<snapdata remixID="14853956"><project name="U3L1-Fractal art" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-Fractal art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Q. 4 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="reportVariadicGreaterThan"><list><custom-block s="size"></custom-block><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><custom-block s="size"></custom-block></block><custom-block s="Q. 4 nested triangle size: %s"><block s="reportQuotient"><custom-block s="size"></custom-block><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block 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8d1LDTj0P7KO3iBgNgWIQQICLUSeiLCOB9cdtSSbCV9Tw2d2QZb7sB/+KHbX2fOPVbmWI24oizQeb4YarMCY8h/dJ+Qg2eUCgbATsZ6RsKZEPBIpDoNP6czvLtqSOr9v33nPLSZGyo9zr9h+J20/aksJzeH+zrsR89Bsr8yCQVwIIcF4rQ1yVITDSVmhLmjt2yr+SdtInJvwJ5zQXfCbtq+YtD7sWHG68slPPc+F90j6wB4EyEUCAy1RNcikkgXATlIniUs1pIe0Eom2FtqOl4DNpX+FGKxPepchrNTyH90n7yNLe6Za+5Y2WvjXtR7o5YT3PBBDgPFeH2CpDoDaqpiU71WkNspfJr8G29zrT8ZW8A7PYuh/n8fudZ9tS6PU37T8Sv2oZ/HIaj2DbHr9ltlkrSgABrmjhSTtfBDbW3Ia8iVekxdQiM9smwM3YV0pO1l7Wxo26/lx4TslFZmad19/z0nvv1nUyjUewbY9EboTLDErBHOU9XAQ47xUivsoQuHvLXbNkG+Ov+TP2nOjasdnYvOWuJmq4xMbsFPo1JzVO8v8AjAAAEABJREFUbynxegSbwbYJO/Uo8WfooNQQ4IMIsR8CGRIIbTv2i3kh0bakhq8Hm8F2hqmUwlXMrKaF0FaVVEKxLbMZ207KKHYKSSBdAS4kEoKGwPAIhNYgOy252mkVSiSQl8b1WXmtBduJGKyQkbiNymk1tFUllfb9B1YPaS22nZRR7BSSAAJcyLIRdJkJjLbVdE5z4aapQfM8cdI37LrvhZFIXGvsE6aLrB7SXGiv6tPER9Mm76sh6YJdX6YeBqLqKwKc3icAyxDoi0BoETIBXlKk2b4MPDMpGtGCHVFfDzaf2czLHgjYteB1O4W/ZKeMB66Ht1PP5vp6sGnPrBUngABX/ANA+vkk0GkVmjx2yk/0G+FLr/pJL02OHtJ8vzaY95hA3FblNfn6pvqux+ktTdqlgMkH96mHWGICCHCMgX8SJ4DBgQjErUJel2o1Xen3hiw/okUT4FTbjgZKskCTQ1uVnTa+VDukK/FNVP3EbvWwsxrNYKuf6cwpHwEEuHw1JaOSEAhtSXb9tt7PDVnjp/y5gKHzXdPhJY8BCdhp42t2BFvv54asN1qK6xG+M3vAMJheIgIIcImKSSq5IZBcIE4zdj14Wg3f/V9LsrE2Z9a1NZNcIFgKBOwoeMauB0/3chQcxtqcWVGPgJDHMwQQ4Gdg8BICeSOw+RW3YmK6cvyY5rqNzY6YL9ic5Q/fd6vdzmFcdwTsKHjFSSv3H3Zfj62WLticZTv6pR7dYa7MKAS4MqUm0aISqG3rksV+rpu2pNB2ZOI73Zlj04awlt2lXZu3SwPnumlLituOnKZlc8qOhfx6J4AA986MGRDIlECnheiii3TgUXDcduR1uTMn0zir4syOgtdrThcjHVyPuO3I6hHmVIUPeXZPAAHunhUjITA0Anfv6bKXJkJr0V5BhH02ZnJzSxf3GsP2ZAjUD+uyvCbi1qLnTX70Lt7nNTlWpx4fQeHFcwQQ4Odw8AYCOSWw7lomrvPRPm1JdrT1jo1pysaKJVUCdiG4pUjzsnqEm6x2dVbTOzamGY/ddQAbq04AAa76J4D8C0MgtBTZ9d3W+JjOascStx05bYQxO3bxNiUCN8Z0XU6t3dqS4rYjq0c8JiX/uTRLUD0RQIB7wsVgCAyXQBTpvInwtBrPtCXZa9s2Z2Lw1nCjq5736JHVQ5p+9ig4vHZ2fXhboh7V+0j0lDEC3BMuBkNguATu3XJrJrYrL41p8UkkL41r0bYt3f1td/vJNp6zIXBzXGtOWmk90Ef1CK9t29KXj4h6qFJLz8kiwD0jYwIEhksgtBh5pzOhLSk8Iq+z7Uh83/OwyuJ1KZLOhLak8LDr8Gfb29RjWOUokl8EuEjVIlYIGIHQYmQC3FRbC4rsyMtrxo6M79gu1iEQ6LQYNe0/QgttH3//9owdGVOPIdSiaC5LJcBFg0+85SVw+pH+0hv39XZaj1dXTnzzn/jRn5h69c/+yzc/+B/ulUejepvH8Bj86jfqm9/8t5r6pl/75Ju3PuVfGT/l3y7q42Pf9b/fPvUrn0nts/vkZ2JyS3+xvL8BussMAe6OE6Mg0BMBF+kTdl12ztV0pKeJXQ6uHf9j/Ykf+un6pdbZuv0Qp+Kjy1AYZgSO/bH0T35QdU0v1q3uha1HiP3RHzbm3JFWap/d8DNhfuZU09cbukqv9rNb6fxLlDyp5InA6hF9yeJZ8l6/9+5RvZ30I9i1a43Lf+U/+CU5/d6hbb3NY3gMQg2ctPyfR783rvnmLfd2ER/hc2Wf2+Xxv7Ac55H05zbYCz68sVqt65fNV6XXWqWzJ3kIpEig85dz5l7f1CtJupn4QCfsl/1czeu829aMXQees19oifoQS9cEjP2JUAOrxfmRSDPh6O7YKV+4epyY8CdC7CNt+1x5y0NK9bPbNeASD0SAS1zcKqWWx1zDzTkmlEu1Q1pIMr76US0Eux3762Z7KXwHtD2zDoFAh/2S1WQ93CBnIrZUc0q05lmkFW1rIcQecuh8tlL97GaRU959IMB5rxDxFZpA676a8poK7SlJJBLshJaX2G7HYK1tPqQpf1gnO5t4yohAzNzpTKcGsdfa6ON6hBaxeEMB/gmx2qnhM53Y44jjz1jKn93YUYX/QYArXHxST5/A2svasFPRzdCeogSWjp1msPvEnJM2vNT0oSXpyUaeMyEQM3dq2tHvxhOHG2tuw/7T1bTT0otPtuX+2T47JsDNOPZOsOEzlvZnt+Oqsk8IcGVLT+JZEbDTedec1Di9pTOD+Jy8r7PBzrt1XdWOZbStaybCje0RDeRjh1ne7kPAWJ8NzEce6YV63L3lrtnUxvhrPvf1OH7Knw2xbt5yL+SRxWfXfFd2RYArW3oSz5KAnTaeUU0L4XuC+/Eb5nmnudjOHgbCPicteKm+x5BSbh5GUoGxse6qHmr4/NYjxNbF5yrtz+4wapgHnwhwHqpADKUncLOuZTmt7vaXc7pJvvVQ0zZ/Jbazx4RD2+ZDWo0OKRzRiCU9AtGo1UNa6TDf1dG999yyCfXqbn+9atcJQ9h4/NjjPEKse7mPP3Mpf3b38l327bWyJ0h+EMgLARepabEshBup7Lnr1U49NyKvCzb/wO97jm8GiuwomBuyuubb60AT1YasHsb6wHrYpYGmc1oINzn16qe78f2POnHSN2z2hZG2DszDPnupf3YtlsqtCHDlSk7CwyJg19PW7Qfuup0qnu0lBm+nru2X+NUw/6B5dlo0tCVdj9rqycdBdtn/lICdYViQ09UO66c7dnkVWnqsdtcV5a8enfapqyHGXUJ/blP47KX92X3OYUXeGNOKZEqaEMgBgfoRzdjR0+TpLU12E048zmvy6GEdeJTyxJ4dmc3IafLhoe58PJnH88EEYqaRJmvb6roeH25qxixPvvSq76rmNjb1NcTipcm799R1Hll8dntNvOjjEeCiV5D4C0VgxanlvC6ppivhxqoDgx/Roh09NcO8A8d2BtiRWcubjxGvK/ZLNr83AHXiLdJTzWvRmDYD467jXnctWT0iq3lebsjy9rkKeSjEpu6W8BlM+7PbXSTlGYUAl6eWZFIQAnY671oI9aAbst5o6VwYd2NM18NzLw+79hj7sNOlZ3uZx9i9CbQPKa6Hse25Hp22JOXhhqzxUz7OY/M913MeWXx2965A+fYMJsDl40FGEMiEQLStt+woanqvo+Cw3fbPqq1w+rKvmNpOb9mR17Qd6XAU3BfBp5NihpFmI6e+62FnJd6y68HTCq0/T01n+8p8Wwyzrt1/Hll8drOFMjxvCPDw2OO5wgRujmvNBHbl/kPNaZdlq6ULtn/Zjn5Xd9nd1abDj7Qmr5VoVHNiGYjA9qgumIFlY9p3Pe7dcmsmfivHjw2vHnYEfsFiWP7wfdd3Hll8do11JVYEuP8yMxMCgxGw64J2VHRuZ1tSaDuS07Rs/2AOpFrbrjd7nYu/s3hQYxWdb0e/Dbv2Ox2zHJBBbdvqIZ0bRltSaDsy8Z3uxDBYJvbZTPuzO1iAxZiNABejTkRZQgJ2PW295nQxkp47QvVOi/K6HPYPmraT1k3ML0Zez/kQS9cE/KgW7dTz5Zhl17N2H9hp+bnoouzr0a5p0UTzcieG3QPscmv4bKb92e0ylEIPQ4ALXb4hBo/rRAjUD+uyvCbidiOz2HmeGKvror1NZLUjnthH3EKTiMXqGAnMTLQmRreTq8fde7psR9UToRUoK5KxL6eJza3k8sjis5sVn2H5QYCHRR6/EDACobVDkeZV0zsTH+iEPX/R3vfUdqQDFjtyC21J8yNe79gvfm7IOoDXk92B1UikL9pzb21HTwzs9bzuWmZz3lvN1fDp18N8mK84D5lvJbRk8dlNKNTcmkGAc1saAssxgURDuxHajJw2jhzVL8npTvw+UQ9SaJ2xX/obtCV1DzawsssBdwK77md1NzJuAbKaj48p9Tax2Id9rmKfSnaJP6uWR5qf3WQjzpe1Wr7CIRoIVJNA9EjnTSC/064N/kBaBOw65nk7up41P+kfdaWVREZ2jdEJYzU3sq306hHpvHOaTfMo+MSEP2E+0s0jg89uRmXP3A0CnDlyHELgRQKd1o6T4eaWF/cms+VwaEuSlqMRXRnIYgUmG6MFS3PJTt+v23Mqa6ctafn4sfTqEW1rwQR4KYkbr/aCkMVndy/fRd+OABe9gsRfGgI36vqfaSdTa2teTmdoS9qbdMzGGBmr5t6jktnTjjTvpTNptCUFm97rTG1UqeeRxWc3GeL5soIA56seRAOBVAnYEd0d+6V83kdaTNVRgY3HbJzCjVcbu6SR6CY7Cr7jvMKlgeTrYTW2Wjc31txGokFjLDECCHBiKDEEgWIQGG3rmh11NbZHdKYYEWcX5aNRTQU2I490NSuvne+Jboy/5hOrx7HX/JTF39i85TLLw/yx9kgAAe4RGMMhUAYCkTTjpAUTG27I6hQ0sKh5XQlsOpsyewo+Qz3U8IPXw2zYL/Z08siMSDUcWZ2qkShZQgACTwkc2tayvVsNrTb2zGoEAgvndLvDxrZkt957zy3bfwBW45ahAd12bNwONgc0xfSUCSDAKQPGPATySiC+ySjSnP3ifyWvMWYVV8zAWLhtux6bldMdfuzSQNP+AzB37JTvux5hbrAx0h5eHjvSKtPbxHNBgBNHikEIFIOAnfIMLTZLnZabYgSdUpQdBqm2HR0UemgVMvFcqjmFFqiDhu+6P8wNNoKtXQewMVcEEOBclYNgIJAtgfgoWJqKW2+ydZ0bbw8PaULGoMPCXg5v7bQMTYUWol6jsKPfx3mMKvW2o15jY/zuBAolwLunwFYIQKBfAnYUvGGnX5uh9caeB78BqN9Ahjhv1GvRcm8GFkMMI3a9EVqGvAlopMVeb8iyo99F2dyNYCO2xj95J4AA571CxAeBlAnYtce4Laldwbak9iGdM/E9ERikjLlr80/ako6Pqeu2pPFTPs6jM7drXwwcLgEEeLj8e/DOUAikRyBug3Gq1PdEm/DWFWk25J4e2f4sxzFZPbo6Cm74ul33nZXTTH/emDUsAgjwsMjjFwI5IhC33nitRqOazlFYqYayPaoL5mDZcl+x51ytnRai1ePHDq7H+JgumAAvb37F5S6PXEHNYTAIcA6LQkgvEmBL+gRq4XuivS5U4YYsO/pt1LymLedL6ZPtz8NIqId0Yb8bsk6c9A0T3+natnKbR3/ZV2MWAlyNOpMlBA4k4KR1OV2NvOZU8iU6pIXI6XKcc05z7bQSXXXR3vUI7VPe63JnbE4zIay9CCDAe5FhOwRyQyC7QOxIal5eEw8PaTI7r9l6inOLNDm6rYvZeu7d29178V9LmnjpVf9CPcI2L01ubuU/j94zr8YMBLgadSZLCHRFwI4IW3ZENT/idcV+uZeyLclOPT9pO2p1BWWYg9Zdy+owH9V0RQ3/XD38yOP2KdkYsRSSAAJcyLIRNATSIzDa1nX7pd+y07Rn0z4PnEsAABAASURBVPPSveUkR4a2o2Av5Biei/DYfM9dt+u8rfExfVSP0HYkW8I+e2ItKAEEuKCFI2wIpEnAro+et1PR0ybEzx11pekzbdtxLqHtqIDtOlGk8ybC0wpHwfaw17OuLdqO0v7QpGwfAU4ZMOYhUEQChx9pzQR4JRrVnEqydHJZttxWi5PS40jv3XJrJrorx49pLjzs9fKH77vC5fE4G/59QgABfkKCZwhA4DkCcYuO17kytCXZ0W/DkvtcnJO9SGP99i396dNbmjx9T9+exuMTP/lDv+pq7R91Y5ufq22LtqM0ipixTQQ4Y+C4g0BRCLjHbUkXy9CW5Ee1aNzfjnOyF2msozV9v0b0n+zx82k8vu57f6H5DZ//3MjYxH+tTNtRGnXKk00EOE/VIBYI5IyAHWldltfEo1FN5Sy0rsOx2N/0lsNIykeNR4/o54zV1yLpJ27U9R1JP5zX5z/2t/75/73zL6bCN3h1nT8D80sAAc5vbYgMAkMnYEeMcVuS/aIIrTuFuyHLTj3Xa17v2HPqNyytOLUUaT6wetMrUVbBnneWR5sbr4b+Q5FgAPZZ2ccauyAAgcoTCC07JmB3itiWFGJ2TuuWw1IWhbwxpuvm587WA33UMqQElo699XePKZM8xJIJgVomXnACAQgUmsBITeft6C78taQTRUnE/tNwwmKec9t6K8uYa07n7czB7MQHSoRVsGP25uwUdKZ5iCV1Agjw3ojZAwEIdAi4h7ptL5ejEYWbmexl/leLdcGiXDLxWrfnzNZfP6Lb5nP5yFgyrOpHtWD2llaPKtM8xJI6AQQ4dcQ4gEA5CNTCX+dx+kwR2pLiGJ3OWMzNYdBvb2vee33m0w90chD/YX4knWnd11DyGCR25h5MAAE+mFE1R5A1BHYQsKOwOyYqMz5K5shuh/lE38YxOjUt5o1EDXdp7Oa47tS8Ztp+MFad+c21lzWUPMSSKgEEOFW8GIdAuQiMtnXNrq02tkd0Jq+ZPRrVVIhx5JGuDjNGO2V8zf4D0Di9pb5Yvd7SVJj/bl1DzWOYDMvuGwEue4XJrx8CzNmHgJ0SnTFhWDCRS7TVZh+XXe8KMdmR55UQY9eTUhwYx1HTQmgj6sVNGG+/nHOTRy+xM7Z7Albj7gczEgIQgMChbS0bhdXQ4mPPuVpDTM7pdifGocd2s26snFY7bURdxxPG238mbsfzu57FwKIRQICLVjHihUDaBLqwH9/cFGnOROKVLoZnMsRiaXTajs5n4rBLJy6Kr0XPvb6prlhN3lfDzjDM2ZF8rvIQS+IEEODEkWIQAuUnYAIRWmKWOq0+uUjYYpmzQDJvOzKf+652LXjdeC3VDim0Re07Nuz0Nc2F8WFeeM+jvAQQ4PLWlswgkCqB+ChYmopbflL1dLDxh4c0aaPe7MRkL/teU5kYtxF5TYW2ov0cnN6yPLzejMfvN5B9pSCAAJeijCQBgewJ2FHahp32bfpIV+x5qDdk2ena8F3V8yGm7Ekc7DG0ETmvZuR1JdxgteeMES3auPkwfs8x7CgNAQS4NKUkEQhkT6DTlvRKuPkpe++PPbYP6ZwJbz3E8nhLPv+1U8rXLLJXwg1W9vzC+kZL5+RV74x7YX8mG3CSKQEEOFPcOINA+QhE0nkTjulhHAXHPiPNtp3FUAC0dnQbvid6eudRcHhv/4mYVVSMPAqAuhAhIsCFKBNBQiC/BA5ta8UEeCUaVbgJSlku26O6YP6WDz/Sqj3nfrWj2xUT2pX7D59ntdXSBdu+fGNMhcgj96D7CzDzWQhw5shxCIHyEai1dUle57K8IcuOfht27Xc69l0kpF6XvLF6ckNWaDuS07Rse5HSINbBCSDAgzPEAgQqT8CO3tZNRC5GXpkdBdt154XI6XLsu0AVsKPg9ZrTRTt1H7PyNS3I63LYXqA0CDUBArkS4ATywQQEIDAkArVtXTYhmei0BKUaRewj0uToti6m6igl4/XDj1mdbikc+U6O1YuZR0p4KmMWAa5MqUk07wROP9A/tl/I/zTNx+QD/XRaHOxItGWnVudHfPptSR0f4a8dtdLKJ027diG4pUjz5uML9tyM39sb1moRQIBzU28CqTwBr+82Bp+yxx+m9PiUCeSU2U5tHW3rul2bbdnp4bNpOQltR8FH8JWWjyzs3hiLWf398JyFP3zkjwACnL+aEFFFCUTb+iFL/eNHj+jnbtT1z5J8BJtm+9WOD3uZ3mrXZVNrSzLhrdsR41zsI70UMrP8bl0/m5kzHOWOAAKcu5JUMyCylm6Oa81O4660HmhRCS/3H2jBbC8FHwmbfsHc4Udak9dKNKLE84hGtSBpKfZhL1ghUGQCCHCRq0fs5SPgdSmSzjxpUUkiwY6tc+3t+JpjEiYPtNFpDTqTZFtSx9Y5sx2unR4YAwMgkHcCCHDeK0R8FSDwNMXQiuIizUc+PtJ7umOAV21vR6KRmnb0e2cAMz1NtaPtddU076Pk8jBbi3IKN15llkdPSTMYAj0SQIB7BMZwCKRN4OhRXTUfJ19vaeAbpoINE8PGjTF9QRkvtUe6atdsTz4aHTyPYMNsNUYeKfM8xAKBlAggwCmBxSwE+iUQWlJ8W0374bwSviO4XzthbrBhp7Rn+rUxyDwT/tCW1Kwd0JZ0kA8T3nqwMaw8DoqP/RDol4D9fPY7lXkQgEBaBN49piUTntt7/eWcbvyGucHGzbqWuxmfxpjRtpac0+1B2pLC3GDj0Pbw8hALBFIggACnABWTEEiCgB31hb+cM/f6pl7p1d7EBzphR6BzwYaGvLhtnQ+tQ/afgZ7zsDknwtzYxpDzSMc9VqtMAAGucvXJPdcE4huypKXaod5vZKofVdx2FGwMO0knrcvyiEYUWojsZfdrZ85Sx0b3ExkJgQIQQIALUCRCrC6B1n015TXVaSXqCkQYa9dLz8Rzu5qR/qCaXdM2L1OdViJ7efAaj3U605l78ARGFI5A1QNGgKv+CSD/XBNYe1kbzqsZtxKpu6Uzthnmdjcj/VF2BLthp5ObcStRl+7isY/bjja6nMIwCBSKAAJcqHIRbBUJ2GnkayZgjdNbOnNQ/mFMGPtuXaGV6aDhme4fbeuaiXBje0QH5hHGhLEjj5S7PDKFhrMSE5AQ4FKXl+TKQsBOKc/YT+tCaC3aK6d4X00L8di9Bg15e4jNSQsmrvW9Qgn7wpgwdq8xbIdAGQggwGWoIjmUnkDcSuS0GlqL9kr2/gN9VjYmHrvXoCFv77QSrYbWoj1DOWR5SKudsXsOYwcEik6gygJc9NoRf8UIuEjhaxjnwk1WO1OfvK+GHTm+Hcbs3Je39/FNVZHm4pusdgRnOTSiSG/HY3bs4y0EykYAAS5bRcmntATsWvC6k5bs1OzsziS9nXq2fdfCmJ378vbe4nzcltTWC3nYkfGCHcWHa95hTN5CJx4IJEoAAU4UZ4GMEWohCcStRV6Tr29qQp3l9JYmZduOHlGzsyn3T/ERrtPkw0P6KA97PalIk7Xt4uQhFggMQAABHgAeUyGQNYHQWuS8LtUO6en3RI9o0YSrGb5DOut4+vVnR8EbPuTxzPdE17wW7RR0OM3e6tcu8yBQJAIIcJGqRaxJESi0HTvNfE1e9XBD1hstnQvJ3BjT9fBcpEdoSzIhrttp57PtQ4rzsG2Fy6NIzIk1XwQQ4HzVg2gg0B2BSOF7oqdNwGbV1kx3k/I3qu103v4zMW1H8LORK24e+SNLREUggAAXoUrECIEdBOyId/UP3n5n9Xf+2h99/L3v8L84fsp/retHjsZ+7Fv8L/6rP/l3PvkzF93H//Jd/eLplr6W0uOPzO6P78DIWwgMlQACPFT8OIdA/wQ+/Pdnfyraeqmlmn4wauv1Ij5cTd//43/+Jx/80g/7ll3b/sGHlkfSjyjS98vp0Ii0JBYI5IgAApyjYhAKBHoh8Mdfcb/rHx5eqHl9dut33B8U8WG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