<snapdata remixID="14983467"><project name="U1L3-Pinwheel" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="shape amount" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Ask Questions" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many do you want?</l></block><block s="doSetVar"><l>shapeamnt</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many angles do you want?</l></block><block s="doSetVar"><l>num</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Polygon" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="shapeamnt"/><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="doRepeat"><block var="num"/><script><block s="down"></block><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="num"/></block></block></script></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="setHeading"><l>90</l></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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XAkIgUQS04EXFQNA+lN1JBmAlCnoa6mlTAA6HI+O49Vvl+aB2cxqyEZeEgBAQAk0SIDBuQaQlcM+HDU1mkJ1CoBUE2hSAiWgkIUn3cytAS5b4EhDpQiCRBLjhMYEQ5NnPiYSehrpiDsBzB3Y6BwBvogjJBHSQRQgIgUwhoPm7DgCDzlPhiDz5L1MqPU5+xhyAGw47x3MLeK93fc36ONkmYoWAEGgVAcmUUAKobgVUb1ZNqzqUUL2iLO0IxByAgXAE05DuZ4YgSQgIgYwiMJGAlmaUx+JsXAjEFICD3bvn8D2QYYDwalysEqFCQAgIgVYSSGS2fP9FfVlffh065/NWkhBoE4GYAjCdd2gcB98vvWv1d9ukXQoLASEgBFKIAELkNgBatc+99asUMltMtSmBmAIwfwFvBiK5ArRppYpZQkAIxIcAIpZw4+Pl+EiPRaqUSWUCUQfgRWPAwV/A2wjwtVR2XGwXAkJACERDIC9wcU/O31WFI9L4YBCS2k4g6gAc2qmZj548xN3Py9uuXiQIASEgBFKDgMLwSLb0/appVft4U5ad0QAAEABJREFUK8kGBFLdhKgDMAIMBYKFqe642C8EhED6EviRr7Cd1d4h4SQyYLHVckVe5hKIOgATwBjDgfIEmMz9zojnQsDWBCbNyGsfzq3fP3ZmwaVWGdol2OVilnVJuEEaH8xBkkUEogrAgWtco1iv4X2v+sgcOP4gSQgIASFgJwKRHOcYbih88/z91Z9aZVeEcDQQbdjzUGWNVTJFjhBQ0SBAVGb386JoykheISAEhEAiCaABt7K+cl4tS4TKHP0sj560jKgIMglEFYABaJxCet0sKCsIAiEgBGxGYHiwew4quhmBLLtNVhAs6IwEPSHslL8etFl9p7o5rQ7AgWtdw7hbJ+vztaGXUt1psV8IZBIBX+FAywck2ZXfeXSQu4qhvswTesMqG42I807uft6i3//ZLqtkihwhYBJodQBGwuFA8LIPwDALyprhBMT9lCAwI29I+9x65/6ZBUWWDUiys+NIMIKD5QIrbUSE8QAoz70HWawm0OoATAQlrFwevsEQJAmBVCGQ4wyPYVu/ub96pWUDklieLdOYRY0PCbpdIVp2myzvNxdfAIhXNWSFX7Cl02JUShNoVQAO9s2/kVu/7b840FG+hCld3WK8RQRSRowByvIBSXZ1PrumwJylQc959FesstFR1zCOZX22576qrbyVJAQsJdCqAExKjeCrwKW+LVvqLdUuwoSAEIgbgWD34TmKwHxuu2UDkuJmrAWCkcgcp2LtQCnEMYAg3c8W1I+IOJ1AqwIwF5tkIMjcXwYhSQikCgE62DCaAOo9oZWWDUhq9N2uLwR3IuCbVpnX9emuuQB4bYQcL4IsQiAOBFoMwP7+nfux3vO+bCCZ/8sgJAmBVCHAwXcEEVo6IMmuvo9/SruVW6pZZZ7qxVbZGAmrcSyzqtbz2WarZIocIXAigRYDMDT+/yUs832oHzyxoLwXAkLAvgQWwRgHAtyOGTJv3+GAYVwbFbzydQe/WpCIYCTRaaOfLZAsIoTAEQItBmBFOAmAXj2SXV6FgBBIBQI1BfsaByR59BWWDUiyud/jSZFlXe2d5l52Dl/A3EQUzhR+Nq/e9DTvjAF49rWdLycgF0Kd/PtReta/eJWmBIiU2SK0dkCSTVlNCGrFQNC+fXbIMn+dDQfGE9HeGu+u9TZ1OzlmiVZLCZwxAJNhjALC1e61+76yVKsIEwJCIK4E+ML5Tr5/admApLga20bhDqBbAHHJb++BhjaKOl4cQY0AABn9zBAkxY/AmQMwwmRCkBGA8eMvkoWA5QSe0gbdyt2nWZ7qFZYNSLLcSAsFEuAEQuue/dw92D0H0Lyn7JBbbxbWUxqIstyFZgPw3Gs7dUeCQkMp6X62HLsIFALxI+AAZXY/WzogKX7Wtk3yJL82gAw4rz6sLBvtfYjC49iqL3Xvtnd5K0kIxI2Aak5yhLJGGwDvT3uval9zeWS/EBACtiQwXpF1A5Js6eFRowyEWxHhzcXTqg4d3dXmDQHczOv8NgsSAUKgBQLNBmAimKwQbDX3twVf5LAQyHgCQa2omINH++zQfssGJNkZKne1T+T73dY9JGgRONjf25AMee49g5AUXwJNBuCZfbUurPa7jkiDBGAGIUkIpAwBwlu4RbjkHvjQsgFJdvV9oj+/L9uWD1hnWWtVCxWaj548pHt3LmfZkoRAXAk0GYCdCsYC0IF6zPrJrGs0n6zJZxC8xnVDXL8JIjw9CCBMQIKMePYzAN4GAKvK3RbO0kAYyjJl3AtDkBR/Ak0GYAQaBIRL4q/+ZA1KwSXc7X33yXvlkxAQAq0h4NeKBxgA54XVN5YNSGqN3qTlQSwBhJfByoVgDBpGhlzAWAlOZMVC4LQA/MzVuR0IcAA2GKWl63RfItcsp3MKO3Eu1Gf7E6k3FXS514XeYTYZm8TxlgnwhfOtCPDmtKr3LBuQ1LLW5OSYFMjryb52rQsry7qfXYFu5tPDjGrvTuvuKScHj2hNEQKnBeC6rHbmBPS17g01exLtw73v7vyCda5V7RqG8FaSEBACURHAidxzlRnBA9VIRvP+4mnWzdJQiNz9LH86w1wlJYiAOk0P4R18/3fxafsTtIOIKpBofILUiRohkAIEWjbRn1/UOCAJ676yrEXYstbk5SDCSWSQpecpAhhHCl5PnleiOdMInBSA517W6Rz+EhYppzNpV9HhCFawDYOC/c47N9MqQ/wVAjETwCMDktz71qb9Y2N/GOxyMXO6pL4hbNlgKVegcBgQZIU+3/ESy5YkBBJC4KQA3HCOYzgQfjT1z7v0hGhvQskDH+p7gWgDUU5RE4dllxAQAk0QQKQSvidq7YCkJvQkY9epOsMUGQ0EGxY/tKfm1GOxfkaE4Vz2ZfCBAbIIgQQROCkAK1SjAQ0bXAFiBf8gxieIgagRAilNIJA3pCcAdg0rR0Z0P5sXG4Bg7UhvghK+9fYayCIEEkjgeAD+w8DCdgRws4GU9P+/VFmOCr7HM3hGr7z2CWQhqoRAShJAZYzk4PH+tKo3W3xsbKe5l52Tkk4eNXpisKAzEPYMh8GyJ33lBwtvZPHtO37R/gXe2iyJOelM4HgAPnC4fgh3YW0ufb+mMtkOm13g3AL+JKedc2CybRH9QsDuBAhhkkHY4oAkLVB4V1b44M78Wd3M7la7u9WkfRgx7iSCLQvv13c1mSGGnYpoBAIt3eLbUh9DcSkiBGImcDwAE9Fo/mLb5h4St8ZfJJDR0DHXrBTMCALBLoMu5tbvJQ3hlgck6Z7KPxAYHqXwBS3QbS744PjvH1JlQTRvTZVZay5OAgOTNvDUWl/SS1q6e9P4A3zmasgiwtscgLYJwIoiFXyfZ5jZNZ7ulSD+CYFYCVAER/PF6oaH9qyqaY2MkGfnPHSoK7kb9zott3CDa1a377WmnB3yTPpN3gV8TrgKsxos6yru7C/sx76dR1/Wy3PvGYSkxBJoDMD1Dtcg/mJ/NmVd9aeJVd+8tqnrarfziWXH14fqv998LjkiBDKbABKWIGBUA5Kqp2z7VPdWXsUt59Wo8CNtdre7U4FipM4xjs8Jn5Xdt2erVfZGGp8njct0n37QKpkiRwi0lkBjACbkq2jE01u/rZUSr3xE5pzgsfESL3KFQCoTCBYM7EwIPcOgYhmQRLpnhxsQbwcDnnAFuy266JmLOtiZh0IYw6ul3c+oaBIBvWpnv8W29CWg+IoSeR2F4bD9ArCBFYx+uNlFzltJQkAInEAgYjju5OCx5X59WcwDknT39mX1BlyOhB0OHzI25QcvvOYEFbZ5O+HprrlszLVAkRd5a0nqPPuiy4nIVYfOhZYIFCFCIEoCak7//Bu5Kyrk+aB2c5Rl457d+4H+DyD6vD6r8/VxV3a6AtkjBGxNABsHJGGbW4R7S3eEdE/lUEBjjiJ6RwsU+uzmuApHxgFC1TyPdecpg4xRCLB6n3tr2j89zG71KfYcIaAMQ/0AAO3X+oVjC1bwD+WOY59kKwSEAMBv8oZcgABXZTU4LBuQpHt2PkkGXctyJxUECldpMy/uYhvWRCORqM0XGyf5QzQZCCxrUZ8kWz4IgVYQUHxVOdpAsm0AVo5IBf9IbiVgS0GWhBEQRbYmUOfgFiHAZ/ftedOyAUmmw6HSHR+F6w/1IgIdnJGNmv/C28z9yVzHzO10DgDeZBBZ9pCgTnM7d+czSqEyIgtBFiGQJALc4wRfl74f+ihJ+ltUO/W92k38Q6nz99euazGzZBACGUKAW6ljENre/dwUrtoHa7/RvZUTCNUU7pZe4AoUPgNJnDOc3eAcz7ei9pZ7a9aDRUtWxDkaDPV+lYV/Z2iRaSImgwgoRLDBs59bJF6hCEaCLEIgMQRsreXprgNyAfBaimBcu09D7m3lCiJXcNdvHy23cFP+nK49IAkLX2iMYLXWdz8rkrm/DFZS8ggovsq1bffzMSwRogoEkAAMsggBgHCk3Tj+PVR5apfFfeBklafqn7p3x9VIsExF1IfcGv5xIutgeLB7DveADWN/LZsqpM3U+N42frfBARKAE1mZous0Asr7ftW60/babMe0daEP+B5wlr9vvvmn4zazTswRAoklQIQjicDaFuGJLjTxvtpbWQqoRnBr+Bcuf7eKrkemBTWR09pd59GhcSzxy3le/V3eWpOcOWP5fHIgqx5+os0q9MmafAauYJcbrKnc1JKi2Fz+LvKr3ZPZClaOUXY3U+wTAvEkMLfTwHMA6SaycEBSa+3V3dtWhEH1RMSzww1qU0GwsH9ry8aaD4FuBqD5sZZvqhwhDULAJU0di+s+BZeAopR46lhcOYjw4wTMAHz8g63fEFYQkHRD27qSxLh4E2hwOsdz63evt2alZQOSorF5t3d7re6pHM5B0c92rHb5L/xFNOWjyTtmETg4/21AaNn/9OY+c1EH7k4fYKCjVC+t9DWxxm2fM8uYAoDnZgP4E6k3FXSF3LvegQxcUiYAe9brf+EfTsdZfQuuyMB6EpeFwBECCCM4+CW0+/mI4pNfdc+OX3NLvD+iMdblL1ydP6uw8OQcbf/ULqSN4fu/h8q8+vK2SzsioV1dxOS3tsa9dc+RPYl73Xnvzi9Y29oGhUN4K0kIpNjfkSG8xD96aQXLFzcjCQS7D89BgGEAaNmAJGjDort3bIB2Db34N7lLKfg4b7a1c4YNhKFsnqXzdBHwDoKW/zuZ9cYlca9BBXeBm3+pGBf5bRYqAhJKIGVawEeoGC8oBAnAIEsmEqBD9Y0Dkrz6CusGJLURpH6PfjDk2VECBvzEETHma4HC34NFc4a5x2sMGfgnsGjpZD7Qg6DIqSJLLRIZtRgM15sPFhp0XrD7uVEXlgJpRyClArCra80aroGCYL/8y3grSQhkFgHCm4GsHZBkFUC+z7igwYjw7SHqreUWbsmbfdHlbZE9MeAyB1wa5d5qy4Klo+Gs4Qjw0a6pu/S22NaWsvoD+l4C2JBDDUVtkSNl40Ig4UJTKgDfuRgi3IXzCgHennBSolAIJJHAIhjTOCCJECwbkGS1O3umVW3le8N9uEt6KbeGPygIFv40Vh2Iyux+tnSerlJqtAF8GytWoywqh4AVgCDd0BbxTGUxKRWAG/+WEMHBAXgayCIEMohASNs3hk/ch7z6SssGJMULH98bfgDRuJkM8GmBwpc7xDRnmMaBotetsrHwD4XtgMC0ybLnScdqm0OFK5BwcN6MvPaxypBy6UHAVgH4TEh/faWr22GHtorzdESADv7r5KEczEJShhDg7zy3CMnSAUnxRFft2bky0uC4nHusss9uUFu0QLdWP8u9JOAaxsEyq/vnoZessrH+AA7hVufmmtLKSqtkxiqnsQsc4RNnTruBscqQculBQPmvyR9jd1dm99fGZmXhGu7aWuRdq4/iH+cbEMGk/0uL3bmJfelDgHt9xhhIlg1ISgSZ2gc/2x3yVt6sgGYA4Nuav/BX0IoFEYcTwMs+H3CPcSsKtCILEY3m84Z9HrtL9CKRGpFgQEMAABAASURBVN8K0yVLGhNQCOpxfz/XH4Pdu+eAzZbfX3/+t/z9tdkGwWPcpTXcszYUME0kRUsU4CTzffqs4okQaJpAwDVoFAAZ3uqVlg1IalpTfPZWe3Y8xUH1GvZhNHdJr8mb1fWiM2ni33sJH7fuXvczkIUEt6FD2SYARxRUMI9hjV3j7KykzCSgjPqDfRRAHX374KbgNQW97YIh0Cev54Fw9lr+4Sjn1w1Xu9fWbDlmW52jYSEBFAT6dOl5bJ9shUCqETjyP7ctW43Kwd3PytIBSS1rtTZHtXv7x7C/wTy/bHMo/JgDcZMDKScF829EgPb1X3R8wSoLXPWFg1jWZ9VTtn3KW1uk2qk7tnOLfEf91/h9WxgkRiSFgCr96/797rWhHxsG/pKAlgf6uTxJseQEpY02OBxLCWG6Z61+331b9hw44TA8/Oe9X3MAfpuchswJPhFMCr/PNNNLAtpdOeGsnRNn5Q9v0XeicYqsG5DUor44ZdB9+kHdU/mjSAT/nVt/Za5At+fgyOMmj2skUiMAcOli35Z6sGhB7n7m1Tat32Nu8fm2gjs2xh77LNvMI8CN3yNOl66vflZBpB9flU0M9NOW/vpq7fwjRxL3OuO6vAsC/QoWI+DYhnq60fu+/vwZtL/MP6rJZzguh4SAbQmUefQ/IJAHlXqBg/FcXzMPrwi4iobxxWbW56EVlg1ISjaU2mmVCyNZ1FuB+q4WKvxbwazCK06waRIaYF1XOwFjhlFhNGwXgBEUd0PjcOAucpAlIwkcD8Cm91PX1W7Hfe1vAMCNWU7aNKt//kBI0PLUNa4bssOO9Xxl/Mm+tfqABzaEdpxJdXaWcwECXBS87oKLz5RPjgkBuxKY5wnNUw68kgiu25qrbZg0y/W9U21FVGYL+WUfgHHqsVT+XHvvzm3Vnu3mfeElpGCt5u927zh/537s03n7vyTLutvz5xTeyDE4VOvZtZll2yrp3u3/IKDPO9cXXm8rw8SYhBE4KQCbWt1bt9Z51lb/J39pJytSZYFrtCfM/fFafQPByTp8DoVlfKlawl3Oj/pacbK5993GB5v/hcLO0fGyTeQKgXgTeG5K9aflXv0qvphcTQo/mjRbO+nv6gjI2gFJ8XYoSvm6Z8eDCDSMEB/ZhI436gGXLeGu6ijFNJtdGfQDlv9ysxmSfAABK/j23x1JNkPUJ4nAaQH4mB3etfpyp9HQBxB6+Pu51s++Ju/CY8es2vqv1rp2PKStAgW9sM7o414XiuovqfjkVAFKRkNbVR/JlNP4P7fJNCC5ummeR3cTwu1kwBMlQdeiMc9c1CGYP/hGNqv9Fx1zX+Bt2qZqz463CZ29kODsdzGrr+bvOsBCZ0czU9sG4Igyu6HpVr71hxb6LKJShECzAdi0/771e2q4RToCCBdF0LGOA7Flrc3ZfbWxyglr+Op0sed9/QfuDTVR/z0YQWQhEF0W7FfQ2bRX1tQkENCK7wpnOXfOyh9kdremphMWWF3u1peBUX85/946ZB86vGn/JV8/wBfAS31bFtdbIN7WIorwcP4VWM+nBHgKQK3UAoVt7nkrmNPtWmb5dah0x0d2db526rZNbFsdX3S0+kElnF9SmhA4YwA+5qN3nT5DRWCIAvxVoJ/rOd9lkH3sWLTbJ64//1uBfgV+A2E69zTf7Dk6tzdaOWZ+79rdtbzdQAR38lZSihLw6Cv+wCdKj1LqBQ7Gc318Bk5RV9psdlnp3lCZRx+qEOb8c9SuEVsmbk/74NsIjYxRALh6p7vyiTBgXwAYpQW6vZPXwpxhztdsogj8ABBsPnit0fwKUCgzOhpRZNaLaq277g/0DZG6g30R4HDut7RN/n6de7W27LF8wX75l7ULZ38AQFnOAw193CfM7T2WJ9ot36teAEgToi0n+e1FwBNaPs+BdCUBXJerFW+Y5Sr+nr0sTKw1V8/4zurvlRU2fFNwuF9JoGDVuJlal8RakFht3P08mS+kXzS17vZu36gi4d5AuNWh1EZuDTc5Z9jMe+YV71AEtu1+hqMLRSIVgGrk0Y+yySACKhpfj80Z5h/GLwGMt4PXaFNaW97fX3MTqD+BgY94mpjb21o5p+aLGGSOmLzS3++CvFOPyefUIjCleuWnXn3FVWz1am4BfjRbKzppQBLvz5wUUbe1rzlrGdaHe/FtFt3phI0lfi0tH79aMrdTd26pFrYz1MJjFVw1reqQ7q28ywD8Nw7M87g1XAY+cEIrF9ecbubANqPKW7mulUWSli00bdcHXMdZ+f6LzJZ/0uxIhuJM1xlVAD4Gy7Ou+o8OivQhoMmBftrSOdcUfPvYsVO3wSvzO/n7uSrAgHHm3F7P+mozYJ6aLebP96/Xd/GXdwuCYxzIkg4EiLuk3QjG7XzyfSLoKlr0zEXFHdLBsWh8UIiT+Hv96rwHa78p8+oTuJdnCgepBSUB1zM+H8T0u41Gf0LzRrJGkwHv/35a1b5T9dZ4ti8yyLiCAC/Rcgs3a8FuV56ap8nPhhptGLCEjxGvtk8EWOFAY5TtDRUDLSUQ8w956glzhiNIG5uaMzyrv3Y9Zat1CPi3/etantsbq2d8sirnspYNEGNZkpJMwK2/tcyor7ucEDscOgybgvmDrkmySQlTP7tzsfkvQi6syz7eIixzh8oNUFdw71Ofrbnaph/Oye+RMIPirYhgslLQ7IV5benObSFPZT824xUkXNua/xlGotHgwAoukxKJLzgruKUv3dApUVtWGQltu5J2H58zDD9S5pzhfgXcNQ3gGwjOYD/tUb7/spB/CJO5y/lRH/dZW2f2yZL4xMQ/NLzu6QFdc08+Ip9SmUDp3ndCHn3FUAScQ0q9E9CK+WuUyh61znYycBS3dle7973+1Ykl5nuq/smt4auJcJkRUR9ya/jHJx5PxfdH721/1+FoaDYAH/NL91Q+HDFgCBE8UhAofK3r403/3vPndOWLE2of2rf9vWNl7b7VPTv+wnXe8ZSngtndbLGvjQRUG8s3Fj8+Z5iol7+ftj73oLaauw97Y71xlTvKub2NAqN88ayt+icX2VbfEJa/92IQ6ZY8+vInuRvyWj5BTQoUFK+aqQ1J6wFJxLd2eG0ckNRUXZZ7q0sjCOb0wF9M8rsqJjzddCBqqqzd9vG97bEAdCBcn/WTklmar6W1GOoHXgv1L54HxtBwe/X3AYHOp5XpFIEnvg30dUkH7b9LWiHTLnnOB+PzXGU8lnR7gq4b7PY9SVd7lFWO3bd+Tw0CrGaBV/KJco13bfXoWOb2xmwPQTnrj6YLJ2ZVUjDxBEpDb31UH1a9uPWjO8HY6NcGp+WApLmdhnbn73GhoZzHu5+boj3fra+IQLgnd9GfrRrCmyYGC/o3lc/2+5AGAaB5rxZau5xlwN7eRvh/OxCVbwfnf3yKTu+JfXkHQX0/l2jNmeShgku4jK0G+eUCrTmEKP+OdKaKS7NjHC/b7pE5Apm7nN8ghIe5+2wodzn/R9ulRieBUL3EV9I3zeiV1z66kpI7VQg8WLvsG6++YgLf1piCQAsCruJnfMCn0VRxoBV2RrKM0QbA+9Oq3jxtQNKpxRd4d9eWeXTz4SV+ZrK6xO/6xal57Px5zDO5Hfie9oA6NErLSnVftOsnnh3TwhHVpwpV7VuQVbQcnM+tylZlhwgO6SrHcyZ5kSznFGZzrhOy/WfKl8hjq1273Gx7wwqHc1Ei9Z6myx3dEwmZo6QYCbQ5AAf6FhQBODeb+gnCPTzrq1ea7xO9etdWbUTA6pyz1YRE605JfSlstDu0shwUXsEXfH1yteJNc/Jv4nt+KezQCaYTdz8raJxad8LeM7/lIPzrMEJ/QBzLQXj1uFn5hWcuYY+jOXXtRhDA2sXu6J+Cd8yD2mnbNqlI+Ar+/KlDqc1GxDmTZb6x1b21jvc1m+bf2/gs+bVh1TCk2UyJPnAnRIDUK0jq9kSrFn3JIaBiVesDUP5+BbNA0RtA8KR7rT7s6JOpYhXZ5nIGd0kR4S1tFiQCbE/AU7X8n9wavpqD8LKIcnwYcBWl/ICkI/e28buOhkiLA5JOraCFbn3Dl+2gFyDscir1ccnsvBToosc7EGjxqb5E+7nKnDPs2XG3gcZkPhcNRYCsVskgqgAk+4wbeeZqtpsc3JsxrVX2S6aUJ6Bi8WDmNQWX5vbT1iEZ/COn/uajKmORY3UZw0GvsMzhvssui/lRmVxeUgoR8FavKOWT+AhC+IXfVVzxdNdbWjMS3pYe8r3tsUB0oD7L+ZNZWrEv2nXQ9MseuvqJHlu7LXftUoezXvnhk53nz+o8KGo50eqNJf+M7gN9aMCQy35/8RWxlG+qzMO/urTn//e7rs9eWHn2GFegcK33uuvO6HuvZy65HAwomnHpwGbzBV1FCRmQ5Pr1hd20w5+v4i9mR0DsIA/lYBIZkKIOwMFrtPFZSObzlz899+ycHp61oQ/twmnaezXmU28+zz33S/tc1doFThrb4dZXroAw9ESksxvCdZuCBcX9U9FdJBoECFENSGrKz/M/yn3h4lc6Tw/nGJf+7e5tPz/Q7cDlTeU7to9PApcooIQOSPq81/4+zm+ydp61t93uY3ZYsc39PLvmjkXaL1w17da/PKrmoY29v7yjOblZX2bvzfrGuWtfjy+vbC5PIvZrswvHYhat4a7zRbq3chTrfIMvKrlxw+8kpTUB/u21zr+nru18lr+fNp8QfsdflLu51TvhrlWVh1tXOqG5yrkVMSyhGkVZ0gl4d6+s9egrGwckEcFqv6sopQYkPZNb3IF/WwPQyCot1Vf42rr+/N33feUevc+hb9fP/MfYnSM+/NkntcdlniI/y3l4CgCeC9lhf3N5rN6/a+DuAw3n1P8fq+Uek/fR43+fUp8Tuf7NYbvbPfnQ1gvn/qzy8WPHTtzWnxP+P7tuqqk7cd+J792hle9AnJbzf/+db2n+brO5Ff4Yd58PD3kqA6YqIlyCiiaZ72VNbwKtCsCBfq6rHRFjEyJ2B1BXeNbqC+2KhQxaggAjzXvUdrVR7IofAY++4tdc//35uzrW7xq8elb+wJQYkFTXjkYA4Fp3zetR/y0nnGEpd+sPEOLNYJBvYkB7ecLTHXJPzX7vzne/AKC1qsGZkAFJP/pDYTskuDlskHnL6FRzLPusu3dsOGhgH1BUd5DCmwqCF/Y+VXhEOSqAcPCkGYmdPZEX6NIz+0DdWkDF2L+5usa9c8sx2xrMJ6ARFXThPMf2yTY9CbQYgAPXaA8B4Pu8vup+v7qf58hDL8Cui3d9yOzKOcD3qO+0q41iV3wJuPUVG9rBWb24G2+XUs6PZ+elwJxhhDu456bNA5KaIlvuqV6JDZHLkShbNZy9pSSgXXdqPiKo4KCYkFs34QP1Qwhh88LSmspT7bD68/7Syv0h944fowG/JKLlrkCh50QdC6fu0tmWTyjHOfDE/fF87woUehzgWAoE03XP9vv23LfnwIn69j78j6+B8G3Wuc4aAAAQAElEQVSD1MgT98v79COgmnPJ3++CvEA/7U3+cj5oUGSoZ131NG5ZcO9zcyVstJ9gARs61EYWiSkJJnCPvuSgJ7SixADjJxEHzQ9oxb/3ga/Z73uCzTtJ3dxOA8/h72uRcqqlJx2w8MO8B2t3l3lDNwOoGSz27RK/9iveHk9hjFSwDYOC5w0/9/jOeL0hGq0IXoYELtWllc9GFPVjlRO1QLel2q+18/l9Y+ILjxf54ifuFx95My6+oCBw4WJEGEsNeKPurXy+0YAmX+hlQpzc5CHZmTYEmjwh+ftpgxGcm4HAyHFEepSuq30rlTwmoNcQYEwq2Sy2xodAqf7WAqPBcQV3sfbO1d7dMjuv+IwDkuJjxZmlNjiyhgPiR1N3LdfPnLPtR8s81U+xLvOPLUZzS3jNhFl5F5lSH9BX7eXf+wbKCReZn+O1/vgZyALC29CBCQ3Apj+1U3dsb4/OGxBwI2Vlb8qfVdjY6kUVqeDjw8yucd7GJbmeuvAGR3ZkPYHxib6vckDoge07zqTImU0LAOGiC4JdLj5TvqiPSQFbETgpAPsAVKCfy88nqz+Rgb/yrNOH//QvtZaOUkyE9951oTdZT0PgGtco3krKcALT9ry51aOv7IOASyMO+CBYUPxTOyFRikaDgS8lyqYyd/XHZ+8H837oNqUcH08IaLc36kbuhgYjri3BQ/WuQdzS/uy5KdWfNupM8Iv5gI5qT+V/IqH5D0xlWqDwiXlTa7cDwY6Gr+utfwykD5ysw4cOKuMWbYnu2fEo+MCAFpadRx4U8hcnOeRf3lpglcqHjwdgc25vx37aeiAc4UTo511fPTOVHeOT7fOASkZDp3IlWmy7W1/+ACLebBD4uEv65ac7JH/O8B8KB7YjILbJ0eKAJJ+vsJ1VSH7r0w+WefQfYSTy73wSKJsYcD0XPqve7PYcPCNvSNwe52oQcvczJrz1eyo33bt9eYMT+gBgD5e/2/ovUX3E3eJjwcJF81/UVet44SoW2ctAZ5+Qe3tUI6qJzAsiGQ3N/KxKtpPDvz2AwLXaBCfSX5Hg71+cnd1zyvuhj2xnaZQG8UntdW7Jj4uymGRPcwKe6uUrGyLqciLKbji7bktAG3TagKREIjhQnzUEATeX1rxxxgFJMx7Ia59r1O+f6Su41Er75k2rXWhkRXojqO9ucG9d/o12+ECO02jsmgWrFwLkc8wowHDSA7Dp2p77Kmt0z/YRCGrRBnKOCYG6ubGLHNq+aLMLx4Iy1hDSYt1T+YMa99aoR7dHCBcysssKggWd226RSLAjAeXvpy3kDpHfKsIfcpfzRN8qW87tjZqde63+KiCoWf3zh4MsQuAEAg/WLtvtDa28GRTNAFBv+7WikwYknZA17m/5QmA0AbUYkHLOcY7h7/M39/us77qdf2/tNr43bN4XXrJl4raCHUWhqfFwvGRO/o18URya56ndHA/5scrk1vAMQ9FN/wRH9huHu80HX+xP0jv/ifO/VRAo9PM5dboBxs3H5vbGYttu7/Za5rUByHlnLOWljP0JKAS8EB2O3lPXVS+Ot7mJlI/8zeWT24vKUBKAEwk+hXR5qlc+hRjhwIOjuUt6zay8osYBSYly4Rm4OosQbnMgvAwtLAbBrRyAy1vI1qbDZR79wZyvsm7d952vh04MaEsmPN71tDnDbVGAhvoBALboKyRh0d07NvSFhtnnAQ3Scg9u6uy/sFe0ZuQHu16W3e6cDwgwq8H5TZ8T5/ZGK+tYfu4xMGd0yB/MHAOSZlvlWVvd3/2XXZ+lmV+N7vAP/jU+aU1s/CAvQqAJAu7qtz/eD2f1BsBtyoEfcyA+MiAJ4r/Uu3IH8XXiZ1OqV356Jm3BYPccxfeJIUx/OlM+K479/uc7XrvsuQs/al+b00O1D/99vF8bYIVcUwYBjAaDbBmATftyVKSiJ4QPIMLjBtDbWrDbFHN/a1bNX+hWpP6EgI9wt/Z9p87tbY2MpvJQpGERAF55gf/CPJAl7QiY94Ap7bw66lA7o9ocWXpW8Fqz6+vozqRtRLFdCfjMOcP68h9FIvTvbGNZwFX83CIY4+D3cU3c+h1NiC0GJNp3cDT/SOs9/xt6I64GHRWe9ZWzosezF7+NQI8zhJXcGn7i6KGYN+PnFFwLBF+Xldp3fEn51NpNzLluYKT+nxEH9SHCyVqg29KCOQXfbs7x/GD3Ti5/oTmNaRw14I3Vnu0cMJvLHf1+/X59FwFucSDJeJbo8dm+hBmAbW9krAbe8yE08I9+CRlqRKwypFzmEJhWu3JhVoR6g4LvhrR9f5tVMPCKeHlPANy7CKMwrF6GFhYyYATfTlnQQjbrDqNhBpThA9zaXAXhvix4VElAe2fC0TnD/Dnq5IjQD7hlaV4QR102wQUqUMHIk+YMR7I25s8qHHiqHdqsrtcrCq9DpL/p+1ue23tq+dZ+RkXmrQeZjtRaYCmUT6WQrbGZirSUC8qDzRlCMlOq6L63duU2T/UK877wEkVZa/1a0b3xsH1OfvGNQBDy1C4744CkRWPAwYHrdgR8PR52NCXTq7/9D7bt8/rOudc/5929sT6iehPBVqUcGycfmzPcVMEz7OMLjjuAVIsXG2cQkZBD3AtSAQiNj4A8NmcYCH+kFJQVBAp/CeZizu0NFj4KChdyD8ZkvZVze82isazKUBUIcF3Xp629Jx+LLVLGWgLKWnH2k3buWTmLgaCjv28X80refgaKRbYk4NFXPAiohiHBIwGtaMnjXQdYOiDJUPADbgO3GJBqehSM4u8veR7TW5wnbClIhArDoDtMmYunVR0q9+p3ARj/ZhDN49Zw2UAOQuax1qwlc1xXIaAxz1tl/l1oa4okLc/CaaEPmHfWRH/+8fOF7j0yZ5iAemn+buu13MLVaEBvA7OuinZubyyOVXm2/ZPLbQvX43jeSkojAmkfgO9aVXkYEd4ER3hkGtWbuJIAAp7qN99Gyu4FgNg+3O7vfq04xgFJ0NQymoNZiwGYT/rDAOH5pgTEc5+KQAUA3sotV4SjS5mnZpFBxhV8b/iSzrna5slB7cqjh868MWA0GMYSzsTi+NX2iSoAHaNONNOcM8z1sBoUmj6vqfZWjo5lbu+JMqN8Xw6Icg6LEprds6d9ADYrwCB4VRFOMt/LKgSiIWD+PSC3hkdwq+hxLrcyoA1+grdtSnMKiq7lwPp1aeitFh94w/d/7wRA89GqkMhlau2KTayvzq8Nvo63x9P80tpt8zyhfhxJXzEI15YEC1p+rCfhaHCYAf24GJu/wQokOh7szBHIWrDwDSB8GMkYqnsq/yPRDvC95pf4O3NTXoL/NjHRfmaavowIwHVZ9YsIIP+pa/Ns9yD+TPvCpaq/7tAKP4SJuyVpVEArfqctc4YjhD9AwJdaYvHUo9qtiJDlmV69uKW8cTpeoYCOB6ITdZR79IfBiAwBokdKAgWvNTdnePyc/B5crn3VvtB7vE2JVObR/wIIHSfMKriiINC1yAnGZtPwMGGPas/Oleb7RK9V3qqNiFitcnJkTnCi4cdRX0YE4If/vPdrAljlMJxNnkziyFdEpxEB7+6VGyPqm97cEtmqHLiRA3GMc4bpDlKqxe5nB4LZ/VzBCPnry68JTnyhYA7+afY3U1Zas6ruG6M3AEXMOcMT/K7vn2qiMtRoQHptlQ/Cpx6z82cG/tLfHOpZAscbAOpJ3V057MiTqZJnNRlUjqRuSZ4FotlqAspqgXaVx1ePL/LV+g/tap/YlRoEplW9d8irr7wLDPg3IprHQbjMBwOdrbV+jmvQVYBoeKuWtTwgiWC8AuIA0Frp1uabFlr+AV9sZPnzi7jl37Tsxf9Zs4dbjLcBql8qxOUTg9qTJ+ZEgtFEKlkt+BNNafX7gpkXXboKsq/9CtR3CCL9de/2Ga0ufFpG63aQocyBeMMv88X+qEzrrBFJVhBQVghJBRkRxEWAUBi8rsvFqWCv2GhvAp6aFYv4/uwVfFF3Sa7m2BzUis3BOS0abQCONgxqcUBS0KcVE0L7bD2U8AFYJzlBUIEOddKApJOOH/1QNrUqQJFIHw64t5ccnTNcMrdzdyDI34dnvXs0m+03fK93PGVFNnAL+B/XUsOBQVh/yC5G10zbbl60ff5l7sHxdrFJ7GgbgYwJwNPeq9rHXWV/NiKRMW1DJqWFwBECpeac4dDKfvzpFQ6Wa1vzP8Ocb7QDwOxW5mJnSES3IOCSe34LDWfIFf9DSBXc0m+2G/pEA8qn1W6qi6grOHh9isqxGSLGTP7NvfG6e2vdifns+L7zU53P0vzd5vMFw++A8G7dUzleEbyiCG+3l71UznyH2cum5q2RI2cmkDEBuBED4QsIIKOhG2HIi1UEPPrKh40IDCFzznDB4NeamzM8J/+mHgCq/b5QpBUDknACYvyf/dwSA4/+1l8QoOOsgsGteirY4mlVh8o9+t2AxmQgGAqAWWDzxRXoerXhcG5CxO4K1BUcfBf++BnI4kDnIMJpdjKfu/OXcE/eSPBBZp27IT2XjKrEbGfkeT4pfHdmX61LelaneJUsAqU1K1Z9Y9T15u9XpHHOsGvQaQOSDKVGI8FrPlh1xgFJ/p9rAwyA88JfqgXJ8ucUvS9xV/vIU/ad8WO5u+YFp7OhEJA6TAy41rblMZZnVNTGg1qg8CEEfB8BXq12V/YzH3ox4deubgcPa6t4X0cOdh1OfChHG9W1uXjIu30N18UBLbfwzjYLEwFxJtCy+IwKwD/9S+1uAPzQqWAsyCIELCbwnzXv7PHoy29DRb9EVMv5vvBJA5K4RTWaFLQ4IIlP/Ob0ozenzaqyx/1Hg15QgFEFYBPts/ftqSnzhG5B7nlSyvH+JH++bW7/NM7tDRS+ycHswYgBQ6s9ldMAgSbO1saqLFzDXeeLyrz6KPbjDQC8Dey1LIDG3gV7GSXWRE9ARV8ktUsQGAsQYHxqeyHW25nA1KqVgUgE+nDAvT1wdM7w3M4DuxNgPp7lbHlAEsJEDgDmM8xt4aar5jwzIBUE84sui8UgDmQzFMJQQvV4id/1x+HB7jmxyLGqjObvOtiJjXN7jUiOs0dt6Y63/u3353+rxK/NRgMeIzSG84VDwNTH97+XoEJb3bbibvHX+GLBNhczJidZYyOQzgG4SSIRvhongiue7Nspv8kMslMIWEBgWu2KTRH1jXnf9FPlgM0RwzmTWy1vuLe+fsYBSf5H8s0pP/kIdfMtMMMSEXfC4ggBmQPNYh6Q9Jxb3+A0DvZBBXXfpoObSoIFvS0xLhohfN/UFSj084XQn5DgV3yvd3jtTz/bPSmQ17P+QPZaDmqqztlwdbm7ZssxsTl1DQv5fFEwKdCl57F9yd6GvJXmk9EaXIFuo5Jti+hvG4GMC8D3r9d38X2pv7VT2fL/mm377kjpFgiYc4Y9+oq7uVU1mQCG8gm+5QFJCm8DA1a5ffu+akF8wg4/A1ebdjsIYVpblD5bun//PHfox4aBd51KbwAAEABJREFUv+Su3+UlAZenLfKiKVsw86JLtY7d1iPQCHBCv2rvjplmedMGAsdSDrLTyzz6fYvv23PA3H9s/X8P7/2ag/XbQMbIY/vssEWE5xWgjIa2Q2W0wQbVhrIpW5QA5xtEY1LWgdYYLnlsQ8Bds/IFZ0O4kE/kHQKuwWvP9BhLBCzhVmKLT8lKlHO/dg3qdljruAoAOyJAhzM9lANaucwvrX4WVaQfZ59YEtCWjv+1dj6/j1vSAt0mkNP4KyD+PfsL7BmasuOjSTPyLigJFCwmxLFGA91Y7tWfb84AAniZkCY3dzwZ+/mC4XW2a1wydItO6whkZABGUBV8Bdn/8QHy/5ogS0II3LdnVY0ntOIWPpG/oBz4vj9/8GkXgAFfXk82pmsYlC26n2drRWOzUK0BUou8+gqzu/MNDmK3sY1tTvOm1m7PxfY3EOBGRxZtKpmVP7DNQk8RcGRub+FC3v1bVPhD7nKeWOmrPFzylOsGynasB6BPLtmnD5j/QGgH52k2UbZzASBcNDZ4wcXNZkrwAd1d+Srbr/JndRueYNWizkICGRmAPWurzP/X3HpWfXiihSxFlH0I2NYSDmQzuCU5FBU97ncV/zHYfXjOMWMRlNnN+f40n/nQGEja8vvzr/+WXyuebQA+hgYN94SWHx2QhEsUWjePfrZ7a125p/o/gXAyKFU2MaA9ARYtrtld+kSUczNfaF/oQKN39dTti30+cJYENB84sIxvQ5WUefRHeZ/Rksr59+78gvP8JZuco3lrj8R96UT4olIgAdgeNRKTFSqmUmlQiE+C5fzjjHlQSRogEBeSRMCtr9hgHAz34R9fHR1s2BQsuKm3aQqfUCcZSC1OUzLzxmsN5A3seSD7rLUIoLjb/GruPt9yTFddw6GFBFAQ6DLQbKkf293mbZlXX+50NvRBgB4lftf6SbPzLmyLUC1Y+DAa6n2+yHmp2lPZf5d712eT/FrXrR017kqHXllo9Clzh96JSgdRBYG9RkMrxNcAUBoRkLoLnwNS1/i2WG6AMu+z3TT3sk7ntEWOlBUCsRAo3b9qvzu04scGGr8kciz39+03HQguaYCw2WUai8h/lYnxHd+f9oDDuZSApnv0Ffdxt/lJA5Ie3vvnrwnwbTKcI2NU0WyxI3OG9REAuIgijnUlflfUrc1OcwvzNf+FK5jj/YaBxbp7xwPA/bQTZ2tjScEabvUu5lbvD/7grtnD+6NKEYpwvdBlE4MFnaMqGMfM1e22v8Tiz8oPFt7IW0kpSECloM2WmOxdW7WRf5u7wt9yyv9rWkJUhMRCoLT6rWdVRPWDLgdHw1c5B9Rve4RjkdOWMjPyhlwQKBi8GJHGNpBxo1df+Xzz8oyXkSBuA5K4NTxDKRgCCn81MeB6bowPspu35V9HtOCFQ7LCsBnQOGygs0dNaeWq2544/1slgQI/GjCdwLi5zBNq7Er/V6nWv1vg3V1LABvY9ztbXyrOOe+BBtawRBGN4K2kFCSQsQHYrCtCNZ8A5f81TRiyJo3A1Npl21WvvQbsPGdbFjk3zcovtnxAUnPOPeUquiHbYawHgk/26QMGPBB664wDkrKddeaDbC4KXjAobgOSnjPnDEcO9lUIh3NytU3j/Z17NWc/+EBpgW5BMozXODj+QvfsGFHj3rpnYjD/snPbZX/AF9lZdc6GPuUnzO2FWBfCBQRkqwt2Pn8tBZt1jYMsrSaQ0QFYYeQVvu803HdZ666yW01VMgqBKAgEfQWdycCe4e99fishTeYWYFlAK7JsQFJTpvhgoDOgFfsciGVIVOLRlz/qA5/RVN4T9927893GAUnkxKi7iE+U09L7Y3OGOcD8UoHxdklQm3JqGe5u/o6WW8hBFodhBK6p9lbOMvNM8mtuJPUnAHykrIm5vRDjEonQIj5fXDnef0FejCIsL5ZzbuOYgY5d/BeZD3CxXL4IjC8BFV/x9pbufq/G/H/NPeedW2Crq1p7UxPrrCYQiRh38j3KLff/Qt/F3b/LnQ3hPgDYw+8qXj87b8iFYPHi14q7dtScqwCoFxpZfdyhle9Eo4KIKgAxIY9nLPdU/1E5In2AaHJJQFs6eU7Bt01bXf4LSwDpY26Rbj4bnZfr9+/YMCaY32mi31XBVxHjzLm9ZZ7qRWZeq9aF9+u7mNkWBzpsM/+28q7Kw4DwZhgiIxv9lJeUIpDRAdisKe62KjeI5IkyJgxZk0IAFY4HgrJjyu/bs6rGo68YwSfWRRGHsY4DsWWtzdla0Vj+0a9BwsUefeUP3DWvRz0giSKwEAgvCxYMTMiApBPnDDcYsLFzoPBFROM3hmGUhDw7Jm91b62bOEu7vh2pdYj4t0v2tzy39xjraLeksJzLWFYfLKvtyaBX+Ts0qe2CREKiCfBvMdEq7aXPIMdSJBhJwKc7kEUIJJbAb3x5F3C35lVZ2PDCqZq9+ooZ/AMdohB/FXAVP+eDy1o1IOlUOebnJ86//luBgiK/ATgdDLr52Nxe81i0q3f3yloAYwOB485oy8aafzYH2RWY9eo7kKXaA91+NUQW1pTufGGgD5yTgtqjqGAhcfd9WSvn9sZqR5ahKgDwuglP2+chPvV17RYBQX7eUxddDpm9pJz3/PtOOZstNdi7ftcaUPBV8BpN/iHJUrIirDUE6oC7MxE+u8+3Z2tT+c05w5GDDX05SB/O1bRN/s5FzQ9IakoA7zP/xahd9lkfAGGW2b194txePhxTIlTmX+Il7NaN5i/8mYPoXQNoXl/jm84dwHCV+LX1nXO11YaBvbPQuCrqub0xeP6sp8p8iM82rA/b5nyx9+F/fA0Eq5wOkm7oGOo0mUVUMpXbRTff01pAgEPtYo/YkTkEuPdlDAfX493PTXleenTOMCD9Egx8O6gVnzYgqaly5j6/VuQmhX8ChEc8TcztNfPEskYI+f4qXum/oCiuA5LMub2uQOFbbL+XSA3S3TseKivdG+LPq/nC+Upmt6bcWz06lrm9sfh9tIz5EB9bBTtEeJHvh//wqH2ySREClgbgFPH5NDMV4GuIdAcf4N8zv0oSAgkg8PTj3I1JcC1B5MXWqPNUr/yjI6L6EMHkgFa8dE5BUeOApKbKBvNv6MT3js3u0nHm3F5P9QoOmE3ljG3f/fqyXdzq2oIOFbcBSV1mFw7NCsMW/lEegIb6niHv9jXmCOSJQe0N1v0wEQ6d59H/IzYPYi+lSL0EQDdNmpHXPnYp1pbESNis38IuwS5xmx5mrcUizSSgzJdMX91r9WXMoD7Y3zWKt5KEQEIIhA9FxvG9yyqPr3ZzaxWac4axfdYNgLiRW6Ebm5ozPEsbfD2p7MYBSftbMbe3tbpPzacQyjkQjT51f5s/LwKHFih8OmLAEorAdN1TeZv+gL53It/EdoCzkVWEwj3KPdUr26wrBgHPeas2Mv9qI0clrAu+JTOrplXtI4A/RwzHmJbyynH7EJAAfLwuyBcx1P7jH6N+IwWEQHQECGkkAZ2x+7kpie6tr9d5qpf/J5f9UeOc4YLBvzTzmXN7g9rgRxUYC7lre3Jr5/aaZWNZDYUVgHDd011vyY2lfFNlXLO6fU8LmXN7oQgR+4amVQZ8PlAT/QWzONi/wWWeLHfrwxZ4d9fy++Qlg8oV4S3JM+B0zQjGC1wfMhr6dDS23aNsa1mCDfOsDQVK11W/lWC1oi5DCcz1dToHEG+iCL0SKwKvvvLInGGiXn6teH2ulrXaQOqNRvZV0c7tjcUGT9XyxgFJ9eHDlgxIyvdfOBkV/pVt+bjjF2dfXu3e/vHYmQWX/jNX49a8cZsTqH+ZV5/Bx5OeDINe4Rbn8DG+2EemW+1EJDvreZb5XW3mxV14KykFCEgAToFKSgUTxcboCDQYzvFk0F7v/9Ssj67kybnNOcMIsJp/yFdyC3GNt3rF6Fjm9p4sNapP5XjkbxQh1kV7Rjubu5xfRKQ5hDSeu5x/tMW3pb4kqI3PyiLz+cufOs/N6fFHT+jDWHVYXW7+tMaH+HyenfulJRcfVthX+9PPdvN34UNwhsdaIU9kxJ8A/27jr0Q0CAEhcAoBxBG8J+ruZy5zPJkjkINa8RvcEnuYEId69BUJH5BEil4Coptm5A2JaUCSNqvr9XA4+xMgyDcU9Q65d7w45qnOZ5X4tfm873cGwd3c6p3w7F2Vh487bp83fPFhr4f4MK8F3LNim4sC+1SVPS2RAGzPehGrUopAdMYGp3bP4ZbKMEB4NbqS/8odKBhcBE5oHJBEYerB94RX/uto4t55q1ZuRITqHGVEPSCpINjtv0HhGg60C3Rv5XW1U3dsnxBwXd3OYWwCxO4GqCvme/SFifMmOk0G0RJAGGneo46uZPxyY8TxAvO8otOThfnx0yKSrSIgAdgqkiJHCLSSAOUeGscn7i+90/V3W1nkeDYfgPIXFM/iVucbAPikW18x7MiTqSBpCweickJo9YCkLrO7aJq/cLVBeB+hGsjB92em8ZMC2kMI+D4Bvlrmru43/8hDL8xDtlzne0NriODAZ7nanXYxUL//s10E8LfsdjDOLjaJHc0TkADcPBs5IgTiQwDpZr5fOz9a4TMLii7N1YrWoQG3Aan+Xn2FLQYkcQB+hX0Z7rus5QFJnWd3Gx42HJ9w/v3K0dAz5N7+jjm3tySgvcnB7EFlRIaWeaqn8QUKxxHOZf+0wCAYaiczkWA+GSDTkexUKc3YIgG4GTCyWwjEg8CiMeBgubeRga/xttUpqA0an0W4gUB9em5OuIcntMw2A5Km1bxl/qvY57lfupq/9+gDpxbo9n8NA19Bwv/iVu/t1VOqPy/xa4Md2Di318CcSI95pbUpNRNBEb2GaK9gpzBcwRcw/buaD3pp9TdMMiaDgATgZFAXnRlLINRDG8Mn7EPex/TlrYHwVOdrz/JrxfM58P6OgO726ssn3FW5ypYDkvje47CmfMoLdOmpndc4t3dAmMJ9dO/2OT4fqJKAy889AX/igPyrMo8+fN5Pa3c3Vd7O++Z5Q2+yfQ0TA65RvLVFqjrSdb81fBZOtIVBYkSzBCQAN4tGDggB6wngke7KVg0sCrhuutphtN/EAbs7KLzCo69sVTnrrW5ZIpFagoAjfeA76ZyiBQrvcoDjI75n/aHe7vxeu71VGyfPLLh0a0dtPQCOACf0m+etngmpvCA+j6CavPiAZC0I5YBwe7LUi97WEVCtyya5hIAQsIIA39gcYwD+qSVZAa3oIUDH+3wSfdVdvaLf0YdetFQsace9oWVr2LcDudpfGgck5c3Ia89dzkvYID8YcKfu2XE33PNhw+SANsFw0l8J4e/OL7J7lk0JfcR5UjrxPfDXuSVvq0FPysCXAfCmTnM7nQNxXER02whIAG4bPyktBFpNIPAod1MiGF5f9dLmCplzewNa8ZsE+KARUUM91SumIZ/dm8tvs/0LCCJDXU9deIMj+6xPgSDXMKC3Xlr5sjm3d6JfW2gA/BYV/rDcozEUYnIAABAASURBVE981mfLub1RI53v1l8lADVxVv7wqAvHqUCVd/tGtmmXM9w+6ulhcTJJxDZBQDWxT3YJASEQBwKolDla1vzXmial+7WiwejEzRxvjZyI6lFau+ytJjPadCcRvPbO9/eNR0WrCPFZ3btjQE1pZeWk2a4+OSqyWSFe6EBH73lTqxfb1IXYzEIgJHoRlLJNADYdUYTz+ZbHLeZ7WeNBoO0yJQC3naFIEAKtI0A0ThnE3ZUnZ/cBqICryM+n8T9x4PqVR185/Ke1y1JuQNKM//jkb1su+zrrur98++GQe/t/mV6WBLWHycD3SeFL8zzV/f/o3vWZuT/tVlSv8cnUVoOeIgpeAYThYKPnVaddvbfRIf7OtFGCFBcCQqBFAgGfaxh3CWZ9rkIvnZh5ZkHRpR214vWAOMIJRj9v9fKUHZBU7a6u+ukzF/7fG/6ce8mYuZ3yS/zaCiC4HwyjuNytP8B+MwJ+TcN0drvql9i5s8YH82+0i3s17u3r2JY9BecdnMBbSTYkkMoB2IY4xSQh0DQBJDS7J1/2+YBvgx7Jw/d6JzgJ/4oAf/8iO9xzSuitj44cSd1XInp9/4UHJuSEszYDwuEsNHqUldasSl2PWmf5b++BBs65xEHKfMY3v7VJQionA+w1QtsmaOxghgRgO9SC2JD2BAighANS48M3nuo8xpzba04p+q1C/KFHXzHRZ8+5vVHVC19cqPUPbSneOnrXOefuaP9CmUcf8Qd3zZ6ohKRwZr4VbA6us9X/8ToMtZS/dyO5J4Kv81IYbpqaLgE4VSvWpnbP9cm0h1OrJvgId0sStP8COr4w2zW4j4p8sRkRL0SH0Xtq9fK0GJDE3c3f2ZqrfcAn+6GXPN9l+XcWdqs/lUO6f3acm7OYo1zHif4ufe3i6y7v9jVsy1dasFvzTynjDJKSQ0ACcHK4p6XWwKPaXWEja+esR+0zHcMOoElxtyTi0vN+W1BqIL2vkF7yVC/v7971VloMSJrod5mt+48JaPPnePblHXad8zvmbqsBSWxP3NOzd1UeJoQ3CcIj464sCgVEsIBvgZgj8KMoJVkTQUACcCIoZ4gOz2P6HwDIo1C9EPi5Ntfng3h9v1KLKMEkeDd/MAHdbxhQ7NZXpsWAJHNub0nQtQgRf0OGUVLuCU1+3b21rl31Fy/x9+CsYP7gG1OrotpuLdfvqw6Fk9ouyToJqPA1vjC4gyVyA51fJdmGgJwgbVMV6WGI57HQPAfilXzP87pc0jbM+m/X99LDs9i88E+4bAwQ5sHWju+gkdWjtGZFWgxImhjM69/OYWxh37oYRqR3eWnNC8cI3QMfNgDgElJkrwFJEP+lXV39Im5x5k98Ku/y+GtrnQbdvX0Z56x3BbuN4q0kGxGQAGyjykgXU6b4qj/1Ttev4vuBq5UDP5r9qHZ3uvjWWj984FMBrTiIB5yLqEGt8exYOcJd87o1A5Jaa0Sc8k30az9DcrzLrarFZR79uvmltdtOU0W4lPfZqiXI9sQ9/b+H934NBKvQ4bRXNzTwFzIC+0EWWxGQAGyr6kgrY8jj090IcLsB8ETw565Fzzx8UYe08rAZZ/zaTd/J1d79gA8Pg+998Q1mhcv5fcqnH83tlD8p4HoLEbwG0aAyt/4QO8WdHfx6Sjo3p8EcXNbR36XINgOSTjExbh8J8UUA+mHcFMQgOOSpDFSX7kipJ6vF4GbKFZEAnHJVlloGu6fry4xw/eUE2OFQzuFNQV/+NanlQXTW+l1FJQiOj7kVtFmN3TYB2oVz0FFnTjmCVF4mze4yNBzO2sL1eCDSAD3ne0Pm6NpmXbqrctVhBHgTwsrqlmCzOu1yoD6C5uNGC38Y7HKxXWwSO+xJQNnTLLEqnQiU/nJvyDNdH8otpzlE6p2AT/Olk3+mL+bc3qCrqHFAkmFQiSe0YjJ1OHwzIK52+/Z9ZeZJxXXMInCUBLSnyYgsgQhN5y7n2xY8oO9tjS8G0KsKKeO6oRdPq9rHLeA/h43ImNZwkjyZS0ACcObWfcI95yD8pIF0LRBOCjxasGrmf2ldEm5EHBQG84r7O4z9W7jrsYsRod6lNSsbByQRwGReX4yDyoSInDTL9b3skGZ2pRfxhUTfsmmhQDSK6+oPL2L/85/KK7bNgKRo7G9LXgJ8gS84J7VFRpNlZWdaEZAAnFbVaX9nSn2hj+q/CfciIN3phI3+/9Zus7/VzVvo14p/Rg54F4EWe/QV15XWrmwckDTX16k7d8EWGqBSsvu5xJ8/mRT+FQE+rvui4+Vl7uqPm6fQ9JGH9/75awJc5XDSSMiwRWVHnmeXvztuZnpcZLIvkuJAQMVBpogUAmck8OCva7/xPqZPQKIp6IAFgZ+7nvH5UmvO8NxON+cHXMVvcYDycrf6ILe+4qQBSREja7RhwPvTfGZ3JKTM8uNntLO5y/lFbvHO4d6K8dzl/KPFvi0xP9UKMfIi93jYakBSIipj3k9rdwPgh3yRORZksYpA2smRAJx2VZo6DrkfC5VDRF1BgH1ySds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