCJjNoLr6tDBU650Whmwkt+aAY9TSiZv8tZlpWGuAanOFwIYiUAS8oTfuvGy7j/ov60J121/Of087QnVdKVQduD+QhvJSqf+yjW7nHdfUgs6xJenr1XhSi7hlH6M3aqCUokTDv5qCFBqU1nIdBwEnwbIlhBusNaEZK4Lxf8i/daIbSdK0piTgAUetuFYhUAicAAJFwCcAah3yYAj00e2s9qtZSB33D9LDFtkiTFHb/Kx+XBvNWruuBQFTchI5//08pohbRKz2e780jUD290+yeczBdn46rz4uAk4SZmHImOGv9KHxDGtjYbN5beplf6QNoZJahUAhcEIIFAGfELB12IMh0EeDFQGJT0mFKilSjVUaqubntLdLalp7EnCLeFCSDtMF6Va1ZMdiuTfHoKReNYMhYufWFf2Mg+3+ZF99nASceGh8o4VN7MSctXr4j+dI0sR6XxaGJ3vldfRC4HwjUAR8vu/vxlxdEjDjBiMvs0ZLp1mzlQYipGGk5itbBFWsgxAwYjXa9Mn5pg+0S7XQreP0iNsnETNzWBtf4BMgYPO+1LCk/5OTV/O+xEgIpEhR/1SL+KaN+QDVRguBDUSgCHgDb9p53XIf0Zg5VKlPETApSlGaTuWbxjB1oOy0lx2h0aSPnRFwMozRJyRMReueV9OiTsUutVGCIYh4JZl5Vuu4CTjx4OuLcJEthyoWhuQnjSHJCHxOGzKftQqBQuCEECgCPiFg67CHQ6APEQiORhqDNAVx7aFoxcDhGX10TEsXr+wId2rGmjXgJQEn6VB9+tY2Us1XXX2oQjnPN+R5pMPPZJ0EASceot0f3cHC8KvbmM2uVQgUAieIQBHwCYJbhz48Aj2CE9LXLCwMf7xF6OJdrT4iNQR5xTjSkoD7UHRiYWgumLgEU/l9+/6mLZ/zrNS2zsKQ/qQIeIGl+jgJz2lh6DrpQNcqBAqBE0SgCPgEwa1DHx6BPnSI1XqnbvHd2+hovmyltvQU5ND1TEfaDLDPNhUs/xfxTqGP+7Ux43qg1UdtWlqaSAiC0sR0KusUCFgkjISnp/JXncWDxqmAWScpBNYIgSLgNboZtZUryJUghLrkO1vEDXrENdtw9REBGyeSpp4WhpqIzPwikdnERWDicxdHJfRx6xbxm4fFukc8OIn4CUnE6qcnuk6agBNPmMgq/N5+UvQnesF18ELggiBQBHxBbvSmXmYfdWAiGaLZ/ztGQxSVLA4+37awMETWD4iIVy6iZvaEol11Ts1X/6UNHeojrR5xnUx/E60QDR84oj7IBk6agGUbWsQre8S/ZkvYhhJWrUKgEDhhBIqATxjgOvzREeijG9qI0vT5JcQhAp5CEeZYaUpz9jHDa95XtMtsnoUhSUp+t09dakYfdWd9WCNKS9sHInaOY1/HScD0t1vEr/RhZqHLmUfwF6YG9GuohR37BdQBC4FCYEcEioDrg7ERCPRhKSjy9JllZ2iG1YwwEpF2pgnNjpCSFhL5mLQvNL6EoEV2ap3HvnrEPZKIX5JETF3q2NZhCbhH6GZ+Zh9jXB5E/mNmETyckJiUMTDaNevsb2ujqa1WIVAInAICRcCnAHKd4ugI9AgevtPlSLeuNKnI9nmkFSPiiSkn+cHsghbVqQlPC8M3tNEJfSKrDxLTDKbp61i7iPdDwOkshWQ1i8kW6CKXIke2ltne12Yq3v+NdsHxLzKC97vgZ9t4mKhVCBQCp4BAEfApgFynOD4Ekmi+O40WZmfzZ2yzI1wJcSQBIR7rEW2ki0909aG25TzmmRExIjzS2k7AaWChGe3OSfjOQUubqIbl3NLv8/8rWcke8aQY6lZwe1e+Tsr+rxnnamPmulYhUAicEgJFwKcEdJ3meBDoQxELuSwtDNnsITtNV/LNk4B1ST+F0UAb6etTW334FyPi9+XeDtV53UeUrxHt7ybhygKQ5mRQQS2MzSCDBYphefmr6JbjExMKP+O/kzrP3vtZWT/XIT6tGnWQc5g6tdGqU7sRdaJCYI0RKAJe45tTW9sZgR7xlSkrKcITwb0g07/PTdKjXvV1WQ9WK374Wckq9iGdKTWt2Ym935/sdl/7IEySkJrNWDR+bdoxUuVCttya7pfRvcP4mpnd5/aRSoaHv78oa+Tef4OIeHqMBwL1cQ5IHKakq0XK3iNN/dFteCbXKgQKgVNCoAj4lICu0xwvAn0QmrSrZivjM8aSkN11I+J/Ze139fnej4PS8e7u8qP14TssGrY/kfoP9ohb5/9/3+xtNozdPSKunST6/BhkTXJzNkmZOaZnLfXsa7rBb9gi3tdHDdz7PYyoiWtakyUQ5RrDct4PpN72h3JcS/Q8o2Yz1kXAJ/lBqGMXAtsQKAKuj8TGItAjeNeSlZSWNucr+qPZ/M8XFoZ/2S7VQs/kWlPf+tER8fpsDFNrNbrE/1gU+4aI+NMcB5qE+PQWcZc+5p4/OjdOHlK6XS1XlPzdbXQxb60+usFF/fCwXrTs/l4QMOwQsX28ukV8xpmAUyctBC4wAkXAF/jmb/qlZ2SpxisinOpXb4yI10TEHTK9+uw2xpNOZfWIm6f4B7IV+Yo+fyEjUeNQolrCHQ9ZNkmlH+/9Mx0sgpdCl0r/tBy/UktW20XeUsbf3yIet418yXeqe99sEdmyVpRuFgH/7iTgbMpyPp7J/7iNunqtQqAQOEUEioBPEew61fEj0Eekh5xEciJgoh06kalmiYy/tEW86fjPvGr2+nSjO1lTFZFqjjLqo6vYz5YIU/1Vanj+rL2pRdy4D6vDr08SNjes2eqPslZMJEPtVs34cX1EveZzpdt1dyNyUSvC9R+kLMV9n6zzygB4vfN7PRML3/+JiHhkpq41YcHsiduj6JPAqo5ZCBQCVyJQBFyfio1HoEfcKi0MmTV8R3YIiyLv0Uat+MirD0MHkau6qsgW+fLT9QAwo28pZd3OCNQSqf5kjkNxU/Laz2sRyA9xSkvTqr5xEqYve4h4cpLvO/N1CBjJOu4cFXpOi7hdj2CxiFyJbIhy/7SPDmmdzzqhZQPMBktlS3e7jqkoZn+/1IbrVK1CoBA4ZQSKgE8Z8DrdySHQBwmJQkV2osQfbRHSrAdafRCi1LEImpAHERC1VSSq+cmxkeScqXX8j7SIv9IjHpHpZSIXIlsE6aFASvqmbahSba0e8XHZQIYU58/j9yztADMC9h7paw1Wjn3PiPj2nOcVKUszL4+r41k6nDOUBwZ71vCl61l0ndweD23jQaBWIVAInDICRcCnDHid7uQQ6GPGlYXh/Fx/Q4t46tXO2Edal5CFSNT7vjnTuOqoU+jj3jnGc9fFsbwHGSN8ke3DM7o02mM0Sm1V9MtEAmGq316nDQGMy1YfTVgzav5gvp4BBevE/zQJuEV8SY8gQkKtSvSKeNV8r1h9jBwhdQ8AHiKs90TEt8SwddRR/YE2HgBqFQKFwBkgUAR8BqDXKU8OgSQrWtDvaBE3lI6d4zV9dBMjLFGhkZsfziYns7ciQ1GirupJxjYqbcsS0euNAH1S7t5MrnlaBG4cyte3JCj7GIWSQjZWNFPUN9mpHt1H7ZaE5fUdr0W8u0e8UP06Il6Wo1WEOKSndS8/rEV8/x4PFgjY3tWCNam5dsdSB1a39sDwrjYi+VqFQCFwBggUAZ8B6HXKk0WgRzww52ARG79g9c9fiwgdwSLAmUZmQm/O1sysKNVidahBylytZqoXqLXOHfcRPT47U9QanPwMMWG4Zxsp59VKAkZ0jj+J/BPamN29YvWR3tYgZZ5ZFI7YpdL9/0aLN/T9zDVnBCwt/og+NLF1U4vgRej2/BYeyyd7J+rohUAhcDUEioDr83EuEeijw1jTlIjR4pqE1CbRinaliY3fGBP6vzKtq4lKFKyxCxkzKHjdEqQ+yJzZw/z5eZtO56UdYRKwGizlKUb339bG/O5VVx8PCch4Rs06vDVezXN9sI2a7l7HWUXACDgfCKSaPSDM9+7rOHudp75fCBQCh0egCPjw2NU71xyBPsZ6pG59zpEPgQpdwaJQ6Vlyj6JbZEWZSvcw8wb1WAT9wjbes1p96EnrONaUhSRn2pr4h1njLTvCJGCSkGq/upCljf17L+IkNSlNPH82Rdzq0f4gT7VhKlnS3SL3HdcyAl7sX1rbeJZjv7xF3GKv/dT3C4FC4OQQKAI+OWzryGeMQGpGk6lEXtK5LAwRLeJFmE9IIvuffQhj+J768LQwfH0bYzvI98FJvqv3xOgc1uD0hy3iRukJLGq+b3rsmv1F4v78RIv4tv3A0Udt114skbfI3UOEJTX+A6ktLXpHwjvWgnchYJG4uvfn7yeNvZ/91msKgULg8AgUAR8eu3rnhiCQFoaanKSEfeZFvywMiWasVhKwVC8FrekbjGiND/n7d5PwthyD+lCiUkfV6CSa1CTFWUjj1SRN3crPb8NAYtfVR32WacNvZ0RuryJuZCx1jsjv2yJ+OvdrRMrrkSoiftry4NsJOP2UdWAzaPj1FvHLG3L7apuFwLlFoAj43N7aurAFuSJUtd2pqYwUX5zEpTN4ScBGiJAcAiWY8fH5OlHzZStHgkTNuqSZHiDJD8Sw9ZvpXWT/9W3MKF+x+ui4RvAcj4wVPW+xb//mYqRpzJ4f3yK+cxvRSocjYuSKiP+fHnGbnBF2DXfKqPmOmcL2kPDZS//k+qQUAoXA2SBQBHw2uNdZTxmBPoiILKS6LTJcEXB2NPubsIVarRSzLmpRLUKTst1xJQGbtdWQRUoSUf5Gi/iCtAeUQn7n0gxhQa6aopzXORHvj+1C0GZ3kTvi/Nw2FK62Vh/dzcjVHrgbqXvbO8Uu5C9FTYoSwVu+9uUt4kWnfAvqdIVAIbANgSLg+khcGAT6MK7XdIXQHpuNWUZ+EBaC0+Q0u4//tnncq4GzIGDkqVlKWlgX8w2T8NR+kd9lqw9lLFGrLm3k+96rkLz9cUGSCifCQX3rrfl//sEMG6S8zR0bq3JujWSWiNx1ue5pWKEB7fotguBHrUKgEDhDBIqAzxD8OvXpI9BHM5Y6K7I0kiS1q4uZrOP8ediXheEk4DZENLCdeuxzc6TJsShN6ayebKi+LOrVkY14X7kfBPp4D3ERzWTEOkSx0tx/FiPdbLmOp7aIu/UhGjLlJ3V4vzRGhO1rD25D+atWIVAInDECRcBnfAPq9KeLQBoV/FsWfJd4cWVagNB0RksjG/W5XRtEvevagYBFpEu1rPe1iGtmmhiJcmlCvAcyiEgCNhp126xji2yRMFL14IB8p4Xh3TICJhIiHe1vDwFe831tpNhrFQKFwBogUAS8BjehtnC6CPQhziHtKwKWolWH1ahlbtffCJqJg7EfdeAdU9HbCdhVZMe1GjMVLWIg9Kn/aR7nBw9zpUnA3orA7VUUL9JmvahGLMXse9PC8PHZBa0RTJPXtDB8ZRtReq1CoBBYAwSKgNfgJtQWTh+BPjqX1WDVbh+Q6VlRJAOHX+mjaUmdVo0VCUtTX7Z2IuAkYeRtblg0LdoV9XIyOtSaBNwivreP2rVI20OExitNZR4iGD+s7AhzD1LPOrg9BMw0+LPaGLOqVQgUAmuAQBHwGtyE2sLZIdCHDCVSmhaGP9RGk9Rq9dFZLH18xTjSkoD7qM8iaT7B5na5Mj2gjfGnI60lAeeeyGayFiQYMh2bbss5abHvacagS1rqGlFfrw2DiFqFQCGwBggUAa/BTagtnB0C2ThF+1m0at11p5ndPlK/U5BDHVV0rAHK+6heiUx1ICdHrrShRddHXtsJOE/wxkw7+68ZYJEv0hcFv3GbGYPO6U9to15cqxAoBNYEgSLgNbkRtY2zQyDNFXQZ/3GL+KRtFobmaVkYqg8T2XhFRHxZRp5zZIkZg1GmuTRI3bINQjzy2oWASV7qvr6emd8W8Z4+/u8h4VHpAqX+zDLxry67sY+8oTpAIVAIHAsCRcDHAmMdZNMR6BHfleNBiG1aGBKrMDcrgpwWhtSpeOki1/nz846I+KGc01WbJT2po/pY1k4EnFHwNIdgymBe2MOCVLomMLXfufZlYXgsm62DFAKFwL4RKALeN1T1wvOOQBoqcCKibmUxQtCMpX6anLeSghQFI7m/k1/XUf2CFMT4DV3UbYw1HcvajYC32HWMTXFnmnv8rdSI/qv5tXe3UZeuVQgUAmuEQBHwGt2M2srZI9AjpJOnkcKb08IQmaqx6pJmBUh/WaqX0b2IV0c1AjSf+5I2vn5sax8E/C0R8aMLFS9jT8aNbp/NYze4mnXhsW20DlQIFAIHQqAI+EBw1YvPOwJ9pI4fmUpZ08JQ/fdZ2S1tltdY0Z9nFzTynRaGE57vaUM+8ljWPgiYrrSGry9NQREPC+rVHghe1oZ1Yq1CoBBYMwSKgNfshtR21gOBPgwONDWJJKeF4actU8sLLWhGD8aQLLVgY0Kflx3JR5Z93IuAJ2J9zCxrBuMVrB5M/eqeLeLfrweqtYtCoBBYIlAEXJ+HQmAHBPowNFDPZdxgITNNWcZ8fF14yRxBvZgSFQvDj20R183vsRGUpn5fvufQ88D7JeA8r1lgkbCmMQIdP9AiHlo3uRAoBNYPgSLg9bsntaM1QaAP83oRrCYsf//XJFV6z8j13ukyJGWtc/pfTiWqRVSqHmtm+NCKWAch4CRhTWHUr4wg3apFvGpNIK1tFAKFwAKBIuD6OBQCV0GgR/xyWhhSnXp8RBj5MaqkUUtULAJeqVG1oS19xerDhQhhH0oT+hAE7Dz/PCJ+YTo11U0uBAqB9UOgCHj97kntaM0Q6CMCFkVyJNrNwvAjuxHwIhomC4mIb5xp6X25Iu2XgHvErSPiETHkL+3ne9YMytpOIVAIVARcn4FCYP8I9IiPitHINI0MdBe/PiLIQX5lpqhFm+Qq91zZ4CUtvS9f4F2UsDR5mVk2IiUKV4N+atas7Y+q11Kda8991QsKgULgdBGoCPh08a6zbSgCfRgfsCWcFoZfk65Eos6VlWGLeMtBLq8P0wdEzJVJc5eGrStWH05HurJ/L8lWbfrVJCYz/f3BrDFTv5o/029olzqzD7Ktem0hUAicEgJFwKcEdJ1m8xHIFC+y5BNMEQspE+f4uhbx7MNcYY8wwystjVT9rdHrp2JE3WrHurER/zSLEN0S/ZBmvlGeUy1aNCxCdzxexLdoQ7GrViFQCKwpAkXAa3pjalvri0AfY0dSz4Q6kN/j2yDkA60+fH2fmERq3Om1OT8syp5GD4iV0tVcf9EirtEjHpM+xurTb4qIfxZj3OiVZpJbxJcfaDP14kKgEDh1BIqATx3yOuGmI9Ajbh4RLAznz8/XtuErvOvqQzdaHZm/sGjWCBMLQ1Hs9PSVQta9rL4717+NiM/NBjBk6/ucmwiEGIdiIvGkPJ7vi8j/zm7p7E3HvvZfCJwnBIqAz9PdrGs5NQR6xEuSKN/WIm60zcKQ8QELQ37B6rOI9lYxZC6RpDTyf8v3z9QyC8Nb6F7Oeu4nJTG/LL+m3iu9fP2Uwvz+fkmhi2kEgp8/z5/YhqZ1rUKgEFhjBIqA1/jm1NbWG4Ee8eCI+P2cC2bA8J40a3h/RNxnYWGoPiyNrOt5zgq/OCKeTqkqDR2e0yK+el5xHwT+0oh4XNZ0fYsS171axFv9Z0HAIuu75XsROEUuYhy1CoFCYI0RKAJe45tTW1t/BHrEvSLix5JEbfidGakum6Z0O+taflp+D0mKbHkKi3pFwz/TIt6wvOI+CPgLFl/TZU3b+de2EfBn5BjSZyHiNs5TqxAoBNYcgSLgNb9Btb31R6Bf7sdrVOgrYpCp1PCH0ytYU5Qu5y/LyPgzU5BDOlr0yzpwtfrQk/Zams5meZG51/1wjCj5P+f3/yjT02rCUttMIR7URmNYrUKgEFhzBIqA1/wG1fbWH4EU1qAH/cnZGY0gaUOTsTQaJM3MwvDDfahTabKSsiaggVhf0yI+PcmXwQPy1eX8ryLiCRHxzTqdzfX2iLtHxBdGxD1Sn9rfCNdxnnCYbuz1R7h2WAicTwSKgM/nfa2rOgMEkogfHhFSwdPC8O+3oZo1o1sELFqlmnXT/DLbQ7VkxPvbSdZb6eg+UtyarG6QXdRcjrxOQ5aZYAsJP2tZRz4DCOqUhUAhcAAEioAPAFa9tBC4GgJ9RLGENJYWhqt0cRvCGcLUScAas8hH8g7+nYj420m8z9t+jpSilGbWSe3Yol2NXuaGfd1SVzYO9Yt1lwqBQmAzECgC3oz7VLvcEAT66EZ+Ska5ZnjNC087QhGudDJZyR+JiH+RrkpsDEW5O66pBZ21ZTPBfm4R/Rcl8b5Oh3WLuN2GwFTbLAQKgcXcYIFRCBQCx4RAWhhqqiIJqXFK9zILw2tn9ErCcipdXWuvkaEFAZOoNHJkRvj/j9GsZTb4iW2Qea1CoBDYIAQqAt6gm1Vb3RwE+uhcfk02Zk0Lwx+NiPsvHnz3tDB0xdvdkPpQxnqOed881vvapbT35oBUOy0ELjgCRcAX/ANQl38yCPRBiD8Xl8aL1G1ZBxpToiONoI0R3b4N/eZd1w4ErNb8rGzC8r53twjqW7UKgUJggxAoAt6gm1Vb3SwEyFNGxJ9lPZhGMwtD87+aqT4lItSIaTvvZUeodixnvfo7o2LHko6W5v6qw7oxbRaitdtC4HwhUAR8vu5nXc2aIdBHoxQ/3+0WhjqWn7vdjnCnZqztEfCChClskabkqlSrECgENgyBIuANu2G13c1EoA/non+0sDB8bIt4yIJMiXPolr5iHGlJwD2C7CRxDo1Ymrn+QRu15lqFQCGwYQgUAW/YDavtbiYCfahf/caiAevOLeKXtl9Nj7hrEjGhjR+PCMIet86a8V14D0fEDRcWhiLpZ2wmKrXrQuBiI1AEfLHvf139KSLQx+yuDua3togbb7MwFPk+dWFh+N9z7tcO58gSMQ9ETknLIr5x8xbxqlO8jDpVIVAIHBMCRcDHBGQdphDYDwI94qER8caIuF9EfHFaGD43Iv48Ir5xYbwgZf2odEqaP6dUtUTNdKL/ekT8ShuNXbUKgUJgAxEoAt7Am1Zb3mwEesQ3Ec9YWBj+SUR8/OKqjCzpjqYh/fM570vrWQTNwvDmqQX9k22Qea1CoBDYQASKgDfwptWWNx+BHvGOBem+KdPN/uYn/KGIeFHaEXJE0ryFgD87hT0QtOiXNWGtQqAQ2FAEioA39MbVtjcbgR5x57QbvFFEUMp6cRKuFDOt6EenOcP/yi7oW2yzMHx1GzPFtQqBQmBDESgC3tAbV9s+HwikhaHxI+NF08LwU1vE0o5wCnDokL5xXvlD2qgF1yoECoENRaAIeENvXG37fCCQc71qux+VVyTV/IK0MPwtX1uYMdB/ppp1zTZGkWoVAoXABiNQBLzBN6+2fj4Q6BH3iogn53gRxyPa0KJi872i32+NiDtkV/Rtkpy5IdUqBAqBDUagCHiDb15t/fwg0COeSdM568E/YVY4x5JYGFp/Y6aoW8Q1zs+V15UUAhcXgSLgi3vv68rXEIE+HJNmY5Zu5x/ZZmH4F0XAa3jjakuFwCEQKAI+BGj1lkLgJBDoEddKNSxjR3PReX5LjilRwPq5FnG3kzh/HbMQKAROF4Ei4NPFu85WCFwVgfQRVt9Fth9OC0PCGyQoWRjeqkX8ccFYCBQCm49AEfDm38O6gnOGQI/4kohQB+YX/KCs/678hFvE88/Z5dblFAIXFoEi4At76+vC1x2BHvGrEfHl2ZhlPOlRLeJh677v2l8hUAjsD4Ei4P3hVK8qBE4dgT5sCF+ysDC8U4v45VPfSJ2wECgETgSBIuATgbUOWggcDwI94qURQYbyLS3iJsdz1DpKIVAIrAMCRcDrcBdqD4XAVRDoI+388qr/1sekEDhfCBQBn6/7WVdTCBQChUAhsCEIFAFvyI2qbRYChUAhUAicLwSKgM/X/ayrKQQKgUKgENgQBIqAN+RG1TYLgUKgECh58i3pAAAA1UlEQVQEzhcCRcDn637W1RQChUAhUAhsCAJFwBtyo2qbhUAhUAgUAucLgSLg83U/62oKgUKgECgENgSBIuANuVG1zUKgECgECoHzhUAR8Pm6n3U1hUAhUAgUAhuCQBHwhtyo2mYhUAgUAoXA+UKgCPh83c+6mkKgECgECoENQaAIeENuVG2zECgECoFC4HwhUAR8vu5nXU0hUAgUAoXAhiBQBLwhN6q2WQgUAoVAIXC+ECgCPl/3s66mECgECoFCYEMQKALekBtV2ywECoFCoBA4Xwj8b2hV0jkNSSOIAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-66" y="60" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,0,0,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list id="11"><item><sound name="Pop" sound="data:audio/ogg;base64,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" id="12"/></item><item><sound name="Finger Snap" sound="data:audio/ogg;base64,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" id="13"/></item><item><sound name="Chord" 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id="14"/></item></list></sounds><blocks></blocks><variables></variables><scripts><comment x="16" y="10" w="738" collapsed="false">Updateed by Tayler Holcomb on 03/2/2020&#xD;1920 U7L2p1 Triangle Fractal &#xD;Week 10B: Recursion I &gt; Unit 7 Lab 2: Recursion Projects &gt; Triangle Fractal</comment><comment x="16" y="85.19999999999999" w="737" collapsed="false">1. First, write a block that takes a size as input and draws an equilateral triangle.</comment><script x="16" y="136.39999999999998"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><custom-block s="triangle size: %n"><l>40</l></custom-block><block s="up"></block></script><comment x="16" y="270.2" w="717" collapsed="false">2. Write the code for triangle fractal.</comment><script x="16" y="321.4"><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><custom-block s="triangle fractal level: %n size: %n"><l>3</l><l>100</l></custom-block><block s="up"></block></script><comment x="16" y="482.4" w="713" collapsed="false">3. Using a warp block (to save time) try a big level number, like 8.</comment><script x="16" y="533.6"><block s="clear"></block><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doWarp"><script><custom-block s="triangle fractal level: %n size: %n"><l>9</l><l>100</l></custom-block></script></block><block s="up"></block></script><comment x="16" y="694.6" w="612" collapsed="false">4. Try some modifications like these:</comment><script x="16" y="745.8"><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doWarp"><script><custom-block s="triangle fractal all inside level: %n size: %n"><l>8</l><l>200</l><comment w="198" collapsed="true">triangles are all inside</comment></custom-block></script></block><block s="up"></block></script><script x="16" y="906.8"><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doWarp"><script><custom-block s="triangle fractal two turns level: %n size: %n"><l>8</l><l>200</l><comment w="186" collapsed="true">triangles have sides touching</comment></custom-block></script></block><block s="up"></block></script><script x="16" y="1067.8"><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doWarp"><script><custom-block s="triangle fractal clock cntrCklock level: %n size: %n"><l>8</l><l>120</l><comment w="151" collapsed="true">triangles kissing rcrsv parts</comment></custom-block></script></block><block s="up"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="134" y="-5" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,88.12799999999996,137.70000000000002,1" pen="tip" id="95"><costumes><list struct="atomic" id="96"></list></costumes><sounds><list struct="atomic" id="97"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block></list></block></block></block></script><list><l>data</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportListItem"><l>1</l><block var="data lists"/></block></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></list></block></block></block></script><list><l>data lists</l></list></block></block><block s="doIfElse"><custom-block s="empty? %l"><block s="reportCDR"><block var="lists"/></block></custom-block><script><block s="doReport"><block s="evaluate"><block var="mapone"/><list><block s="reportListItem"><l>1</l><block var="lists"/></block></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="mapmany"/><list><block var="lists"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script><scripts><script x="229.00000300000002" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="ask %&apos;sprite&apos; for %&apos;expression&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportAttributeOf"><block var="expression"/><block var="sprite"/></block><list></list></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block></script></block-definition><block-definition s="triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="forward"><block var="size"/></block></script></block></script></block-definition><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><custom-block s="triangle size: %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script><scripts><comment x="69.000001" y="293.99999999999994" w="321" collapsed="false">if level is one then&#xD;     draw a trangle of size&#xD;else&#xD;    repeat three times&#xD;        move size&#xD;        draw triangular fractal at one less level and half the size&#xD;        rotate cloclwise 120</comment><script x="527.000002" y="171.8333353333333"><block s="up"></block></script></scripts></block-definition><block-definition s="triangle fractal all inside level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="forward"><block var="size"/></block></script><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.5</l></block></custom-block></script></block></script><scripts><comment x="10" y="279.2" w="384" collapsed="false">if level is one then&#xD;     draw a trangle of size&#xD;else&#xD;    repeat three times&#xD;        move size&#xD;        rotate cloclwise 120&#xD;        draw triangular fractal at one less level and half the size&#xD;        </comment><script x="265.3744170625" y="141.46666966666663"><block s="reportQuotient"><l></l><l></l><comment w="90" collapsed="true">120 degrees</comment></block></script></scripts></block-definition><block-definition s="triangle fractal two turns level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><custom-block s="triangle size: %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script><scripts><comment x="10" y="278.99999999999994" w="357" collapsed="false">Draw this design on paper.&#xD;&#xD;if level is one then&#xD;      draw a trangle of size&#xD;else&#xD;    repeat three times&#xD;        move size&#xD;        rotate cloclwise 60&#xD;        draw triangular fractal at one less level and half the size&#xD;        rotate cloclwise 60</comment></scripts></block-definition><block-definition s="triangle fractal clock cntrCklock level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><custom-block s="triangle size: %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>30</l></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>150</l></block></script></block></script></block></script><scripts><comment x="22" y="299.2" w="444" collapsed="false">Draw this design on paper.&#xD;&#xD;if level is one then &#xD;     draw a trangle of size&#xD;else&#xD;    repeat three times&#xD;        move size&#xD;        rotate cloclwise -30     (counter clockwise 30)&#xD;        draw triangular fractal at one less level and half the size&#xD;        rotate cloclwise 150 (-30 + 150 = 120 degrees)</comment></scripts></block-definition></blocks><variables></variables></project><media name="1920 U7L2p1 Triangle Fractal " app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>