<snapdata remixID="13331165"><project name="sierpen" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="sierpen"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sierpinski size %&apos;size&apos; with %&apos;levels&apos; of recursion" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="size"/><l>10</l></list></block><script><block s="setScale"><l>50</l></block><block s="setColor"><color>145,26,68,1</color></block></script><script><custom-block s="sierpinski size %s with %s of recursion"><block s="reportQuotient"><block var="size"/><l>2</l></block><l></l></custom-block><block s="setScale"><l>100</l></block><block s="setColor"><color>0,184,250,1</color></block></script></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="hexaflake size %&apos;size&apos; with %&apos;level&apos; of recursion (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><l>6</l><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><block s="down"></block><block s="setColor"><color>49,68,255,1</color></block></script><script><custom-block s="hexaflake size %n with %n of recursion (2)"><block s="reportQuotient"><block var="size"/><l>3</l></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="setColor"><color>7,143,0,1</color></block></script></block><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="get scale factor %&apos;sides&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l><l>k</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="k"/><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="sides"/><l>4</l></block></block></list></block><script><block s="doChangeVar"><l>sum</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>360</l><block var="k"/></list></block><block var="sides"/></block></block></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doReport"><block s="reportQuotient"><l>1</l><block 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%&apos;sides&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l><l>k</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="k"/><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="sides"/><l>4</l></block></block></list></block><script><block s="doChangeVar"><l>sum</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>360</l><block var="k"/></list></block><block var="sides"/></block></block></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doReport"><block s="reportQuotient"><l>1</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicSum"><list><l>1</l><block var="sum"/></list></block></list></block></block></block></script></block-definition><block-definition s="%&apos;n&apos; flake size %&apos;size&apos; with %&apos;level&apos; levels of recursion" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="n"/><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><block s="down"></block></script><script><custom-block s="%n flake size %n with %n levels of recursion"><block var="n"/><block s="reportVariadicProduct"><list><block var="size"/><block var="scale factor"/></list></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block></script></block><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="n"/></block></block></script></block><block s="up"></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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AupkDrC3AAt/4d84RJClS802DtjlDm0ETSVOTusLgJL77QiXnLX4yUY+HUjbHxJgMQOARFc3+kPbUu0vJGCPEoiv75tW7legpQYESAA5idQIF6BXq9d8CxAxDOVBT7n6w3zIT7tLwKFn+J9PzmarCR50q/GcocM2HsehdUuraDDZcjFJ3o8X9Tbxjuo0A7C3AAt/Pt8+yNCVS/Lcixf0IxOL2xQBPsfvUbjKzdBaXgZ+OuLrvvgxAPpfLNShX3PIRiswm/7SlRHAanQPMKcAA3792x8iwF9PQ9AeeG1L4vtyJPhRU7j/sdvlWP6ncLC/swiubCxHle/b5jhIdBLb0v8XxMQIEWE+AAbrEL5XFSEtDyXghxI4r+1SllrH6q+XEAZ0CZ742aU8uPATgXyuyQWk0V72hYeyiUmZFaTiaiQIsIcAC3yEXyGCkKVNweWOcoKH9ailmBinswrDgdykwdYwAvh7DnoRh8O9W6tLcMIrwGxaA31bxMRoEmF+AAbvILZPkpC8yHg4KsfsL4aBRNf8rZq++Cb4EQBkX/snVyV7wTYK2EMgekXlNFdsHiagyaTsxHmHp+JqRAkwpwADfpxbHsjATK8iwIvAvKHJFJBdr7EGD7ETqd6On/03ANvV2bwQkHANEF5f84m7rkdbD4FUrmy5nkZ1IKNKEAB3ATXhpLzkhAu52AeAZ2qIDSsl9kVEX1V9GXIhQdKJnjh2soywVw7BCKwYmZ1VSe9h6IjkHAbg0VDGRWBxNToIkEOICb6LJYasYC2tMQ9lkUzVcyrWSRuykmiQGIcO/hOqxzJ1bZTswNns+0ror8EqzYCspXmdbB5BRoEgEO4Ca5KJaZsUDFmwlrr4AyW2VcyUj6inccrJ01/L+FuAtF//Jc1KXlsxDiWBT9u3NRD4ugQI4FOIBzfDksLUcCffIPCMOHAZHcE69qPa4V/w4BC9gra92a3Hq7HRxnZ3Sbf0ouByNToDUEOIBb4x55iiQFyt4xgL0YwPch7ANJpqoxtjvyNFkb1LgvueVW7Abgo4A4GSX/quQSMTIFml+AA7j575AnSFKgPPMNECsHAGc+EM6HndyJ0t1/TzJl08amVdNeHQvPRoADOBt3Zm0WAS0vhBBvQtH/NCrelbD2r1Dm1GYpP9U6aZUqN5M1vwAHcPPfIU+QlEBl2g6wHQ+s+YTx77DIffvIp4+HdkNxWfWxkHy9KkAr9gIFahbgAK6ZjBvaRkDL6iMdH4QyF609s5anANgVyhzcNg5RDkqrKEpcQ4F1BDiA2RAUGE2gTx6w+mEXZ0P571/vP2vvp6sffHEmus0txANAK7YBBeoS4ACui42bWl5Aez8GbPWbhW5efwDLgwBxBpT/oZZ3iHJAWkVR4hoKrCfAAcymoMDrBcryRDiYjqI5cEycivwuQixFyVza1oC0auvr5+EbE+AAbsyPu1tNYLG7OUIxgKEhiZ5lj455vN5pO6Kjw8CxnZgTPNdqDJHOQ6tITFxEgbEEOIDZGxR4rYD2LgfsSihz0oQwWl4CiMlQ/nETrm3FBbRqxVvlmVIU4ABOEZupci7Q5+2C0N6OFzs6Me/ev0xY7cIZb8bGQwNwxL7o9h+acH0rLaBVK90mz5KRAAdwRvBMm0MBLW8H7J1QwTciV6fdzwBibyizb+Q9rbCQVq1wizxDxgIcwBlfANPnRKDsHgZHnIii2bXmiiryQYT2UpSCG2re24wbaNWMt8aacyjAAZzDS2FJGQho+XNYnISSuaPm7GW5DwQugTLvrXlvM26gVTPeGmvOoQAHcA4vhSWlLKDlFwCxA5R/eN2ZtXc9YB+HMl+tO0YzbKRVM9wSa2wSAQ7gJrkolpmQwPXTtsSqjkEAO0CZp+vOouU2AB7HpKECDl/267rj5HkjrfJ8O6ytCQU4gJvw0lhyjAJleQ0Efgdlzmg4qpbnwuLtKJmjGo6VxwC0yuOtsKYmFuAAbuLLY+kNCpTldDjQ+PsLBcxbvrLBaMDCqZPxhk0GEUKhZJY2HC9PAWiVp9tgLS0iwAHcIhfJY9QhoKWBtRWUgmvq2D36lrJ7FIQoQhkZW8w8BKJVHm6BNbSYAAdwi10ojxNRQHtzAdsDZdyIO6Iv0zIARC+Uvyj6phyvpFWOL4elNbMAB3Az3x5rr0/AuJPwP2JwZAAHQX1BxtmlXXd4AP+rLUAGq2KPn2ZAWqWpzVxtJsAB3GYXzuMCKLvnQIh/gTJHJuah5bWw9n9RCr6YWI40AtMqDWXmaFMBDuA2vfi2PfYNXVtjZfgEwo4Ceu7978Qceme8E87QICY72+Ow/mcSy5NkYFolqcvYFAAHMJugvQS0XAwrnkTJPyfxg5e9L0LY7aDMnMRzJZGAVkmoMiYF1gpwALMZ2kegd/recJzLoEz1oRnpvLR8GmF4AnqW3plOwpiy0ComSIahwNgCHMDsjvYR0PJHgPg6lH99aofW3uGA/SyU+XBqOeNIRKs4FBmDAuMKcACzQdpDoOweCyH2gzJ7p35gLe+EtbehFFyReu56EtKqHjXuoUDNAhzANZNxQ9MJVHbdBOHGAwD2R8k8mHr9ZVn9isNb4bzYieKDL6Sev5aEtKpFi2sp0JAAB3BDfNzcFAJaXgxgQyhzbGb1all99/sylDk5sxqiJKZVFCWuoUAsAhzAsTAySG4FFrkfxCSxDCtXFXDkfX/MrM5r93wbJk8axCo7DXODxzKrY7zEtMrltbCo1hXgAG7du+XJqgLa+w5g74Myl2QOouVJgNgTyv945rWMVgCtcnktLKp1BTiAW/duebKyexiEOAMrNpieG4wpryyFteeiFNyQm5qqhdAqV9fBYtpDgAO4Pe65PU+p5UsAHAj8LTcANnwj4IRQZqPc1DT8m4IcWgFvhK1+uWPOrHJ1cSymmQU4gJv59lj72ALa+xwQfgxCvDu27/tt1PvV7wu29peA8z0o/2uNhoxlP61iYWQQCtQqwAFcqxjX51+gPPOf4KwchOPsjqHweAC/hzJnZF64lucC2AIdzgKE4f0IJxdQuvsPmdZFq0z5mby9BTiA2/v+W/P0Wv4HYP8OFZyC66dtiZUdgxiy78fc4OeZHXiR+150iJ9i8lABhy/7NbR7ESDeAGX+PbOaRn71TKtML4DJ21mAA7idb78Vz947fTc4zncxxRYwOxj5t18tvwCIHaD8wzM7svauB+zjUOarwzUscd+IFWIQYXggepY+kEldtMqEnUkp8KoABzB7obUEKvL7sOIWKP/KdQ5WkU8hxMkomTtSP3BZ7gMHF6Notl0nt/Y+DWEPQNF8NPWaqglplQk7k1KAA5g90HoC2u2GcI5F0f/Ieoer/pmNI05E0VQfC5nuqyIfRGgvHfVPjyreD2HDK6CCvlSLolWq3ExGgdEE+A6YfdE6AhXvGQh7HLrNXaMeSsvbAXsnVPCN1A6t3c8AYm8os++oOfvkLFhxOYr+1qnVNPzul1apejMZBUYR4ABmW7SGgJZnAtgGyhTHPFCftwtCezte7OjEvHv/kvjBF854MzYeGoAj9kW3/9CY+bSsAHgaypydeE3VBLRKhZlJKDCRAAfwREL87/kXWOS+G5PEAJyhbdG97NlxC9bu5YBYCWVOSvxgWl4C2MlQwXHj5uqbthXCjqewynZibvDLROuiVaK8DE6BWgQ4gGvR4tp8ClS8RbD211DmSxMWuNjdHKEYwNCQRM+yRydcX++C3mk7oqPDwLGdmBM8N2EYLb8CIbZE0Z874dpGFtCqET3upUCsAhzAsXIyWOoCZc+DY6/BBpt3YvZNQ5Hyl+WJcDAdRXNgpPX1LKrI7yLEUpTMpZG2LzmkA688N4BQHIWS70faU+siWtUqxvUUSFSAAzhRXgZPXKAilyK0i1AKrqspl/Z+vPrXw+dCmZtr2hdlsZYHrf419xlQ/oeiLF+7puweAUfMRdEk8+URtKrpOriYAkkLcAAnLcz4yQlo95OAOBzKdNWcpFceAEecDeW/v+a9E23Q3k8R2jPRY26ZaOl6/13LfsBeDxV8q+a9422gVaycDEaBOAQ4gONQZIz0BRbsPQVvebn6CeNudPvL6ipAy28DeBDKXFTX/tE2aXkKgF2hzMF1xezzpiG0ffjzhp04/s4VdcV4/SZaxcLIIBSIW4ADOG5RxktHoCK/CiveBuUfXXfCyrQdYDseWPPp49/VHefVjYvctw9/GlsM7Ybissfrjqe9qyHsH1E0X6g7xms30ioWRgahQNwCHMBxizJe8gLladtCdDwGYQsoBv/TUEItL4QQb0LR/3RDcaqbK96VsPavUObUhmJV3H+FFYOwQx9EadlTDcWiVUN83EyBJAU4gJPUZexkBCryBoT4CUrmvIYTlGe+AWLlACAOgvJ/WHc87X0EsDfDTu5E6e6/1x3n1Y1leTocfABFc1hDsWjVEB83UyBJAQ7gJHUZO34BLfdd/TV+F0H528UWvOweAyE+DmVm1R1Ty7tg7XdQCq6qO8brN2rvydVfq3gKlLm9rpi0qouNmyiQlgAHcFrSzBOPgPYegggvRjG4MZ6Aa6JoeT+EvRLFoPpYyNpeFbcIKz4NZXavbeMEqyvuobDOyVD+LnXFpVVdbNxEgbQEOIDTkmaexgUq3nGwdhaU2a/xYK+LUPFmwtoroMxWNcfW8lkIUf0Wprtr3jvRBi1vgxB3oehfPtHSdf47rWri4mIKZCHAAZyFOnPWLrDI3XTkE8bh3igufbj2ABF2aE9D2GdRNF+JsHpkSUV+CVZsBeWryHtqWViZvjOsc+eaT2o/H2krrarP1I5mFQmUiyiQjAAHcDKujBq3QMW9FKHoQMkcH3fotfG02wk4T8Ou6kRp2S8mzFOe9h6ISQNAuA1UMDDh+noXlOUCOHYIxeDESCFoFd0qEigXUSAZAQ7gZFwZNU4B7X0IsP0InU709P8pztDrxSrLsyDwLihzxIR5tLwOFr9CyXx5wrWNLOjt2gxOWP2kdheU/+NxQ9EqulUjd8K9FIhBgAM4BkSGSFhAy1sghEHRvyzhTMB8OCjIAQgcjaLpHzNfRXbB4moMmk7MR5h4XRXvBFgrocwB4w9gWiGqVeKXxgQUGF+AA5gdkm+BinswrDgdykxNrdCK2wOLo6CCaWPm1O4yCFyDYtCbWl1aLoew56EYVB+huf6LVv8wmcgqtUtjIgqMLcABzO7It4CW1Uc6ngFlvpdqoVreCyFuRNG/er28Fe9oWHsolJmRck0fA1D9BqcdRs1Lq9cO4PGtUr04JqPA6AIcwOyM/ApU5KmwYmco/5DUi9TT9wSc69d8+vjltfkXuRsOfxob4eFQS+9Lvy7vJgj7MIrmwnVy02r9q9BjWKV+aUxIAQ5g9kAzCeg9/xmYPAAb7opS8LNMSi/LbwL2TygFp6/NX3bPA8RmKJlPZVOT+z4I50FgZSfUfb8droFWo19FeRSrTC6NSSnAAcweaCYBLa+CwF9QNJ/PrOxe7x1w7ACEMxXF/idR6doONlyOUHSix/9NZnVV5AWweDOUOWZkANNqzLt4vVVml8bEFFhfgL+CZlfkT6Aid4fFTXjxhU7MW/5ipgVWvNNg7Y5Q5lBoeSOEeBRF//xMa1o4dWNsvEn1k9ojv5qn1djX8Vqrork/03tjcgq8ToADmC2RPwHt3Q2EN0MFC3NRnJZPQITfhnUOhjLb56Mmdx7gHDRSC63GvRO9xkr5M3NxdyyCAmsEOIDZCvkS6JP9CFH9k6MbclOYRQFCeLDWh8BgjupSENUfYatzVFM+rYDD4Ijl6Pa7cmPFQtpegAO47VsgZwBl+RwcTIG1n8tZZXsCSP9Tz+MjVGuqvvJYV85qEhcDeAnKvC1nfcVy2liAA7iNLz93R9fulyFEYbguawehgrNyVyMLaj4B9lXz3VmbVMwB3CYXnftj9nX9G8JwEEOic7jWDjsAxymgu/+/cl87C8yvAPsqv3fDysABzCbIh4CWvYD4BZQ/f7gg7c0H7HugTE8+CmQVTSnAvmrKa2uXojmA2+Wm83zOPncGQrEQavUXG1QNZ/zcAAAdUUlEQVT/qGbkJaDlABw7D93BvXkun7XlVIB9ldOLYVmvCnAAsxeyF9DyBwC+CWXK6xSjZQnAp6DMHtkXyQqaToB91XRX1m4FcwC3243n7bxafgoWh6Bk9hq1tLK8BwI3QZlv5q101pNjAfZVji+HpfEdMHsge4Elu22EFRsOIrSz0RNU3wWv/+p194AjlmDKywXMfuCl7ItmBbkXYF/l/opY4IgA3wGzE7ITKMsLILAplJk3bhFaLoTF8yhl+Fzo7JSYuVYB9lWtYlyfkQAHcEbwbZ92sdweQ3gYr7zSiaPu/99xPa7Z/V+wwQYD6MDOmGOeaHs7AowtwL5idzSRAAdwE11WS5Va/a5WhI9ABRdEOpd2Pw84O2Xy3cCRCuSiXAiwr3JxDSwimgAHcDQnropToOztD9jzUDLvqylsWf4MEKej5N9a0z4ubg8B9lV73HMLnZIDuIUus2mOouVyWHE+Sv5NNdVc9g6BsKdBmeqXNfBFgXUF2FfsiCYT4ABusgtr+nLL7gkQ8KCCj9V1Fu1+DxY+SsFlde3nptYUYF+15r22+Kk4gFv8gnN1vCWz3ooVrwwCogvK/3FdtWnvQ4Dtx5QNCph91//VFYObWkuAfdVa99lGp+EAbqPLzvyoZbkAQoRQ/gkN1aK9y2Ctg5I5vqE43NwaAuyr1rjHNjwFB3AbXnomRy67OwHiLgzZAuYGzzdUwyJ3U3SIQcDOQil4pKFY3NzcAuyr5r6/Nq+eA7jNGyC142t5GyzuRsksiCVnWR4PgZlQZr9Y4jFIcwqwr5rz3lj1sAAHMBsheYFe91A44nNQZudYk2n5MEL7NfQEN8Yal8GaQ4B91Rz3xCrHFOAAZnMkL6C9JwF7yuoBfHusybTcFxAXQfnbxRqXwZpDgH3VHPfEKjmA2QMZCZTl6RD4IJQ5NJEKtLwRFo+hZM5LJD6D5lOAfZXPe2FVNQnwHXBNXFxck0Cv9w44dhC2Y0eU7n2qpr1RF5dnbAsx9ChCUUCP/5uo27iuiQXYV018eSz9tQIcwOyH5AS0ezWE+COK5gvJJQFQkV+FtW+DCo5ONA+D50OAfZWPe2AVDQtwADdMyACjClznTYNjF2PzDQvY584ViSrdsfcUPPfyIEIxB0f4yxLNxeDZCrCvsvVn9lgFOIBj5WSwtQJa9gPieij/W6moaO+TgD0cynSlko9JshFgX2XjzqyJCHAAJ8La5kHL7hFwxFwUzfRUJSpyKUK7CKXgulTzMlk6AuyrdJyZJTUBDuDUqNskkZ3voG9p9dfBR6Hk+6meuux5cOw16J5egJgfppqbyZIVYF8l68vomQhwAGfC3sJJtfwKhNgSRX9uJqeseItg7a+hzJcyyc+kyQiwr5JxZdRMBTiAM+VvseSLpm2Fjo6fr3ne8y8zOd0i993Dz4keGnov5i57NpMamDReAfZVvJ6MlhsBDuDcXEULFKJlBcDTUObsTE+j5ZkAtoEyxUzrYPJ4BNhX8TgySu4EOIBzdyVNWlBZzoIjLkfR3zoXJ6h4zyC0x6Fk7spFPSyiPgH2VX1u3NUUAhzATXFNTVCklssBW4bjfDcX1YbhgRCihKKZmot6WER9Auyr+ty4qykEOICb4ppyXmT1eczAwQB+natKLbaEwLcTew51rg7bgsWwr1rwUnmk1wpwALMfGhO4wn0jNhEDsHgcAgbKfLWxgDHt1vILsJAQ2AEv2E4cG/wtpsgMk4YA+yoNZebIWIADOOMLaPr02r1o9VcCvgEddgGGnJ9g5apOHLks23fC107bEpMnDaAj/ACGxPGrvwrx71DBKU1v3U4HYF+102237Vk5gNv26mM4eG/X++GEP0SHU8Cc/t9Dy3MBbAFlPhlD9PpDaFl9/OXvocwZWNy1BYbCQYTOR9DT/9P6g3JnagLsq9SomShbAQ7gbP2bO3tF3gwrHoDyvzZ8kCXbbYAVWwzCooiSWZrJ4cpyOgQqmPL7AmY/+cpwDdr7HITdDUVzUCY1MWltAuyr2ry4umkFOICb9uoyLly7BwLiLCjzgXUqKbtHwUE3ioGXSYUV10eIPpSCa9bJr+VPAPtlqCAfn9LOBKcJkrKvmuCSWGJcAhzAcUm2WxwtH4XF2SiZ/1zv6FoGgOiF8helyqK9uYDtgTLuennL8hMQOBPK7JhqTUxWmwD7qjYvrm5qAQ7gpr6+jIrX8iRA7Anlf3zUCvq6JMJwEQZtJ+YHq1Kpcr47CQUxAMeZi+5+M2pO7X0HsPdBmUtSqYlJahNgX9XmxdVNL8AB3PRXmPIBrt3zbZg8eQBOOB3dwWNjZtfyWgj7GxSD6mMhk39V3LNhxTugzJFjJutzP4jQWYqVKztx5H1/TL4oZogswL6KTMWFrSPAAdw6d5nOSSryG7BYAWVOHjdhn/cuWDuAIWd79PQ/k2hxvV1boyN8AkJ0otv/1bi5tLwYAlNQNJ9JtCYGr02AfVWbF1e3hAAHcEtcY0qHKMtdIXArxIudKD74woRZy94X4dhtUTTdE65tZEFF9iEUT6HknzNhmMqum8BuXH1wyP4omQcnXM8FyQuwr5I3ZoZcCnAA5/JaclqUdu+Axe0oBVdErlDLpwH7Wajg+5H31LJQux8FxNehzDaRt5XdYyGwL1SwT+Q9XJicAPsqOVtGzrUAB3CurydHxWnv8JFBaj5cU1UVOQcWx0GZ3WraF3Wxlg9A4HIUzeKoW4bXafmjkcHtX1/TPi6OV4B9Fa8nozWVAAdwU11XhsVq+XMIcSKK/p01V6HlncO/ui6a/6h573gbKvLfh3+VrMzeNceteHvD2kuhzHtr3ssN8Qmwr+KzZKSmE+AAbrory6DginsGrNgeysypK3vF/TCscwteWdGJo+7/a10xXr/pmt3fhA2mDECEB6AY/KiumFouhrBPoBhUH6HJV9oC7Ku0xZkvZwIcwDm7kNyV0zvjnXCGBgG8D8o8XXd9Wl4BIV5C0f9c3TFeu7HifQ3WbgRljq07npbVfzf+GcKOAnru/e+643Bj7QLsq9rNuKPlBDiAW+5KYz5QWV4DiN+i5H+xocjlmf8EsXIAwJ5Q5icNxdKy+vjL+2And6J09x8ailX2zgHsP6NkjmooDjfXJsC+qs2Lq1tSgAO4Ja81pkNp1x1+pOSLL3Ri3vKVDUetuCfDYneo4BMNxdLuf0LgfhSDixuKU928cOpkbLzJwMgjLIOg4XgMMLEA+2piI65oCwEO4La45joPqaWBgEbRXFtnhPW3afkYhDgLRf87dcWseB+HrX6pgvlgXftH21SRR8JCQRkZW0wGGluAfcXuoMCwAAcwG2F0gaSGUqMDtNEBPtZ9JzEU2FvrC7Cv2BUUWCvAAcxmWF+g+mvZjd40CIFSIr+WrfdXyHH9Cnu0O6/+WtSijJf+Wojl1+3sK/ZVVYB9xZ+EcQQ4gNkeo7xL8c5BmOAHk0Y+RPUD2MmFyB+iGvkQV/XT2Hs0/CGuse68+sEgR/wWxQY/cMaeGuO3KuwrtgYFXivAAcx+WFdg5E9zHkfY0Znon+aUva9B1PBnRNU/Y7LiJZRi+jOm0e595E9jqp/U3qGhP7liT60vwL5iX/HnYj0BDmA2xesHcDoPpxh+kMYGAxB24gdpDD/IQ9yCV16J70EeY917ow+HYD+NLpDWQ0/YV+zAJhLgAG6iy0q81LQfzxj1UZJJPcpyLNBGHo+Y+CU1YQL21cilsa+asHmTLZkDOFnf5opelg9CiMtS/YKCib5MIekvcxjthqpfEGDtCSiZXZvrAnNaLftqzQBmX+W0QzMriwM4M/qcJa64x8Jm8BV9w18niAVQwdajimj3GQDHJ/Z1hmO+C3bvgMDtKNbw1Ys5u9JclMO+et0/8bCvctGXOSmCAzgnF5FpGZW9N4F9eRAW+2XyJfVl2YcO8RS6/XPWcejzvoghuy1Kpjt1n5Evib8NYsMCine+kHr+VkjIvlr/FtlXrdDZsZ2BAzg2yiYOpOXFEJiCovlMJqfo7doaTvgkHFFAt/+r4Rr6vHchtIMIne3Q0199F5z+qyK/AYsVUObk9JO3QEb21eiXyL5qgeaO5wgcwPE4Nm+UPveDCMVSrFzViSPv+2NmB6m4ZyPEv6IUzB2uoewugoP/QTE4M7Oart3zbZg8aQCOnY7u4LHM6mjGxOyrsW+NfdWMHZ1IzRzAibA2UdCy/C4ElkGZSzKteskhHVjx3CAcZ2QAh+EiTNm8gNk3DWVal5YnwWIaSubATOtotuTsq/FvjH3VbB2dSL0cwImwNknQPvkJhDgTyuyYi4q1NxewR4zUIq6D8hfloy75KBycjW7zn7moJ+9FsK+i3ZBmX0WDat1VHMCte7cTn0zLvwFYDuDXEy9ObcUnICxgRZ6G3Zaw4VSUlr4xNYVmTsS+inp7WwKYCmXYV1HFWmwdB3CLXWjk42jvcxDhF2DF9wF7e+R9SS8M8WE4w0l+lHSq6PGdfSHCj8I6X4XyvxZ9XxuuZF/VcOliXwjLvqpBrNWWcgC32o1GOc/iri0wFA7C6SghHCqjwylgTv/vo2xtuzW0in7ltKJVdAGu5PcBt2kPlN0rIfA3qOAUaPciWLwRpeDTbaox/rFpFb0taEWr6AJcyQHchj2wuGs3DIXfWfNVgH9HeeYbhr/mr8P5OOb0P9CGImMfmVbR24FWtIouwJVrBPgr6HZrBS3vAsR3ofwr1x5de58G7IFQZla7cYx7XlpFbwda0Sq6AFdyALdhD2i3GwLHohh8ZL3TV9wfwuIKqKCvDWXWPzKtorcBrWgVXYArXyPAd8Dt1A5aPgshjkXRv3v9AezNhLVXQJmt2olkzLPSKnob0IpW0QW4kgO4DXugLL8Ega2hTHGcoVOBxTMoma+0odA/jkyr6NdPK1pFF+DK1wnwHXA7tMT17ruxSgwCdhuoYGDsAex2AuJpTLIFHB78sh1o1jsjraJfO61oFV2AK0cR4ABuh7bQ8joA/w1lvjThcbWsvvt9J5RZ80jICXe01gJaRb9PWtEqugBXcgC3YQ+UPQ+OvQYD0wuYPz+cUGD+fAedSwcRiqNQ8v0J17fSAlpFv01a0Sq6AFeOIcB3wK3eGtpdBotrUQqq74KjvcruERA4EiqYFm1Di6yiVfSLpBWtogtwJQdwG/ZA2Tsawh4GZbpqPr2W/bDiBpT8q2ve24wbaBX91mhFq+gCXDmOAN8Bt2p73LH3FPzp5UHAORyq/76aj6m79gTC67HZhgXsc+eKmvc30wZaRb8tWtEqugBXTiDAAdyqLVJ2z4PA5lDB0XUfUbtXw+I5lILT647RDBtpFf2WaEWr6AJcyQHchj1QnrEtMPQorCigx/9N3QK93jsg7CDQsSNK9z5Vd5w8b6RV9NuhFa2iC3BlBAG+A46A1HRLtLwRFo+hZM5ruPayPB0CH4QyhzYcK48BaBX9VmhFq+gCXBlBgAM4AlJTLel194ODC6GC7WKrW7tPIsSp6Aluiy1mHgLRKvot0IpW0QW4MqIAB3BEqKZZpuXDAC6CMktiq1nL2QBOgTI7xxYzD4FoFf0WaEWr6AJcGVGAAzgiVFMsK8vjITATyuwXe71a3gaLu1EyC2KPnUVAWkVXpxWtogtwZQ0CHMA1YOV66XfcTfF3MYjQzkIpeCT2WsvuTnDEXXiDLeDjwfOxx08zIK2ia9OKVtEFuLJGAQ7gGsFyu1x7l8FaByVzfGI1luUCCBFC+SckliONwLSKrkwrWkUX4MoaBTiAawTL5fLr5FR04F5M2aCA2Xf9X2I1Lpn1Vqx4ZRBDmIEjzPLE8iQZmFbRdWlFq+gCXFmHAAdwHWi526Ld7wHohwq+nnht2v0sgC6o4GOJ50oiAa2iq9KKVtEFuLIOAQ7gOtBytaXsHQJhT4MyU1OrS8vlsOJ8lPybUssZRyJaRVekFa2iC3BlnQIcwHXC5WZbRf4MoTgdJf/W1Goqe/vDseehaN6XWs44EtEquiKtaBVdgCvrFOAArhMuF9u0+3kAO0EFh6Rej3ar734fgQouSD13PQlpFV2NVrSKLsCVDQhwADeAl+nWa3b/F2ywwQA6sDPmmCdSr2Wx3B5DeBivvNKJo+7/39Tz15KQVtG1aEWr6AJc2aAAB3CDgJlt13IhIP4M5Z+WXQ3e+YB9C5SZl1kNURLTKorSyBpa0Sq6AFc2KMAB3CBgJtt73T3giCWY8nIBsx94KZMaqkmX7LYRVmxYffjHbPQEP8isjvES0yr6tdCKVtEFuDIGAQ7gGBBTD1GR98DiJijzzdRzvz6hlp+CwCEomr0yr2W0AmgV/VpoRavoAlwZgwAHcAyIqYYod50MYedgyJZSzTtesg5RhhWLUeq/ODc1VQuhVfTroBWtogtwZUwCHMAxQaYURqAsX4awKyDEf6eUc+I01r4TQkxB0WwIwE68IZUVObXCOwFsAGU2otUEfcC+iv6DYnPZV9Hrb9OVHMDNdPHamw/YnQB8BCte7sQnH0jusZNRXb6121sxZcMBAD8ExCNQ/vyoWxNdR6vovLSiVXQBroxRgAM4RsxEQ13nFdBhB+A4BYT2eAgrUDTVx0Jm+6rIr8MKC0csQBgOYkh04gh/MNOiaBWdn1a0ii7AlTELcADHDJpYuIosw9pBqOAs9O3xFoSTB2HtzES+ejDqIapfUSjE3XBWFtD9gz9Du1+GEAUUTbb/Pk2rqDcI0IpW0QW4MmYBDuCYQRMJp7v2AsKroExhbfzql6RD7IWSv38iOaMELXu3AvYelMyCtcu1HAScY6D674kSIvY1tIpOSitaRRfgygQEOIATQI09pJY/gCMWotvX68TW8mEAF0GZJbHnnCiglrMBnAJldl5naZ+nENp5UGaPiUIk8t9pFZ2VVrSKLsCVCQhwACeAGmtI7c4DnIOg/Jnrxa24+8GKC6DM9rHmjBJMyycg7OdRDG5bb7n27gbCm6GChVFCxbaGVtEpaUWr6AJcmZAAB3BCsLGEXTh1Y2y8ycCaB13cP2pMLW+EEI+i6J8fS84oQSreabB2Ryhz6KjLK3L34QeFvPhCJ+YtfzFKyIbX0Co6Ia1oFV2AKxMU4ABOELfh0BV5ASzeDGWOGTNWpWs72HA5QtGJHv83DeecKECv9w44dgDCmYpi/5NjLtfyKgj8BUVT/cam5F+0im5MK1pFF+DKBAU4gBPEbSh02X0fhHgIWFWAuu+348Yqu+cBYjOUzKcayhllc1l+E7B/Qik4fdzles9/BiZVP6m9C0rBz6KErnsNraLT0YpW0QW4MmEBDuCEgesOr72bIOzDKJoLJ4yxyN0Qk8QA4BwO1X/fhOvrXaC79gTC67HKdmJu8PKEYSryVFixM5Sf7PcV02rCq1i7gFa0ii7AlQkLcAAnDFxXeC0/BuBcKLND5P0V72hYeyiUmRF5T60LtbwXQtyIon915K1aPg7gDCjzvch7allIq+hatKJVdAGuTEGAAzgF5JpTaLkcwp6HYvDtmvZqdxkErkEx6K1pX5TFFbcHFkdBBdOiLF+7puIeDCtOhzJTa9oXdTGtokpVv+uXfRVVi1ZRpbiuAQEO4AbwEtla8U6AtRLKHFBz/IrsgsXVGDSdmI+w5v1jbZgPBwVZ/TT20Sia/prjankLhDAo+pfVvHe8DbSKzkkrWiXxMxhdlStHEeAAzlNb9HZtBiccAEQXlP/jukrT8jpY/Aol8+W69o+2qSzPgsC7oMwRdcXU3ocA24/Q6URP/5/qivH6TbSKzkgrWiXxMxhdlSvHEOAAzlNrlOUCOHYIxeDEussqT3sPxKSB1R+W2gYqqH5LUWMv7Xau/nDX07CrOlFa9ou6g1XcSxGKDpTM8XXHeO1GWkVnpBWtqgJx/wxGV+VKDuCc90Bl+s6wzp1rPmH8fEPVVuSXYMVWUL5qKE51s/Y0hH0WRfOVhmItcjcd/qS2CPdGcWn1EZr1v2gV3Y5WtHpVIM6fweiqXDmOAN8B56U9tLwNQtyFon95LCVp+SyEOBZF/+6641W8mbD2CiizVd0xXrux4h0Ha2dBmf0aiker6Hy0olUSP4PRVbmSAzjnPVBxD4V1Tobyd4mt0opbhBWfhjK71x1Ty/sh7JUoBpW6Y7x+o/YegggvRjG4sa6YtIrORitajSbQ6M9gdFWunECA74Dz0CLaexKw1W8Wuj3WcrS8C0J8B0X/qprjVrxjYO3HocysmveOt0HLfQFxEZS/XV1xaRWdjVa0GnUAN/gzGF2VKzmAc94DZVl9pOMHUDKHxV6p9j4C2P+EnVxA6e6/R45fnvkGiJWDgPjE6m9h+mHkfVEXluUNAH6Ckjkv6pbhdbSKzkUrWo0nUO/PYHRVrowgwHfAEZASW1Jx/xVWDMIOfRClZU8lkqfiXgkr/gplTo0cX8sLIeybUAw+HXlPLQvL07aF6HgMwhZQDP4n0lZa0WqiRmFfTST0j/9ej1X06FwZUYADOCJUIsu0dzWE/SOK5guJxK8GXeS+feTTx0O7obis+ljI8V+VaTvAdjyw5tPYv5toed3/vSK/CiveBuUfHSkGrWgVpVHYV1GURtbUahU9MldGFOAAjggV+7I+bxpC24c/b9iJ4+9cEXv81wbU8hQAu0KZgyfMo2X18ZcPQpmLJlzbyIIFe0/BW14egCO60e0vGzcUrWgVtdfYV1GlgFqsokflyhoEOIBrwIp1qZb9gL0eKvhWrHHHCqa9n65+yMeZ6Da3jJmvTx6w+mEZZ0P570+nJveTgDgcynSNm49WgKZV5J6kVWSqyH0VPSJX1iDAAVwDVmxLy+4REGIulJkeW8yJAml5EIAvQpkdx1yq5aMAzln9LUw3TxQutv+u5VJYuwil4LpRY9LqHyy0it52tIrPKnokrqxRgAO4RrCGly85pAMrnhuEFUei5PsNx6slQFl+F8BSlMyl620ry+rjL6ejZA6sJWTDa8ueB2GvxZTNC5h909A68Wi1Li+torcbreKxih6FK+sQ4ACuA62hLVp+BUJsiaI/t6E49WzunbYjnI4AHbaAOcFza0MsdjfHkBhEOOSiZ1n1XXC6r4q3CNb+Gsp8aZ3EtFr/HmgVvTdp1bhV9AhcWYcAB3AdaHVv6Zu2FcKOp9Z8wviXdcdpZKOWlwBiMpR/3Now2rscsCuhzEmNhK577yL33cOf1HaGtkX3smeH49BqdE5aRW8zWjVmFX03V9YpwAFcJ1xd27SsPtLxaShzdl3749i0cMabsfFQ9dPH+6Lbfwh93i4I7e14saMT8+79Sxwp6oqh5ZkAtoEyxeH9tBqbkVbRW4xW9VtF38mVdQpwANcJV/O2PjkLobgcyt+65r1xb9DuZwDsAxXsA+3eAeAOqOAbcaepOZ72noFjR96Z02p8PlpFby9a1W7Vbe6Kvokr6xXgAK5XrtZ9Wj4A2G9ABX21bk1kfVk+CIQPAs6uKJldE8lRa1DtdgOi+n8OQKsJ8GgVvbtoVbuVMrtF38SV9QpwANcrV8u+snc9HHiAfaCWbQmv3QIW1cH7IAR+n3Cu6OEtZmGkK/P0/8C3GH6Qic2ZFTALFoDImVUe+yqvVnnsKyt2g4WPkn949B9crqxHgAO4HrVa9/TttRVWrdoLwG9q3ZroerFmqCSapNbgYkc4oUUoHqt1Z6Lr82jliB0RDv+2IP1Pro+HTavorZhHK+AdmDTpHnTfM/KBSL4SE+AAToyWgSlAAQpQgAJjC3AAszsoQAEKUIACGQhwAGeAzpQUoAAFKEABDmD2AAUoQAEKUCADAQ7gDNCZkgIUoAAFKMABzB6gAAUoQAEKZCDAAZwBOlNSgAIUoAAFOIDZAxSgAAUoQIEMBDiAM0BnSgpQgAIUoAAHMHuAAhSgAAUokIEAB3AG6ExJAQpQgAIU4ABmD1CAAhSgAAUyEOAAzgCdKSlAAQpQgAIcwOwBClCAAhSgQAYCHMAZoDMlBShAAQpQgAOYPUABClCAAhTIQIADOAN0pqQABShAAQpwALMHKEABClCAAhkIcABngM6UFKAABShAgf8HX5+OK+zCsPkAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="247"></list></costumes><sounds><list struct="atomic" id="248"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="100" heading="150" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,163,65,1" pen="tip" id="253"><costumes><list struct="atomic" id="254"></list></costumes><sounds><list struct="atomic" id="255"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="16.999999999999886"><block s="receiveGo"><comment w="90" collapsed="false">when clicking the green flag it would start this code and draw a sierpinski</comment></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>150</l></block><block s="down"></block><block s="clear"></block><block s="bubble"><l></l></block><block s="doAsk"><l>set a size for the sierpinski</l></block><custom-block s="sierpinski size %s with %s of recursion"><block s="getLastAnswer"></block><l></l></custom-block><block s="bubble"><l>sierpinski</l></block><block s="doFor"><l>level</l><l>1</l><l>6</l><script><block s="doWarp"><script><block s="clear"></block><custom-block s="sierpinski size %s with %s of recursion"><block s="getLastAnswer"></block><block var="level"/></custom-block></script></block><block s="doWait"><l>1</l></block></script></block></script><script x="696.9999999999997" y="30.999999999999915"><block s="receiveKey"><l><option>b</option></l><list></list><comment w="90" collapsed="false">by clicking the b button you can anwser how many sides you want but it has to be more than 3 then answer the size of the nflake  </comment></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>150</l></block><block s="setColor"><color>0,163,65,1</color></block><block s="down"></block><block s="clear"></block><block s="doAsk"><l>tell me how many sides you want</l></block><block s="doSetVar"><l>n</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="n"/><l>3</l></list></block><script><block s="doSayFor"><l>you must have more that 3 sides</l><l>2</l></block></script><script><block s="doAsk"><l>tell me how much you want the size to be</l></block><block s="doSetVar"><l>size</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>scale factor</l><custom-block s="get a scale factor %n"><block var="n"/></custom-block></block><block s="doFor"><l>level</l><l>1</l><l>6</l><script><block s="doSayFor"><l>n-flake</l><l>2</l></block><block s="doWarp"><script><block s="clear"></block><custom-block s="%n flake size %n with %n levels of recursion"><block var="n"/><block var="size"/><block var="level"/></custom-block></script></block><block s="doWait"><l>1</l></block></script></block></script></block></script><script x="336.0000000000002" y="10"><block s="receiveKey"><l><option>6</option></l><list></list><comment w="90" collapsed="false">when clicking the 6 it would draw a hexaflake where the pen is down for the smallest hexaflake</comment></block><block s="gotoXY"><l>-100</l><l>170</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doAsk"><l>set a size for the hexaflake</l></block><block s="doFor"><l>level</l><l>1</l><l>6</l><script><block s="doSayFor"><l>hexa flake</l><l>2</l></block><block s="doWarp"><script><block s="clear"></block><custom-block s="hexaflake size %n with %n of recursion (2)"><block s="getLastAnswer"></block><block var="level"/></custom-block></script></block><block s="doWait"><l>1</l></block></script></block></script></scripts></sprite><watcher var="size" style="normal" x="10.000000000000322" y="10" color="243,118,29" hidden="true"/><watcher var="level" style="normal" x="19.999999999999677" y="20.000000000000007" color="243,118,29" hidden="true"/><watcher var="n" style="normal" x="10.000000000000322" y="31.000002000000013" color="243,118,29" hidden="true"/><watcher var="scale factor" style="normal" x="10.000000000000322" y="52.000004000000025" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="size"><l>300</l></variable><variable name="level"><l>0</l></variable><variable name="n"><l>3</l></variable><variable name="scale factor"><l>0.5</l></variable></variables></scene></scenes></project><media name="sierpen" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>