<snapdata remixID="13977677"><project name="U3L1-Fractual Art" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-Fractual Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested Triangle Size: %&apos;Size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicLessThan"><list><l>9</l><block var="Size"/></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="Size"/></block><custom-block s="Nested Triangle Size: %s"><block s="reportQuotient"><block var="Size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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EUvjbgr7ex18AvAJgKKSUrQDWR6r53xNtFRJOI4XlAm6kabPXWAp0ZvQEMbB3vl8+FEaBuXa9S338uqcol4QRv+5ieunPQXUftLihzAPD1l0QuQfmwA/rzo4NVSTABVwRFw9TIByBXEYfee2TqS7qLsp1QWboyuhhr33y1in5omwfZNy6j+VZj0D1IrQMBjoPDLcdBpFTYLqcR91foskb5AKe3IgnKBC6QG627gsfF+Yd2TrIZDlbn4aBU/NL5e4g49Z9rJH0vvD1QphuoPOAZz0NQ05F8wDnUfeXaPIGuYAnN+IJCtREoNPW6wQo5B35ZhAJc7Z+WYFsjyOHBRGv4WIMp68DtIAWN5B5YNj6MiBZtAxwHg13mSZumAuYF4ECMRHomq1bqY9eUdjdRfnrVMrqyuh7VOCIgbndS+WZqcRq2GfV2gol9CI1koGsen5KDjptU5Sai0hhLsTlPKaEWT8PcwHXzyzZSR0I5Gw9D8A78458cirt5Gz9GYCX8o6cOZU4Df9syToPinfCdKc0D3jWzyB4CSmX82j4S/UmABcwLwMFYiRw8Bw1X/VQBHBE3pHfVFNaztbdAfxyPROZGxeLV00MPvOGgMKEZxXh6xGYNljVPLCqbXcY8kuYbgYCzoOX618CXMC8DBSImUCXrcf4wOE9jox9sEXFr05b7zOAa7sduaLih/nAmgKedQyAw2G6Vc0DnnUfgGthupwH79dqAlzAvBAUiKFAztbfqODnPf1yVSXldbbr0aL4RN6RsXfBfAUlULIWQXE1TLeiecCzjobg40i584MqhXHqR4ALuH5myU7qSGCvjO7hC64qbQp70SIZKae1+fO1OfU8HENx9L1Fub+cZ3imTIFS2x5QuQqp8R8jj5b1lKIJJasI0aORGuQ8ykJrrENcwI01b3abIIGcrVeq4m89RflKOWV3ZvRcEWySd+S/yjnPMxUKeNaVUPkbWgbKmgeG0+dCdBOYLudRIXWjHOcCbpRJs8/ECey5hW7W1ISi72POwmWydF0NLJilsw0Di0dHkbnvWflz4ppNQsG63mYojRbhYw5a3XXOA0PWbBhYjFRTBvIq55GE+UZQIxdwBOhMSYFyBbra9Swotu525PB1PdNl67UQPN3dL98oNzbPVSFQahufB8zBdc4DXtv4PJAa5DyqYG6UR7iAG2XS7DOxAjlbl/qKExcW5dcTNbEgo3sbgh/kHZmd2CaTVLhnLYEvJ6F1YMJ5YCi9Nwz9Pky3Nl9rmCQ71rqaABcwLwQFYi7Q2a7/KYoT8o7sNFGpOVsfUsElPf3y3zFvpT7KG07/J0RPgOlOOA941kNQuQQtA5xHfUw8tC64gEOjZWAKBCfQZes9AO7oduTHb43aZetnAOzf7cg+wWVjpEkFStY9UL0D5uBq84DX9hmI7I+Uy3lMisgDXMC8AxRIgECnrTsKcNvKJtgPLhF3rORdtlRr+igcBQ7oceQPCWijfkr00jtC9Da82mJjo/8bnwf+8W8W1ht2oHIAzAHOo36mHVonXMCh0TIwBYIV6LT1RwKsyjvyhbHIOVu/q8C0Hkc+G2wmRitLwEv/CNBVMN3xecCzvgvINJgDnEdZgDzEBcw7QIGECHRl9B14/RuOdh0rWX08gNe/Oel/E9JCfZWpbe/AiDhQf3weEOMBNKsNGeQ86mvSoXXDBRwaLQNTIHiBXEZPhYFdxiP7eDBflAuDz8KIZQuUrFPH/jXgjfMPIuVyHmXj8SAXMO8ABYIUGEp/COIfCSC073xdv3f7Mw1fm7Zf8dSUPuDhhXeMrr/vb6Y9/s3vbVDdt/wE6ZbgWEedu/z0m3Zrwi67F89PcBv4546L9nz6nBOxatNnx748IpyXYCv4xjVoHbgrnATJisoFnKx5sdq4CwynvwHRT0L10rBKTXmprzb5kD0eTT03lRwPzBvabOfHW56/99h3XTmVOI3+7N+sttN/kNkbf3riK4lewN5GL35h6Wln4sV9b/huaDMVOR4qP0PLwFmh5UhQYC7gBA2LpSZEoGTd8trvSIXz48g3fuS50+Ot+2yw3Fh2V+6l91alUrJuf+3PmuYh5W5S1fN8aFxAM3NPheHv0oVCov9J4P//00Z+cXqsrVDvLlLuR3l9XhfgAuZNoEDQAt6MuaH8Qs5bfunnoG4r9+sPrvrOPg/N2PXGfV74XUUtaNsclORJqB6KlsEbK3qWh/8loJns+C/FwRjddW88mdhfinvrL/fd+2RbOL9M9tZfWDNX9PIacQHzDlAgPIEw/iTlbX/2krv/HS/6TUgt3O1/N6yoEc/qAzAE0/1ARc/x8GoCamd/BGCVOIVE/1nY2/+8LZQ/p3r7n2zxLvEdMO8ABUITCPpDGSb44IeDb9vIvn/HUv/8R1u+ddOHXvpyWb141icB/BSllk0x4//+XtYzPLSGgNrZHQHchqZhW5YsSewHo0z0AS+Bf6DIRB9awjvFBcw7QIFQBYL8WMK1fPTh/ve+49G/bzTa8ej7Xm4pqxfP+gegC2EOHlbWeR6aUEDt7PhHg4pTSPRHg67tI04D/UjNtX1sJ+8W/w2Yd4ACoQoE8cH8k3z4f8fiDUYyf0ndd+veL3Wtsxcv/UNAPw7TtULtuc6Da3vHf0LlBHEKif5yjMm+5COQL5WY7Isr6vyuTNYefwlrMiH+dwpMRSCIr6ab5OvvPnrHxlf/aZvhI5/b4hVjnaWWrGHA+DpSy8+bSkuN/qza2SVQnCTFwrq+HvL7eUdi/XWEOVuX+IqT1vY1l4F8reJkX93Y4JeJC7jBLwDbr4HAVL6cvcwvgN/1oY0GrRXy0t2d/5uZsCOvrQeQDEx3ixp0XLcptL3jLKhsLU7h8HU12WXrtRA83d0v34gjRle7ngXF1t2OrLMP1ODuxtGnVjVxAddKmnkaV2DImg0Di5FqykBeLf/Tq3S9zVAaLcLHHLS6S9cFeNAdGx/9P50rrvyPRW0H3rTP38f+DvnNl1o7o4QH4Rt7oXV5d+MOYmqd6xbbbYamsXnIHFnWu855LJilsw0Di0dHkbnvWSl/5lMrsayn99xCN2tqQtH3MWfhMllnH6jB3S2r6Do9xAVcp4NlWzETGE6fC9FNYLr/VXZlnnUlVP6GloGvlPPM3ve98y+rWvyZv9nlHzNXO+9ZY/9P9iWY7utfGsBXVQJqz70Sir9JsbeseXRm9FwRbJJ3pPyZV1VZZQ/lbL1SFX/rKUpZfaAGd7eyDurnNBdw/cySncRZQNGEklWE6NFIDd4/aamltj2gchVSbgaC0UnPAzj5hk2n3bDT4Modelt/cst+L35m/JmSdQoU5yPlzoDAKycOz6wpoJm5e0D0Kjgb2IJFI+UYzZ+vzann4RiKo+8tyuQzLyfoFM/sldE9fMFVpU1hL1okZfWBGtzdKbaV2Me5gBM7OhaeOAHPOhrAJ2C6u09au2eNfUHCz2G6V0169i0HDvj1xr/987tLOz2RfTk1/j971qsAbobpHlNJHJ5dXUDt7CKIXi39fRXNo7NdjxbFx/OOzI+Dac7WRSq4uqdfKuoDNbi7cfCpdQ1cwLUWZ77GFvCssW+auRame8VaITxrbFkeDtPdsxqs7Z7YsPSeF5sfuX3Plf0QfBgpd4Nq4vCZ1wXUzo7PQ5xCVfPotPU+A7i225G1z7wG2F22HuMDh/c4UlUfqMHdrQFDrFJwAcdqHCym7gVWte0OQ34Jc/xHy2v+SFhhwrOK8PUITBus6msCD7pz4x88uN3QCS9uNDqqvp6C1sEf1L1rSA3qnDkmvOYioEeI01fVPHK2jv3E45frmcjcuFgi+WeAg+eo+aqHIoAj8o5U1QdqcHdDGmNsw3IBx3Y0LKxuBTzrZxC8hJR75ho9lqzzoHgnTHfsIyOrfs15esMhr1nVaf/ntKqD8MGxd79jfzP9TnEKU5pHztafjf0iXN6RNWdeA+ecreN95B2ZUh+owd2tAUdsUnABx2YULKRhBHTapig1F5HCXIj7zL/6VmsrlNCL1EgGsur5qXhoZpv3QAwHhs6VpX1v5phK0AZ7Vmd3bAVfeqG+LcUn/zqV9rsy+h4VOGJgbvdSqek8umbrVuqjVxR2d1Gm1AdqcHen4py0Z7mAkzYx1lsfAsPWlwHJomXgzc9kHk5fB2gBLe43g2hS7ezYFzRkxSnwc5+rAFU7ex2AgjiFQOaRs/XLCmR7HKnpPDptvU6AQt6RQPpADe5uFeNK5CNcwIkcG4uuCwHPehqGnIrmgbsxkt4Xvl4I0906yN7Uzj4NX0+VZX13Bxm33mPprI59YciF4hQCnUfO1qfh49T8MqnJPHKzdF8YuDDvSKB9oAZ3t97v2Fh/XMCNMGX2GE+B4bbDIHIKTHd7eNYjUL0ILYNj77oCe2kmexigp0ixb/vAgjZAIM10PALIRVIsBDqProwepsAp+aLUZB65jD4iwEXdRQm0D9Tg7jbANeMCboQhs8cYCwxbdwFYCWA6WtwPhVGptmfvgi/3SLH3h2HEr7eYmpn7ORi6j/QXQplHrl3vUh/39BQl1Hl0ZvRzYmCffL+E0gdqcHfr7W69vR++A673CbO/eAuU1tsDOno5pOlYpF4N5dOSdPbc7eHr3fBTGVn22PJ4g0Rbnc6aNxNGqQhD9pWlvY+EUc2es3X7Jh93q49MzzIJZR6ds3SmGCiOGtj3vqUSSh+owd0Nwz9OMbmA4zQN1kKBkATU7rgEkBFxCieHlKIuwqqdvRjQZnH6TgizoZytlwgw0u1IKPPosvViBZrzjoTaR5hGjRCbC7gRpsweG15At9pqQ4yYRUD2EKf38YYHmQBA7bnbAXo/mr2MPPPMy2EaLdhKNzRGUFRgjx5HAp1Hp63bCXC/34zMwmck1D7CNGqE2FzAjTBl9kiB8Y9U7DgZkPniFA4gyJoCamdvA3SROH0X18Kny9aTFZifdyTQeeRsvU2ARd2O1KSPWljVaw4u4HqdLPuiwITv8rJ/guA86S/cTKA3BbQ9eyAUZ4pTeF8tXXK2/skQnHdvvwQyj73a9UBfcWbekZr2UUuzesrFBVxP02QvFJhEQO2OAwD5hjiFDmK9ZQHb2T5AzxKn77ZaunTaeoAA38g7Esg8crb2KXBWjyM17aOWZvWUiwu4nqbJXihQhoDa2Zsg+oj0911QxvG6P6LtHadBZXtxCgdF0WynrTeJ4JF8v0xpHrl2PU0V2/c4EkkfUdglPScXcNInyPopUKGAZrLbQPAwRkYy8tziFyt8vK6O6+ZzNkZzcxGKHaRYeDKK5royuo0KHk6NIHP3c1LVPPbdXDcuNaMoih26ixJJH1HYJT0nF3DSJ8j6KVCFgGayFwCalmLf8VU8XjePaKbjUkAGpFg4LcqmOjN6wWufWJXOF6WqeeQyeulrn7A10FOUSPuI0jCJubmAkzg11kyBKQrou+dNx/RSEWocJMUnHpxiuEQ+rpltd4H4N2FlKiMvPDb2aWSRvfZ/t05fNR1FQ3Fgd1F+X0khXRnd2RfcPG0lMne8IJH2UUndPMvPguYdoEDDCmj73OOh+Kg4vV2NiKD23G4IbpH+3kvj0H+uXcfnkXekonnkbB3vI98vsegjDpZJqYHvgJMyKdZJgRAE1O54EDAuFaf3mhDCxzak2nOPBPzjxenbJU5F5mwd+2nEpXlHyppHztYjARyfdyRWfcTJNM61cAHHeTqsjQIhC2j7tjmo/xNxCnbIqWIVXu2sAzE+Lf1P5ONUWFe75qD4SbcjZc2jy1YHgk9390us+oiTaZxr4QKO83RYGwVqIKB2xzWAOOIUzqlBushTqJ09e+xzwcTpG3v3GLtXztZrFHB6HFnnPDptPVsAO+9ILPuIHWwMC+ICjuFQWBIFaimg9jYZwOiHqC39fctqmbvWubS9YxZUHMBvF+fJYq3zl5NvH1szI0C/NCHTvUSeneiZri11Cx1FsRlov8eRWPZRTq+NfoYLuNFvAPunwOufE30OIJuLU/h4PYOonb0a0OfE6Ts7zn122fo1AFt0OzLhPLpsvRrAs92OjJ3jK6G5wZxXAAAbtklEQVQCXMAJHRzLpkCQAjr2FxF2tgjR46S/ryfI2HGJpe0dnVC5DE4hI4DGpa6J61DJ2Sj6guMW9stq81jQrp2G4rK8gwwgMe8j3spRV8cFHPUEmJ8CMRHQTPYoGDhW+gu7xqSkQMvQ9uwD8HG5FAu/CDRwSMH2yuhRvoFj8/2y2jxy7fqA4ePye4uSiD5C4qmLsFzAdTFGNkGBYAQ0k+0B9AYp9l0WTMR4RNFMx3GAHCLFQmc8KiqvilxGewS4obso4/PoyuhxChySL0qi+iiv28Y7xQXceDNnxxRYq4DOnvtB+Ho9hmbY8vxDq+qBSjfdaRpaVzgw5FBZ2vu7JPXUOVs/KD6uL42M/bgZSDWjqAYO7VkqieojSea1rJULuJbazEWBBAionb0MkH+K03tGAsqdtES1534b0A3EKRw36eEYHuhq15+q4pWx0kSwfne/fCqGZbKkKgS4gKtA4yMUqGcB3XK7d2N0tAjI+8XpfSrJvao9972APoqmpowsefyFUHrRDdIY8baFNq0II/677jxso/ee8ePb/dYhv2l4+qz8EgmnjzCKZ8x1CnAB84JQgAJrCKg993QA88TpPSTJPGrPvQHAY+L0nh9aH8PWrRDsBmhof0O9xaWnz1k+7/d/+ecu92wVWh8MXHMBLuCakzMhBZIhoHbHU4CcIU7hjmRUvHqVamf3B/Tb4vS9N/T6h62noDgDrW7wVkPW/hB8Gy1u+H2EDsUEbxXgAuZ9oAAFJhR4bQEfDMjp4hTen0QitbOPAnr+awv4xtDrH2k7GD5OhzkYvJXX9igMnI/mwfD7CB2KCbiAeQcoQIGyBNTO3g7BQukvfL+sB2JySNuzJ0GxQJzCh2tW0rB1B0R6YA4EZ+WlT4JqJ1rc/WvWBxPVTIDvgGtGzUQUSJ6AZjrmQSSPoVFbnn/qn0noQDd97wZobXKgmpNi32M1q9mbOQ/i57FSbMwcmLrV8vQGmK4O1MjBXF67PmoGxkRcwLwDFKDAOgU0k/3e+F/AFAsnJYFKM9mxd6AqxcLna15vqe17UAjMwalbeW3fh0CRGqx9HzWHa8yEXMCNOXd2TYGyBfTfO9aHKUX4fpcse/LRsh+M4KDO2ub9MIxueJqRv/SN/+1sTV86c32U/CJgdMFcXr2VN/P9gN+NlJGBLK99HzVFa9xkXMCNO3t2ToGyBbQ9eyIUOXEKsf63SLWzd0CQl/7CD8puLuiDXvpEiOaQmsK/25asO6CShzkQXR9BuzDeGgJcwLwUFKBAWQJqZ/8I+N8R58mxv62N3UvtbQ4BjC+KU/hA5MWN/eay4gK0DFZuNdx2CASnhfIb1ZHDsIC3CnAB8z5QgAJlCWj73P2g/tif9cTy71HH/25ZjNOlv/fOshoK89CItR98nA+zir/d9aynYOB0NLvR9xGmEWODC5iXgAIUKFtA7bnXA3hcnN5vl/1QDQ6qPXfsc6u3E6f30BqkKy+Fl74eoo8j5ZZvVbLOgMp2MAfi00d53fJUFQJcwFWg8REKNKqA2tvNAUYfgyG2LO39WxwcdPbcTeCrAzTNE+fxxXGoabyG4bY5MOQxlEZsTF81udXKaZsg1ezA13loGYxPH7EBrb9CuIDrb6bsiAKhCqjd8S1ANozLtwu9/u1N+rI4fV8KtfFqgpesb0GxIUx38m9i8qzLIHgZKTd+fVTTO5+ZVIALeFIiHqAABd4qoJtv3ormtAMDH5OlhQei1NHZ2V3h41cYGbDlueeGoqxlwtyKVnhWEQYOQ8pdu1XJGuvjOphuBoL49RE72PooiAu4PubILihQUwHNdBw7/gX3/YXOmiZ+WzJtz/bA1+ul2Hd5lHWsM7dnHQuRQ5EaWLtVKd0D1ethuvHtI7bAyS2MCzi5s2PlFIhUQDPZ3wK4QoqFq6MoRDPZjwM4RoqF3aLIX1HOkvVbKK6A6a5p5Vkfh+AYpNz491FR0zw8mQAX8GRC/O8UoMDEP12dlV0Awc9QLGQE8GvJpICBTLYIxSdlWWFhLXNXlas0YwHUuBwp14a8xUphoGQ5EP9YpFbEv4+qmudDaxPgAubdoAAFqhbQ9uzPofpncfrOrjpIFQ+q3XEORDaT/sInqng8mkc86+cQ+TNSA29aldLnQHUzmG5y+ohGry6zcgHX5VjZFAVqI6BbZrfAKBzo6JZSfMqpRVbNvNeGNC1BE2xZUni2FjkDybFq5hZo8ovwZTZaBxwMpW0YuhSjRgbTlienj0AwGGRMgAuY94ACFJiSgNpzvwr47eL0HTmlQGU+rHbHNYDRL07v18t8JD7HSm1fhUo7TPdIeNY1EO1HajB5fcRHNNGVcAEnenwsngLxEFB7bj+Az4rT2x1mRWrP7QLwI3F628PME2psz+qH4Eoo/gumm9w+QkVqjOBcwI0xZ3YZZwHPuhQCN9QSFRZM9/iwcqg99whAPyNOYeewcozFVTv7e0B+LE7vL8PME2rs4fQREP0xVD6DloHk9hEqUmME5wJujDmzyzgLeNYSCPowij+EUqZgJwi2geluGUr8N4Kq3XEvxPgf6e+9NIw82j73eKj/H+L07RVG/JrGfBlpbIiBmuZkstgJcAHHbiQsqOEEStbYu8ab0Tzdhry0ItD+9Z0zMLJy7JejDkTK/X2gsd8WTDPb7AwxbsF0ZKRQCLQPzWZnYCWKUP+jUnwy1D7CNGJsCrxVgAuY94ECcRDw0j+BqosW97RAyxm2LoCIBXPg04HGXUswzWR/AgOu9BcC7UPbsxfAhyXFQk36qIUVc1CAC5h3gAJxEBicsTFaDAe+vxNaVvQFUtLwjA4YxkMY9m20rXgxkJiTBNHN52yM5vFv9NlJlvUF0ofO6uiAIQ9hZMSW5xbXpI9aWDEHBbiAeQcoEBeBkvVFADsg5R4USEkl6yYADyPlfieQeGUG0Ux2rI8dpVg4sMxH1nlMM9mbAfxBioWa9hFE7YxBgXUJcAHzflAgTgKeVYCBr6DZvW1KZY1YB8DHuTDd7JTiVPmw2tkCoF8Rp29KfajdcQAg54pTiKSPKtvnYxQoS4ALuCwmHqJAjQSG2w6EGGfCHHjflDJ66T9B/fPQMjj27rHmL23PHgjFWeIUtptKcrWzj0PwDekvRNLHVGrnsxSYTIALeDIh/ncK1FqgZN0Kld/AHLi4qtRe+mSI7o6U+5Gqng/oIbWztwL6G3H6qupD7Y6TAdldnEKkfQTEwTAUWEOAC5iXggJxE/Cmbwc0LUIKGYj7fxWVp9a/oYQiMDof5srHK3o24MNqz90O8BfBMDOy9LGK+tDZ8/4NvlcEjPni9EbaR8AsDEeBfwlwAfMyUCCOAp51ESApmAMnVFSel74E0BJM95SKngvpsNpzLwJgitP7uUpSqD33hwA8cXpj0UcltfMsBcoV4AIuV4rnKFBLgX+uPxPWiAOVD8EceKSs1F56e4jeBbfZxgavLC/rmZAPqb1DGlhVhCEfkqW9ZfWhs+duD1/vAqZlxHmYnxYV8owYPjoBLuDo7JmZAusW8No+B5V90eLuWxbVsHU3RO+GOTj27jE2L810fA4i+4pTKKsPtbN3Q/VuKfbFqo/YgLKQuhHgAq6bUbKRuhTwrIdhyMVoHrhunf2NpA+DryfDdHeIo4Pa2YehuFiKhXX2oZnsYRCcLE4hln3E0ZY1JVeACzi5s2PljSAwlN4Xhl4E091qne161jPw5RS0DtwdRxad1bEvRC56bQGvs4/XFvAzUD1FlvXFso842rKm5ApwASd3dqy8UQS89K8g2oeU+80JWy5ZX4ZKB8yBj8WZRNuzv4KPJ6VYOG+iOjWTPRMGtpH+Qqz7iLMxa0uWABdwsubFahtRYNjaCoICUiMZyKq/rkag096DUnMRiixa3GfizKNbZrfEKPqgfkaKT67Wh2a2eQ/EKKIJHbKksCTOfbA2CgQlwAUclCTjUCBMgWHrPAg2hukes1o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