<snapdata remixID="13143140"><project name="U3L2 Fractal Art" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAARYElEQVR4Ae1dCbxN1Rr/1t4nJeRV5ijFTcn4Sr2KQlSvTL0iIUShkhCVolIhJJGQPA1kinqUOVMKGS8ydM3z2GDIdO9Z633f4hxnumfde519zzn3fOv8fn57r732t/f9r79vrfUNawuFBbgwAlFCwIrSc/mxjIBGgAnIRIgqAkzAqMLPD2cCMgeiigATMKrw88OZgMyBqCLABIwq/PxwJiBzIKoIMAGjCj8/nAnIHIgqAkzAqMLPD2cCMgeiigATMKrwBz+8obsdnILTwRdyaI3gaJjY6dntajecxd+XahL0sl6JnRdz8E1YA0YQ3AVqyUVJm68WQxlRSpPvdXffi5IVLzezBoxgT32jZsI6tQHetDpnSeqnciy4wIaTOASXFUl47IJq4vYsyYqXm1gDRqinFCiwlaXJ96EcmWmp78mPYaz8H+yFg1BSFIfccBkchePwjhwEPeUHMFf9lDPnhjQH5HLxCPRyf+QVskguU33cQ7zn4Q5+kavV++5PdJPiqVXSbTpfLlbVUxsqnCem2yYeL7AGzLSuCn3DPjgAN6VVh6tSy8F69Rt0sFqFbuhTO1MtgD/hL3jJaqNrP7R7wkT1vU+LC4e93UNgvmsifCfnQBq4L1yI8yNXnL9/zLz+bVARhrje9b6PG0kyXk6F32ALDqaXAS0wxttD4R9whW7TVw6FRqIOXC+u9d5THIpAsloPILxV+oCG5/Z2S338gvUUvCb7Qu8cskrmRYju1sj8Q4uIZ6wmQcJmqx9hmUoGib8G4gGYpRZCV6tdULuRchzUsO6C3WofVBd36uvT1TwoJ26CtmmvQF2rtl6cLFWr4B7xL7hL3BokI94qWAM63GO/4yC7EM0zz1kttHYbI7+BfvbrIZ86Xk2BnXIPlIUbtRbcqnZo0l4LxWCGa7T3Hg85vRVxfMBzwAh2XmurMYyTU/wkDpGfww1wLXwlv4Vj6gTkEblhsBzl14ZOaMjOjb93rK4wXI6Gw/A7TFYzoI6oFdQ2J1WwBoxQb05Vs2E1zt9KQ0mvxNFyMs7z6kJ/OQxuExWgsVUPp3cBE7zzrfvLT+BrezhaAM/Au3ZXKJtWEw671nhl5dQDJmCEejYV16Y9rBfhDfk+/KJWa5vdOtgEV8OVMMoeYHxKYWz5uZwIC9RSGGcPSQjyEShMQCM1MtYgRW0DS1jQRjSDIfIznPkdBVqxVhA3Z0jAU9bjut1BeThdLZkhQXHWiOeAEegwMrdQEMHXaMPbCCmwEtahsSUv7IH9mZaehDPGRCqsASPQ249bdf20Vi4rF1QUZaGfexjsEfvRt3sKOlpP+z1pIQ6196IpJbCUEtcFVuXoc9aAEejewIXFYfgDrkKT83t2N9iJevBZqzl8Ib8GshPSUJ2MAQu/oreEfL2B5YA6FFiVo8+ZgA5070aV4pVKcX3jMMigrLhRG6n3YbBBbzkYLXuFYaB7hLed5yAZ0BOSQIUJGOHOPgupSLSmflJbWo30ooTiBcmIXEPchV6NWlBUFIbH3c9hHM2FHfIuh8v97s3pJ+yKi3APD8RQrE4B8z3PI4iAy9UaOKL+gPusqnoYJi+HFAqN1Me1m62cKIPLlzxg4S8RSmL8ldnYk7nCWLZI+z1h1cd18jYdaHqzKI0DbgpsUpuhhCiGWvIYtErrooMYsvGVo/oo1oARhv9ntRzuFlXCSh0hv0IDzUF4w+rkt3qmm2q7m0Bn6xn0p5QAImhOL6wBI9zDq9SvRom1RTU0wdwJH6HBegsGHHjKNDUXWojH4N+iBixGIpNbLqcXJmCEe9hKx9fr+xiKATygDuug1S2wA91vS2CR+gVy4S8Nf1RaW0/AC+4evrflyGMegiPYrbswo6MYBpVSYlG40sTdHp60HtUBCgXRB0wEnI0xgqXgOrgJh90lGO9HBulHxIPhxOSIa6wBI9iNn8kJRvJR0nkL6zGt8b6VM/XTV6p1OPQ2Qn/JGT1/7GK1TQjy6T8+HhNZYuWd+7qH+r3KJDnN7zzUyQD3CG/1Hal11Uw5X62Qa3WdW0n1lnuA93oiHLAGzKIGXKs26iF0hprvleDJ9/BWhDjID/ngN7VVp1p2tzugxnTBraK8bknzR8op7iOHAHlMEqEkLAFpvnYxZQUalGuKu3X+Ls3hqPyklhlF/o2hCaVFSU00ina+T1QNuqeb1R5W4bDskRvUIAdVJCwBP3WPhTmYLJTVQi43KuTJ6OkeqM0plUU5ozhK17QNixQS4gnFp4SmnFwSchVM5JmnfsZkyUt132Y2yYe24BiJBD4rzkJlKA95Mc+Dfi9bz0acK0vUShyyt0FLq2HEZceEwESY6Ab+jZ6dCKieFgHJcn1gk3TPP8BFBNrw1MtpvfzaoBbE+kN6EdEyrZOql/aU3/WLOTmlTqtu7j4hRdCOCfFcEnIIXoPxeKPQZELmD8qx9Y1GSU8rUAzf5xjT1wndZIWhgM7tpfmcp1RF91thKKjndjvUHvgK8zooBTMShTR1b+tVeFt+iJGGf/mJPIyBDd1lP7+6eDqx38ISTy8ciXelQFAKCqBh+CgGANCKk4ZlSoWkif/36BLz3ZVqllwAaSINGlgPeB9/Bu+g/fwo8pnKcrUWbsGYv0HyvzqBnI7dmNW7DoP0S4mS1OSiC0VQT5fz4BAcwQ2MSuBbH9HeE3ovSgf1vMtFPygbBbiy8Vkx8yjafYoikkPNq86gMXihXAqUZllP3K9zeBtaD0NR1G++hXYr2KZ2eqsoF4TISyTYrnbpKJepapY2s9wv7vW28z0YJcdrl9xr9gu+1WGPH7Ue0jtl0QJqs9quE97phiKiIEzBd66P7xxPJSGHYFp06D1YQvTUaBw2+9ivwi7cHuNl2Uv7awPJR7cNwrg/IjKF2ZP2bCr+g4PjMQwnzY3/nkCXWik9HL9udQjxlHNVhZE0re3GmjjpNgpxgUw3M1Ar/4QBC0lp1UCkltCLoHgjH/1pCakB6Q8vJAroaBPPSpjqBspP4XZRCcjGR4GhSXC91mqBq2SKUqG51yX4oz1fTsiTSLpjmnAkh2RkpBzFIFQiIRmnSaPVFveEvW0TGrDXwAYd4v8kuvOmyFmw2bXIe89+HJxHyDH6vDjq7AnyO5jtGuu9HosHCWmGIa1Fzn4KhWpzPnye5laVrXLQzN1Ba71kDKtqiLsa0E6lgeUDJCotXGhbNfKE9HIPhjmucaiFLgtsmu75ADkC//fb+p7SoqTWZm9YHYPakzYlH3MBTHO6U/wTw7RWQXFRRIf2/4gRNLSRUVPrkaD7KLRrDXprUlE/Z3XH1iChDlQkpAYsIgppApHWaQNNtWuMwqL2ygMw1x6vYQ43nK1GciaJknoHhGW4C0Ijq26myEcPKAqFkBpnddbccfW3XvTQipz+U2zFd6Fyq6iIi4xL4EWrtU7tpC0+uiNJ7fPh+rSKz4NPDiw7cRU+E4foAXYPvUihXVZp14ZYLAk5B9yFHUTzqBZo3P1YfoF+2YF6BRtqa7VQnTbaHqSjmWkoJu0SmJYZ6p7AuiZWAz0FoPtJk1Ki0iH1O1wp8kNx9K6sVZtgsVwO9+OwTIsb2tKN2nrIR/Jo2K9j1dJ7D/rKn6C+g6pWFU2+3bjGpxwUSpqPxZJwBKT9V563WuoOpYCCH9QiKI8r2lA+WVOHeXy1GbEjhpJF91FgAu2sQMN6LUxUeljcpz00D4rq0NPuAs3d5zRXqNjAS5Bin+HfQ/NRTyEzEHlkyHtCG1sWwsF7EO682hA3w4zFknBzQCINzavqidp+/UHbqNGigkwzl2LHZqT0k8P1jldF0QBN92a0HMfnj0QTDBm0yZbnm0VH70f2RfpPMU39AE+IBrAZtmtiBsqnINYrcAFDNsAudlvYet4sFLhoCrwvls4TjoAm8MmWRvv4lRBF9UR/AW6tux6z1p7HDSYDy684TE5W0zM8yadkpGKYC0zBCJT38S4mqBfCiGjPQojk04KDInU2qC3QFhdIFKpfCYMcQs1Jac/BLUhOyi+hHfYfEjX9jOWB7xuL50zAdHplGxqTaXimjcQH22/rvf/qBmwWSaHze3COFW54+x61GM0R96uD8LR1Yftekk3aa+P5lEwK7eqFhCyDgfkFxFWa/Om8mq7+GDX2cfgb/3OkQHMM71+sVmT4P0I4udl9LSFXwRkB+QZMHGojmsJpeUbb0zZgR+ez8vgRYx5+u+MOUTlIXAp6KFaia47scqTd8qJ5GjnoV/aqAzjnq6ZXtxPRXnfaOgP7kKRd7HYZmgK0shrrlbfHfmiyIfo9PIZOmIBhOsPTuZPUNO073qX26s8oFBBX6mBUC4fSJHGDlnACtdEItC8WRRPPbVBBtw8jWpOTrp9ACqbgMIrfFYFFrowHL3hsjnnQEBPPhYfgML03BX25S+QqKCiu1mHzeVCTkf+VXGAUyPCW3Rlz4Aoi9U5qu6IniDSMSH3pAIY9TMCVLxmXfY3ItHc0eWYoY85DMJMsWjy1x1V9vBYmoKHnhqNrq53VLGSrgSuGQt58eeGZMs1DXs9qJc0bSaMWwSWKZ0X7kLs5TLe/DBJJn/GKZU9H0AsHVCScHTDg7zeeUnRMqEI2vP7WJ3Bq/lE0qUTW30qatLGor92FJJs2POppvQTd3O8FvcrN4saguniqYAIaeovcYMOkv+Y5hHGDnZN7wP7yf8Cf+Y/pj8b4ZscZRGb4cgn0iNDK+Qqc5y3ChKfiaBoiMvoW+toSxTHGa2ECGnqO7GuBW6V9KSdhzOASfaeqeSk6/TdgQGqyQVLW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select="1"><scene name="U3L2 Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested triangles, size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>10</l></block><custom-block s="Nested triangles, size %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turnLeft"><l>120</l></block></script></block></script><list></list></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>238,12,0,1</color></block><block s="down"></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>72,51,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,250,28,1</color></block><block s="forward"><l>25</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></script></block-definition><block-definition s="Nested triangles, size %&apos;size&apos; Angle %&apos;Angle&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><block var="Angle"/></block><custom-block s="Nested triangles, size %s Angle %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block var="Angle"/></custom-block><block s="turnLeft"><block var="Angle"/></block><block s="turn"><l>120</l></block></script></block></script><list></list></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" 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