<snapdata remixID="309"><project name="Chaos Theory - Sierpinski" app="Snap! 4.2, http://snap.berkeley.edu" version="1"><notes>fractals, graphics&#xD;&#xD;Inspired in this Numberphile episode: https://www.youtube.com/watch?v=kbKtFN71Lfs</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAboElEQVR4Xu3dCXRW1bXA8d9NQhIIYQqTDAIiCmpbxaHOtI5oHWq16qs+FbUOPK21au17Pn11aLVVax1qnVqtVkVbh1oHVBxQEaGKVBGQeYYwhZB5+L771r2JgkAgCUgC+c5arKV8Z59z795/7rlnn733DRBKtZQGmkgDQQrAJtJ8atpYAykAUyA0qQZSADap+lOTpwBMMdCkGkgB2KTqT02eAjDFQJNqIAVgk6o/NXkKwBQDTaqBFIBNqv7U5CkAUww0qQZSADap+lOTpwDcDAZePKyPPjmtvLu0xPBxizdjpJYrmgKwkbafedIudsrN/FL6gWkrXfjBokaO1nLFUgA20vbhWXusJxk8OqmRo7VcsRSAjbR94emDtMtM/1J68qpyu78wo5GjtVyxFICNtP3A9lmmnDjgS+muT022rCLZyNFarlgKwEba/ugdeWkoGQ+QfxZd8ki7o5GDtWCxFICNNH7Rr8hJECRJVJHxK8IHCX7cyAFbqFgKwEYYftIf2a0NaWevEQ5HMKeavv0IDmrEoC1UJAVgIwyf/Ii0vb8qePIQnn2H8um06kxah0YM3AJFUgA20Ohzp/DySC46haB3jXByKkE2QV/CSlals6ic3XMaOHgL7J4CsIFGXxJy0M5Mn05QRZBFIkEyjWRIVlrNgGOSvD+eq/Zv4AQtrHsKwAYYfFQVeRnsFTA7pDVaIS/S4lrt9ZBVIavxwp/5x/kNmKSFdU0B2ACDPxHSJlpyF3FqX6qr1hdu055LRvDbY/i/ZA2Id67xVzdgtpbRNQVgPe18bchzxzPpxY0L3BNSFnLHwZw4hiUzKN6Z19d5StZz2u2+WwrAepr4vJAZDzD6wroFMrL5RRmr8N4vmPibmr6Dk6zA3Nr3w3pO2SK6pQCsh5kPTtQsvW0D/tGGRPmGhYYleXgdyPonKS5i5Wiqjs8lKKrHjC2nSwrATdg6byHlP6HkGfYLiTwrb21gOe1/E7teTXEG79T+nrE/bceyKtZyN95qzXd7ELzfcgjbxJ2mANwUCmGOICyXOzuh9U60SZCVztR1INw1OpZLY+6R5L7O0oC0kGRFJ7I6UJXLm5WkdyUvj8HPbmrmFvF7CsCNmbl4H3JKCFfw/RW8kJA1hYxuZLSmMPLDoN0qwvYUBWTMCVT3bE0yg8y2BOsEqSYvIuhCvz8wZ2WLgGxjN5kCcGPaSZxM+jNf7RHuSEUJ1dUE6eSsJGyHdMJWJCLn4NINjxpeRRgdIl9P5RP0HM6yaMvSclsKwLpsP+kiBqVTXkLOIzW98g8gM42OY0h+CxGEmVSUsscsZmzAMbj2+IlbSb+K5D94dQZDjyUY1HLpS5Vn24jtw3vVOFSKeX8uP3mV14+gYzVR3GmiiMxX6w9P8j5Kc2jTmTCHQWfy+UR0qHl5bKEt9QTckOGTb3Per3n4NQp+S1hNh5CiFfS+h9WVDcPl6D154mf0vZCisjWyUQT1ioDoVXCPlumpTgG4Lkp5nTj7BG6/hOpC0go59RaeGd8w6NbuHb6DLIJvr/nbopAh+zNhHCNDHr6Rp65r/BzbqGQKwHUNl0iSVkKQu2VM+uhv+NEppOfWbFbSsmvGnV4bsRD5a5aUUZzNigQ3ROENLaelAFzb1g+PZsih7LQFl8P3R3LgUK7/NcP/myWlJNuwHKW4YCCLP+eqJEVJRp7LnEdbDIEpANc29csh7ZK0SWPwFoDw+z/g4b8zbQbte1OeSWnIgRnrA3Z+SOS9icD8sB+Vc1oEhCkAvzDzsBcYcjz/M4A/TUMZx2xmSPPcMN5Ee+1ZLj+5bqD+I8lTkVc7nQElLE1SEFVdiJyK23dLAfiFfS8pICeLzpm0C2oiDy7pQcGSxhHwQcjhHSgp3Lh8r7NrHNKVg1lUSGkniq6zo+vNi4DczlsKwMjAR5ZRNYbdDidtJffk8atyOmZxWRuq1nKd1BeIZ2qffmdvYikfXEVZwLyzKXk8Hn0nSdlG62GIUbZvH2EKwMjig8uZULs7jf4/b1/OGB97TmSH3NhACO5KsCoKyI+iETrwyzrkuz1C5tnMXwNpujz7WS7dLP311UXgtu0YwhYPYJD+kbDjXixfC5IDZxH+m7EncU6UaYT7G7ApuTLktoDzkyyeSO6ujNjA+2SXhGBZKEeguHa5PVSoI/4hcLWEHEmdpLtkO4WwRQOYrovOZiqRG7vhlAdkHcPOL5OeJCcgNwpxUZOB9Ew9IDw1wcy/0ucsSqsonEByL8qq+KTtlwt44DUZvqNKpkFCWSYp9qj+ztHXbjoIjXCwRT72S6Wmm+wRu9f3BWCb6deiAfyuCh+7SKHH5KlSIVQSVEhmZ5MzkeV71RhywAza9WPVM8w8tW7j5v2QgSNY8QxTa/tl70PH56noUfOuF/1BD0mZCnWI/3SNA10LveA9p39l/OuE8UndKqG3XWWB27cZuOpzoS0WwI52d4xJVilSoa1CgXzjzbfWcVmkwbQhtH2b1lVkp1OZz+IeG9ZtnyKK32DF99f83iqkejThsTpaoZ2l2uolW7mO2igxzlh1Jw+fbqwRDnCYpHyhz7aznXGLBfB6q5Vpa565ntCvzn+seapVGaXY3/CgMC0QJK+TdONXZTL+EodWpSf31SoxU7md49+7WWapnexqtSzFcrU1343m2vS573/F0AWmGy9hP/nmWRHsKBnW41WgPo+fZtCnRQL4qAK/8R8+M3KjJmilk8GWxwnm0fJcLWGeTL2EFmkvGf9S07oLJczRWp40bZX7na5+Fj+vsixR6C1TnNEgk58mjA9H3tFOQhGtptBmZ7qkMWP78BG2SADfk1QicJzs+M2vrnaSAlXaeXGtZW9/FQqNlOsE/5IlVKmPO/TwU2MFDpSULoj3LW/FX8NtXDtDwuPrLrddQzolyX2fngfzfOPHb9xVbXmpFgfgVPO10csqSUXSHFQHJPu71BB3+c1avw8y3J7+YJI79XKkdgZ5SpqThTEqCaE3HajAB5tlqWNMsMAH0lzs31/M32UcXb7J5NacWEavLLKXc3vXzZqrqYVbHICh1QLt5CszyRw9DTRwAxD+SVKBhHQZLq/9/XqhfIvcq6erJEUB+K0Enneq6fE74pZpx6mWL81spVYFOaqjd75dkvQO6BzSOeDVE7jsBaY/wV0NW9q3zFVumVFaFIDl3rBUoLeotnMbq7RSIVOVpN5x6nlNu91oO9vXQ651lttUqlQhKSE7OttQJvShv3nMaVvGCmuN8j3FFpjg3w6Vq0RRbht6h+RWMmMoK96u6X3rAl67nv97gEPSCKMr2/ZaiwEwJ96D/jWGKMPxX1oqtEJSWwlpMuNaV8yW9G8T3OSn/mi0OfK108VCC52r79dq5SOF5mMhiqITmKxfs/qa9ed8MnKUr2Ti05x/Lj3WOkr8Wq9wyw7eYgDMd61/W+oo93+pwVLvmmm5bzhJtcV+7S5XuCbeQkRu4uVK9bXm9GLLqn790YYqtVSGj3WMXOJ1T3fS1VxxMwensSxakqsIl5NWh3/y677wzRi/RQDYUZaVzpPUzpM+d6bnYpWF/uZ5ExzmEG3kStcxjkPJqPXhbYZeGyU6ROgjRyv22sbl3w3FB8ZRhdaRT3PaaSQ+IVhM2tGNmruphFoEgIUOlquTPl43249k+JNKNwi1kqmj+33kIW/70PSmsoOhkuZJWiTdqo25b14qYtRD3HH5mmud/ix5EZSl3P43rnyhye6joRNv9wAeLsMoOwlMEzo83nxEubiXmugenzZUX19b/0NU+dgPVXhOVecoNL8OH9/4kF4hPdaK3ql4layjKb2J1mW8NYHDXvnarnVLDrzdAxhmE5ZHb/N5hin1lzjZvHm1o2vdLpPdoDLrOnoFdC9hzDrvn+9W0TODzkmq5pPXl1l/iY5hyD2HqqsJlrFwMQ9P5trmn1eyXQMY9o/P0AQLmhdwa1/Nrn6uh1+aq7UlkkqjjUTe0ez/F/JKeKQWwrwduPxm/vcckqsJCrj6f7jlJB5/kR//lfLqmqHDA6M6IgQzm++N117Z9g1g5JloT5DffO1wgqSP3WK+/1lzkYdES2x0wJzkuQOZN45xIWn5/PlG7ryypgDSIyMYts73wfZuw4eR8Aq5CuKKXc25bbcAJvSTZqVqxZZlJ/Soo6ppUxpnqPdwoClGmeuomkvZbTr5w1nxOtdViwN1LmzLJ2V02UBJ/nVvINyFYJqcF8k5hF7tmNCMIdxuAQzjU94xqnWTpsjioFTPZnZYcLrQXEmLBeZ8EXL/7WTNO2DHz9ljlyiei6t3Y97UTf9beagLvynQelK17plEe5n0FxhwPI81MK1l05NtmR7bJYDL/Yc8lcoUa22VfMt1tcJuVpsal7Zq+naOBeaY5G1DdVVpaZT8tGMGvZPkJXi6EScbVTsIqpfRvVpYmw16RrSal1D6GX9YJ9a26bUgdjg1s+fC5qnlZHv6ve/qpcoZXvaEWb6pjcd1t4cKgywxtRkkfF8iFO1RpymQr6PCzKep3Iyz5fxedF1FEGXC17QfzqBXH6beyelXcO0ezPts8/S7paW3OwBDjxvpI8f43Ze6WuY4Q7xlkt3jwPvA3C2txwaNd61EHO0yxTKfuECh5xskv8HO87tL77lE5w/J36+mx6VVfHAp+x3EH/6TCUkGN7OleLsC8BV3GyRPH+0FvvelnZIuleZuScfGxVeC+KwhKr+x9dt3XeHbfukWW6j6VnQLyf7cuZDLyw2MvC9RlZFhjLuY4Q+QvZIr9+KII/nj/bTbQGmara+Jmhm3KwBDy+McsiXmKLNcfz8SesgCc+MlOfo9zUPmOsCOcUz0J1td779XZbEM73nMGGdt/vyRBau703eJvvNo+yq7HUXXMu5ZJxW5MAqmLiCI3Ih1p8Fs/jU1YITtBsBplusrT6ZAaIFqK2Uojs39rFFO98dYLTfZz9V2lrBIlVVyRWVyt047yTUOdZM7HGpvL3nTiXGuyGa15GDenyb7oGLpp1Hy9IZHe+IZKgoZdi7JcQTLCdYsEpt1CZsjvN0AOCF+vk2yjz20FzrLqR739/V0E7rRS8YaY55f62W6JXbZShA+rtg73vWos/V2ljZuNXEz8kbs2ZYHu7Hvpk88KpO0Ws7Lj3LsLlhcG8G1gVDDzQGqobLbBYAPKZInwzzvuuwLh+4GNPEdu3nTT/3ac64xUNIyafJd6FMPaGQVrHpq/M/GKdBawu6xz2+OFWZLWKyLVY0tuxFGwRXzCDYexTNlEQM7Uz2XVlEwOO79HhcPYMF8zhmTY4fWGV5YUGR11dZ1U20XAN4aZ6JV+FlcP6PuVma0bIVCS9zkadcZJenMOPkxfVMxePUEra5uY4RmWu05j3nOJXG33YVmR4VSc6ooieoBNqDdsicX55G7kGAGQe058AaGWJagyzpZnGGUlhyFXif2+IpE96enyv/iTLkBl9PYrts8gKdZ4g3H+S/jPWGo6XWA9LIR7vYHr3j3S1390O6e8l1BXPyiQODrCWF6xvt6OMABay23xyi3ULpPojSADkm6LGZ6z/rbseo/afUY5X1JLtYju8KiDbhYfvwLfnsT2YW0zqsZ/tKDuPUg2t0WqDjzq/VmrvxwsdsnR9/23DptmwfwSMVWeUxX3zDQ/m6PM3LXb5Vx6uRKUfmzL1q0Qz7eb31fH2fqGO+fe4gq2m/ZNi/eFoVmKXOmHG30dJgFoiCdz1Ura1tI37yaOL+R9XDUTbqQ3Ssom0vWXNLm6rkwYYdufLhOjfNPo6dfCd0SLJtM14MovpuceTWrt6yvPgEvHLvQA9MLtqwCNjLaNg1gD4ko2MUU6YYKdZDQRbq713mx/5cwPsfvLilLuUCO4xzgHsP0kRYvyYHFzvC8x/UXbEEIy6w2whuGOcmIGMICs2T4xBgljohXwdXZr9D+TQb/jlV3MnataOd1jbdLV6ZeGpXZZ940+tbkIEchgjtVM3VfVv+7Ruj5JAtGc+WxLJhNp8j9MpNp/2LX2sogE4/b2bc61Rz7VSZCWY9v3aOSbRfA9pMFRYPimuIdFZgjTweH+44XdNbaQ2tBeLeJLrWnWarkCeNCF+Jn0srYHdPKSbEB7vMdF+igtX/EpTi2RIuyh890vss84l0fYh8jPWqUs786/G61eb/RJuGejYSvJB7mnn9w2VqnJyXZOrYp1/YO9r68pmDCib8jq5LLr66JVz3xW3yy9d2em1ThtgvgoCRL3qTgiC9vcoByPbQy32UOdpdH49oC4+SpsK9DtFeon3aG+oYp1v+XHrrGJJPtEVd2meKK+LS28a3SZ1rpFzuev2s/n9fl7mmboNP7LDyK84rYMZ1r68j1LXiEDksIfrHmwpLR90dW2/Vdiu/luCfYIeT6DMKtu6ltsLK2TQCPmkF1f0pCxn3xzjRQrk8UyfRtlTqo1lal7gI7auNtP/eKdYI311LXR27xRy+4QB/fkGGl2b7lA8ujDxI2or3rdp31M8gPNi2dnaRnwE6V9M5kxygyJuDcdZ6E4Xgmj+eKu3l5KGl3ktyHFfNkdV6qVzkzN+4I2PS1bOUe2yaAPy4l0ZqFFSx6nk9Pp2v03bXRWiX21l2uPEU6WuAtu21SpSc70l9cLEdpnBYebRmGeNI7BkrTuK+bJ70Qox/Yc6Pzd7fCkvR2dB1H1V0sf5pfrCavgl07c0IthNdeyQ0/IhhM4m6CuQRLSc6n62hWNPNHXR1a2PYAvHkur9/HmzczPGRFBasCVmSydDbzzyAcu0no1u5QbpYsKwT2/fKv3/Y9h8Z1rhYITGjQeKP8JH4bpadQL2k27F7p62YZfmHGuqchUY3pHarpm0b3BAdlEkYfzo6gW0zFTLr+hNXNMMy7QZraFoMRfvchmf0pKqWyO4uqeeNSZjzQwFuv6b5UuS4q44JFX7RSt1ttlu7+4E8Giuqd5qlHRHLtAKFb9XazSZ7S3iClcQne9R3NR8TP24Qlccm32siBHyTpVMzrR3LTB+JKIDlLGdiBNlF23/bVtq0n4ITimu+snX0on4+nuoGfTV3Hdq3lmKJYt7geQrEgdupEEboPKpXvfi+5PH56RZ68KIJv03GEi52tq51MkxH7JenvXq/oZy/HrlWKdz83yDPcv1wh4TYF6QkS3Tl0FQNa0yuduX/hkfO2L+LWuZttC8DS2u+4bSGTdNPHP820nwylSmRY5p8ed5T+2sb5w/M85z0/8I4yA6RbLtPGnbTVzlapt9XydFfjz6tWaLlcl7jQ3z0Y/91lQp940TIDLDfVsoxjJHpl0LOcMZv5ibAtpJ+tMcy2A2A4i2Mv4sV/kr5llqI/K9dLpgec60F/1j6uHRgVcIvCRda0cqcoM0e2Bb5vqVfryCtZ6WCTtXLwWiFWz7vbCX7kRR/Z0REucrxj3WG8N3R0UVwF6z0HqNzMopZbA5avY45tB8DiUaR3JK0DGZ1q/nsz2vEeNthRBtpBP0n713GE95JTHCPHXcY4X5o25kmz/sv/zjJM8y2Bfg70nrG10TVRvF8nR6hQ5V+WKtMt3mc/7TYv+flm3MH2IbptAFh9T81nTLtfQuGb5Pblmt9z812NskIfwwz1kPvr8cmDhN/GO+GXvO9YyTiJMiNziaDyqycloTyz5EnqZWcDBO6X9IRKnWUZqEJ77eL8t7prUjfqZrZxoeYPYNtMFv+ctlGWazveyee4Gyn8mLRdG6X+QxTqoZ2nNhEMmvQs5ii3wOEeM9YyN2jvApW6dC+TXhtCeHE295a3FsS1Uw+T0Fd6XEu/h3M87VFvNuo6W4JQ8wdwxrH070NQE1Ift/DvhFFx7h1Iq42wrKe1WrvKQL+Nk7ajpfeBOp6C2bIs85RuTlO61lMrCihdaqGHslf5334EU5jfg55L0gTJ7nZREFcY/DT6rEKqbVIDzRvAMzvw2B4EUQmL2vbyMPr35bj7+fwJgu4EAzd5o190yJRUKc0gj9ndmXGNxzs28CQsM905LjTCcIFTYvEqp0iLo/jGCtNZ1pu87oyaz9WLmbhtHkbUW3dfR8fmDWB+O+a3YXAP0mpPI5LnEfTiiCcZdT0VncnqXT8IO95C5c91LAniCJGeCvWOF8u2blwHwqSVCk2RLV92nMp5gdA5ys2QbWnsQj4gs8y4zXNFfh023abGbLYAZg0hHEVlFGCZ6EGQy5DFvHM4Txbyw0P43/H85hWSo+Nov02+E+4dsqBARv5C1b4RG+qHQt2sspP2flabmxGVSYuc0ze5wn87WZp5qi0UmO1QTxsbR1Cn2pbQQLMFcJ8w+nokS4soyiEZdKYoj/8u5t7Ie1bbCu6hfS+C3ny0kH1O2LBe+pzDgIcYtSZiuqdf2sc10nxgoF52ip+HnzjYnvEpbrHJSs3WTx1jbgkLtPAxmiWA+z1Gt6Mo7BplavBpXfGZR/Xh9hP5xl0kXmNeJjfcz8NPrm/W4QlmlbAkycQO8e+7CGV6zWr3Oc0I/WTqoVi0vTlwS1YuaOGQbez2myWAP13F72sY2Xgr+xHZfRn6PCNvqtkVh33psw/z13pKnjGCLifzwQhancnC5dLnjdehem8DdNMvjpJe7P46olY2dRmp3xuvgWYH4I0f0m4wP8smsbEX/FPzeOrbVPdk/5f4aBG3D+fHw2i7C2k1gQVxuy/kooDjJ/HGcfSZzbxQq5LhqtzXeO2lJDdbA80OwJGh2IMWveZfuJHUCOGA9ROyY/9gr5psr5770iqdN5K8N5FWe8XQua8eWWebrdbUAPXVQLMCcPJS9tqRinKeC6NYvQ1DGMwhLO3GoMgHWJsC9tGlDN6H4GySMwl7sjKLacU8/lfuvbi+Okn124oaaFYAlpdS0rrm2Dd6An7wGW12Xx/CbgXkT2rFgN50i3yAowmjIt+RW7k31d3Y/wI++ngrqjI1VWM00GwArJ5QE9w8+jP+c1jNrbxRzkdTafNNLqldOQ+tZlE6M+Irj/arvVnejS4vc9SuvPZ5Y/SQkmkiDTQbABMvkn7cV7UwMeR3v+LQa5hbyK27cMTimle8WSh+PYehG/moXxMpNTVt/TXQLAB8/UIOO5gH3+ei2piD8pBh59H5W8yczpDfsyjgzd/z6RX1v8FUz+atgSYHcM8ufHwuV47ltvPpNJw5YzjxJzz9NktC7r2L+37avBWZurrGaaBJAOyT08qck2tj+apWCZ5cIHkdLxXwvSN4djqnXNm4G0pJbVsaaBIAw7O+WpFJ+WKJzitk3LttKS91tZuvgWYB4HtLSxwyMirVmGotTQPNAsAbP1nquomR2znVWpoGmgTAPTpkef+YnWSmBaatrvTNf85oaXpP3W+tBpoEwJT2Uxr4QgMpAFMsNKkGUgA2qfpTk6cATDHQpBpIAdik6k9NngIwxUCTaiAFYJOqPzV5CsAUA02qgRSATar+1OQpAFMMNKkGUgA2qfpTk6cATDHQpBpIAdik6k9N/v99HPN5XQsYCAAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="1" tempo="60" threadsafe="false" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Pen" idx="1" x="-106.44320682651164" y="-120.2460114257508" heading="252" scale="1" rotation="1" draggable="true" hidden="true" costume="0" color="72.39104420017509,255,0" pen="tip" id="9"><costumes><list id="10"></list></costumes><sounds><list id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53" y="43"><block s="receiveGo"></block><block s="doSetVar"><l>number of points</l><l>3</l></block><block s="hide"></block><block s="doSetFastTracking"><l><bool>true</bool></l></block><block s="setSize"><l>1</l></block><block s="clear"></block><block s="gotoXY"><block s="reportRandom"><l>-240</l><l>240</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doBroadcast"><l>draw</l></block></script><script x="65" y="246"><block s="receiveMessage"><l>draw</l></block><block s="doDeclareVariables"><list><l>point</l><l>distance</l></list></block><block s="doForever"><script><block s="doSetVar"><l>point</l><block s="reportListItem"><l><option>any</option></l><block var="points"/></block></block><block s="doFaceTowards"><block var="point"/></block><block s="doSetVar"><l>distance</l><block s="reportRelationTo"><l><option>distance</option></l><block var="point"/></block></block><block s="forward"><block s="reportQuotient"><block var="distance"/><l>2</l></block></block><block s="setHue"><block s="reportQuotient"><block var="distance"/><l>3</l></block></block><block s="down"></block><block s="forward"><l>1</l></block><block s="up"></block></script></block></script></scripts></sprite><sprite name="Point" idx="2" x="1.25" y="136.25" heading="90" scale="1" rotation="1" draggable="false" costume="1" color="80,80,80" pen="tip" id="74"><costumes><list id="75"><item><costume name="Untitled" center-x="8" center-y="7.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAPCAYAAADtc08vAAABN0lEQVQ4T53SvUrDUBgG4PeN9QcKFbF4Cf4l6eLgqJMVwc1JSayCHXXyKpx0VNA2ASc3QayT3kKTKHoJUhCFgkrNJ03S2EqVpmf8fp4D57xElyPr+hhSvgpfyQZtxa+hoXg8d15+j7O9IAVtET72Aax0gwFcQcEBS+5tqx8DYqg7II//WOwsixRpeyfNYgCIoc2AuO9puTUkmKXtPoTApnYIwW4igDhi2d0LAVN9BDiZCIA80fKmKMW5Qbx/fCZbjqZHhoco5vQ4kKr1BaCRpWzMZzBQf+0L+EqPRm+gNYFMQuSNlhsDFQBLCYEbWm4++kZ9CyKniQBym2Xn7CeJpnYNIN8jUqHlLsdJDNOYS4NSAmTtf4QXEBZoV+sdQJxQQ18AZBUKchBMBHXiGT6qAC9pO3ftF3wDba5f5Bhxh+wAAAAASUVORK5CYII=" id="76"/></item></list></costumes><sounds><list id="77"></list></sounds><blocks></blocks><variables><variable name="last x"><l>1.25</l></variable><variable name="last y"><l>136.25</l></variable></variables><scripts><script x="101" y="137"><block s="receiveGo"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="reportDifference"><block var="number of points"/><l>1</l></block><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doAddToList"><block s="newClone"><l><option>myself</option></l></block><block var="points"/></block></script></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="doAddToList"><block s="reportGet"><l><option>self</option></l></block><block var="points"/></block></script><script x="562" y="176"><block s="receiveInteraction"><l><option>pressed</option></l></block><block s="doUntil"><block s="reportNot"><block s="reportMouseDown"></block></block><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportEquals"><block s="reportMouseX"></block><block var="last x"/></block><block s="reportEquals"><block s="reportMouseY"></block><block var="last y"/></block></block></block><script><block s="clear"></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doSetVar"><l>last x</l><block s="reportMouseX"></block></block><block s="doSetVar"><l>last y</l><block s="reportMouseY"></block></block><block s="bounceOffEdge"></block></script></block></script></block></script></scripts></sprite><watcher scope="Point" var="last x" style="normal" x="19.18958333333353" y="19.189583333333246" color="243,118,29" hidden="true"/><watcher scope="Point" var="last y" style="normal" x="19.18958333333353" y="59.48771217124988" color="243,118,29" hidden="true"/><watcher var="number of points" style="normal" x="15.249999999999773" y="15.25" color="243,118,29" hidden="true"/><watcher var="points" style="normal" x="15.249999999999773" y="47.27500304999998" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="number of points"><l>3</l></variable><variable name="points"><list id="156"><item></item><item></item><item></item></list></variable></variables></project><media name="Chaos Theory - Sierpinski" app="Snap! 4.2, http://snap.berkeley.edu" version="1"></media></snapdata>