<snapdata remixID="13073153"><project name="U3-L1 Fractal Art" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAELJJREFUeF7tXVlsVNcZ/mbG+zpjA8ZmNQnghLBDIAGMWY1Zgs0Opq0aKVUgaapWaqVGilQpaqT2oS9dEiV9agGDwdgEChiwjR32zRsQcACzGMxmz3g8Xmavzh1sxjN3xvfO3G3sc14sjf/zL9/5dO895/znPyqn0+mEQO3UZSvGpqrx5kiNX413muy432zH0tkRXnK7W/dim24z9uj3IT9pi0CeUTVKRUAlJAFJkLuOm7F9RaTfeP3JPLA8xD+ef41Ph+3AmIjRAePWZjdC5ad3uCoc0erogPXTjsIgIDgB6+/aYDA5sWBqOKuHP9RaoY1TYfIbYT4jeGx5ghERaUFF+PumP+L9uLmsOjocnWi16fHZsJ1B2aCdg0dAcAISl/ac6MbmJVHQeLyJ7XZgX1k3ti2PCt7zfjScNZ1HnCYOU6Mne0kW6ouwOjEHMeoY0f2gBvwjIAoBXxocOFtnw9rMvt94h6osmDclDEO0aknGhXxPen5HNprvo8H8E7ITlkniAzUiAwGJyZJKCxZMC0NyootsL9scOFNrRW6m/+9DIQfsnrkRd8x3sTxhaa/aXS0F2J68VUgzVFcQCIjyBCT+2OzA/nIzti5zEa7gpBkbF0cizP8EOYhQ2LuS1+2axJXMhOOc6QLzd3rMVMHtUIWBISAaAYk7VdVWJCWSuagKrW0OZE5nn5gE5jq3Xia7CceNJ7BOl4u9rYXYRpd2uAEnkZSoBCQx7C41A04n8leIP/HwhdkxYynudd/Hel0uhoenSAQtNcMFgaAJ+L3hCLOkodUkstorf1aLxOpPMe9NHRd/RJExdjmx61odPpyeEbD+2rtWOBd9h2naN1h1GOxtSA5PwprEVQHbGIwdgyagxWnFQUMxtug2eeFndlpQYjgE7d2NWDwNCPe99Ccq9sevANooG9Rq4N23+TthtpJJlRnOGd8jT7cWkSrvHZy9+kKs1+aBLHDTxh2BoAlITFW0VyI1fDgyoib2sVykL8GyhMXQWBNw/iawdAZ3x4SSbHxKZuDA7Imuz4FtyyOh8rdFwmK4qMKMZe9GwBnVjlPGcuZV7t5udd9Gs/UpFsUvFMrtQaNHEAIy33otBch3W954Ym1GdWcNViXmMGBW1QFvjwGGsL+pRQP82CUg512X+scvHKhpsGHVPO8nmC8Hnrx0oPr26z5H2o5hRsw0pIWn9nZhW28ULaABplgwAv7YdQvPbM+RFZ/JQMQkFSRthurVjixJeSCvwpzZ0iF4pQFIigfGveYKep5mCbHcHoOeT02H04GC1kLkJ7sSJU63VyElbBjeig78+1I6RJRnSTACktDIwGzQ5aGusx422DAn9tWj51Xc9Y1g1gHfCjzHgDOCZB3y1DVghQfhzRYniist2PJqfdKfwqu3bMx65pxJfb8bL3RcQjjCMCVmMor0xdiS5P39y9nRQS4oKAH1dj3zROi0d/U+ITzxPXoJWNmXl6IMQUUtMONNIDHWWz1JGxszXI3xo3yvipMctT2lZuRns+/ckCd8jDoaWfELodNoRYlhMCgVlIAEsMNtR5kEgNERo1jxa24B7j0F5k0SD97WdqD+HrDQz4YHebX6Ihfx7Nh5CyalazB6ODtJH1oeobarntlloS1wBAQnIBdXTl4FFkwGorjPBbio7ZU5fhlYPhPMsouvxqSNtTuxYJr3sompy8kQkGwd0iYuArIQsNsC/FAPLJspfHANTUCnGZjGvl7cx2DBCTM2LvHeny4sM2PN/AhER3KbqAgfxeDRKAsBCbznbgJjU4C0ZGHB5vONyZY21vjEjoZHDmTPoQvKwo4MuzbZCEjc4UMWLmBc/BFIGwKMGspF2iVTUmXG/CnhvTmKu4+bkd/PkQLu2qlkfwjISsBbDwGLDZgyrj83+/8/0XO61vXtx6fZ7E4UllmYHZJz9VbERKowbQL/7To+NqnsawRkJSBx49hlYMUs8N4e8xzEk9dcM+uYAOYNVTWucyrX79qxzceyCyWNOAjITsCXRuDmAyDT++gG54ifGwAy+Zj/ju8uhwyH0WHv9ClQUpSGv2+Yh5QkaY4LcA5ugAvKTkCC76lqYG4GEBfgKUnyLUm2+PwlGRzUH8LihIXQsiwaG+wGlBsrsU63doAPt/LCUwQByXZXWTWQPYs/QDfuu/pMGuu/r7+0MZpKxR93oXoogoAkmEu3gWFa19IM10a2y0i2C9etvfL20xgRnoaJURN6TdzubgDJ3KGpVFxRF1ZOMQRkJiRuqVNcwjxzHRg/AkjhkWy9u2Vvn31qzzQyLnapjHAIKIqAd58Ahg5g5vj+A+wyA2duAMt4Jrne6LqJFnsrMuPmo8r0A5I1yZgU/Xb/BqmEKAgoioAkQrKPS7boNP1MRk9cBbKmABEBbFgUtO5DnjYXxYYSbE3aLAqwVCk3BAQn4EtbC0j1AX8tPXIshoSx78G1dQDX7gCL/GSyNL0AmlpcM+dAGvHxy+av8EXq5z79CEQv7cMfAcEJSKoRHGk7iiXxi1i9KTNWYLV2JcZFpvv09nQdMHUcoItjFxFiC89k70CchiVZkD+GtEcQCAhOQOJLYesBrNGu8ip/1uXowmHDUWxKWu/XZbsDIClbntnMpFPtXSAqEpg4MoioaVfFICAKAU2ODhxvK8UG3bo+gR4wHMSKhGzEqft/8lTfcS1Mk1luT3M4APLtx0ZMxSBKHeGFgCgEJB4caytlZpc9mdEkg/hG903kJGRzdtDzVVtZB0xOdx00om1gICAaAZ1wYk/r6zK7ZP1tW/LrU3Jc4Hv4HGhuBeZkAMZOgJxyIwfcaRs4CIhGQALRlY5rsMMOwIkwhGFmLM9FOwClV1ykK6sBlk2HV9HLgTMUgzMSUQlIICWnx0gLtOB4RzdQUOFKsZ/1egdtcI7WAIxadAI2tZnw53/bMW9S4NWxdjdWISuvDiPcqhG4jwU5p/untC/oml4IElR0AhJM+FYjcMex4qoVKclAdXwR61ljo92Ikyz1WkJwLAaly5IQ0Gx1MiV7Ny/ll65stQEHKlxVVi92XIZGpcGsmL7fkfta9yNX+wEi1fx0D8rRVmDQkhCQxF122YpRKWpMGM29Rm/xaQuyZoZDF+86HulZb6ah+yc8sjb53HVRIN7UJQ8EJCMgQyAeJ86etjhw6aYNHyx4fXr9kaUJ17tuICfRtZa4u7UA+Um04Hgos1pSAl6/Z+dcK5rUZSEFhDyrGxzQk92U5bjWWYOkMB3eiRaxxkcoj2yI+C4pAQkmXKrlVzfY0GV24v3J3rlWZD+52HCIKftGU6lChGV+3JScgK77QmzI9bjExt3H/l7V5cbTTGk0XyldoT8sgycCyQlIoPV3Y1LpRQsmjNIgPY37ZGXwDNfAi1QWAvq6M66z24kjZy3YtIQuqQw8qrFHJAsBiStst2aSm5VWvheB2GhalYoSUAIE3O8NfvDUjpuNduS8J1LRQAnioSb4IyDbE5C46n5zOlMMPDvS7yXT/MOjPZSOgKwEJODsPWlG6hA14qJVmJlBq1IpnTBC+yc6AUndlYP6EgwNYy/a19bpQP3ZdPxlo5/KQkJHTfUpBgHRCejaMvO+OLoHAXKCbmbMdKT6SLVSDFLUEVEQkISAvq6yarMbWa++EiVSqlSRCEhCQOZbT1+Iddo8RLhd5kfu7yX3+EawXP6nSLSoU4IjIBkBybcgudQwT+uqwUdSqZqsj7E4PkvwoKjC0EFAMgISSA4b/ofZsbOYS6M9q1SFDmTUUyERkJSA5KK/vfr9TI0+kkhAq1IJOZShqUtSAhKIzpsuMkmlHw39MDQRo14LioDkBCTe25125nwHbRQBWQhIYacI9CBACUi5ICsClICywk+NUwJSDsiKACWgrPBT45SAlAOyIkAJKCv81DglIOWArAhQAsoKPzVOCUg5ICsClICywk+NUwJSDsiKACWgrPBT45SAlAOyIkAJKCv81DglIOWArAhQAsoKPzfjTZbH0Nv1fYR1Gh1GRrhdpMdNleKkKAEVNyTeDv2nZReGhw9H8qs7lltsLXhqfYqfJ28PAe/9u0gJGAJDaHPasF9f1FuSmNzBt0m3HmGq0K+lQwkYAgQkLla1n2GKspOmt+mxIH5+iHhOn4ADYqBIEORaCtIG0tUU9AkYQvS83d2Af734tt9qEjVdtUxU06Kn9kZX01WH3wzbCa1Gq6iIKQEVNRz9O7O3dT/ydGsR6aOejtlpQbH+EKOoR67nty1JG/s3ILEEJaDEgAdrjlQUK2svxzptLquqIn0JliYsZv7XI9fzW6ImIVjzgvenBBQcUvEV+qqp2GxtxtXOaqxOXMk4QeRSw1LRbGvu/U187/hZoATkh5cipEmNnQJ9odcl4KTg09akTVCr1IyfRO6vz/6GP6T8rvc3XwGUt58GufrWvSVoEvr93gwWEErAYBGUqf+FjotMXcUZMdMZD651VsPitGBu7JyAPBJaH1cnKAG5IiWD3DeXv8Uz0zP88o1fYPTo0V4euJc+9lcGmavrQuvjYpcSkAtKMskYjUZkVE5Bc9ozqC448UnmDoy5PRKfrv4EUVFRuG95gFtdtxnv3orOwJgIb5LycV1ofVxsUwJyQUlGmcrKSmQ9zwbG9b09ati5ZOxc9zHslTZszNvA3B5KtuyCbceNJ+AEkJOwPCBVGVETEaWO4tyXEpAzVPII+iLg8AtD8XHur4AzDuR9kAeVUwU77EE7yZWAbHLkt18P24lYdSxnPygBOUMlvaD7K1h9EcwrOPJ6OHas+RjjYtNlewWzvap7fluRyO/JSQkoPa84W/Q1CemZLAg9aeCqj00u0EkQJSBnOihHkCy5VJnOIDNuvuTLMGzLNZ6+8EGKEpAPWgqSPWe6gPfj5vbxyHMhmqu7fBa22RbA2XzhapsSkCtSISDnuRXH1WU+W3tCX6tGCch1lEJEjm/iQSDJDUJCQQkoJJoK0MU39SqQ9C4hw6QEFBJNhegqa6/AqPCRmBA13q9H5Lq0R9YmLIlf1CtH0v1L2g4jSZPU+xtJVFijXYml8a40LyEbJaCQaCpIF0nf7y9135eM5+9cdAUaOiVgoMgpvB+5jYqcJV4Qx354qeeQ0zvRk7wice/rT04ICCgBhUBRoTp8Hd/0PObJ5j7pS7Kuiw0lvcdBxQiTElAMVCXQ+cDyEC9tLX0skQsg3TNiyP/Pms5hrXZNH7kSw2HMj3ufuTDSVyN9v2z+Cl+kfu5XLthQKQGDRVCm/v9t3YOR4SN6yUEIQ+5f/lnSNr9k80VKtjBMjg7E8UgsCAQKSsBAUFNAH67VErjKyRUSJaBcyAtgl2u1BHe5VpsemQqqqkAJKAAR5FTBtVoCyVYBnP0uzUgdCyWg1IgLbI9US/jni2+wKD7Lr+aK9kqGgO5y1Z01+G3KZ9DJWC2BElBgQsihLpDtNL5bdmLFRQkoFrIS6g0koYBv0oJY4VACioWsxHr5pFQpqVoCJaDERBHLHJ+kUq7VEsTy1V0vJaAUKEtkQ67qBsGERwkYDHoK7Mv1YJFSXKcEVMpICOSHHNUNgnGdEjAY9BTQt9PRBZI+5V43odR4ChOjxmOjbr0CPPTvAiWg4ofIv4Mdjg58/eI7rEzI7hU8aizFjqEf8apQIBcMlIByIS+g3VLjSUyIHI/0yLFoNN9Hg/kOshOWCmhBPFWUgOJhK6nmXS0F2J68FeRscH7yFkltB2Ps/9011AKYKB1IAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U3-L1 Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested Triangle, size: %&apos;size #&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicLessThan"><list><l>9</l><block var="size #"/></list></block><script><block s="down"></block><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><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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</pentrails><costumes><list 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