<snapdata remixID="12465626"><project name="U7L7" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQdcVfX7x9/3XoYsRURNBSe4R5q5Bzhylpi27JeaWlruUeZIsTQb7pFmbitzVO6tYM4cgeaeKCgOBBQEEe69/9dzzr0MxbB/jITzvF69wnu+53vOfb6f+3yf/dWZzWYzGmkcyCEO6DQA5hDntccqHNAAqAEhRzmgATBH2a89XAOghoEc5YAGwBxlv/ZwDYAaBnKUAxoAc5T92sM1AGoYyFEOaADMUfZrD9cAqGEgRzmgATBH2a89XAOghoEc5YAGwBxlv/ZwDYD/EAOmRNDb/sObtOFP5ECeBeCVr1SelBqu/t98AXReEL4YCtSDuPMQuRW8x4POBUznIDoMbi6HYu+Ca2MNVZnBgbwBQKMKIL0XYJFeYd9CzBHwmgSGE2COAMOrcLoHOFUBBy+IWAtFXwNXJ/W6rhmcHaJe9+wKpj2gqwT6SpmxFHlzjjwBQPMtMO1NC5Z7h+HaHPCoD46FQPccUBBCF4HJCB714MLmVNeLAbXhyheQeAPKtQJMoG8MusJ5EzyZ8a3zBACFUcZfAQMYOqSw7cbnULgK6NxB30QdEyeSMB/YO0Mc4ChJk+6QVAkufiJ7dQooU4Mv7izItu7eAQqnekZmLFJuniNXAzDuDNw/CwZHcPUA8+m0EithK9jchwcVwcEb+ANEWgrJ1qrohqfVrTlkAsRfhFIfg/0p0JUEfW11TNI9uPARmBPV644VczNkMve75WoAhs6E2CCVYflcoWQjVZoJuGTbTFwtohEubFXHuJaGIlXBlASGamCKA90ViNeBSDi7kuDSDtiZsp1bt3LXUuBSB5zbZO4C5fbZciUAxWBQpJg7PAiBy5+p/y7bGmxswKQHm4aqEZFkghh7MMv/g6BkVdDp1XsTb4GNPi0EjA/BYAcUAinnuncMbh6DQuXV/6ykrwu6ErkdPv/+++VKABrXA4nq1il0ey3E74cSdcHkCvroFMaZPcCmTsq/b+67wJ0/QqlQ2pcTFzdgZ+NMhbd80OUDcziEnTzGsYNraNtgrLr9usCl5amMlfJgvgb6Wppx8jTwzJUANJ226HsNQVdU9enZ/6UaIfrWYI4G8ynoP0rHiz7dePeLxcm8mtrXl/NBgUwfn8Twz9x5mBjLrH2Jj12fOC6C+JBCRB0Aj7bgKFLTA/R1QHTPK19D4Y7g/vLTLEPeHZOrACgLf/egus26OaYYCuYkMK173GdnBduQ2XvwqtmIM4d3MWNgc2o1eoteX/9E0LY1fO/fkaYdBvLG8Gmc/mMH8z/pTAefKTQZ2YO4ELgyMWX7Fd3y8hJ4eBs86oJDdbCpl3fB9TTfPFcBMDoQwpeqX7tUE7DPD+YKYNKB4czjAAw5foSv+7yId00fBs8O4NOXy3PnznmmbovD3tlBmccK0k++C+K74a/i4V6N9/3WJjugw8ZBsWoWnbM0nJ0FJeqAUxHABvRi+LipUjHuHLi/8jTLknfG5AoAXp0EJcparFs3iNgD9/+AIlUsIDSDTgdUAEOVtIu7fEI/9mycTcnS9bkacoBXen1B6x4jkgddCNrLlL6NMejsKOHoS5MGn1C3hk+yT9G63QcenYbPC4O4GwoFPMUCUn2GYQdV36KQOL2dKqg+R40sP9pntTOCGAQ6kTIGONMbvCUykQ94AEnucGmxuuD58sP56zuYtaolIyaexrPp4066fg3tMJkTKehahgmbLj2Gje8/eougfT/j57kdT6cWyRav2Q30RVV9c8Y2XwYMD0D3wOI77ADxQXB7Ndy/lcpI8QT9i6pEFHePc9W8DcVnSgKKNSsSRBy9ErUQZ/Cda+piOtlAwTKAHvRtIEbG2qjulAvOgUzr54unYwt69NxO0bfSLvrGBePYuMCfl3t9Tpseox9DRMytSIb7FaJdT3/a9RxL1C4oYKPGhy9cOojOPknZakWPFIloPA56NyBGner+bXAqDDqxwJulGCl6e6gwRwPgf7I5UfgScHQEZ7FcW4HOSU0UcKwAnk1Ul8j9CLh2UF1Ah0LgWT8lrGbdGq2umEkv+XEpdi3vvRVADV8fdN6gs1fv3bdiGT9O75oMsPQg8WED3WPXTy8PZP3K0YTc3MfM3YkYbG2Y3M2Xu7fDGNvrvOInVLZ+C905BwXLQdQldVuOvwMe/cG5FJhvgl78iIa8Bcj/rAQUN4b464pLuEuU+boQtjIlsmF1/Ca5wb1DqiPZ6gg2mSE+AXT3wdkPkv6Ck0uimXe+IMXdnmdEjyDC/lQlkmc3CPnlGt8s9aBdd3/aNB6LAMW5CuSTqImrCggBoI/fIF7/eKry76t/BTP3447cj7lDoimGfIZCJJpiMZoTqFGuEx2rrFZ+LI4NwHQFInehzCuRFom4CF3crkZoSjQH7oHeRzVY8hL9ZwBougBm2bragM5BDexL+Kt8e4uyWgliY0EXDNEhEBuecs2aJKpEPiLB3qTecyRoLfeTwhVJI9IyJHYDIbEb6dhkKg3KD1IWX0gk0phfdbRp4K84mM9tAPcG4OaWYjkLAIu6P8/YdUEc/O0Hln7zThqctKo3ivaNxtN/ko4BnX/HfKIxssWWHwqm43A2JADdCd+UiEl+CDuqPkOycfTV1XzEvEb/GQBK9MD0R8qCy3YrlBziKgNGVzAEpYwRyaY7D0nxsC1onAIeo/iMi0LEhbOMX/i4wWHQOWA0x1Mq/0v4tRmJl2dTJaWqbwcdbeqPpd3r/tw4CEU9VEtWroUtgym/FsRofkgZjzqcDw3Ezc2L1975nmov+3Dp7F6OL9lAhyZfoqtoxnRPR2QgxN1R1YLwO6fYcuozOlT5WQGcUKIX3NsMDm5w+xSUnQryQ7r4MThXV5Ne8wLlOADjL0HEBshXCtyM6nZrsPjKIiaDnSM4CY6iwCT5dxJxsCSBGjepVm/ojWD+urQWb8+meHn4KHqX6F+btk0jMvxumhitDh1h109yPGSlsr7enj40bDqcxT+0oULx9gxcth5TiGrJUhMigyFiPWy61olLMeswk0S1Oh3o1meNEu1QttmKsHflQl7p1EPZQmUrjT8HdidUCE36sR6tnLdQvJKr8i7mEhB/Vc2ukW1ZZwsVv0uR+p5D8o51nOMAtIatUks7cW/Y+KiWroDOtjMk/QGn925hzi9tGOJ/AK+X6vEwIAFDlMWSsIgLcW1IpujF679TwsmHsAOqHuksCacWirkGtyNCORQ6mX1npid/bmdwYfLQe+jEeX0KEB3wjnp5woLq3Ij6i0GzAvB09SFkvPq5UyW4L2AFitUEF0lAsPgb5f23HfiKU38dwsPJl8rV61C5mhp4lve8dli9z70OOIg6IFazGC5lQFdQ/X9upxwHYGpr9W4guOhV94ZkrOhNkJQP7HyBBLgUspfJHzZOjlyMf6Mm10ODGd7QjMFezVIpXFnNZrkZeUbZKpuM7KNYu2en7OfG3eOs2P4B43tFcfbmBpatf4eurZZzK+4sO/Z9TZIpjg/7BPBn8GountnKmF7nlayXm7fOM35qeVq+OIIOfb5QpaOFdMVAVxEO/7SDkCP7aNtmKA42zjzUG7EzGdi0fxyb9/sro0XHbF1nrAIyKWwSXVMiJhI5UdGMmgUrfgkDJFSA0Om521WT8wA8B+YTacNkSadBdxqmLm9M6y6jqKRvzZ3T6nZ18LnuHA5cQuWa7TgVtJGGJSZSy+UTHMtB8fZJ6C/aKKDZuGscW7b7KxJLSPyA5bx9uHg+kGp1/Dh1ZIvy+Zez47k6HQITOnPi8hrMGNHrbCn3fEMGjA3AUASsfsLyns3pUnMHruXBxgvMl9V8wshICDw/joA9/rR55QuKJnpTyLU0U1fUV/RSUyGj4o/cuXQqOr2Or/tHKfrerl+306BFS7UkwAtF8kbuBJcXIemOmtBg3Z5zqyTMMQBas5XFTVbQqLo7ImOhoGxB4g9zg5FvlOHewxCmDU4kJs6Gu0Hg0TCJQVPVyqI67v7UdR+bnGwqwOMO7H8wn5ovdebjVwpS3PN57BzzEXL2ICPmHufXeYOR8Jq4S97utIx6Zf6nzLVkXXeOnFui/G2vd6Wn3yo8GrTgzjqYttcBA3ZULfs2DW2+VdLuRZcTUF1dqFrrp3Qz2H1mBElmEWHQtvPnbFr9abK0lkSGmYNbUrdpN95ptZg1v36Cra0DbRuOVepR9A0gcgfc/AkKNVC/h0hCp2bglCpdLLcBMccAGL4Ioveo7LTqTjeCoHBVMNiqi3vq3ha+/aINL9buxrszFnN/oeo323xuHJvW+TOtv5nocLApAQVs4eK1vYRHnCC25E0lYrF54Xi2LZxMgikaV+cylK3SkLu3w7l4aSdF81dj9PvHwQV2Bk9izW8fkc+mIA+N9zGZH+Jd0ofO5QI4fWEHa0JbKu8p0tQ4y0cpWHJ0Vw0dsxGiLsMF12X8sKQrDvbu9J68ivK1fFjx1SB2r53Oe/6/sWrqYKLvhjBtezzRQTfw/7hMstvHKPFhPUSuVfmROrE1easvreYY5jbKMQAKI6WWInIuOBYDGx3YSgWQKOhiDTuCoSxM9/dVdLlh3x6g1KV6Sgbzwfj5XF51lU4vf6ZsXxLtkFqO9bPVbdcaMpveryUXg/aRZI5/bN2KutTg01HBGKsmMcLPE3tbV5r7fcTq5T1xMBQh3ngL2XILu1Zk31+zyW9fisb/e5fS+qZULOCTPJ8YOeJuOZ5vMLuDp+G/9BJFvFKsh34NbVWgksQr703kpa4fM3tgWy4FH6JV/RHUrvIW+R2KY7BNm3qt+ATFvhKfZjzoPHNngmuOAlABWwCYoyChMtiFw7Wzwcxa2YK4B2rasuhjRvMDZSvz8RxKlXLtiY4O484Bj2QfoUhLcw24ExGC/ztlKOVdhxsh50hIjMbFtiQxiVf5dn9KxHFw04LKtUFv7GH1zsGERRxJA9A29f05dyWQi9cDlc8NOntlyxayOqsT4008iNHzIAISbOGrtTpKlKrJqOV/ppkr8Ke5rJz1AYULV+TtsXOYM6gDCfLLkxJlvbMSPZk+2MSWPz5T3EjiFoozwd1wNUyX2ynHAGi+DdG/ga1BdUGIHiTx0NAbQUxf4UNCorpIQhLmemBU/SFlizfCt/FQFqzoyMu+39OicS9uhp5k8g/1SEiMRYeNIm3s9AXo2HsSsQ+vKYkGqQE4630/zp/aqSy+FVRi4AgdivCnahk/4hIiCLtxjIemmDQxYCXZQLKrLZas3HMgeAk/7ehOu57jaNdzzGOYkShKoULeSq6hUO8J63Eo4KwYRhVeaM57fXcoibRFyqg5gyJVhUTXzCeFUDVzLwxzDICmA2pCQWoSy1CiD7avq5/uXDyLX+b1VwBw5VgQZ45uV5R8V2cPPu8TmnzrraizzFzRirj4SMwmEyaMitQUci1QWtG9UgNw3dzRbFk6Ac+ytencfipl7RoplW/37sDERY5KpESo5Quj2X50fBoAyrZ+9s8dzByWIlHnrvLj5JW1fDbahHvblOyDu9dvcXDrItZ+/wmONs9RolpFugxeQFGvskx6vzGXTuxlzOLzGE57KV0YKnRXXVBC4quMCYfYG2qdsYAxN1KOAFCkCLfBHAvhh8HOHgpUghOnV/N70GwGr1BdJ0JWX5/8XaNeJ3p99bMCHo+rLfFwbYBLMTWOalMZti2ezJp5w+j84Uw8KldV3CdS3yHU9+vNVGnUWvlbJJJsiePWqg49JbXLEsGQa24Fy/FOl/l4Ofgosd0SpWsx6qejnPtTTeuqXq8DfaasUWK8xjNmBk2zxdnWg9p13kX3XAz71y3kQWJUGrzYGwrSvNsAWr09gr0rFrFq3geUrlBPeSexolt7j1X0WdEXJZ4dFwluVSEqCQq1zb0NkXIEgLe+VNOnJElAtj6Jh3o2INlp+3q/Ofh06aMsoCz67AHtSTTd5+t1UTi7qxkEYTMgJhg2XH+F9xcuoEDxwkz5oCkXjv2eRtpdDj7MtP7NSDTGIrUf0eE3WDj+tbTbqhSkR0LAran8+t0Q/N7/hpbth2H6HZYe6M7hfUuUOae83ZqbYWd4vd+35C/kThnqMPf7Vzh1RcrwUsjW4Ez9tu/iUqQQjvbu7Fw2ncgYdfu1qgiPSjOrRI2LhbDd6hZvTcTQ18y9UZFsBeCDq6B3gIvDVYu3aA0VhC7Fwc5ZDfwP6VyQxKS0lWgilQrm92LCFnURhURqCDjnzfTFq3pj3v98LR93cKNe8550/Xx+mvW1Si5xkVSo2YzggysVd4idk6RQp9DUD305HxyYBsBWJ7RIxcioi2nGO9i4E58UoRhIFWo1o+y5d/Fo44FzipGsjP9x3Ifs2zoHe5sCJCTdRaczgFnN2RfHt5AAUDk20gRy2UrWInoxtHIjZSsArRkuAr78HuBaRvX5Rd4L4cDxJUq9RkjwEU4e3UDdZj3pNl4F0lDfwsQnRKQBhnUxtsydzLqlw5LXps8X66nuY8nhSrViVhDKRxVqNWfgrB1p1jMu8h7D2hegdtN36DHRUtkkRsm6FSz+8k1lrKgAHlXUCqRdS2ap4PP0od+HAdwIhthj4FwTPB+xXrctmsSa7z9S7uszYT35LAaIOLxbvDuIOyGhHNy5gPf8fqNaWT9un1RdO5K8WrBPSuKsBsB/yYH7QXDf0gZDyQqxZAxv+H0cWw+p8dLUVLhIRXxfH8jl4IMc3qtug+nRtH7NuRL8p+JwftIYuW/1xE/Ytf6rdDOfrZKuVoMuFKtUnoTYePavXcTDhFhMJJLPzpVJAWrjmHmD3yD4j5WK5Bv4RgDGcNUZLdumQxNwaZj2LUe1LUdU9CX8l12mSDk1G3XH0mn8OnewUgYgkZnTR7fSf3QA5R/4KGqJoppYs7xzcQu4bJWA1sSDR0EkyZrHo9bgVUvdu8xmE7eiTijuk9T0d+Aa2NgZvc7A1N/v/u3PRLbzBi/15n/+c5PHxUfFMLZzBWLj05rlBn0+TKaHypYpRUsv9xrP1ePHOHZoFQVcPBk0JgC38HJKFCM1pe4ZKJnTX/auSZtuo3m59+dpxo3rVI2b4WrOVqUXWtF/5hZMxyD+qJopU7aZuh2LW6bUN3D3ANgVVnsX5hbKFgBa474OJnAwQ1wMyFrbFQfnF2DAezrFXfLFZhEjaUnCaZsWTsBoesAr73xD6w9SttvUIzd8P5ZNiz5jypZY8uWXtJL0adyrVbl542SypBTwTe3nS9jlozTrNBQHVxfq+HancNlSyRMsHt6LQ3sW4GhTlLikm2kmnj7IjEF8mBGgr2yR6pLGZekZuGG+P5sWjuOjOX9QpkbaoO6+1Yv5eWofjNJWy1LJWb6kLx923EHsTVVNEbdUQiU1fSt0Su5r/5YtAEzdpUosO0lDEio9GhzKwpZFX7Lu+xFPrEqTsVa/mcRjJc76KO1ePo8VM3vTvudntO356RMBaN1qP114BteixZPB1/Wj5dTrqOp66dGgRq48NKnSVXRIr5qNcbrvTmOPvkroMEEPCQ6qyyQ19W1gwMW5OF9uS/FbyvXjARuYO+rxvh0CwP6v7yLpAdjkg/Ab4FIGIrfDw3jwngx6S8jyiS/7DF3IFgBa+SFMdC4E0dtU/eaO559ESbtR4KfJvbj/MDxd61SuR4fdYOxb3oo75UkglO21Yes+vD3mybWOZw4GMGNIM5q9OpRzQYGK5MsIfPJ8mduj7AuEXTqqSOvPF1/GUBSsqWP3wlAMkdQNKo/tWs93o19J1jkTHzxk/2+LCN63GnEPSWpW706/4VXDB52ot1EQcQbcyql+P9GR799Mm0yrlJ3K1pz/GULZ37xq9gBQAgtqpwuFHgbA7QtnmLAopblyav+YRD5adx2llDmmJqslK362kQuDKepdLs31MR0qEnH77N8aInLDgEbqFi0JqE8DPomu9G1kUIBUulhdNi+awOC39vCgiOowLuSsNjyKNKR1Gi8c3pUje5bh4lCCmPhrjy3Di1W741tjICUaP49NcRS/o0RkkvSwbGUbGtXoTXUvP6XiTy8dHeLBfB1ipXtrCBTr/uyDMFsAqLTHTYe2Rn+GWXF+qSRB/99XfaeEzoRavjkcOycVuYfXreKW+CdSkV5nQ7PXhpDfrRjN3xnIpoWfKYaLhLeeK/9kTX1Kt5ZcOL/jqcAnj9uzcgHLp/VSAPjSc2PRJ6hJy+LJE3WiyIvgWhQMsqNamqAfD9jI3FEp7qDKNV6mTO0X0KHHrVBZDmyfnxylqVCrBd41m2I8bVQSVSPvXebw2SXJGdR6KUu1lGxaSxgcykHpURoAn4oDkmQQdwj0UarDWYqyJZ/uSQ2+pSvVks+78dCYkpAgD/LwqEONVm3RYVAcuLuWzSD+YWTyO1izS6zpWE96ucFNXDGZk5i+R01GyIiS9cYJ5ygS5a346BzrAhcgxgiur6Wd4a/ATcwZ2Q7PMi8waHaAYtg8Ssbf4HLoQdZsmsile+uUJFhxIwnJbiA/rhlL49GlEvJJJ+GB9Jq5Dfnrgr1ESCylpRl9h//q9WyRgPLlL46Gh9dVNqRul2uuDIZUXv4b5y6wfPp7inSQWGmDtu/T6LUn1ygmJSSy48dJ3L11g93rZiTz+Ul6ogwQfa5J+/68OTJl/N8t0Oopw9i1ejIzPzIrBsfFLVDoJShUDZSakFQgeBrwybPEJSXRjYj9KNGca3GBSqjw1N4dBK6cRbv64/Eu5Medi1DpwwLYXHBQal0eJX27Z9tRnS0AlMxnyYCWWlcpv5RWuAWlDuKWGv9Nfc6G1ffXuF1f3ho16x//cEVPnNm/lVLD+2rPGbTomTYsEXn1GqPf9PjbNhyPPnSITyESE2OZsSNBKZqXHjXpdcJ/WvA9Ov+JVQf5dmp9ylVsysUzEgh+nKYNNGNTTXX1KAC+oHaBfdbPKMkWAKZmp1LLmwAmB9DHwcjZzxETn+Jb0+vsGDBza7qulqdF462Ll1k8oQshZw4i+tXAWduTb9204HM2LBjDa31n4/v2h081peK8btWb/41NcV4/euP/F3wyT9jJE3w/8jVu3z6j5DvKO+vswHxDlZLFDDV4vpyf8rcoDfmbqA2OHoSCm1ot8MxStgPQdATMVywavOiBlo71qesnar7klykMtTaXlJBZ/ynbsLG3Ta5wm7YjXilWyoiir91k5GvPpSsxTUlGNi8ZT9C237geekyZql6zXhQpW5YWbw9TnpcRHdm0WsnOEWpSYyCvtZym/B12BOwdwEWKkhpCUiDoIiHyguqqEZItuWLavIuMHvefu57tAJTES9nCpJuAnKkhZA1XWTuVZiaX5g/rwp/7l+PmVo4e439g2+IpHD+0KkNXjfUdtiycyLr5I+nUZxrNuw5UPt6zYj7H9v3GqSMizlVq3K4fJw9sJjIyJWPGyeE5Ja1MYtpVG7XlwIZFPHgYhTVRNcmkJr6K9V+/6nu80WqmYphJ935rPLiwX0pXVeMGMMaqvWyir4Dn4Gf/TJJsB6DU0kb8DoW7gTEKzOdh80q1eNvaqzkzAShz/RW4kTkjU1wiT2pEmd5zrRZwrzG/cvboTqWbqpWq1G5H9YZ+NH6jV5pbA3+cw72Y6+z4YTJWkMkAG51jctmmvW0BGrzcE1NSUrLx5OpYmpbdh9Ekf1+Qs0osXf7lXqMU60vzplQd/hUpWNXS1i2zmZZN82U7ANPzCcbGRXD1xhGqDVMzlrOCVCd2MyVlJSM3TernzxvyJn/9sSa5KEnqjEVFaNP9U/SGdMzSR14+NiKK3WtnKP5JqVMZtfgYhb1S4swyPOG3RLbt+yK5g4L4CkUqpq7mU9K+Xg3AIGfWWc+mkwMUKz7b1XLZDkCRgPeD4eEVKFBTteoSA8Eg57il+sVnBQivnjjGl+8/j3vhCny21qJI/c2DrJEXe5v8tOg2hBebdk1TcvlP3tEa+31UzTDfAdNuSCoHl6bDKfcv2LlX9TA72Qva1CaX5Tzr06vDL8qBiYaS/+TJ/+2x2Q5AqydfWk54fQMGOUIhUK0Ftn3EoZsVrNs435+NC8fxwRcbqOYj5249mUa2KUv03cuMmHcMz6rV//XrzBv6JsEHVlC5dlv6zdj42HwRG1FajCyb15ljB39JE/OWKsKk3WoBu3SAiIwGwWf+Z7xrQrYDUAwQMUSsh/oZJTH5HoQegOf6Qj5L99B/vdpPmEAc1wN87ZQ0/iFzf3/iY74d2IETh9fRbfhP1O3wSFPpf/FyVsu868c/Us+vS7ozxUZEK21FiharythfpAY0pXWbtXLu+hG1Yk6oSOfHs3D+xStm663ZDsDU386aoJrgDFd+zr5cN6vLZ/CsALzTSe06e2QX0wc0T+7rktkr8k3Phlw+vZ8m7frR/M2hFLZkSad+juRBrp//KX5vT6Wm6yAidqq9CEv2A9NWiL8P8ZaMGGvj9sx+z+yYL0cBKM0GzKHqSeZyHKp0Bs2Oo60iQkIZ06UkFWu1ZMCsbWn4HB8dw7C2BZXs6snb72HnmLb/YGYsyr6VS/lxWrfkqaRbV6vuwyn7fNpjlX7+YAC1K3ehTImUz5WjKZLUKr6s1pkz47tmNEeOAjCjl8vK6/OGvUHw/pV8Mi+YklVrJD/KukX+XSz5377XvfAIPulUWJGwNnp7pR4kPerRfjU1K3ZSsqElI0YoIRbytQTzUTA8Xnv1b18t2+/PswC8fOwQ33xQl9pNu9JjotqWbf/qJfwwpTvPN3id9yetyNLFSH3sgzjif5k7WEnAEP+gvY0regN0bbcY7+o+mAuALgQeRMHVfeprlfFX23Y865RnASgLJ37Bc38G8OWvt4m6dZWv+rzAc8WrMma1qvhnJQkAUxcqxd+NZWgbl+SODcbLYDqcIvnkSAeHgmB0Aqeq6SdDZOX7ZtXceRqAVj/fS11GcOnkPqWrwuDZgUpyaFaTANDbuxWDl6idWoWshscrL39Dywpq8VX0ZbV+2hqac6oMJdOvy8rqV86S+fM0AIWjk3rH9jWpAAAEjElEQVQ1JPTMcaVTVruun9Ouz+NHdWUF5wWAEu2YuU9tomSlLzu+SJWy7ZXOqRHXIDLI0qLDDiU5Vc4/zk2H2eR5AAZtX8P3YztmmcslPfBaE1wlNNf09T50HPBl8jDlZACL0SG1IOc3gVsVKFxHzSDPbZTnASgLmt45cFm10NfPnGF8j0oK4I2JSUqLNmvHBFMMmLerDduFpBu/OOidGuUene9RvmoAzGYApnbzyGIoTSotSbNSFScF7saSYFtWDVGm7rKQVT+KnJxXA2A2AVB6WF/dHcxXU2sqTY56T1mtrPucQX78dWgt/d8LoHwBH6VgSw65rrQQzFIcKDUnme8Lz0nMpXm2BsBMBqApGMxy5rX47opbeC3NOC2dTzfuGUfzd4biVMtZuRjzZwSBP82mabWhOLk4czsSovar9TOuuVDn07bgdH77makDStaK+O/kDLvUZJb+MVJEJOlXtcHW4kS2xsONRcCgNt8i/E9wbgGuj3cg+c9Irsx6EU0CZrIEtC6MNNCUI2fdvKDQu2BTTC3FFMMidQw39WepU66s/XNkPmvmUGYt+n9pHg2AWQBAOYXhwjAwJ6WAxxwDJktxXmKtlLQzq+FhBaXJcnSZtOiIl8NrtoNnv2e/9uNJoNcAmAUAfDTnUZgvFq1ksKR2q0jxkUg96bRg9E7ZcpWm6a5qE6LcThoAswCACuBE37NUZVq3WZ03nJupHu9VcTSY5PBtdzi7GJyqQMmhKtxMh8AcljvSrTL6AWkAzCIApmG8EUwX1eq12BMQuQU8u4H5Aujrq6diSqmCuF6sJLUiOjl8MZeTBsDsAGAGILJ2kE2v3Ucuxx8aAP8DAMztIPu776cBUANgjuJfA6AGQA2AOcoBYEznctRt01U55Fqj7OWAJgGBLT98gzEhTgNg9mJPeZoGQGD+rK95sUYFajTOpWei5gCwnvaRGgCBt31KMfPXINzc3J6Wb9q4TOJAngegdOnv21BPjc7+9B6i6YCZhKunnibPA3DxvFkcWtyf6i/1oI//gqdmnDYwcziQ5wG4csZHBP48iTtxsCI4/dM4M4fV2izpcSDPA7BDDUdKOKmtcvsvOEWlSimnN2mQyXoO5GkA3rp1C3+/oslcbvy2P2/11fTArIddyhPyNADnTRlH8OqUM4mdvXz5eumu7OR/nn9WngbgrNHd2bd1Jf2nbGLzQn/CTuxm0WFND8zOX0WeBuAn/2tI34k/4+npqfB8cM9ONGn7Jh07ZUOv4Oxc5f/ws/IsAMX/p5Pu34+Q6IVFikgXSI2ygwN5FoDZwVztGRlzQANgxjzSRmQhBzQAZiFztakz5oAGwIx5pI3IQg5oAMxC5mpTZ8wBDYAZ80gbkYUc0ACYhczVps6YAxoAM+aRNiILOaABMAuZq02dMQc0AGbMI21EFnJAA2AWMlebOmMOaADMmEfaiCzkgAbALGSuNnXGHNAAmDGPtBFZyAENgFnIXG3qjDmgATBjHmkjspADGgCzkLna1BlzQANgxjzSRmQhBzQAZiFztakz5oAGwIx5pI3IQg78H7e1d3qJwzmKAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U7L7"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree 1, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size #"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></block></script></block-definition><block-definition s="tree 2, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setColor"><color>243,0,85,1</color></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 1, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 1, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block><block s="setColor"><color>8,0,2,1</color></block></script></block-definition><block-definition s="tree 3, size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setColor"><color>0,9,233,1</color></block><block s="forward"><block var="size#"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 2, size: %n"><block s="reportVariadicProduct"><list><block var="size#"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 2, size: %n"><block s="reportVariadicProduct"><list><block var="size#"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size#"/></list></block></block><block s="setColor"><color>46,46,46,1</color></block></script></block-definition><block-definition s="tree 4, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 3, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 3, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 5, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 4, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 4, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 6, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 5, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 5, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script><scripts><script x="129.4697265625" y="123.50000000000006"><block var="size"/></script><script x="129.4697265625" y="195.33333333333337"><block var="size"/></script><script x="133.107421875" y="244.16666666666669"><block var="size"/></script></scripts></block-definition><block-definition s="tree 7, size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 6, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 6, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 8, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 7, size %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 7, size %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block><block s="setColor"><color>8,0,2,1</color></block></script><scripts><script x="85.5439453125" y="76.66666666666664"><block var="size"/></script></scripts></block-definition><block-definition s="tree 9, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 8, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 8, size: %n"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block><block s="setColor"><color>8,0,2,1</color></block></script></block-definition><block-definition s="tree 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="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script><script><block s="setColor"><color>214,97,255,1</color></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="setColor"><color>252,173,255,1</color></block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><block s="reportRandom"><l>0.7</l><l>0.9</l></block></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block><block s="setColor"><color>105,57,0,1</color></block></script></block></script><scripts><script x="219" y="409.66666666666623"><block s="setColor"><color>173,0,235,1</color></block></script></scripts></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="397"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="398"></list></costumes><sounds><list struct="atomic" id="399"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-43.00000000003206" y="-87.9999999999813" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="105,57,0,1" pen="tip" id="404"><costumes><list struct="atomic" id="405"></list></costumes><sounds><list struct="atomic" id="406"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><l>50</l></block></script><script x="10" y="89.00000000000009"><block s="changePenColorDimension"><l><option>hue</option></l><l>2000</l></block></script><script x="10" y="203.8333333333329"><custom-block s="tree 6, size: %n"><l>50</l></custom-block></script><script x="10" y="242.83333333333337"><custom-block s="tree 5, size: %n"><l>50</l></custom-block></script><script x="10" y="281.83333333333337"><custom-block s="tree 4, size: %n"><l>50</l></custom-block></script><script x="10" y="320.83333333333337"><custom-block s="tree 3, size: %n"><l>50</l></custom-block></script><script x="10" y="359.83333333333337"><custom-block s="tree 2, size: %n"><l>50</l></custom-block></script><script x="10" y="398.8333333333336"><block s="up"></block></script><script x="10" y="434.6666666666675"><custom-block s="tree 1, size: %n"><l>50</l></custom-block></script><script x="10" y="473.6666666666676"><block s="setHeading"><l>0</l></block></script><script x="293.9999999999999" y="267.00000000000034"><custom-block s="tree 7, size %n"><l>50</l></custom-block></script><script x="396.9999999999999" y="430.3333333333347"><block s="reportRandom"><l>0.7</l><l>0.9</l></block></script><script x="319.9999999999999" y="325.33333333333456"><custom-block s="tree 8, size: %n"><l>50</l></custom-block></script><script x="281.9999999999999" y="90.00000000000003"><block s="receiveGo"></block><block s="clear"></block><block s="setSize"><l>5</l></block><block s="down"></block><custom-block s="tree level: %n size: %n"><l>9</l><l>50</l></custom-block></script><script x="170.9999999999999" y="426.6666666666666"><custom-block s="tree 9, size: %n"><l>50</l></custom-block></script><script x="196" y="275.6666666666667"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L7" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>