<snapdata remixID="15115130"><project name="exponentialsnake" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQd4U9X7xz+ZbboHZe89ZMveIAiICP5kKCouEEEEB+6tCC5EGYKIC0VF9t57zwJlzxZooXskbfb9e27aJDcFKSjIX/I+Tx/IzblnfvOe886jkiRJ4l8kx6Uc7HvO48zIQx0TjLpxGQ6G2ThpN8q9qq4NpZ42HLVK9S/20t/0jZoB1b8BQCnLTO4vezDP2o9tZwKS1QGShKRWYdGr2NUsjAU9i7GoZzTWIA2l1QZ6B5bm0aCK1NeG36i58Nf7L8zATQGg05KF9cIaLOfXYEvaiT3+DFKWChKj4WQ5OFwR0sMUwxds+XQVA299UIn17V2g06HiqaBKjA6tS6Ra9y9Ml7/Jf3oGLgvAgwcPUqZMGTQaTZHak7AgqQ7iVCWCU489sSapCyuSss6O6UweWE8TXGoPUXVWE1ljM1pDtrJeqxZ214KlzSEzVPGdVa/i41fKM+XpUjKHFFQvF37alUnF+i2hdBl3eZvNxrlz52jYsGGR+u0v9O/PQCEArly5kurVqxehZ06c6h041PNxqtchqbIAJ5LYTW1aLCerkLHoXjLmPIAtsbS7Pl1wOsWbzKFC1y/RhaQr28kKhhnd4Gh5xXOnGl4fXYmfBpZ0P69+8jyzH/uIyPZdcQwbgRQV7f7u9OnTdOzYsQhj8Bf5t2dAAcADBw4QEhIi92nHjh3s3rWH4MySdKh9L+lpaURFplI8bwUR5+Mg+RASaUilwFYbHI3BURFQK4fkyA7l0oTnSJk6GMnu2TYDIi9Q85GRRFTfonzBpoHv7oWDlRXPTUEaei2ow6E6we7nPZdsZcqIL5DKlsc6dhzO+h7OZzKZqFu37r89v/72rzIDCgCmpKSQlZWF8Zia9WNOEpVQh7xECTUaJKcDNQ4CdMmUjFhO2eg5RATv91SvAUd1yHsMHLV8WpVUZK2+i4ThE3Bke856an0eNR8dTkyDpcoXTIEwrj9cilI839AuggE/18SpcW3FaqfEL0+Mpt3m/RAWSt6UcTjrtJV/BRcvXqR169Z+ANziM6AA4KWz6ex+00jiLB0mPexrCTvbQlI5sBhAUoHeApGp0GCnnT6xc2gd8AEBWq+tVAuWvmB+ANAqR5+9phNnnpiOZNO7v9AGZdFgZG+CSx9VFo6rDFN6KZ7ZtSq6rKzH0ZpB7ufdV+zg22GfyZ+dFVSYfusMQa9wKUlHmzZtbvHp93fPDcDsU3ZW9ckgZb+dLZ1h0UOQFXm5CXKALhsMZ9A70+mw/RxPHPyWBhfiCcl1UqCts3aDvCHgfiCqkiDp05e5NH6kouLwKjuo/1wfVBq757lA+/i+cMojZIgvvxhZhk9f9pwRAyxWYlsMJjzbJL9rfQyy34jglHEkzaqMoKQmHJWiE/5Fv5VmQAagOdXBog7pXDxhZ8azErvbqmRupyC1BaJXQ7FVYDgNapvi64gcB80PGRm0MJVmh4zyUTDvabB2V1bjyAnlaPt12JI8ggkqibrPPEJU7bXKwusawZz2imeb2oTT7/fa7mcqSWKm2IY3uY4DUijkrIS8GC2vqXoQHtidD0Puo6q2+K007/6+5M+ADMC1AzI5NiuPb16G2Oa+cyNByDGoMB4M8VecuNIZVu44l0dYnpMGR3N5YEUGoU4HxongLKZ87dJXz5E09lXFw2INllHnqSeVBZOiYfRAxbNj1Q10WN9A8Wz8yxPpO3eD+1nee2AdAKkY6ENvzOrijA/ryyOG5qj93PCWAr/q/GqLtPTuNJb1gnmP+myZoqvRa6DCBBAc0IciTXZ67smi184M7jifh84hoZbAoQKrRkVIphNbS8gTuPJSKZqPV+fYXauR7J5Doj78Ik3faYVGn+dpxaGGF4aDw/PyySoG2m5SAnDcq5PpP3ud+z1bd8j9yvVxMVUZRUc0qHk5uBvvhfZAp/IR1W+pJbm9OqNa1Sdd2r3ezHsTwOw527tmIXQ/VHur0HYrznJ9dmTw+vwkSmQpt2J5G0SF1RHI6ezaJJnK4awqEd37LGWbHkUXYEEyB3K4yW7s6R4pV6Vy0nx0I/RhyZ4VcKrgtSFgMrifxTYIoftSpXplynNf0HPpVncZxx1gnO/6aEHDvVIfzqmE9K2irrY+Y8K60T2ggv9seAtgXTU9KEn6438Sy/v49EaTA3WGgj5V8YXeLvHBrAsM2JwmcztvckpqdiV3YEVCP/amtMFkU9ptQyPTqd9uA50e+hXN6x9hPVlV8X6TN9sRVPKEFwDV8OKzYPNwyt/7xfD8F573hCpmzT0vUOPEefd7zmqQs8xTzTiaMo0CrqlDo6rCMEMjPg5rRaDKR1S/BRblduqCarIuUXp7MqSW8Bl26R+h9G+F5mLMr+cZuDGt0POLueWYsH8MO5Mvb4Gwl8jD1CoZe7QFSe+ghs5K1dQQqu6PotJBl7jd7N0WBBbzOmemhcM7ynPhoGk1WHKPh3NWOZPIxi4jhBxzWQ4oHm6lDE9yj1efxWCj6RdYjRkRXf1b8r+IeNVHxROlt78GLyMFqM1Q9wnQZSi6dv/ODL76IaEQ5zuU3oQPdk0hzVyq0FBy70wjbchRcrokImkv7/lV/nAE3X8sxyv1/0dAYKanjm13wC9d3J8vlNHTbkMDcoM8Z8I3Pv2FYVPz99v8kt5nQPEogTDupr9X3wKAKvLnd41BvFnmfjRBHlPev7get13TqteqJUpjPvcZd8hhqPmSS3GXTwarkw3vH6NsmlVR+JyxMi9unkuGRanmkHROkl+OI/WZYxRCrFyDCnIiwBjuQr+koknmSZ44v4L2ls2EO7NgWk844NluhT34h8c99uDSSWms7vESEVku38ECKpCCCz4nEUJHHvIqIXRMAoB6DDYrq1fMonHHjwmo0uEyUthth4mbOmDVi3USpc/H+LRZYg6U+1bxcMDmdD795ZzimUPS8NKWOcSlNVU8lwIcnPtmGzmdEwsPRngWXKwI56pBbpjLvKJ8m2DJxH3ZyxjyUTZVL7i48Pr2EQz8oQY2vUuC1dgdTB/2GV3W7Fa+HQrGleCM8TyOJ4yuCg4ovhPKbJfde0DcNj7dtJCg+74nrFFfVH7n15sGQtXbVROl9wUH9MZBhYkQs0TRiW+nnqV7rPB48dCqc334ZO+XhTqbNHov6Y+fLDyI3FA40gyylDbeK43WYLHx2qxNNEs8LtuAU2Nczgxqp5M3P/6Zp6cvKqTVswwE81vKGjeoyjNE6urTTFnAZZeONJvY/f17YNHxh2YZDz7TkvLliuaKdtNW6j/akGpay2Tp2ZF2LIFeI6zwJcQs9zyQ4ODLh4g2ekxlQuIVW29cupL7GTsmEf/zpsLTJUB3sDVYvRtyFRPWjOoXkum99SCNT5yjfGomBouVPL2O88UiONjIwKzHIzlaK4SwbBOj35tOr8Vb5Pe8yVkBjLNB8jEhjqYlP3OHT5/KCT2T+9nsuRNpeeEkcSl38Pi6JYz7NIY+vQz4meGNRb4q9nOjdJ8qm3hvjUjJ36HsD+6Wo4x24kYdUvQkObcMj6zejlNScooz89eS21SpupE9GfZ0uoyiEcqlZPDmb6votuswWqfziqN1aFRsbh1G5QvzKZd4qlA5KQxM34FDqaPGhI7u9CUZjxuXi90L3zGPfnHsulk8GrcVSVLx9IqpLD/bgy/GhDFscLAfhDcQgypzukMa+UoqU+51eJoJjYUar7k/l86wsfv1w4purL/Qk9G7pyie5TVK4/TiNcruijNeXEtIUToViEId9x/ni2/mE+MjRIjvbME24u+OJ/6es2TUyMAaYUZSg86oITTBTLkNTiovhKAUcJaD3M/B0ajwTM2kDh/QyucL8aOppnBefG/TPAbFusx52xObc//cuegDYOZvQdzfSTg0+OlGzIBsCz6+ykLrhHRSCgRZjQnqPg7aHLlNvU3i5MiDaJ2eLW/hmceYcOAjRZ9SRhwm+ZU4ZT/F1ru3UyFho93Bk3z3xa8YrEpLiqSWOPW/k+x9aS/Gcq72r0T6bKi5Bqq0BfVltChC/dKPXmTiu+1HAF7OEH+O8aMNs3nswGa5KaM1hOYztpGeF42uQg6jVp7nnZJt0fuV1v84Bl3uWBLMWJTDEw4jbvNs+UlQfLGrQQlWfXScOuc9dtoFZx5n4oHRig5d+GInmf3OKjt5pCkkie3OQ6XSs1j21lSK+3A+u8HOttFbOdn3BAKIviS2x/STVbmwsymWnBCcDi1qjZ1SYTl0b7qTqlVOocrXSGejl5XPcXiJw3KFhbdf8fSXhVPpEH/ENVxJxV2/reZIWr5n7bur6fqYhd8iHiZcXfgM+4+vym1UodsfUJznR+/M4Z1LRoQJFl0a1BkCWpeO7e05iQxZneKempUJffl033jFVMXP2Iyxk5fqRahcdgjHQO/zF0z8ejb3bzmgeNepdbJhwnrO3He6MPCcao4v7caebweRuKuJDBBfEsCr33QH/QZNo2LXbbyi7sDBQuATbwkJRakwD7JZ2fv924RZzO5qxRYstmKZaiXDvJ95wFCX3yIflh0b/PTPzIDCI1rssD+czWXE4WyM4kPUBqj0Kagc1E3IY9nY426d8unsWjy9TnneS/huCzldL3h6ZguAzT0V22/55AzWvzKBQJuX8ylwcMhBdr21Q6kOAsyZEax85WOOLe5xGZ3hZSZBcMCeB8geuwwp3AMoV0khdAj9n1Jw6nliH18v/1Fxzrt39kL2XLzT9VqAHZb9gKpMDpPCe/NMUIt/Zvb9tQhNRuHMCMeMdl49ksPyFDPm4r9D6RkyCCd9F0/vXS5TmVBCP7V2A+eNnuChpI/2kv6Yl/7PFAY7lPq3YYs38cZvqxRTbypjZN6auVjDlFYWU3IMfzz0KymHPQ6o3i8KZbO1CdhquRxRJeFXIIHKJqFS5+BstxEqxYFeAFG4+gjdn9L5QOt0MHfOBO686Dk62Jw62v2ygbNZ+UcHAeoZf0CT8xRX6TkcNYRovVDj+OnvzsAVA9MFLOPzHCxLMbPWsY6lgZ8RlpXCok9OUCbDJTjMPD6C74+84u6DAJ8AoZtyQ2C70iX6t7E/0jZOqUbZ8+pu9j8XqxiL3aJnzsM/k7ClcGCRFATme8AqVC6Xc2bR5KEKOY86/DiEJUHlUzjDSiKphKTiiUcRDQ48sFkWQLw39UumErSYsQ2z3eu8N2U+dHAdDz7PO8ZzpT9GG+gbffV3l+P2e7/ImREuOlKZkPsrhw7OZMyk3USY7OTYwnlm3Sou5QnOArZSuZzYthRJn6/Ps+thy70Kh9KtL46n4iVPEJNT52T25j8KSby7vhnM+nffLbQijpKQ+yg4LyP1qkLOoak1BU25FaiCkoSGW/G+81IN7If74DTWhWgHjWP28fuaLxFnQG/66eCjvLphrLLt6XOgtctT527zSWaYjhBdcwtqrd+J4e/8bIoMwIJGciUzSafWEfrVKBwJh2T/v7d3/IDd6TKTXRi/k8y++duZUNzt6uxyOMinXSM+p0yax6SXXSGbuRvm4NR79JCW7FC+bb2F3FSlL78zCoxDXdutglR2tLW+RVNvHCqd0jFBygrHufQ+HEt64TxUF0REnqRCr7LTkZ0MKfkT9aLiCNSYZacJkzaIoXETiMtoLDus2lVg1Dkxf78IZzEJrHoiDans0HxITMneRFQUCnu/UHK9ILxmABY0JJmNmBZ9iWn5VBbs7sikgx/gkLRYKxo5vWwVjvB8/d6pehBf092/LS99SaWLHn/CS00usWTBIkX/D8/tzZJnJymeifOd6WkJR3kfCVhjQdfiRTQV5yk5nggNWNIb+6dvIl30SL2BkpXHbAsZaFtMBWeS3IbgkwlUZQl9OUxDjPk2YksQJNaSuFRVRU4MHtWQSiI4LIfWdbbQulV7ikeGEK3RUVNroLImAIPf5b/IeLxuALqBaM3DemgTG9cb+OjT6qQkOcnqeY7zX29zSbRCBbPzbnC4DmszPvuZTrHH3R1MbHOB5b97uS8DCwZ9w/ElPRSDEMJG3v98vaUkdE3eRlNzunLANh22j9/G8ctj4PRIvNWcCUwwf0I9h8fr2koAvzGYjdyNHU/mhnN14WRzsHmr/cR4ypuhxZ+uYmUsoFdu8aKlUho9jxhieC64JCX9CZSuCsS/DUDvFlIvOvj5q1zmfZfLqW4nSHx3n+s8eKouxLsO7E+u2M4HMzyZEFIaprBo8QKF+mVay61knvVSXmsg53mli5WoS11mNfoOj8sSujfZxr6D44fBCrVNA8cxfsx7hxjJ42QrON143uMkHilb4PVQJ4mk6iqlSsjggK7pUD3vMv6N4gwp3MKEICVc1rJk2aiqNoZ62up0CWjDA4HdCFf7nh2uuj7/+QL/KAALZsucK7F/m5VdgYlMrraZI7YsiG0LmTGUzMhm46ivCDG7Dv6m0kbmbJqNsIIU0OQGsZiSPQ6ujlJgHOHD/dRW9Pd0RR2hzKjgWNUd24ipCsFHgG5B7vNUzN9yRTsONIzjQw6hNCAL8F2o7bPNh9uhXzJE+wZgCQ4ozHdzAK9gKiGcp4cTveAuIle1xHC6PPqccEJVwYRHaqhYS0vb+wLp+ICBkIjb28p8QwDo/bM1S3Zm5B3lj6wE1u2tgD0zio9+WMxjq3e6zl9qifmr55JR08OZvm64D+MlT5CKtTnk9VYyA3WJLeg791We+8yBWO5bjXRWmdhonPlz+ttWKipYTH9m87ji2YVacOguH6YjOPiAS1BSKSmLeDsQAshGhee4yqqj1Ld9KTX5IXTpwubsIWFhSg+EHD2YhBO4AWJKaahaSUPThnq6tg+gVRM96ttIprnhAFRs0XYr78SamLcvnblvfkOFZJc65vBTcWx/f7u76I+dV5F8qI77c15PsPo4tOiavoamxo+KBRaSru3FSYqtt6bzDCtNw9Di2aazieAVvidPVk67SEQFbHkYLC4naQ91SYfGvk4Roi4ReLxLUVSbFkHV4W8Tsb6Z4rngk8nBcCFExEv71C8zdolIVQb1NQe4t4mR3n1LUK79nWhiSsJ/XKC5qQCUOR4Ql2lj09LjdH16CgajGWu4hblr55JbypXfZc2bH7L3uyc8AHzAZfHwJn33rqijlfZk60sTcS66X1HuVcv3PGdVRvctow+/85Si3Pk74LAICfGmSBs8lQSFgqlEENQsRVGNyUDNfl8Sutfzw5GBLbx7IlRkXMaHIUSVw4Pa37hHu4RGmj2KH4lwQtTVakhg594E9RuMOvq/mVrkpgPQe9XMO86Q/fA0HCdTONv9LOunrEU4JVzY1YRfe89DEs4Mwh7cVcLSQXlWCujdDKF49iZLu91IF5VuVstyn6W+l9Qryn/KWA6hzKIaew8kK3du6JgBzXyyuSJUN6/LIe9uklRUfnkUxX+5T9EfkSHicDHXdqskiW6aZbwX8C5l1Z545sK80fVEHVmM0OdHE9R3EP8179h/FYBicp2pRoyjl5A7fSN7hmwjdkQsDoeWX+5dxKUD9eQFsNWD3AHK5fEFoJQRiaXNPpeiOZ902Die05sAPMKDyNrwDHMxe22/ovi6QT4qF+EONvDiZc5+PwFe4QrCsX9HfWo/MAGVVwoRwelPRUKqx+naBSacjNR/wUj9eCXHK+i0+M0Jbin+BHALtmwn6Go1JajHUwR26IM6WHm+vBJ4b/Xn/zoACybIcT6DvKWxxJb8nS0NvufsnobM6jcLh02HMxxyRuUvSP4L+nu6oI7yOL8KZbPlrm0KAJZyprDL9Ahqr/DSLCIZya9y+pACEmEq6wf5LJXQ8Y0457P9CiALcdwrdlmC6oM/IGqJMiA/KwCORnsHtrrqH6SbxrsB78rnvkJ8MRjkDCJXiYdSR5Uk9KHXMfR8BpXm/3dmh1sGgN6LkWTbw7qc1/h1bEM2ferSv5ieBLtX6mpd81Foqv3iec2mw9z0MOR6fA8jpWwOGvvJXKeAMonieWYqAGgOgY1KgRgi7PCMl2uZXMGZPxU4IuTOU58mK5TGjeajzvMc8gS0DhUDo9Lvgfrq/cwN6o0BHzcx8VsQboq+uXmuwr4CWvYk4uUfUIdeNpHjrc785P65AWi1Wtm3bx+ZmV6/7ps4hIiICDkzf9myLscGCScXzYf49I0Afhgfgq2MCuMzHu6gLr0OfaeHFSoQa79FOGMbK3q939iPGMkzJpFweAjzsHi56Yuj5tohCqMJRNjgGd+4ZqFsHqeoP2JNC2o+4srQWkAWDcQWV7ovanDwq+FBWmtcbv9uEuAT/gxXcLS+GFKSeTV6s6B6T85GVMKiDZB5p95ho7gpmR7aVAZ160KdSMP/y7gVNwA3bdpE+fKezKNnzpyhVKlSBAYWnpkjR45Qq1Yttm/fTvPmhRIKXjdsRY5qAULRbgEJt7C5v+XxxkvZnG3oxCJSQAvSWAjo0QlVmMeD2j7hRewTX1S0/03eh/SwK8NEx/IJR6mvKLe9H2R7C5o6CUb6bsFCVZSf9y3/7RI/9qbSayKLhIfEue+kD1OqrT7MiqC7EUBUkPDTuIyBxKrR802jwUy481lyApR3qPhOsF4Fj5QL4uNaoUTnB+5f9yLc5BdlAMbHx+NwONwZAaZPn05ubi7NmjXDbrcjwFiiRAk58XeFChWIjY3l7bffRpSrUqUKQUFBzJo1i1dffbXId4tcaZyCE9eoUaPQ11mZEjN+ymVCjonjOtciaiosRNfmGbcyWjpdDct9q2SPlQLqb1vBOLOSay2iP3N8lNAnWsCZfAdo+V0hDAxM8hFC9ghvQEXfSnz3AJXefF7xLCEMEn30iS/rP5EFDwUJIUOA3scYkhEQwfBuE1lXsYPiqOD9bulUC9UTcimVZiXA5sRo0GCoEsxbvcpQrYyP5HOTQXUtzckA3LJli5vrCAC88sor1KlTh4oVK3LhwgVSU1N54YUX6N+/v8z5oqOjCQgIYOfOnYwaNUou3717d+6//36KFfNJh3otvRFHochI+e9KlGeXeHFtFt/sz8OBA12LF9BU+cNd3Pb2Jzh+F1uziwySmfW5gynnvOR+lkE0r/KdYhs2RsG2B4Vlxqvl9pkuxwM3Jfwpk78hG/IKqMSM+6j0ysuK7p6KgBSf89xMw4O013iyuIoXpAhQ+QDVrA3kkft+Yku5wo64wr2xzf5Mhs45R5Oj2RgsyjhqESqTG6ojun85Ql+ogbbGrW97dgNQcDj3ohkMCE99kSNFrVYjQKnVanE6nTKHEzcShYaGkpfnipIT27Q4O4p/C55dI+7cxaOiohB/f0UiXGV1vIXXN+YQm5aFps3TqMuI/NISUlo01ocWKMxxvW3rmGD+WCENz2UgCxUJi4QTAlzw9v4XgsigRC9JWABPJFj3uJOFbWtI7f9NVHQ3PgySfIC1OuguxDbsJsH1xEnDx+w2uvXrTLpzWCG2GJFjZ8yUk/TYkorGKzz2SvOkCtYS+l4dgkZUQ6W9dW17MgA3b94sb7EyxzAYiNu0jOzzHpep6wVTUd4rWaMRpWp59j7BXa8GwIJ67U44kmZj8dls1oaMZVv4BBwqC864etienoGU6gnJHGuewKO2/DBToVtEzyeM5QQey4XVADsfgFxvFVunDGjqrYz+XTiMuYemzgug0Z3z0GZ4nG4F9xNc0JvWBnWkptrLcUJkiPOJGD0RWY2uA5aTp1VuoaVTzfz0/mFqn3VZiopMqj8vMxhYkfCpd6K6Rc+GMgCFAFIAQAGAk6PuoHaMjuPFO2Cq1ZM8ja+BtMhTcNmCQQ4jwUcWUC15vXz8yX1xt1v6Fu2Lv2slEdwcZzvIONMnLLcsJeNEMawvf4UU5xI29H9C7iPzJPrblrs5odiKP+dDzuMxgQhBZF8PsBRoc3TCGSEZShVYPoT9WsTB5INBgkqvjqLEDM+dJmYN7PeRgucbetFU43LAkEls0T6M/s32H/JdA48JUmYIFge/vh1H0yO+Fpmiz1Dw67UI+7BuobNm0Wu4cSXdAIyJcf0cxRku5a16XGj8LFXv8s6pB3arhZR1cwjRXpsLkSkni3J9nsVms8vbtzhTiq095+Aamp+YgnnUXvlZQft/9xyZ7kznuP0oJ0wJHPixCXO+C+XMWYes/O1nW4mwDxfP9ws0EcIMhrGTdjjzNcCmSIjrDFkFp5IwO/RNhpgCi4qI6hOeMC5lcuDp8tTr8j3qXJfGQLZ3CxOclx5wbMCrPKoTVpTLA1CoV5o/vp1LwcpUtS//HM/IWeLs+TdIoyJ6dTv07W89e7IMwI0bN+INwJPvdSBiyEwCgpScb8fC32iw5jPyb8pyxVacbYc2sQnqnNLyzDtDkrGX2oO18hpQew7r+h5Dcd71hHyb5Zw5c6hcuTKNGtSj0soXCHx+lRuAoh9/F4C+S2WxSGzdYWPfARvi/xH2LO7KWkvkuhXYDxzHaXNw3FGHRc6+nKQOZgJlR2rhoJAgzIBiOw1wwN3pUCtX5If70zX6OyD/XhMJSk96mPJjhriVf5mBcNSLw3XSrGGG4ZErAvBkZBU6PbIWm5cXdak0Cxuf2UOw2Ud1cx1Y1HcsLoPwVrMlywDcsGGDAoArxg6i5TCl6kKMefuCX2m8bhzi1lR1dlkMuwejNl3+VyUFZpDXeBqOKJeeTgDQ0elxWXIWyub09HSCg4PRbp5MnWFTETpAQQKABT+G65jna37FkZSK40Q8OSl5bHpyIzWzjCRRnBTCsaHFoLKQVVLifEwQFr0Ga3k7e3sFs6tpBNlh4iwo8ig6UNk1VBnxFsXmdXZzwRORkJ5/nAvAwpqgTlRW5+sthQrGi9ltK9Oc//WZq+j/sDnneONHn1Qn1zzC/BdUUGx3Z3SNbi2riRuABeeu4sWLs2zMIFoOVWr3xTAEB7xz/RdozJEEb3wDlfWvz4aSxkpumzE4Q5PQ9RiKvcNA1q3z3Och1DzaLVO5Y9jXJCe7PIpF++LvZpPIDNep2wUGbZhHB4swuV2ZxBYeIVhBAAAZBElEQVSbFaHnVOUQ9jROZO792zlYN0vO5l9+7GBKfttXdkywq+FQNOTle8P01c5ifKDXNWVCCs63+24s35b+9yvdxv544yCtDv5zlqnQD+4g5M3LB/nf7PkuaE8G4Pr1690H/wIAtnjm00J92rV4lgzA4N1D0F70ScR3hRE4ok6S2+oztPc8g639o4i2CkgG4Nap3DHUA0AhDP0bABR9mvC9iRfeyOQ543aGGncRJBW+A8V3mMe10bwa3ZHtTdKhxS6odYTw4+Wo8E1fgs6UxqpSy1aR7ACBNTtfBz5DD21+9lkvK8i+kg3p0X+xW/Esrp84+uA2QvL+/vZb0GfDIxWI+EnpLPtvAU8BQMGVClQfAgCCAzYf8kmhvu1ePItmK2YQukaZlu1qgzC1GYP6oW7ktOgnA1DoGIUiWwBQt+0b6g6bIltZBJUsWdItkV+t3n/6+xyTRPWml7iYKVHRnskjubF0NZ+kkl3JhawqDTv1ZVloqM5sQx3MPmnbhIg2NA1KWkBYk1NabiXBUpu41Ei09kx+ChzokogF9xPbsEibHVKSVgM3k6dzabBLpFvZ/cTOIun8ijoPAV1KELWiXVGL35RyMgcUACywPggACAA2HezJDLBr1y6aNGnCniV/0PrnfRgO+jjnXaWrltpzcQyvjLnNALZuFVlIJdnEdyUAij78W/TFsExemp/n9ncRrlylHDkyCAMkOxlqAye0URjV+iuayRrlwaCMfB2zxkHA4dqUim5KU91KfltgZu+OdDoffJOWF39CHSJBhOt2qW4PLuVACZfaKCbDyt7Hd6C5ctLYa56igLtLErW8wJh+za/fkBdkAK5du7YQAJsMcqXOF2ARQBH24r1LZ9P2h+MEHvWJELoaAKsvxj6yjAzAP/74Q3Y4ENYVUa9++7RCHNDbGeGGjPovKj34pYlRb2ez4jpVn2Vtf15vlwbB+cBRVT6Nfl0H9PoQ/lf8NHp1voZakrBsWYXp+3FYjq6GQAcz73iIl+4SRx+VnP/68IDthHvl5f67c2F4rCIR3ytzev/dOv/u+zIA16xZg3CHEiQWX3DAAgCKrXHVqlX06dOHQ2sX0+7nOAyHvC99uXoXLDXnYx9enrw2A9i7d68M6pycHNmxIWDHt9R7diqJiS7Xp9KlSyu8Ya5e+z9bInWfjTlNU1kWCItDXRcvFpVqW+DxDAjz4lrqB2ei+/wl2cjcK+wY4SHK68lE3fazxzHN+ZyUdbPo0m8JZyIqyU3+/F4cHfcoLwsqal8uVy7sk3oEj/Jkqfg7df1T78oAXL16tRuAAgBLP3qKO58qfM7bu2wObVbOIWR94aRBf9Wh3JbjcD7UTgbgtm3bZAAKDnglAIo+/BtkTXVy8v0cdk3KRdj5j+lhQRic8nEs9e1bqBPuNkJHo48zs9qJbm5v1E1d0XN3bt5InT5XvsXdsnsVy1Yson/tF2S/vycXJfLBtMIJ2a9rbjQqYuLuRlvzr127rqvuv/GSG4Dh4eEyMMT2KADY+Ell+l3RRuyKebTcOomQrS+iSRdJvq9OzpAkTO3fh65PYWzRD2H2KyABwMAd06n77BSZAxa0L/pwsyl9s5XYhzIxn3PI/soFef6FyuW4HuICIV4HqVqXL4zgcuVsUNUK4swXeJlbyNSdV6L7/ol8xTWUeHgNd83rgDbsymxVctiZcPgSL8arCc2ysfmZ3UTmKJN5Xs/cBNxXhqh5rW45c5wMQLHFhoW5fhkFAGz0xIeFxrl/5XxabZuMNqcMwZteA+dV4hFUTnJbfo4j6hRSl6fIad63EAANO7+TASjcvgQJJfXNBmDKMgt7H8jAketBUUaIEZPxOg+CYiDFk9Ev7ImqvMuMprLqiWq2nYbjalLmob/21xO9+P1CHsPisnngj3O8O71w2uJrAaHKoCF6c8dbTgktz4sA4MqVK90AFABYMvpJGj7+QaExHli1gNbbv5YtIZrUGhh2DUFlv8Jkqm3k3TkNewlX7K7U+UmymvXhwIEDZGe7DOtCss5ZPJZ6w6dy/rwrPFG0X+CWfy2TfL1lTSftbGuRhth+vclW/TgppZJwbrgOtUVoNrppg1G3FVkTXKQ5X4ao1lso/2QEd0xWXmN7pb6fzXXw3pFsejy7l5bbC99QWtQxh41vSPCIou1YRa3znyrnBmBIiOvXXq5cORmADR57v1AbB1cvpM2OKTIAXb/qEPSnOqNLaInK6nJ+lHR52Mttw1J5NZLBKxFl5yfJbPI/eZsV9mCx5Yu/tLnvywAUzwraF324KSTBnl4ZXFrom0saAgIySF7ek9wfn8Txk8iIWTSfOlWVU2i/eg51w32KIRimDSLknfeI6RpAk2VFu6pMnk/hfXjJjLPfdhwblPlnrjpH4tb6l2siLCAeA/5V37qpBWQArlixgqIA0JyeTNmZLyHlXNuvURUYgvT4J6RFVCg0OF8AiriUmwXA9E1WtrdLU8ROBpJLKeIJJ42Ep5Zx7N0fcW5ujePLETh3NlUkPVIMpsRFNOIi7iFTUIUqU3mo8gxEdlyDJr4ilpZWem0pf823tUt5DnLePEju16cQ/78aqUsGEjquPkH9yuPmGFd76V/4Xgbg8uXLZccAQQIAggPWH/heoe4E6nVY966+ZncsY3YWQR36YzSZWLp0qdvq8cQTT5A+7wPqP/eNrGcUJAQT7+CoGzknh4ZnET8x191EBCmU56RsMhNkNdjZvOR97DWPycCTzlaUwUiO0M9okFQSKr0VVfXjqFtsA4PnHhXvfgdNGkbwaOHKD/vbJdJrdQVqaa8jdEECW1wWueOOY15xEWeST3saFdrqIQT2K0/w0KqoY4TX661NbgCKwKICACz+8AnqPVpY1XJo3RLa7frGzc2dKjUza/dnSZXunIh06bcqZMXT7fQKBsbNQOf02FJzWz8km+KSkpIYMWIEr732Gg0bNiRzwYfUG64EoADhDScJNtZJwXjEBbZoLlKOk4UCxg/WDObi/IeQwq7PIVS3vTnhD85ElX8b5PKHjxL9tZp3Qq7jbOk1KZLJjuOMCfuJHKRcB+ooPdraYahLGW5Z7+fLrakMwGXLlsmRbd4ArPvIO7JgIKRjvV5/2fDMvwMSofgWLlk5i8coACisIzcDgELiXRl6EckJwWRThbjCIZPAeaqQ2CKerClDkGI8F/Vcdex/Xvyj29aSsMHfoE73nPm++GIj5kfy2BT92FWruB0KyAAU26KIBREkACC2YO2dfWnatKksKIiAdeGuJWJH7r77bg4dOiSXO3vW5asmtkwh3R47dky2mIgQT+HfJwDWqlUrFi5cSLt2nl+8sDsfP35crtO4ZCz1n5smh34KqlSpklz3jaa8BAfrKohDvUR19hNM4XvpsjBwStyqqY7GWeYcxo/ewNphnVuvd6U+ijOfYcrTBH01ApXFsw3mRFh4aussIqIDOFdcZHzwkwzAJUuWuAEoALDmw0dIqXqPbK2oVq2a7B4lIuQEADt27Cjr7IQKRTgWHD58WH4mzpHCkfT06dM8+eSTTJ48WfZ6Fl42RqNRBrMgAb4TJ07I8cRZWVnYlrxPjeE/KAAo+nCjyZruZHX0JcJJpTKuO+IKyIKOvVTiLDE4UaOpl0qNA8Vk4FlbbcF8/xxsd63BKbZl2etbJZ8JNQnlCVjUg8DZfdCcKTyGWcP38+NruyihDiapxAv/LzMZ/NPr4gZgQQYEsfjpn3Rk+x0vcccdd1C9enUWLFggAzEhIUEGkAjRFMHjwq4rLBjCdCYC2cVzs9ksg0t4u5w8eZJu3bqRkZHhDvMsAN+pU6fkMp0PvItpyEoFAAVwbzSJjAtrS1+i1MXDROLZWjMJYiN1yPHKlfHHN2t45fm2BHrlWZN0VhzVTuIU27Jdi+ZcOflPhClcjs5Vy+SlhQsxhluJUoeSWmKkH4AFiuijR4+69XBi8a2ftSEvvBJro3pitTu4807vlAHK6RV+fUKFk5ZWNNWMiC0WAUkpyZfoYlyB4cxGkp9ejwCkIHHmFBkZbgbF9ksnctYm9Pm5/owEsoL6mH1uU/r25xWUSwlkxIttUcs3OV4b5URaeGvmck7UdwFdSxmSSzxG5O2Ui/cKU+bODTNz5kw5GCgiIpxSi54l0nqJ844wDllvjHt8HX0yZTXZqCLLcrjTlzKXFOfGli1byufAm0FJ07JhsCvXnwM1q6hLWv4dId7trx1+iGWvbqPj7Ko882YrgnIKZZy8YncTK2bz+YT1HG3srURuxpKotnQP8F/96gag2DrFWVBss+Lc9lfpMf5JcAjgCWFFeGI3btz4snlh/sn2vOuyHckhtbbrjpJTlGA7Xvnf8q0QJwNg3UMmTowW6T/sVDocxWMfNaHxurKorrDdivqsAQ7W9jnBjFG7yYzxtrQI+/n9TAwrzbDgWz91xo2a+4J6b8n8gDd60AX1Oy6ZSS65ECcqltCYbPk6VxdlaGBBOBwOBOmeP6/gfG8r5AsrKidU2x9D68WVqB4bQ4mEEALMWkxhNi5UzuJIk0tsuO8UF8vnXMb7RPjjteDVkDzGhN6a9tmbNf+indsagJLFQXLFJaRf1LCUhm4X+7N6mCECiQoyld4lwVhhdRBXihVW1xR9wQTHEzdABVJLM519Ma8SoLr1rRVFH9+1l7ytASgs/Rm9NnNgocQuXJacS1qJycVU5Hr7HtQQ9wU7QS0ErRXKBOVFnnPh1Xq3yD0hvxFIH3YX+4Y6urpFruG/WPD2BqC4yu6ns6wemMYxSss3Y04sBhd8ZQzBCRc68gPJhYePCC31Ttt2FWhIYaBqn58KVZRNI5BmfBU+nkFBQ/6LuCrymG57AIpteGGNU5yID2VrEMzzTT4vtC4iUO2NPKhU4JsvEhWJBOki25XvDUrecy+uhq0BKsHlPFutRvoBneotng95iY9CC8dfF3n1/gMFb3sAijXc+GImW8fl8UVxSPZ28hZHNpF9ty2o9EeQAoRKyhuh4lwogqnE3SEidlg4NogKRBmR9kDEtvg67JoI4G5UxDM0eDifhylT/v4HMHVNQ/ADEDg2y8y0ARmMEynVCqZPhCaL2Px8s7RKdRKtYQo2RLhq0ZxTC6+EhJYP0fKN/NXTwUMZH6a8F/maVu8/UNgPQCHXXnAwqH4Kvwfkw084Bk0AvLUkqgwCAltiV72IA+HJcu0WEQ1/oENceOJyKG2oa8ymYtvRyFzz9iQ/AOXge3iwexq/H7C6cCVyjnvyTeYjQ0If2BO1ej92hmKXL6y5SrymG1Miz9ZUtPIVDx4fyWBVCKdLnCdMVbQYkf8iRP0AzF/VIS9nMfWXXBDhKN/7YEuC8vtBF/AcFxrPlt9wSo2wq17HibiX5EoczI6ag2gZg5ptl8XP4eKnqKS58c4Xtyp4/QDMX5mPvjLyxsc5MPzPa476eJZLY4W7JkOHqTD3y6Ec6CVuyiwgcQdTDZx0wCk1RFIJoUOFiiTU7EctrUOtEonJrxzDERtzhBraWytbwc0Eqx+A+bO9Yr2FrgPTYbrwinU9FODr9wo0FAYQYNm777J1sEuA+CdII8HpYmcorr/xDrj/RH9vRB1+AObPakaWkyqdU8j40ek62knQ5Uu4a5LnUva9D85knsjz8g9RGTPsDV5DWHHlRYf/UPX/L6rxA9BrmR79LJMZvV2RZuUOwND+oPXSM2fX2c+XK7phFVoYITBfuyCsAEXPizBd/wkhdYRkfHuSH4Be677hvJX2Flec8ONPQ+38HOQFRRzVjrNubns2XOMtEsJrS9xy5E3iOuJf9kLH4kMJa3r76gL9APRCRbrDSan4SwSfg1F3gy7/ahCBnT3l4US7Q7z/QGf6N0bO/3w5KsDZ1Zhj2zSYHguhVZ4ivMW025P93e7uWL6rbpUkGpxPxTDbzoMveL7dUhkW1IeSUafZ2b4N46pIfP035IZiVvhjF1TIg5C6rxPaoHAmstsFkX4O6LPSw1OzOfO6ifb5TOl0Mfi2Fdg0EFxnO1vq9CfCbuWFOrBUeadMkTATaoeJB6FNfghNeNvfCKrQr0jv/hcL+QHos6qHrXbG9k+h3jxwqOGr9pBY4H/QbTbflX2PrilpsiDyVSX4piKyG1dRqIoJPj0EDfKTLORpNETfd4Tw4NvXM9oPQB/kiDPc9MfTyPzBSmxZ+MUrpbJuwGSa1VjAb3sPyu4Iouy+cJhcETYWuzIQS5rhwQvweAKEeOmklxYvRoe79lNZ8+9khC3Kj+ZGl/ED8DIzvOMTIxtfyeGHFnA4//L2knkm6vSeyIZ79sgAbJnhcUgVQEwKhC1RkKFzAVEwxUAHVDVB00wI8Ml2b1GruadpA+ZWmkcNreem+hu94Lda/X4AXmZFzm2w8vNdaYzpAjmBEGLPY9amBSwYns3UIWuobMpj4e5YomzXlzpXAHZslYp8XakCiSXmE1OQOf9WQ8dN6I8fgJeZZKtRYnz9ZF5p4EQtORm3ZzJ9Eyozq6+TkeNnyG90TMtgysEjhNivnqvPt4nfSpfg5VrVKKstxZGYGQTexoFJfgBe4Vc+97Mc/rfNSMuUOH7b/CFa6W3OVlTRYd2HWAJcnK9RVg5fHjpGldzL5wUspOZRq/i8cgW+rlAWu0rFAEMXfo548ybwmVu3CT8Ar7A2ZxLsVB15iT82vUeLVOHRItyjQxn449es6iziQVwUbHcw+NwFBpy/SGlLwaXWykqtKhXLi0czsWI54kJdqZBFio9NMZNoqb/j1kXHTeiZH4BXmGSTWaLVwMPMn/0sAU4bkuoTVFIosQ3iuW/+59j0yq1X53TSIiOLqrl5GBwi1F3CplKTqtexMTqCVL242stDXWIbsLTbeDTX7d5/E9BxE5rwA/AKk+yUYNKgRTww/WO5RHbUW4Slu9Qln7+4lHEvLLlSIqyrLluJS+Esf/8tGsy9ta7NumrHb0ABPwD/YlKTXpgCX/xMeimJY03vo8WCbnJpm87Bi5//zOwHdl7zkoRnBjH9qcF0qt+UiMllr/n9/9oLfgD+xYpmDv6YvGmL2NcphvX9jYwc9Lk7u71d62Disyv54vllMiCLQrWOlOHL5x6lzuEyZC01Uatri6K89p8u4wfgXyxvzmtTMI6dw+b7m/HtJ+P4rN18il3I10znv3ew7jkmD13F0u6xVwRi+YRoBv7Qlsd/aEugWc+F6qc4vz2RXpFD/9PgKsrg/AD8i1nKm7mKzAHL2Hx/cSZNfI02s+/lmREfXjYtW0qxHDa1PUpqdA7WALss5QblBlDzaGma7KyMJv+iG6fayRffPk/zvvfxQLA/T7QfgH8BQEf8RVKqzWVfGycfzxiO2qlm2PAxtJzvOgteD61+5A++G/Mhr0f9RGfDw9dTxX/qHT8A/2I5JYeT1BobSTalM2JHX+w6BwZjsHwWrLuhxTXddiQutdnVdS2TJr2KLcDKT5GHKWe4faPhCqbdD8Cr8JO0Tmewrj3KB7NHcrjlcbm0zqLngc+G0u3bh+X/X40sgWYWPPcti4Z9h11np1JcBaY1Oow22nU3y+1MfgBeZfUzeseTPX8/u3ovYuLEbz2BSBKUPV6VXl89Rf11rQjODFNwRMHxjJGZ7OmynoXPfkdSpXj3u4+98RAPvzIZbY3bNyOCnwMWke1kjrxI0pf7CNUk8P68Tzl+Z+EbzA05IZQ8U57SJytiMAWRG2oiseoZLlY8hznEpGip3JEyjO7+BqX3P+QHoD8m5OoovPhlFkkjYynJCS5US+Ld+R9jjFSC6uq1uEoEGgN4q89LVD5SmRKJD6GO9mfJ92/BV0HPuam5nBtynErslkseanWU8dOmYIy4NhAajIEMG/4kjVc0QFsjgmL7e6MKKEhCXVQI//fK+QF4lTVN+DqXo0OTqc169zWuiVUuMvmr6Zxq6Lor72pU7khZhj33BBUOuS7iDnyyFpEi0slPt3eW/KKs/7npuRx8KotyxFEM153Ggux6Ozt67GHZk6tJqHUBW6An7Zr4XmvVUvZ4Kbp835FW85qiN7ukZXH3nO7rHhQfcmMuACrKmG6lMn4OeJXVkG9Vb5uGnlxqsBmtV34/GVBqJ1kxOZyvnkh66Qz5EuuopAjKHi9NeHI4GhFa50WplKfc1vZEtLi6+uZWAsqN6osfgFeZWadZYm3ZZKxpTiJJogL7Cl1qXdTFySOU+OKtaXeuNGp9EWM5i1r5/9NyfgAWYeEODcsifnKuHIhZgjOU4hgqfMLcrlKPmWBO0ZTSI2KoPT6sCK3eHkX8ACzCOpuO29ncMBVxy7qgMJIpzwF0+bds/lUVEiqyKEECdSE4gDb7Ywiq4pd+C+bMD8AiAFAUOTXGyLHXPdd0ibOgEEqiOC+fD4ULvjc5/kxHbiKSS1TGSBSoVNT8JJTKL7liQvzkmgE/AIuIBMkuETsgi6RZygg4sRXrMBOIES0WJNRYCcZMEA6vJOalBxio/2MEKj/zU8y4H4BFBKAoJgSSI6OySZici1TEI6AAXIXhwdQcG4o6wC94+E63H4DXAMCCopcWmTn+ppGcOJtQ7F2e1BBWT0f1D0Mofo/f5Halaf4/t20z46t/YP0AAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="exponentialsnake"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="follow %&apos;clones&apos; %&apos;places&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="clones"/></block><l>1</l></block><script><block s="doTellTo"><block s="reportListItem"><block var="i"/><block var="clones"/></block><block s="reifyScript"><script><block s="doGotoObject"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block 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