<snapdata remixID="11190878"><project name="L09 Fractal Art" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="L09 Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size %&apos;size&apos; color %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>3</l><script><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size %s color %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="nested square, size %&apos;size&apos; color %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>8</l></block><script><block s="doRepeat"><l>4</l><script><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><custom-block s="nested square, size %s color %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="61"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7snXt4XGW1/79rT5KZTFJICuUm1LaZtA3NREqlte0EWgUFBeSWtkg7E7UHATkKKlJADnIQARFFQRCsmJmU00uo8BME5HIoZNoCtRQyjellQqFw5N4UkpnMJJm9fs8eWi0hyey955K5rPnH52Gvy3d91vu4mpn9vi9BPkJACAgBISAEhEDGCVDGM0pCISAEhIAQEAJCADKAZREIASEgBISAEBgFAjKARwG6pBQCQkAICAEhIANY1oAQEAJCQAgIgVEgIAN4FKBLSiEgBISAEBACMoBlDQgBISAEhIAQGAUCMoBHAbqkFAJCQAgIASEgA1jWgBAQAkJACAiBUSAgA3gUoEtKISAEhIAQEAIygGUNCAEhIASEgBAYBQIygEcBuqQUAkJACAgBISADWNaAEBACQkAICIFRICADeBSgS0ohIASEgBAQAjKAZQ0IASEgBISAEBgFAjKARwG6pBQCQiC3CSzeycevqKaXcrsKUT/aBGQAj3YHJL8QEAI5RaBxBx+nKnhJUXF802R6OafEi9isIiADOKvaIWKEgBDIdgLuILcSIwxCiddB87Ndr+jLXgIygLO3N6JMCAiBLCPgDvJCIiwjBbNZxUZm3Oxz0OoskylycoSADOAcaZTIFAJCYHQJNO5iG8fQocawpHkK+Rt38jwm/IksqGmaSJHRVSfZc5GADOBc7JpoFgJCIOMEPEG+BkCt10Hn70/uCfJKAFu9Drox44IkYc4TkAGc8y2UAoSAEEg3gQt28tFFhAD1Y3pTDb22P19jB09Qi7Epxph+fzW9mW4dEj+/CMgAzq9+SjVCQAikgYCnk5vBeM3roGsHh/cE+QYQJniraEkaUkvIPCYgAziPmyulCQEhkDyBxp38BZXQolhQPdRvvdpvw2oMO9mC85on0gvJZ5QIhUJABnChdFrqFAJCwBQBd5A3gfEbXzWtGC6AeycvBuH7PgedYCqJOBUkARnABdl2KVoICAE9BNxB9gBY6nNQfSJ7T5A3MvB7n4O8iWzluRDQCMgAlnUgBISAEBiCQOMWruAx6FAJZzRX0d8TQVrSyZ9XGA+Ho6humUY9iezluRCQASxrQAgIASEwBIHvvsy3dZfjyBjjIr2ALITfg7HbV03L9PqIXeESkAFcuL2XyoWAEBiGQHgWH/3h4Xjjlp8g1DUWMYOgirwOKjPoI+YFSEAGcAE2XUoWAkJgZALRev4fBk4gxiarn74hvIRAOgjIAE4HVYkpBIRAzhLoP5HnDDBW9g1gurUIWyyE84ufow05W5AIz1oCMoCztjUiTAgIgUwTYDBF6/F3VcUv7OtpdbieF1mAH5W04gQCcab1SL78JiADOL/7K9UJASFggECfi78VI3hKW+mk/W699ewH475SP91nIJSYCoGEBGQAJ0QkBkJACBQCAZ7LY6IKtisxfLVkA728v+ZQPR9vAR6xqphC66m7EFhIjZkhIAM4M5wlixAQAllOIFLPtwKosLXSfwyWGnHxchC6bK10RZaXIfJyiIAM4BxqlkgVAkIgPQQis9nBRXh+IIZjx2ygdwdn4Tl8WMSCf9AAvmDbSMH0qJCohUZABnChdVzqFQJC4FMEIi7+C4B1Nj/9ajg8ERf/EIQTba30dUEoBFJBQAZwKihKDCEgBEadwOJXOX5e84pJ1GpETGQunwIFd1rDqKXN1D+cL8/g4qgd7VDxXdt6etJIDrEVAkMRkAEs60IICIGcJ7DvSsCAVsjuN1Czbj4N6CmK53FRNIY2xHCFbQP9NZFPxMVngHCL1YI6WqcvR6KY8rxwCcgALtzeS+VCIG8IuDv5SgJcWkEM+H1VdIue4iIu/h6AU21++qoee80mUs9/A+OvNj/9Vq+P2AkB+QtY1oAQEAJ5R6CxnY9gK7bEgPhX0AqwUYnC2TSN3h6p2I9m8KHFdnSQCpdtPW3XCyY6m6eqRWjtD6PmoM30vl4/sRMCgwnIX8CyJoSAEMhpAp4g/4EJ7/uq6CqtEHcn30SMQ72OT28nOrDQSD3frf1Ba2uly40CiLj4dhCstla62Kiv2AuB/QRkAMtaEAJCIGcJ7L+Dl7pR0zSd9mqF7L/HF8DpXgdtHqq46InsVFU8aevFFNpMHxoFwDP44Ehp/NCOU6wbKf7bs3yEgFECMoCNEhN7ISAEsoaAO8itYHh91bT8QFHunbwUBI/PQfGvpQd/IvX8NBirbX6612wxkbn8HShYYGulL5mNIX6FTUAGcGH3X6oXAjlLwNPJFzDjMp+DThiqCHeQNwH4pc9Bqw98Hp3D57KCa61+HE8g1SwABivRemxRY/hv+wZaazaO+BUuARnAhdt7qVwI5CyBfduOdnIM5zdPIf9QhSzZzi6yYKViQXXTRIpoNuxga/RIdHAMjaUb6LlkAfTO5fmk4I/Wt1BDQYomG0/8C4uADODC6rdUKwTygoC7k68jwOGtoiUjFeQJ8kombPNV0fWaXbSer2bCcbbnaEGqQETruUUFtpS20s9TFVPiFAYBGcCF0WepUgjkDYHGDp7AxdgywHDeX01vjlTYBTv56CJCQLO9txGqQghAxfGlG+j1VAHp/QJPQBE2qwxn2Xr6Z6riSpz8JyADOP97LBUKgbwiMPiv2kTFxf9aZky995voVxm7S/30k0Q+Rp9HXfwzAOOtfnIb9RX7wiUgA7hwey+VC4GcI+DZyV9m4GEo+DEY8d91E34Its9YXv3Fhb+y8ZFbjroKKsIJfYwaKLD3leDmVyfhzOP+QH8z6i72hUlABnBh9l2qFgI5ScAd5NOI0cCEPr0FEFRaWn6De+57/0D0uyt9UBXW66vXbqAIlhfmYEngOAQuXzD0W9l6Y4ld4RCQAVw4vZZKhUBBEuDeOjdUfHxiFeNuKm/zpRqE51X+Nqto1OKSgibvJPpjqnNIvPwjIAM4/3oqFQkBIbCPAL87rRxllm1A7OyP/5PlQYRiU+mw9p5UQdJO3lLHIMCEeA5iPKh0w7n/ZK5U5ZE4+UdABnD+9VQqEgJCYP8ADjtvgoojqTwQ/+uUQ84mEN4ieyB+bnQqPoPPnh58NnUqckiM/CQgAzg/+ypVCYGCJ8C9dROh8iawWkvl7fGbkThUcyRQFIBCJ1Bp265kIS0OsmPw7Uva7UyqFQEVmL3CQcFkc4h//hKQAZy/vZXKhEBBE+CQ889gvEDlgU/cDcw9zitBNJPK2s5NFpCnkx8GY53XQbcdGEu7nxgqXL5qOiPZHOKfvwRkAOdvb6UyIVCwBLh32nyoluWwx2qI2j/xxjTztBKELR1QYkuptP0Zs5AWB/lUBbhj9xuoWTefBg6MM+8ZLhp/DDqIcJG3ip42m0P88puADOD87q9UJwQKjgAzLAjVvQzia6ks8NBQADhcezZYuR72tulEiBmFpA3Yzx6NADOu8E2mR4byd+/g04lw6+tvwjl4QBvNJ/b5SUAGcH72VaoSAgVLgEN1l4BxLpW3jXhNIPfUPQ3CWipru8soLM+r/F2o8fuGTxvJ1xPkJ6HgIe8k+p3RHGKf/wRkAOd/j6VCIZAVBM7fzoeWWNBG3Tg2XVt0eK+zEsW0DUX0RbK+0j5S4dxdVwsFT6Gfa6gi0KUXklZHsQUdSgz1TVNo20h+jdt5qmpBq9KN6nTVrFe32GUfARnA2dcTUSQE8pKAJ8h3A1gEYJXXQR8fjJHiD4ecdwAKUdkrl+oJzaHP3QmoTGWB/9Rjr9nsq2PA6yBdPp4g3wGgKF0169UtdtlHQAZw9vVEFAmBvCOwJMi1CvAk9WO2WoxNDMxvdtDWVBbK3dOOhWJZh4HYVDq4fY+e2MzTxiJs2QY1No/GtP8jkY97O88kC55i4D+YsTeRvfacCBXE+COr+KJvCr2ox0dsCoOADODC6LNUKQRGlYD2WygDD/gcdI87yN8BcJ7PQaekUhT3OJ8A4f9RWcDQ760ccn4XjK9TeeDLifS4g+wBsBSMUCLbTzwnlAFY7nOQ15CfGOc1ARnAed1eKU4IjD4BTyefy4yf7n4D07W3gfdt0dkCxk981fT/UqGQQ86vA3Qj7G2fM/pWc/yt6XDdKwCuprK2v6RCj8QQAnoIyADWQ0lshIAQMEWgcRfb1BgC2mUIvsn01P4g7h18MhTcrVjgbJpI+q4VHEZBfF9vr9IOlS+h8q1PmhHKPbWngOgu2NVpg/cNm4knPkJADwEZwHooiY0QEAKmCGgnQhHweW8VNQwO4Anyg0x43ldFnzipymgiDju1u4FnU1lg34ULRiN8bM8h50NgbKDywC/MRRAvIWCMgAxgY7zEWggIAZ0EEp2JPNQ5yjpD/8uMe6YdAVK2op9nUcXWTqP+B9pzpLYKMXoBzNOofOs7ycQSXyGgh4AMYD2UxEYICAHDBDxB/hMT3vZV0bA3D+27SegIr4O+aTjBx3+13gfGu1QeWGbGf7APh503g3EYlQW+lYp4EkMIjERABrCsDyEgBFJOoHEnf4EJD4ajqG6ZRsPevdvQzuV2K3YC8VOlNhsRwiHnDID+glBsSqru9913f/B2gM+ksoAhPUa0i60Q0AjIAJZ1IASEQMoJeIK8UVVxT/NkakoUfMkOblQI3/FW0+xEtp/4yjhU5wfzcioPJMxhKG6PsxFES6mszWXET2yFgFECMoCNEhN7ISAERiTg6eQLwLjU69A/UN1B3kSE271VdL8evNzr/AZUXA57YCYRWI+PXhtmEMLOF6Hg11Qa+B+9fmInBIwSkAFslJjYCwEhMCwBnsH2507Ge/e7sTtihe4XmYhwODMO9zlobCK8zDPsCPdtA/Eism/dkMjezHMO184B0yrYS6YSbQ6biSE+QiARARnAiQjJcyEgBHQTiLr4hpAdP3rraDx881UwdCKVAhzsraaEB2FwyHkDGBOpPLBYtzAThhx2rgBjF5UFrjXhLi5CICEBGcAJEYmBEBACegj0zuHPQsFLDHyVgEdtjOm0nnbr8dVrw101n0Vx0UtQlDqyv/J/ev3M2HH4c5+BqrZBiU0n+z9SWocZPeKTfwRkAOdfT6UiITAqBCIuXsPAK6V+urHXxdcoQJ3VTwtTKYZDzjUAvUJlbTemMu5wsThUdw2I68geSGkdmdAuObKfgAzg7O+RKBQCWU+gdw6fSBZ4rW9hKgUpyg62Ro7Adqhwl26g51JRAHc7T4SFvCgNTyUKRlMRM1EMZocVYft2qOymMYGU1JEopzwvHAIygAun11KpEEgLAQYrfS5sBuFGays9sD9J2MUNFuDqEj9mEEhNJjkzFITr4jnI3vavHMnE1OvL3c4GKHQ17G0ziJBUHXpzil1hEJABXBh9liqFQNoIRFx8IRMuKG2lkwYn6a3nZ4lxv81P9yYjgEPOC8G4gMoDn8qRTFy9vtzjfBaE+6kskFQdevOJXWEQkAFcGH2WKoVAWgjwDD44ase2Acap5X7SrvT7xKfHxZ+zEB63hTGVNtOHZkQwTzoY4bJtYPVUKm//VA4zMY36cM+0z4GUx2EPTSV61VQdRnOKff4TkAGc/z2WCoVA2ghE6vnXYJTa/HTRcEkiLv69drSFrZV+YEYI9zh/DUIplQWGzWEmrlEfDjnjdZA9YKoOo/nEPv8JyADO/x5LhUJgRAJLXuOJmkHzBNplBFVkLk9hBX6bBTW0jt4fzre7nscVAf8gxlybn3YYycEf1U2BBX7YIzVEO4bNYSSmWVvudoyDYv8HLDSXbK8YqsMsY7NaxS83CMgAzo0+iUohkDYCniA/pgX3Oug0I0kiLn4UwN9sfvpNIr/IXL4MhC/b/PTVRLYHPueQ81EQ/Y3sbQlzGIlr1pZ76i4D8ZepLGCoDrOMzeoUv9wgIAM4N/okKoVAWggsDvKpFsKvmVHEjEubq+lvehJF5vJXQbjNWgQnraOBRD48j4uiA9gKxg9s60kb3Ak/HHJ+FUS3obTNSYSEORIGTIGBxgmhuq0g/gGVBXTVYZZxCuRKiCwnIAM4yxsk8oRAugjMe4aLPns0AjHC5VoOC+PXr78J57r5Iw9UnsHFUTsCYFxm89PjevVFXHwqgNutvXDSZuofyY95RjF6+wNQcRmVt+nOoVdLMnbcU3cqFNyO0mIn0eYR6zDLOBl94ps7BGQA506vRKkQSCkBT5B/CODk/V89a1+TMuFxX9XIXylHXPwDEL5oa6XTjQqK1PMjYPyvzU+/GnEA9zjjOagsYDiHUU1m7DnkjNdB5YER6zDL2Iwm8ck9AjKAc69nolgIJE3g/O18aLEFHUoM9U1TaJsWsHE7T1UtaO2PoWbllKFfquJ6HhcBOogxx+gLVVqOiIsnM2GDDaihVnpvqEKYp49DaKADav8cOmiboZedkgajMwB/NHUylOIN4KIaGrNlyDrMMtYpQczygIAM4DxoopQgBIwS8AT5bgA9XgddcaCvJ8i3Aij3OujioWJG6vleMD6y+elHRnPut4+4+JcgHGRrpQuHHMAh570g+ojsbaZzmNVmxI/Ddb8E80FUFhiyDrOMjWgQ29wmIAM4t/sn6oWAYQKNO/g4VvAYdaOmaTrtPTBA4xau4DHoIBWnNU2mlw981jOHj7NY8JhNxWRaT92GE+9z4Lk8Jqpgh8I4tWTQ4R3cM+04kPIY7H2TibabzmFWmxE/5iljEC7ZMdQBIWYZG8kvtrlPQAZw7vdQKhAChgh4gvwMM+73VdPyoRzdQf4OAYu8Dpp/4HPtWEmoaC5dP7SfERG99bwUwJLBx1d+fOQjNVNZ25DajOTIhC2H6paCecngIzLNMs6EZsmRPQRkAGdPL0SJEEg7AXeQFxJh2eu7ccJwbzvH39wdj00AfuatorWaqOhcXgAFy0pa4xcrcLJCGUxRF14ixk3W9bRGi8fh2gVgZdm+Sw+SzpGsRj3+zNrZWHUvQVVvojFb43WYZawnn9jkFwEZwPnVT6lGCAxLoHEX2zgWf4Hqm03VtG4kVI07eR4T/kQW1NzwDdA4Czo4hVcLarnjVxgq8L0XQ83Ra44Bxo7tyMVr/+LXJCrkw549Nd8ceIPNMG6aSBFZuoVHQAZw4fVcKi5QAp4gXwOg1uug8/Ug8HRyCxgv3/tNKCowrbSVFunxM2LTW8+rFKC95PE6gGkalbelPIcRPWZtOVy3CsztjW+1adcVGmbsddCNZnOLX+4SkAGcu70T5UJAN4HGDp7ARdgcI5wxMIDX9DgWFWHCuPfx8M1XgIhxWj/jDT1+RmwIGN97EB5V/rAAFWO3nwaOpjyHET2mbQes47v4yEev+OAvHOUSQ4wtwF8GGMfdX01vms4vjjlJQAZwTrZNRAsBYwTcQb6CGFdqP+ca8TzxWZSf8SBw0EfoMeJnxPauH+DwyEkbcJX14neM+GWbbTRSeeja7v/EE/3nGr00wsqEW3wO0raAyaeACMgALqBmS6lCINsIuN/g07gPK/sOhlKkYuH9h1H8Yohc+/SfyHNijFXam2NFhEXFz9GGXKtB9GaegAzgzDOXjEJACOwj4O7kHSrht2opoBbhe6vG0eRcgxN/o7semwj4ZYxBCvBDqx8npOJt8VxjIXqNEZABbIyXWAsBIZAiAkte5R8SY6mvimq0kIveZ+0N7XtWjqPbU5QiI2F6XfwtEL5V2kouLWFvPfstwPKSVmrKiABJkrMEZADnbOtEuBDIXQINb/G40hBepRKc6x1PT2iVXPAOf3mgCGvVPkxqOXLoc6KzrWLtVK+Igu0W4PSSVnpJ09dXz8erwMMf7cGUw9opbb+dZxsL0WOcgAxg48zEQwgIgSQJuF/lPwAY55tEZx0YatF7/BCAd1eNG/qc6CTTptw9Us+3glFp85N2ste/Pr0u/iMB79v8pL34Jh8hMCQBGcCyMISAEMgoAfdrPJ1i2BgrQe2KYyh4YPLFb7BjoBRbEcXsVZ+hLRkVZjBZZDY7uAjPx/owrfwF+sQb3D2z+HBLCbZSDF+wbaBOg6HFvEAIyAAukEZLmUIgWwi4X+VnAfzdN4m0+4g/9Tn/Xf41CMevHEcnZYvmoXRE6vn/gfGczU+3Dfl8Lv8ICly21k/+lZ/NNYm2zBKQAZxZ3pJNCBQ0gSWvcwMN4K7eCCa2TBv699GGdi63HIFdiOHiVYfRA9kILDKXT4GC31nDmEabqX8ojTyDi6N2/AMqLrGtpyezsQ7RNLoEZACPLn/JLgQSEohfjnA0fvH6m/jxcBcoJAySBQZaHePHYxcsuN43YeQblc5/m5dyEa57O4CJ6arZLFeex0XRGF4BY5nNTw+PhDbi4jNAuNnaijoCxbKgDSIhiwjIAM6iZogUITAUgX3XA/6egYt8DronVym5X+VriXGWt4pm6Klh0Xv8MlSsXXU43aDH3qiNWa4RF38PhK/ZWukrenJG6vlvAB62tdKdeuzFpnAIyAAunF5LpTlIoHELV/AYdBBwOQO/pm7UNE2nvblWivsN/gz1YweX4GTf0bRRj/7z3+HZahGeUhmTWw6l/9Pjo9fGLFeeyYdErNim9ONE6/PUoSdf9ESuYRXr+vpw7EEv0gd6fMSmMAjIAC6MPkuVOUrAE+Q7tNMNvQ662BPku0GIeKvo8lwrZ/EuvkuJ4SIChvy9dLh6+ktRHLPi96sPpUtSWbNZrpF6vguMPpufLjOiJ+Li32h9tPnpu0b8xDa/CcgAzu/+SnU5TKBxO09VLWjtj6Fm5RR6//ztfGixBR1KDPVNU2hbrpTWsJcnkorHLBG4xvwTHxrR3X0UDo7Z4GcFp7VU0C4jvsPZmuUancO1rOApay+m0GYyVAfP4IMjpdiuqDjZuoG2pqIOiZH7BGQA534PpYI8JeAJ8mNQ8Ih3Ev1uf4nuTv4+MU71Oui0XCl7QRe3AHhkTSV5zWhe0MUeAKevqaQGM/6DfcxyjdTz0wBabK30ezM6IvV8EYAGWyt9yYy/+OQfARnA+ddTqSgPCLh38Olkwa2v74bzwLeA42/ujkdAVXFZczVpL/dk9aehi08ixs1rxtLsZIQu2MMbmbCspZK0PcSmP2a5RufyOazgp9ZWHEcg1YwABivRerxMjOusfnrQTAzxyS8CMoDzq59STR4QiG/XOQYdKvCfKxz0+OCSFgf5VAW4Y/cbqEnXFp1UYJzHXHR4F14E45LVh9DzycRc+AF/AYS73qnEzHVEA2ZimeXKDrZGjkQHVHy7dD09Yyb3fp/euTyfFCy37kENtVNfMrHEN/cJyADO/R5KBXlGwBPkH4Iwz1tFZwxXmqeTHwZjndcx9ClM2YBk4R6+hAkz11RSYyr0LOjiJmK8uHos3WUmnlmu0Xq+ioEZtlY6z0zewT6Ren6AGJusfrolFfEkRu4SkAGcu70T5XlIoLGdj1CtCKjA7BWOT56TfGC5i4PsUICNShTOpmn0drahOPsjPqR4AOtZxZdStYWo4X3+DCl4ur8Icx88yNh2HrNcuZ6PjDC22oowg9bRa6ng3HsiT9T+IRED6spa6a1UxJQYuUlABnBu9k1U5ykBT5D/wIT3fVV0VaISPUG+FUCF10H/kcg2088X7OFbCdi7eizdmMrcC/fwNQxUrBlLVxiJa5Zrr4t9YLxRup6uMZIvkW3vXL5RUfAZa2tqvh1IlE+eZycBGcDZ2RdRVYAElnTy54nxoNINp57DNrTDJNQxCCgqzmiaTC9nC7KF73MNLHigpAIzm4lCqdS1hLmsby9eRAznrT5U30EYZrmetwY/+/KjuNbai8m0mcKprINnsD1Sih1MOMfeSi+mMrbEyh0CMoBzp1eiNM8JNP+Otzx1Kt4DQ//bzQTtOMQKbxXNzBY8C/byY4hh+ZpDaG06NC34gM+FBUvXVOjbiuXp5BehYi/IAFfGV668EadMCuIxANr2o3R8vrS3Ekcd8TAdl47gEjP7CcgAzv4eicICIBCt58URK5r/eiY2/u00bDBSMgMDvmpaZsQnXbYNH/CpioIrV1fS/HTl0OIu7OJnVBW3tBzy6bfEB+d17+SbCSgyquea6zFm/GvoNuqn1z7wOczeNQlzHvk6FvkctFqvn9jlDwEZwPnTS6kkRwns/zqSgFtB+JE1HD9pKaVfeWYCzbxdbDvsYLzIBHdLZXq/Em/o4uOI4Xv3Q8xcN5EimagvlTkad7GNY+ggxj1M+A5ZUNOUg3WkkkkhxpIBXIhdl5qzikCvi3+mAOOtfnJH6+Mv/bxu9dO1WSVSh5gFe/lHYExYU0mX6jBP2mRBF98JwmtrKuiXSQfLcAB3J19HjKleB53vCfJKAFu9jtS+sJbhkiSdCQIygE1AExchkCoCvXP4s1DwEsdQZ99I/xeezZ8hC9psjOm0nnanKk+645zfw4fH+vCspR8nrTyc3kl3Pi3++e/w4bFiPGspwUkryzOTMxV1XbCTjy4iBKgf05tq6LXGDp7AxdgywHDeX01vpiKHxMgNAjKAc6NPojJPCfS6WPvtr63U/++/fqIuvkYlOEtbaVGulL1wL/+OGa+uqczswSALuviHRJi0uiJ3bhnydHIzA0FfFV2/v7+eIN8AwgRvFS3JlZ6LzuQJyABOnqFEEAKmCPTO4RNJgc/6NqZQkKL7g7wxm0vHWdDBKtylG+g5U8Ez6HRuF08vApo+qsDMx+jfdWRCwmnM1oP24sUBoHFtJW3JRM5kcizZzi6yYKViQfWBv/lqvwmrMexkC85rnkgvJJNDfHOHgAzg3OmVKM0jAgymvnpshoqbretpzeDSwnN5oaLgx9ZWfJ5AnM2lL9jD68C4ac0ho3M5xIIP+CsgXLVmLM3LZk6aNneQN4HxG181rRis1b2TF4PwfZ+DTsj2OkRfagjIAE4NR4kiBAwR6HXxt0DwlLbSScM59tazH4z7Sv10n6HgGTRu2MvnKcC3VlfQVzOY9lOpFu7lR1XgvpYKemA0dYyU2x2MX6u41Oeg+uHs3EFuBbDc5zB3dWO21i66hiYgA1hWhhAu5z1+AAAgAElEQVTIMIF3p3H5QWOxIwacXtZKLw2Xvq+ej48Bj3TvweTD2qknwzITpmt4l8upCC/GVJyz9lDaltAhjQbnvs9TLQr+zAOY2XJY9rHSTi3jMehQCWc0V9Hfh0OhndqlMB6mbtToOQ0tjUgldAYIyADOAGRJkZ8EPDv511DA3ir6gZEKoy6+GcA4q5++nciv18X3KcC7Vn92HLRxoN4FXfwTYhy0eiz9OFEdmXi+cA//ggkframkn2Uin5Ec7k6+iRiH6jm32xPkPzHhbT3ngRvRILbZR0AGcPb1RBTlAAHtNiILoH1diBhQP9LNRQeWE5nDVWTBC/19mFb+QuKtMzyLD+8rQTszZtr89Gq2oEnmZqJ01ZCOG5hSoXX/WqEopuu5uUq7uYmt2GJkXaVCp8TIPAEZwJlnLhnzgIB2Hy8Dfq0UYnzB66Cz9ZQVcfGfifC8tZV+ocdeswm7+EoFmGXz0zl6fdJtt7CLvSrj+ZaxdHe6cxmJ37CHL1YIX1hdSdrvrVnx8XTyk1ARhgKfbkEq3CCUeB36zrvWHVcMs4qADOCsaoeIyQUC7h18MhTcrVjg1PSqMQSIcJG3ikY8tL93Ls8nwnJrF2qonfr01srTuCRaiQ5mLC1dT8/o9UuXXcMHPFtRcKdagZktRLF05TETt4HZouzFi6qKS1sOoY1mYqTax9PJfwHwr21meuMzw+5z0Nf02otd7hGQAZx7PRPFo0hg3jNcNP4YbIGKq3yT6RFNyuIgn6UAN+x+A9PXzaeBoeQxWInW42ViXGf104NGS4i6+GwmXG9txXEEUo36p8yemRZ2YSMTfrymMjv3KC/o4hOJ8YvVlZgNyu4tXCnriwTKSQIygHOybSJ6tAh4XuXvQsVZXgedcqAGT5CfZOABn4PuGUpbpJ4vAtBga6UvmdUeqeenoWKNbf3QOczGNeLX0MWNCvDV1ZW0wIhfpm0XdvEaFXi0pZKaMp1b8gkBvQRkAOslJXYFT0DbSqKOwU4G5jc7aOuBQJYEuZaAZ5RuVA/ePsIz+OBIKbbHYjilfCMFzIKMzmanasGTtt74bUkfmo1j1u+sLq4oYTyvEE5dVUmvmY2TCb9FXTxBZTzeR/jCQ5W0NxM5JYcQMEpABrBRYmJfsAQ8Qb5DK97roP8cCoInyNoLSQODn0fq+dcAbLZWujhZeBEX/x6EXlsrXZ5sLKP+C/fyz5ihrqmk/zLqOxr2C7r4v4mgrK6gn4xGfskpBBIRkAGciJA8FwIARvoLdz+gof5Cjrh4MhPW2yyooXX0frIweR4fGvn4Htm5Nj/tSDaeXv9z9/Iki4pHGZjVMjbzf33r1XmgXcMePpiAF2IKvrq2Inu2cJmpRXzyk4AM4Pzsq1SVYgLab7xQ8JB3Ev1upNDab8Ss4izfvt+II/Wsvaj1lK2Vbk+VpEg9XwbgZFsrnZ6qmIniLOzitSrwUEslNSeyzabnDV28RAHOWl1J52aTLtEiBDQCMoBlHQiBBATcO/nrIPxspLec94fY/5Y0EZbd40EMhNutFtTSuqHfjjYDn2dwcdSOrWB83+anx83EMOKz4D2eT0X42epKmmvEL1tsF3bxeh7AT9aMG/0tXNnCRHRkBwEZwNnRB1GRpQT2XRMXgIqLfZPpKT0ytX3CpODuOy7EQEkEP7JtoL/q8TNiE5nDX4MFt1otqEvlcB+sYcbfudhRhRdUBRe1HEwvGtGYLbYNH/JMRcXvg52Ytfnz1J8tukSHEJABLGtACIxAwBPkHwLQzhZuNwJqtu2v0856tJcqms/7xNvSRmIksu21o/bVCfjtjHvSdxbzwj18KROOX1NJ30qkJ5ufL+ji+4jx0uqxdGc26xRthUVABnBh9VuqNUjAvZ0/w0WYqDB69bpOs2845ALrb1qOsnRi4NrfNvRtmfOBXl+9di9PxxFPnI7m9w9HNFSs74xhvbH3253/ER8aG4BfieGLq8bRP436Z5P9ovf4KNWC/7UUwbXyoORfhsum2kRL7hKQAZy7vRPlWUqAQ3V3g/YdPcgoobK2S1Itdf+NOVpcvbfsGNWwsIt/yYw9a8bSz436ZqP9gj18NRHGrq6kH2WjPtFUeARkABdez6XiNBLgHqcTRE/C3jMlniZcvh1FOJmsbSn7KvrAO2O1FNo9swBO9zpoc6pKa/iAj1UUrOmKYtYTR1AoVXFHM86X3+aySiteUFUsaDmE/jGaWiS3EIj/41kwCAEhkDoCHK57GsxrqCwQP5KSQ7UXgZQGsreZPoJysDp3kFtZxR+bJ398zKJ7Jy8FweNzUH2qKlm4h/+mqvh9y6HGz61OlYZ0xGl4n89WFFy0eix9JR3xJaYQMEJABrARWmIrBEYgwOHac8B0HeyB6USIX5jADAUh58tQ+Kdk3/rnZAF6OvkCZlzmc9AJB8ZyB3kTgF/6HLQ62RwL9vBXQfjhmkrz51YnqyGd/gu6+Gkwblszlh5NZx6JLQQSEZABnIiQPBcCOggwO6wI2zugxL5Npe2fuDKQe6fNh2r5I+zhGqKg4Wvp9qfftyVqJ8dwfvMUit9FvP+zZDu7yIKVigXVTRMpokPykCYNb3CpUo4XBhiL146lNrNxstnv3D1cV0RYofZgVssxpPvlumyuSbTlJgEZwLnZN1GdZQQ4VHc1gOOprO28oaRxqO4BKNhMpW03mZXu7uTrCHB4q2jJUDE8ndzMQNBXRdebzbFwL18BxjGrK+l7ZmPkgt/CLv4tCG+srqBbc0GvaMxPAjKA87OvUlUGCXBoylHgkgAs/TOodNuQtwRx79QJiBVvBg3UUlnHW0blNXbwBC7GlgGG8/5qenMo/wt28tFFhAD1Y3pTjfHbihre5SOoCOv6i3Hig2PoXaMac8n+7G4+rLgfz/EA5rUcRm/nknbRmj8EZADnTy+lkiEIeDr5S94qejqdcLinzgfCbiprG/HWHe6uuxGEY6i8zW1UjyfIKwFs9TroxpF8438lM6Z6HXS+0RyL9vLdzNi5upJ+ZdQ3F+0XdvEPiFC9qiL5W6rSUX8m1m46dEtM/QRkAOtnJZY5RkD7XVSxoBWAy+ug9emQz+G6WWCshb14MtHm8Eg5mGfYEe7fAcK5ZG97Qa+efXU0kwU1iX7f1X4n5lh8W9JiIzUv3MvHg3HfR+9j1mPVZPp3ar01ZYPdaTvZetCheAGEb62uoJeyQdN+DZlYu9lUb6FqkQFcqJ3P87r3XYqwEUAngKrdb2D2uvmpuxBBw8cMQrjueSjqHVS6dYUepNxbuxiqcinsbbOJwIl8tDo+ezQ2qYRbmh20KpG99nxJkBcR8EMjNS/o4meZ8LOWCnpST458sWnYy6cQ4ydrKumkbKkpE2s3W2otdB0ygAt9BeRp/Z5X+dusolHbG6vtmyUFTd5J9MdUlss9dW4QLqayttlG4nKobiMYd1N5my+RnzvI3yHgdgYMbZkh4KuM+Hal+H7kkT4LPuAFILjXjM3c9YaJNGXy+YI9/AgYvjWH0JpM5h0uVybWbjbUKRrkIA5ZA3lIoHELV6hjEFBUnNE0mV7WTo4ixoNKN5xN02lvKkrmd6eVo8yyDYidTWXt2h5c3R8OT5sJtvwZodhUOqy9ZyTHJUGuJcZxrGDEr7c/FUNFGQhbmh004glcZ77HY0qL8QIUnLX6INqhu4g8Mlz4EU+Giod6+zHrL+OoezRLy8TaHc36JPcnCchfwLIi8o6AJ8ja1pIKr4P+Y39xniD/gQnv+6roqlQUzGHnTWAcSWWBRjPxOORsAuEtsgdSoseMBs1n0Yd8rcooW1NBy8zGyAe/BXv5ZoUQWnUw3TCa9WRi7Y5mfZJbBrCsgTwmsDjIDgXYqEThbJr27+0lje18hGpFQAVmr3BQMBkE3Fs3Eap28tSA08yWIi03h2qOBIoCUOgEKm3blYwes77nfBDftvQUWzCn5WDaYzZOPvg1fMhjKYYNA4yT/3zI0Nu80l1nJtZuumuQ+MYIyF/AxniJdZYT8HTyw2Cs8zrotsFS3Z18JVS4fNV0RjJlcKhuLZhfpPLALUnF6XFeCaKZVNZ2bjJxzPou6uJmEFpXVdC9ZmPkk9+ivXwhGPWrKoc+6CTdtWZi7aa7BolvjIAMYGO8xDqLCSwO8qkKcMfuN1Az1BvP+94u7SDCRWb3Bu87VnI57LEaova+ZHAwTytB2KIdX7l08PGVycTV43veBzxHUfBbrsCsFqKYHp98t2lgttDe+G1J33vgENqQyXozsXYzWY/k0kdABrA+TmKV5QT2bdcJMOMK32R6ZDi57h18OhFuff1NOI1uS2KGBeG6LSD1OrJvfTAVSDhcezZYuR72Nu0Ch8wMQmZasBfPq4wfPTCWtH3S8tlH4Lw9XK8QfrmmAl8AUcJtYqkAl4m1mwqdEiP1BGQAp56pRBwFAp5X+btQ43finpYovSfIT0LBQ95J9LtEtgc+51DdJWCcS+Wpu1pQi889dU+DsJbK2u4yoses7YIu/hYxvrx6LC0yGyOf/Rbu4VVMeGJNJd2XiTozsXYzUYfkME5ABrBxZuKRZQTO386HFlvQocRQ3zSFtiWS17idp6oWtPbHULNyCr2fyD4+JPc6K1FMHVBxMo1pG3Frj554nxjs3XW1UPAU+rmGKgJdRv2N2H9tL1eWqdjIwJdbxtJuI76FYtuwh8cT8ERIwey/VlBa+5GJtVsofcvFOmUA52LXRPMnCHxvMzd/eDBKmHCtXjTEuIEJPb4q+rYeHw457wAUorJXLtVjb9SGQ5+7E6SqZA+k9RaiBXv5RoXRv6qSfmpUYyHZL+rin6qE4jUVdE06687E2k2nfomdHAEZwMnxE+9RJtBdz8f2HoT223+EN98cj5AROcTxvcJHJPLhaG0NBpRnYY9NJWpPy3Yd/mjqIbCU/AOqOo/GbNXOck75p+FddlARHilmzLz/EPoo5QnyKOAFH/BB/YQXeQCntxyW3La14bBkYu3mUUvyshQZwHnZ1sIpKuLiJ5hQTkC3rZW+ko7Kucf5BBh/oTGBO9MRf39MDjsvBeMMKgukpY4FXfygoqBl1cH0P+msI19iL/qQv6GqaFhTSWeno6ZMrN106JaYqSMgAzh1LCVShglETuQzwbjJugfTo2OxBYxlNj89nEoZHKo7E8w3oSxQl+63lD9+y9rZBtAyKmtLaR0Ne/mLpOK/14wlVyr55HusBXvYzwr+q6WC/jeVtWZi7aZSr8RKDwEZwOnhKlHTTICncUl0LNqh4hLbenoyMpdPgYK7rGEcS5upPxXpP96nq7SD+RIq35qRW4K4p/YUEN0Fe8mxRJtTUseFzMV79+JFUnDh6oPJ0LnVqeCYyzEWfsgnsIp7Kyow815K0brKwNrNZeaFpF0GcCF1O49qDdfzjxVgjq2VztpfVqSeH4IKv209/TIVpXKP88cgzKGywL9ypCJuohgccj4EJj+Vt6WkjgVd/D0C6lZX0tJEueX5pwks7OLlDLStqaTfpoJPJtZuKnRKjPQTkAGcfsaSIcUEembx4cUlaOcYZtk2kHbfb/wTmcNVbMHzsT7Ulr9A7ySTlntqDwdROyw8i2xb/5UjmZh6fTlSW4UB5XlAraXyrUnV0fAWjyMrWgesmP/nMnpLrwax+zeBc0J8ZFEUz3AU9S1H0nvJsMnE2k1Gn/hmloAM4MzylmwpIBB1sXZAwrtW/6dv8Im4+BYGDi3169teNJwcDjnvA+FdsgdG5ZYg7nHeAsKhVBbQtU1quDoWfsi3gfHe6gq6OQXoCzbEwr28DIRxqw+mHyYDIRNrNxl94ptZAjKAM8tbsiVJIOTiGQrh4e49mHxYO33qLt13p3H5QWOxXQHOKGmll8yk45BzBoCHEVInJ7qv10x8PT777hveDmhvRbeZquPsPVxbAqwKRzDz4aPI2H3CekQWkM0Z/2S73YYX+4BFD44d+Y7l4bBkYu0WUEvyolQZwHnRxsIporee/QCWl7ZS03BV99VzYwxYWtpq7o1fDtX5wbycygPD5sgEce5xNoJoKZW1mXpzecFefoIZd7ZU0l8yoTffczR08ZlEuHRNBX3ZTK2ZWLtmdInP6BGQATx67As285JOPkcrvrmK/mwEQq+Lv6EAl5f4MZMw/EH5DKaoC5tU4Da7n1YaycE9zm+AcDnsgZlEyMhh/MPpYwYhXLcJjNuovM1QHUt28YWqDefffyTNN1K/2I5M4IK3+BklgpXNE41d4ZiJtSu9yz0CMoBzr2c5rbihnctLrYif9NQbRU3LtE9/jTxUgTyD7VE7tlkIi4qfS3xVXP+JPGeAser9AUw5ZiP16oHGPMOOcN82EC8i+9aMXkc37BAO184B0yrs6ZpCx7ypqw7tfOGSIgSZ0W2EsR5GhWyzf+0SYUzfABy6zxHPwNot5L7kcu0ygHO5ezmo3RPkG0CYEJfOeM3rIF3nN0ddcb+J1lZarLfsaD2vgIpO63q6To8Ph5zxHGQP6M6hJ26yNhx2rgCjk8oCuupY8irfQ4zPENBlhHGyOvPdf//aZaASCt70TaSL9NScibWrR4fYZB8BGcDZ15O8VdTYwRPUYmxSonD2l6DIAmxRBnBCUw29NlLRPJfHRwhbbDHU0Ub6P72AwrP4aKUEW1QVM+zrR775h8PHjodq2QJFqSP7K7pz6NWSjB2H644GYwtoYAbZ/zHiDUZLdnOt0o+/95fASRH06mWcjL5C8D1w7UbtqChR8bJajM83jx/5haxMrN1C4J+vNcoAztfOZmFdnk5uAeNlr4Nu1OR5gqzdNFPrddD5I8mNuni1CrSV+j/2M/KJuvgaEJzW1pHvvuWwczWY2qiszXAOI3rM2nKoLl4H2dtGvMPX3cn/ywoCzRPp+0YYm9VVKH6D1+6SXfwbhVHjnTTyC1mZWLuF0oN8rFMGcD52NQtratzJ85jwJ7KgpmkiRTSJjbvYxjF0qBY0Nk+kZ4eS3TuHT4QCn+1tTKEgRY2Wxg62Ro7Adqhwl26g54by527niVDIB3t4ClHQcA6jmszYMzusCNu3Q2U3jQkMWceS1/gcUnFv0RhMvG8cdetlbEZPIfkMtXa/9R6PGejGLlZwYfOEoV8mzMTaLaQ+5GOtMoDzsatZVtO8Z7jos0djEwM3+qrpgQPlLQnyIoVx5etv4oR182ngwGcMVvpc2BwDfm73U4vZsqIubmDgaqsfxw9+e5oZCsJ1m6Hyz2lMwHQOs9qM+HHY2QCmq2FvO37wG9oa4/Hj0ckKbhz8hu5IjI3kL0Tbkdauexd/Byqu3r0bVaOxdguxH/lWswzgfOtoFtbjDvJ3CFjkdQy9JcYT5GegYIV3Ev3xQPkRF1/IhAtKW+mkZMvqrWftL+zm0lZa/okhH3JeCMYFVB5IOkeyGvX4c4/zWRA1U1nbJ+pwv8ZXk4pF3klUN1Sc4RjryVnINgnX7qvcFgNWrZhEP8/02i3kvuRL7TKA86WTWVpH4xau4DHoIBWnNU2ml4eS2biDj2MFj1E3apqm017NhmfwwRE7tsUYp5b76ZVky+tz8edihMdtKibT+o+/nmWedDDCZdvA6qlU3p50jmQ16vHnnmmfA5THUdY3mWh7vI5Fu/koaz92xhR8bcVEWqeXsZ58hWyjZ+0u3sXzFBV/7StG9arx9M9Mrd1C7ks+1S4DOJ+6mYW1eIJ8K4Byr4MuHkmeJ8h/ALDX66ArNLtIPf8KDLvNr2+rh57SIy6+B0CPzf/xeb4cdsZzUFlA13YSPTkyYcMh5z1g9FB5IF6Hexc3gVHqm0QLjTDOhNZczqF37bp38VoA3b6J1JiptZvLXEX7vwnIAJbVkDYCjdt5qmpBa38MNYkOLdAOjyi2oEMFZi9vhMKE9QPAsWNak7t95sDiuut5XDHQDobL+tRxQIzXQw0fS2OCSd1wkzaAwwTmbsc4KPZ2xPpci9/rOLgIaI0qmLpq4sjbuQ5kvMJBwUzrzqV8Rtbuol08wapiW38R5t53AbrTvXZtftqRSyxF6/AEZADL6kgbAU+QHwPwlNdBt+lJ4gmy9hfdyfc0gsF4wraebtfjZ8QmUs+XaTmsj9cpYHqCyttSnsOIHrO23FN3GYhPbnyn7RAmrPNNpKv0xNrP2Oug0/TYF6qN0bXr3sU3EWPePe744SdpXbu2Vjq9UPuSb3XLAM63jmZJPZ6dfCYDa4lwMxM+8XbzcBKJUTQtgGXf+xW0k5616/N0+RksuajftX5Z2X9dov0IfDPwyTevDcYaRXMueinypWW/6fq1BcBNIPTpEaMxZsayWCnu7C9D/Pd2+XySAKmosERxqVqKm1W9a5BQUhTGVZfehtiMF9K3dpmw7O0jsGBCCz0ofct9AjKAc7+HWVnB4u1crxThi0bFzd4AnLcSOOgjo5767PtKUPSnm7cvK/5MJ5ZW/PTmIkTTMeT1iUnGqs9a1P6rtcs6Ko7B41/Dzf3Fxv6xMmADBuzJCBDfAwkUo6/o60V/WlbzCjD5v755M/pKUr6utLX7xGlY1l6L4P/a4By89Uk6knsEZADnXs9EcRIE9n8Fuy+E7q/Hk0iZFtf9X6VD28ecpq880yI8T4Pu/0kA0PqRnp828mXt5ukSMFWWDGBT2MQpFwkc+BJSUQxFel8Qy7ZaD3yZTNOWjpd+sq3mbNZz4EtxKLGm5eW+fFm72dzH0dAmA3g0qEvOUSEweKuT3m0moyJ2hKSDt1OlY8tWttWczXoGbwtLx/a2fFm72dzH0dAmA3g0qEvOjBMY6rAPPQctZFxogoRDHiiS4kNLsq3mbNYz1MEoqT7gJV/Wbjb3cbS0yQAeLfKSN6MEtKMYmXG/r/qTR1EmOmowoyJ1JBvuSM1UHtupQ4aY7CMw3NGgnMIjTvNl7cqi+TQBGcCyKvKegDvIC4mw7PXdn77wIX7Y/nhsAvAzbxVpJxpl7WfESyVSdHFF1hafhcJGuhwjVZd85MvazcL2ZYUkGcBZ0QYRkS4C+688JMY3m6qHOSd5iKsS06XHbFw91yome/2dWW2F6Kfneshkr7nMl7VbiOtDb80ygPWSErucJOAJ8jUAar0OOn+kAgZfuJ5txUZdfA0ITmsrLRpJWzIXwGdbzdmsh0N18X6QvW3EfnDYuRpMbVTWdqPRevJl7Rqtu5DsZQAXUrcLrNYLdvLRFsIWpR8nNNWMfE5yYwdPUIuxKcaYfn81vZkOVPv0dCpRfLZpGr2tN0d4Fh+tlGCLqmKGfT3tHsmP5/L4CGGLLYY62kj/pzdHvtiZZWykfg7XHQ3GFtDADLL/Y+R+hI8dD9WyBYpSR/ZXdPcj29auET5iq5+ADGD9rMQyxwh4OrkZjNe8DrpWj3RPkG8AYYK3ipbosTdqE9cDuAD4jeSI1vMKqOi0rqfr9OSMuuJ1TLS20mI99vlkY5axEQYcdq4Ao5PKArr6wSFnvB9kD+juR7atXSN8xFY/ARnA+lmJZQ4RcAd5PgGPMfB97XZDPdKJUQ7CbQyc5nPQM3p89No07uQvqIQWJYoTVCs2sQXnNU+kFxL595/IcwYYq94fwJRjNlJvInvtOc9ge9SObRbCouLnaIMen3ywMcvYSO0crp0DplXY0zWFjnlTXz94hh3hvm0gXkT2rQn7kW1r1wgfsTVGQAawMV5inSMEFgf5LIXRQDovKdhfFjNKtEG5wkEPpbJUT5A3MuN3vmpa4d7Jiwn4rreaZo+Ug8EUdWGTCtxm99NKI3p6XfwNBbi8xI+ZpF1tUQAfM4yNYGEGIVy3CYzbqLzNUD+4x/kNEC6HPTCTCCP2I9vWrhFGYmuMgAxgY7zEWggYJuAOsoeAi7yOfw/c+LAAfu9zkHe4gH313BgDlpa2kva1teFPbz37ASwvbaUmw8455mCWsZEyucfZCKKlVNZmqh8cqvODeTmVB/K+H0a4FrKtDOBC7r7UnnYCDe1cbrdip0o4o7mK/r4/ofZ1KRMeDEdR3TKNegYLeXcalx80FtsV4IySVnrJjNCQi2cohIe792DyYe2fzmEmZjb6mGVspBZ+d1o5yizbAZxBZW2m+sEh5wwADyOkTqbD2j/VcyN6xDY/CMgAzo8+ShVZSsDdGb+o/Qivg745WKInyH8C8OZQL4lFXHwLA4eW+unbyZQWdfF9AN61+mlZMnGy2dcsYyM1cY/zFhAOpbJAUv3gkPM+EN4leyBv+2GEa6HbygAu9BUg9aeNwOIgOxTGRqUPzqG2HTW28xFqCQIqYfYKBwX3C4nM4Sq24PlYH2rLX6B3khHYM4sPLy5BO8cwy7aBOpOJlY2+ZhkbqYUjtVUYUJ4H1Foq35pUP7in9nAQtcPCs8i2Ne/6YYSr2AIygGUVCIE0EdAO92Dg774qumW4FPHDFgjHeauo4V8DuJ4fggq/bT39MhXSwvX8YwWYY2uls1IRL5timGVspAYOOR8Ck5/K21LSD+5x/hiEOVQWyLt+GOEqtjKAZQ0IgbQQcO/gk6HgbsUCZ9NEGnYblHbcoBpDgC1Y2jyRno3M5VOg4C5rGMfSZupPhTiexiXRsWiHikts6+nJVMTMhhhmGRvRzj21p4DoLthLjiXanJp+8LQShJV2MF9C5Vvzph9GuIrtxwTkL2BZCUIgxQS0Cx7GH4MtYFzvq6YHEoV37+TzQLju84/i8xe24CUwltn89HAiPyPPIyfymWDcZG1FHYFiRnyz0dYs491vYPq6+TSgpyZmWBB2tgG0jMraUtoPDtWdCeabUBaoI0LO90MPT7H5NAEZwLIqhECKCey74vA8r4NO0Rtau3LuvJUoOuUJhG2t9BW9fkbsIi5+Aoy/2NbTnUb8stHWLGMGVvkcdI+emjjsvBSsvfUcSEs/uMcZ7weNCeR8P/TwFBsZwLIGhEDaCbiDHCZgDxN0bzXRTuG6+Qf4TGUXtHOoQ2kSWfb2kTjqp1fhkKbptDdNOdIe9qOZfEjweLzzx4vwdkrMj9gAABZGSURBVPcYY4wZGOtzkD2RSP5o6iGwlHRAVU+iMVs7Etmbec7R2hoMKM/CHptK1L7HTAzxyW0C8hdwbvdP1GchgSVBrjV6ApdWxpkPwXH6g/jX29CpLu0XP8ENHx6EL79/OJq8VXR5quNnKl7ExXdGbTi/ewyevvqX+ImRvNpJZ80O2prIh0OfuxOkqmQPfC+RbTLPOeS8A1CIyl65NJk44pubBGQA52bfRLUQMESgcTtPVS1oVWKo3/+/TVNom6EgWWAcncO1rOApAHMAbOhXcfKYDYkHqhHp3F1XCy1HP9dQRaDLiK9RW97rrEQxdUDFyTSmLeE/DIzGF/vsJiADOLv7I+qEQEoIeIL8GBQ84p1Ev/O8yt+FitO9DjotJcEzGCRSz0+Dsdbmp7siLr4EhHNtrfSlVErgnrqnQVhLZW13pTLucLE4VHcJGOdSeVtK68iEdsmRHAEZwMnxE28hkPUE3Dv4dLLg1td3w6m9Aay9QfzZ8QgA+JG3iv6a9QXsExh18dlMuN7aiunam9wMtvTVx982v87qpwdTUQeHa88GK9fD3jY9U28nf/y2dd0WkHod2bempI5UsJAY6ScgAzj9jCWDEBg1Avu262hfcV7sm0zaV7fxz+Ign6oAd+x+AzV6t+WMWhHaFYsf72XuYBVLS9f/+6rI3rk8nwjLrV2ooXbqS0Yjx/fnWjqgxJZSaXtKr6NMpIt7p82HalkOe6yGqD2pOhLlkufZQ0AGcPb0QpQIgZQTcHfylQS4vFV0xuDgnk5+GIx1XgfdlvLEKQ4YdfGVDMy0+encwaEjLl6rAi/a/cOfOKZHDvc4rwTRTCpr+1QOPf7J2nCobi2YX6TywLAnpyWbQ/yzi4AM4Ozqh6gRAikjED9r2oqAik+eNX3AX8EOBdioRIc+qzplQpIMFKrnI4sQPzP7hNLnaNfgcL0n8kSFsWkAcJa10ltm0nGo5kigKACFTqDStk/lMBPTqA/31k2EypuAASeVdZiqw2hOsR9dAjKAR5e/ZBcCaSPgCfIfmPC+r4quGi6JJ8i3AqjwOug/0iYkycDRem5SGW+V+oevI+rim0A40tpKjWbSccjZBMJbZA8My8pMXKM+HHbeBMaRVBYwVYfRfGI/ugRkAI8uf8kuBNJCYEknf54YDyrdcI506EbjFq5QxyCgqDijaTK9nBYxANzbuI5KEfN+ltqN5AjX80yF8eePujB1pDuN4/cnV2KbYsHZJc/SJiM5ODxtJtjyZ4RiU0f7nt599w5vA2JnU1m7oTrMMjbCSmxTS0AGcGp5SjQhkBUE3EFuBcPrq6bliQS5d/JSEDw+B9UnsjX7PK4HgNEcURdvVIG7S/3kS5S718VuBbjY6qfZiWwPfM6huo1g3E3lbQlzGIlr1pZ76twgXExlbYbqMMvYrE7xS56ADODkGUoEIZBVBNxBXqhtMdr9BmbrecN537akTcy42eeg1akuRtNDwBVaXAZu1ZsjWs+LAVxa0orZBOJEuhhMkXo8r73dbW2lFYns43p6axdDVS6FvW02kSZv9D/MIITrnoei3kGlW3XVYZbx6Fdb2ApkABd2/6X6PCTg2cnvgvAOGP/UXR7hKDAO91bTYbp9dBjuu25xJ8dwvmauWNBMFtSMdEVjfDDOYHu0FDsU4NwSP72gI1XcpM/Fs2LAWlsvJtNmCo/kxzzDjnD/Du0wD7K36c6hV0sydhyum6UdOAJ78WSizSPWYZZxMvrENzUEZACnhqNEEQJZQ6Cxk89hVf8lBfuFk4Lypir6cyoLcXfydcSY6nVQfAB7grySCdt8VXT9SHl65/KNIBxT6ie3UT29LvYpwG6rn0Y8J5q76+I5qLzNcA6jmszYc0+dD4TdVNY2Yh1mGZvRJD6pJSADOLU8JZoQEAL7CFywk48uIgQGGM77q0m75QmNHTyBi7HlwP82GBjP4wmRAWy2EWrJxLai0Fw+SiEEMIAZpc/Ta0M1hHunTkCseDNooDZbt/xwaMpR4JIALP0zqHTbkHWYZSyLNDsIyADOjj6ICiGQdwSG+2s3/hcb4PBW0ZKhio7U8wMEbLa20k1mofTW89UEHG9rpfOGHMChugegYDOVtpnOYVabET8O1V0N4HgqaxuyDrOMjWgQ2/QRkAGcPrYSWQgULIEl29lFFqxULKge/Hvv/t8sCVjkddD6AyFpR0tCwR9tb6GGghQ1C5AdbI0eGT+68tsHHl2pxdt37OMfYQ/XEAVN5zCrzYgfs8OKsF07HvPbg4/HNMvYSH6xTS8BGcDp5SvRhUBBEnAHeRMDtzU7aNVQANw7eTEI3/c56IT9zxmsROvxMqn4qXV98r9FR+fyOVBwXcnHlzeo8eHLUBByvgyFf0r2rSn9vTtdjeZw7Tlgug72gHZBRLwO7WOGcbo0SlxzBGQAm+MmXkJACAxDwPMqf5tVNCba87tv3+pyn4O8WqhIPV8EoCGV1wvGry9Usca2nu6JD+BQ7UUgpYHsuXX1H4frngbzGioLxOswy1gWbXYRkAGcXf0QNUIgpwloJ2vxGHSohDOaq+jvIxWjndalMB6mbtT8aSk4WortpOJk6wZK2cX0PbPZWWTBk9ZeTMHfq4Bw+XYU4WSytqUsRyYaxj1OJ4iehL1nyjdf7iQzjEc6ES0TNUiOTxOQASyrQggIgZQRcHfyTcQ4VO/Z0p4g/4kJb9/rQSkIJbZWuiRlYvYFitTz3WBErU98TjsJpITK2lKeI9Wah4rHobq7QYh63nql1wzjkc4Ez4R+ySEDWNaAEBACaSLQ2MlOBtYhBjcUvK0rjYojjvonmq+7FhbE0BBT8IEuPwNGFhWH9NV0toz57dnaj8ANIEp5DgNyzJta+JAPwp9tuW5vc6xnoHKJEcawwEfAvKYqCpgXIJ6pJiB/AaeaqMQTAgVKoLGTL2LGfwLoNYLgpGcw7rS/gCv34n0jfkZsX/zJX6dZjvdjjv1RQ5dBGMmRCdvQO9W1j4fdeNh2prGv0BllpOA3TVX0+0zolBz6CMgA1sdJrISAEMhRAu4dfDIRPh48Cr7jraKnc7GUyBz+Giy4Vfs/bY7hCtsG+msu1iGa/01ABrCsBiEgBPKWQPyiiaMRYP74MggouGn3G5iu55KKbILCM7g4asdWML4f10W43WpBLa2jgWzSKVqMEZABbIyXWAsBIZBDBDyv8neh4iyvg07RZHuC/CQUPOSdRL/LoTK0LVqXATjZ1kqna7oj9fwIgKdsrXR7LtUhWj9JQAawrAghIATykoC2JUodg51KDPVNU2ibVuSSINcS8IzSjepc2ZbD8/jQSAwdxJhr89OO+AB2/f/27j62zroM4/h1nzPWFge+BF+ivCg921hmDS8qbrYKMUQ0U0RilMB6BuIfJBohJrAohiAzQYnRBA0mytjpIERjJEESNZhIaMdAAySMWTZOCW8aJQRi0LXd1nObIytZqmXn7v2c06799r9tz339fr/PaXKlOz3P46vctKO7rDV2v7XtvfNF+Y2xgA5FAS+gF4OtIIBAcQLVut8q6WCtYs1fDHv9q1r3W5p/mPn3xa1cbNJEv/9UpvHuYbv68OSJAf+hpO7uYbuy2BVJ65QABdwpadZBAIGOCbzRT7rTPxm7dO72SnE3/WjH4SbXeV+jrPu6x7XaHrF/Hr6Gn+VvnujRnqkpnbdiJx8vaod/uzMp4HYLk48AAh0XaL7X69Kvhiqv3YJy5lfzvWFv6HNDh94b7vgGW1xw5q00Z4614/adLW6NywoQoIALQCQCAQQWjsDgU36BTFve6Ledm78dffJJesxMm2u9C/PjPJP9fqGbbuga1unTD5OYqfz6Ayxc13eN2N0L51VgJ60IUMCtKHENAggcFQKHHnW4Sw1dObTK/vBGm25+Plgl3Voqq2/mIxOLOmxzPz6l262syyJr+FpfPvlWjbrripmPU5y5t+YjHM30865XtMZ22/6i9k5O+wUo4PYbswICCHRIYHDMrzXXR2oVu7CVJat1v9tNDw312vdauT56TXM/cm2R6brIGvv6/dqSdHb3iH2+lTUn+v3XZnqoa9i+38r1XLMwBCjghfE6sAsEEEgKXP6kv3tqmR71kj6rSY21FNelXmvonvJBnbn1NPtbSzMtXrRpt7/Lu/SYSZe5dLtN6oxta+2I98j2s/2d+5drt7s+3D1iT7ey3MR677WyHj6wX2tXPGz/aGWGa+ZfgAKe/9eAHSCAQAECG/f6NSXTdZJi/w1rWu7SjUMVu7mAbbweMf2kp+ZTiCJPiRrv960l6cWuEdsc2c9kv9/k0gndI3ZFZI5r50+AAp4/e1ZGAIFFKnD4s46bN/yYfk6ypA21ij0y27H/PeBnlqR7X31Zq96x2/4V4Xlxra84/m3aOyVteNOwPRqZ5dr5EaCA58edVRFAYBELDNZ92Bu6bfsq2zZ9zI17fZOV9OWhig3MdvTxAR+Ra2vPiG2dC894v18uU7Vn2D4+l3lmOitAAXfWm9UQQGCRC1TH/BJ3XTVUsQ/NPOpg3f9sph/Veu3Omf+276P+xVJJ13QN64Mm87kwudz2D+gRNXRT1w775VwymOmcAAXcOWtWQgCBRS5w6GNQT5VcX9i20h6aedyNe7zfyrqrVNbKwz+W9Pw673l7WaPe0GDPg/ZAhml8vX/MShrq+rtWW90mM1nMtleAAm6vL+kIILCEBKp1v1Gm99Z6beNsx66O+XaX6kO9dsP0NZP9/q2Gqa9n2L5UBNd4v/9C0uM9I/bdIvLIaI8ABdweV1IRQGCJCWwa9ff6MXrsoKvvzpX2wmzHv+QpP3GZaZcd0Bnb1tgz+9b5e6ysx7tdZ9gOe64ItvH1fopKetSn9IFjd9pfi8gko3gBCrh4UxIRQGAJClTrfpekJ2qVI//UOTjm15vrtFrFLp4c8CG5nu0asW8XyTbe71tK0sldIzZYZC5ZxQlQwMVZkoQAAktUoPnebqms7VbWmlZuOXnoFpWjn75HP77gbl3Vte+/TzvaVySfn+XHTvRob1m6aPmIPVxkNlnFCFDAxTiSggACS1igWve/uPSKuXa2yuCmdZu3aP37xrTTXA+2Ohe5zk3r963Q8Rddo9PvP9cORma5tv0CFHD7jVkBAQQWucCmMd/srgPRY37zO1pxytMK3XAjssaOAX3ymVN13gOf0BW1U+22yCzXtl+AAm6/MSsggAACHRdo3n2rcZx2yXWDTNeXXlVf865cHd8IC84qQAHzzYEAAggsQoFq3Zv3tn5LrWJfqdb9Z256qXlf6kV41KP2SBTwUfvSsXEEEEDg/wtcWvdKSdpZmlRf8wlMzSczNbq0qyGtu6NiddwWhgAFvDBeB3aBAAIIFCZQHfPfyHV/rWI/mA6t1v0b7jpnaKV9prCFCEoJUMApPoYRQACBhSVwad3PL0m3PPe81hz+m8/n/NGXnXySRt311e0r7fcLa9dLczcU8NJ83Tk1AggsQoFmyZ5yonZNma6+o2K/m3nEwb2+wUw3P/uC+vhY0vx/A1DA8/8asAMEEECgEIHBMf+6uc6vVexTswVW6/5blXRv7VT7SSGLEjJnAQp4znQMIoAAAgtH4OI9fsIxZY2WpjSwbbU9OdvONu3x0xplDR+Y0pq7VttLC+cES28nFPDSe805MQIILEKBat1vlWmi1mtXH+l41brfImlZrWJXHula/r19AhRw+2xJRgABBDoisLHu7y9J99mrWtPKzTaaN+nw4zTakM7bXrEnOrJJFvkfAQqYbwoEEEDgKBeo1v1PJr3ckO5t9SglaYO7jq+ttPWtznBdsQIUcLGepCGAAAIdFxh87b+U5/Q1VLGvzWmQobQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbQABZwmJAABBBBAAIG4AAUcN2MCAQQQQACBtAAFnCYkAAEEEEAAgbgABRw3YwIBBBBAAIG0AAWcJiQAAQQQQACBuAAFHDdjAgEEEEAAgbTAfwCRyH86zY7oIAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-1.4210854715202004e-13" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="95,220,255,1" pen="tip" id="68"><costumes><list struct="atomic" id="69"></list></costumes><sounds><list struct="atomic" id="70"></list></sounds><blocks></blocks><variables></variables><scripts><script x="742" y="398"><block s="setColor"><color>255,77,18,1</color></block></script><script x="702" y="634"><block s="turn"><l>120</l></block></script><script x="495" y="574.9999999999999"><block s="turn"><l>120</l></block></script><script x="267" y="522.9999999999999"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,77,18,1</color></block><block s="forward"><l>50</l></block></script></block></script><script x="521" y="57.999999999999886"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>95,220,255,1</color></block><block s="forward"><l>100</l></block></script></block></script><script x="373" y="425"><block s="turn"><l>120</l></block></script><script x="553" y="214.9999999999999"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>95,220,255,1</color></block><block s="forward"><l>100</l></block></script></block><block s="turn"><l>120</l></block></script><script x="43" y="18.83333333333337"><block s="doStopThis"><l><option>all</option></l></block></script><script x="18" y="51"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>87,239,255,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,245,46,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>248,61,255,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>95,220,255,1</color></block><block s="forward"><l>14</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L09 Fractal Art" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>