<snapdata remixID="8959238"><project name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAYxklEQVR4Xu2dB3QVxf7HP7u3JSEJCQmd0FWKAqJ0QZAmj16lKAQf8Owd/fuQJ/aC7f98NkClKtJBVJoIKB0eIFIUgYQWgZBOyN17d/d/ZvemYPkTMPEGMnOOR04yd2f3O5/M7PzaVUzTNJFNKhAkBRQJYJCUl8NaCkgAJQhBVUACGFT55eASQMlAUBWQAAZVfjm4BFAyEFQFJIBBlV8OLgGUDARVAQlgUOWXg0sAJQNBVUACGFT55eASQMlAUBWQAAZVfjm4BFAyEFQFJIBBlV8OLgGUDARVAQlgUOWXg0sAJQNBVUACGFT55eASQMlAUBWQAAZVfjm4BFAyEFQFJIBBlV8OLgGUDARVAQlgUOWXg0sAJQNBVUACGFT55eASQMlAUBWQAAZVfjm4BFAyEFQFJIBBlV8OLgGUDARVAQlgUOWXg0sAJQNBVUACGFT55eASQMlAUBWQAAZVfjm4BFAyEFQFJIBBlV8OLgGUDARVAQlgUOWXg0sAJQNBVUACGFT55eASQMlAUBWQAAZVfjm4BFAyEFQFJIBBlV8OfsUCeHwO+DLAWQaMHPG9oFC2EaRuB1cUeGLBmwz+DIjtAGVqSxiCocAVB+CJBVClX76UvyyF7F9gfnM/kecUuu5yWDCqbqg+Ir+f9yQkfwNVBwdjGkrvmFcEgEengx5Y5VQnhDcC3y8wqLuXGdM8VOoF7mg4gsk6DGbi55xp4lAU/EAEClU1hZe2usjaD66y9upZ487SC8Zf9eSXLYBHpkNsOwirCYcnw8OjNaoDj0x284/RGk9mb6LO1nbE3fz7Uiav/JlpjWpyfUWVCfgIRWE5bqtzwmSo3Bs8FeDXK+pfNTGlZZzLEsCkRVC5D6RsgH6tNdbg5i38dJvm5JrAtiq2VI/zLd6IuZeROIkW+y6QvgvCaoMrAkh+k1mx9zMMZ95834yXJqjcYiq8oeisxWP9TgBffXhpweKve87LDsC07RB1AyR+DHeM9BKLwvM4KfOhSo2/28Kd/AoqdguIqCWCuwbv4qfNVw4ad7NBzGtGDstUF7fiOO/H29KmszNqKNPRWYkbDwq/LMHazmUrOgUuKwDFu57hB0dYMkMHRzAABzej0hg1T5ETc6HKwN8KtDZjATdH9mMKfjrjoEZgRUQ7BO7abMGk4mSFit0hpAqQtYz08K6MwcedS5w0MlR8qRDdEiLqF90ElPYrXRYA5iTBmW8heZDBc/jJwGRFYGsUoCTM7kLNUTaEp9NN1pc1WIvBjxgWoF9j2P3TZkLU7Va/GfhpgYPTmDQ88xZRMY9wAJOrcsEEHsfHq7is/u3RmJ7ohLUqqguqDSnt6BTN85d4ABOnQI1RkPAR1LwTfv4Q6ga22l9L8IIvgXFpn0K5e8BRlqRVsMqlM+R6B85I0M5A1r5z6OHZzA+L4qbdDna20WlcSeU6MweUUFKAcn+gbU+8VEDhqQVuavWDzJ8g4uqimYjSepUSDeCRqVA9Hg5Mh6uGwzA0ZgVOqr+eMGFOuRuNqxNU4g87iWoKm/iE1v7qpO29CbFLx7SBTnhZJVbD1Mn88u3ovHe6FXsPEt2gFs1QMW27NaTPo0vZnvmrLTAYL6/jZsk+g6FeB2WblFZ0iua5SyyAaVshqhkcnQFz7vBzEJMJK11U6Gw/eFpgizyAwTd42DzfpEX//ANGO7ysy92mgQne75mQ9R0nN95DxR4B8bKWk/JDV8q1hCQMYpPeYEbWw2TnmCy8TmdsxlLKrO1LHZ+KoFJLsT0mD3bUiAbewU3CFKg5qmgmozRepcQCePYglKmDZTT+EfiHeF+brXBosE7/AifWd/BTO1PlmiUq1Tqk445JYrr/GHecO82pHfUY2LkBbY466L3dwb4uBs3CFOJ2qgxs4rVOvo/g5OwP+ylzbT1r/jP3ZRNRP4yDU6BOAKwX8fHPwLug6PMBfrpOclJzjI2MsBvWHF0a8fnzz1wiART2vXKt4eD8UzzdW2dm+jxwViZxbn9qjEiw/o0SYp1QX9niYmYlnV7LHYRWhxUhOi0OOVg70k98phPtNIysrfEZbo58DFUG2f7hnmh8HtjOX0n3sV31MyciFHyJJM6oYXlBdi0wadxPIQGTmgVOzY+643gdF48k+Hk5xsmZryGkMkS3+PMTUtquUCIBzN3Wdn9qct2Q/G316CcQN9SeovkJOhV/ULmph8IqDDrqKjc7vMyY4rEOLae/ga0ddMqhUPNzleSeBtcGzDUZuyF1C7ibmUSXV/Cdgcz9sKaJTtu6KpHJE1kV+6i10p46/DkVavVkAwatxeczv6BnRCc+F9t7yvvMKTeKQTgxvaDYNmvZLkKBEgfgL4sg/GrY08BgxxGdu6rbZhDRnsBHGiav7XfjDIfBFTSa+DSe8S3g+fShjFjnJO4O2LrZZFoLH//BbbnS9vXTcaDQdLfKpDp+HguzPR/fY9CogA1RXDsKhc2LoLqeReX+4exM+4TPMwYRV10hXmz9pycysPyDzBWrp3cPnTx1eWOri0bNVE6tgApdLkJ92ZUSB6CYk9TNsLWFQZcCcIifT8DPBJycOwHusJ04PH52briBr2N01l1rEOdULLuf+E+YSxI/hIp/NxmOjyhDYYTqIAtYhU7fTQ7qmSrxLTSWiNAYE2Zv0bk5yWG5+RatS6dPu7IWIsKzIrrs6qgTmzqd2aG383JI/h+G9R44FRxOiLPNjLIVUoESBeDRmXYkSqWe8Bg+Xs5yWSudMK+8h9s6qWrf7aJG62v4bl0I37TXab/cSduuChl7ILJhfvDAV+h0w8E8dOv97QX8aJi4UAjBpAMO6xAiPCLCGF0ehWnojAgccITb7bZeXssXLLbniHow3KsxXd/JtLAbGJG9mYSZra2DyJNGBs9mRFpxhrJdnAIlCkBx64kfwbE7DdqgImL5tvYw6ClWwtMv8mHiEwyr4rBcZSJooBEKb/+OXfA4prVdC3veH9kNxVji3fFZfPwLF+1SVLIPw7mjdqCDaN5TkFDBZH/WCnqHd7Uhr5fJRkcZWqV/BmVtd8j3J5bQqIp0El8cenbvEgNgbrTJoTSTN6J81s2N/chFjQGLIbIPP2Cg7lBpcL194+/+kM3fK4RZIVPr1xhMbO9nRJKTvpVVxqIx8Q8M1r8nklgdV4ttOc3J4J8dxN4IR5ZD9a6wItWgizKDnlGDrYPH7Wj8Ly5i8lx2fu7D5O6vnTTsqFDwoHQpE1LaPlNiADw+245Gfhgf/zj7HfWcVcGT7+eackJnVJVAxIqeSgdHGPevddLvZkdezN59+Cz/78oCBuiLmdCP8bMMwzLZvLdZ5+4WDoQf+tutOp17ORAra/p6aNDqLKjh9qUzFkJkX8tDMuOMB1cM6NkiYOJiRi69fUsMgMLzkXY0h/h+CmsKANQNr2X+aLvASft+Cv40P32idJbiyTt1nlkH69rpXINCg18dXC5mavdici8+Vma5WfedQZumqrXCCggPVjZpiELKJliq+Rjezj6EeCHvbrcvyuaGPmHW4Sc3NOxixi+NfUsMgCnrIa2NwUh8eUGgYkIexUdLVAbiIHOfHQrVR9dY5HAjwItpB3el+Ph3OZcVVpofmHVp09kFLw/h4kP8vL3QTeUeMChHIywCpvlOkbKlGr60HJ7qrjI5fTGDyvZmjtjuT79Iu/KPsvKkB8VtpwDIdmEFSgyAwvg8YZTGQ5+4aDLUNj5nYlr5GuNO+nihossylcxNTebWpFgiGsL0HTrDr3cgVkkdzgsauPCj/3GPJEzmonP7Zie+ZPBUhL0JJkdvXUbvjG7WSd1Rxv78qh8NOtX8iZGe2oQKW+VkNzWkW67Q8pcYAIUJRtjQdnxhcn13G0CRRLTLyKD8vEgqZymWe+zB1Cxe1cJ5pKKP59a7KNcGxKr1LC5rpSyK9hAad+K0jNTdDC/TVng4Xtfg+ui32RXWgsahLSFtFkQNs+/zY6g+Urj3vLQ44OSpq86Pri6Ke7pSr1EiABSRziKsKbJRvsyj0JjiO8FWV3XKz1PxDTC4SkuknbvKeVEu2cAr+HimQLDAn52sV/CzEt0O2wq0sz+DJ2QSq2NvpLOrKWkOk/nojMpazdDw9rw81c3weC8zcBNXIKj1z97Llf75EgGgMMGEVYfY9rbc69YZtGu+l+Uh9emKg/eTdZbF6iw69z1vH6jP/Y0C+x+wfavBzGY6bxYhgLmT3tfUWKi4EauzONXe00djkermROJUotV4Xqu4n/FuO4pGtPZ4rQPUyS+h4t+udHSK5vlKBIDCXyuqFjxa18f7AqTsjSTMasWx0Qaz8TN4gYubeh7j6Jw4VsfpjGhnm17G9dN4Ghdv4rdsc0XdtGRwx9pXffOAzuK6PtYoIZyYB+m1c6jfNIR+eFkQWCkPfAT33anxwSR3XqhWUd/TlXa9EgFgbpplV7xMObuOuDKdrZyO8fgYi5OWqx2Ub7mRjdpBWD6MVrcpfIBuxQiKJjwanYro/U9cLxWTIWgsw0PaNnjuRh/PHXGx0budjjE7oNwovvhJo/vVdh5xbnsAkZus8Fgx/DFcaeDlPk+JADA3oHPqjhTir7czMkQiUUcrsMDLnC8gNM5DZN0NPJ7SjAfXu6h6G4j3spS6Jl+jE18gt/fPTtYidLZh8DwuJqT7mVDWybGZkHW7QeQilSrtZ9EhaiC6VWkh/z1RZNwN2LiaqFYyJKawc1AiADy1Cip0gvXzTdr0V9iEYZ1ol6DTCwdbZ5tUPKdYJ83OaDyf6KJZFcXKTmtvellTxIF4XdGsKgkil/ieANjHZkHVW9/j3xEdedB9NYcwqI1q+Y5D4wD/Kbo4w5gyPVwmsBeWvpLkCxauuCGDvTy4zUXIjSbdcXA/Ph7XM4k9Vo6dZ3bTqul1vJR9hkcyYqyQLJF4dAjTSrE8jMnUi/D//n8adUdjOA5uKxD6P3uVzuBOIg/Zy2dLPdzew05uOnsYypR5hv4VnsSLyX8meeT73+UIYMIkeHyMF/2cyvzQ/APFLO1HhrmvwZ/4AbfXiOft5TnM71SGblOdxLS1g1dFewgfbxXBu9cYNKtOjDjUiGgY4YoT4fsiF3mt7xSfu6qwG5N/ipXRfwoUhS0LY2k+wLZdiiQqkTOs5Ff7uIjpKH1dS8QWbE3cdDBNcI8wiTqhQBWTED2D0Y5QJuNmzRKT9r0URmX66PGDgz6tVP4736Bpf5X0nbYd8Ra8rL7EQITcqRfvfsKrIqotPJyu8V5Z+6DRkWy+JgxRd3BhDT/31X4Ryv/LSl4fu9qFdotJVRROLoOcY3Yus2wXVqDEACi24EUHPuTe8XbW+UA03pzl55FhTsvX2tPQ+Fx1k/ZfeLWpjwe+cLG4u5/Bu5xEXgs7z5psj9RZiM4XlwihSHLqJ97rgL440LPAEQ4ixVMEsk6f46Zqv2SmqS5GqGURBusnAu+IuTbAC0suexRUoMQAOGXsAmJrRfLWPW25BZXuhpcb1HBE2mWPlMnsKzfGimDOzbvoIN7FVnry8oR3bzeplKYws6OPxRjnRdQUZspF0MNTBapo5X5GjDeki5c6p1Um8Qr7l45jzEiNO3AyusA74lz8vIPOtA89MhKmMIIH+gQdwKysLA5+7KWsJ4Yy7TM4uyaS+DFe1mSshMge7MGgYc5eCLmWFUsNGiuqVUBItDnotJnroOpA+BidkeLEjEFlFIai0QH1gi66Tmisws1YfEzERc5xCKlK3v/FoWNNTjbfuEzaZZfDGcHvBry+d9jPwCNOYv+gHuFFzEmp6hpUALdu2kb4tgaEusP4/tgWWrVtTvnO8F6Cxt01zzfyilk5hkl0gsLAmhpfihPvmX+zPuY+K3x/9ycmddsqlkkkt8iQOFCIg0k8Pq5GoQ4qP2GwF4OzYNUBrIdi/e5qVCoF3uEq3monRq3MNBjU+CUoPy7vgPHzHYYFdsE2Go0nd6dR+7oKpQqeonjYoAE4aeI0upTNL9K8P/prmlfrSLlWcGLbWobc2NKOC8zeAGGtrWcV3gnhqnPszSG8QShddC8rHB6OrICHu2jMD5hhJloeFPsk/SQ+XsKFAdxprYoOFqPzUZaLqHD75Hrs0/OrXZ07Aq9X87JCtYNNFx3ycPYQnOhkWNCKlrUnhfCKU1gT0ZUXPfVZgZvMvRDRoCimpfRcIygAfjp+Ba3i8r0FfsNH3btsYEQ0sYj7WzTKT/ulThrf9ClE2ck/IsNN1AR8WvuJZ9xXYxWrvGYVncLbUjVb5cUvXNZ2XLDpZ2HHKpMbe+cnuE/b52dEfdtOcv9ZHx3KqPTDkbft5taV8afDpu0mDdwKevMDlE/7BKKGgvsqtsyD5gPs5Kj5qz3E3oKsE3MJfzd/OYCfPLGSUyknOWdmUD6sKp2u7c0e7wa632+vciITzpsEw0d7eR835dcoGNqvEr6zN7Bse0tubati5iSghNS0Pjt5g87o1rZ/uDve807DU0ToFA6OfQLVAtUVlnyr06ut3f/Md7DwJp0Wy1W2VTL4uLGfdclvkfrjUPa3qUarQIhVPJpl8D4yDVaM8FMLhWuXO6jY9RLUlx8Jblbc1/PWUyelDUbHw9SuUytvOsTJU9jSvo9P5zU1JO9Eq6XCvEMG1a6ax/jI3jy/2E1mE5O/VUkCV1WSFvqo3NfFl18Y3KCqVh1oYRAWhY5EWd8V9XRrpRPt+DyoOgBMA95M8NPs53RuajqDMVGDeO6rKrjKwettfLyIC/GO1waHXRkh0HLLAL+7WeeeFg5ZvvcS/5j+8hWw4H0eOnSIgzPO0fnphr+5/fQdkLoVGGN/tYJwjYkmDhaTUiZBufvoj8aMRDdkfEnYdXYAXuq5FCaHRli1XESxyW4HHVSqBINTnWR8D0nhJk3aKbx1wk+t3SohXU1EEmgPHGzGoEUgAGLhRg+DWmlMwWWNmVeRNXCn4n3yI9x8f9IkcrEi3W+XI4DinpdOW0WPEZ1+c/unV9kR0kmL4Z7RXr4MGJet6gWnJ0L5/7E+kwvNq0f9PB4X8H/5joJLRAhgB4c2e4G7yj9OIgaf4kbZpeDy7GVT5R+4xfsjeK4CTwOOe+rhXObmjlu9rCgQ4JBbpTX3JkWwQnlE6Tg3uUU0L1H/Uv+xoK6AF1JfVEkwdbuc2tChBQpOpk2DKPsELULyrRTc5NcYE/sAzy51U6kHbN6+j5duqMMi3HZp3p+gXJ3noMJ4y0wjEt2FtyO3Dc7xEheiWnZEEdUs8lGqi/jDnL0cWdCJ6n0WgKc+2z0NiJwaap23TT9y5bvQJF7g9yUaQHHvuQk/wtU1dbKHH/rr/M21CjUi/61/kFX1xcSJykSciJTxjP0KG+I202Fdi/yvbAAWLjfo0+gVTm5/EsUFpzNN3uis0b6sk58w+RGdHBSqH1doVFUN2AgVy887HI1nU53UjC6a5Kc/OXdXxMdLPIBCZREpI4oAibK8vfDSNWcP40KaYhigBljYiEGrtOkQFW9NjHCtiSKSnF2Dt0x7y4YoDNaPFgxcTX4NYh/Lm8hhqT5mRdvmoFybnjiVixVVnH7PAHOT3FYxyuQ1+TksVwQJQXqIywJAayWcDsKaPCLeyxh/Ku85o8+LRhZfFRdi+rCWtUB7Eb8VNrUkcwm9IvKLB03Gzy/AeJxW8ELfM29DzEN5n8v9Mhzxg4mH/Iyt7bQAnrTXbRmakxZC5b5BmrErbNjLBkBrJQzUYj61EoZ01hiAyqfoeSAORmP2uZ0Q2tyaJvHuJ3y7hxsZNE6fC2VvO2/6xOFCGSXqB2pMFYGk/d+BmHut90URZ5i78n62yeC2liqisqqnEnjECUS2IlHgsgIw94mFt0RkqwlPhQgOuK2vqNCCBeKBnF2ELWls1eorWK20v/BYpM6EaDvcq+DJtuCKNu6gny21vbz7UZjVVXwVmDA6h1+DVU1ftqJV4LIEMFcCAYYoDP5oPbsqlvDbChQjjRzuVcN/8/1vs9AZduYdEpc8QI2R9lXEIedfIzUrE+7taR7GjdB4Yarb+n4S0U6vxAqQkK14FLisARSS5FbUz5Vn/EE/vWPm8HhUfys6WmyvGgoiTmWPbmCK76s2dWplOHl2tZsqfW1b4XMdfDw2w5VnVhHVukSUdYFXyuKZgVJ+1csewLzVcLr9tVniywRFO7EQIq6Cvg29vPKZm7RIkyrZCqEpCq5I8GfapbTiRkLSXKw0T9FETkfkdTZ8shW/AlcMgH8klfBUiJNrtH0uyWsij0S4+0Sqp2zBU+CKBzB40sqRC6OABLAwKsk+xaaABLDYpJUXLowCEsDCqCT7FJsCEsBik1ZeuDAKSAALo5LsU2wKSACLTVp54cIoIAEsjEqyT7EpIAEsNmnlhQujgASwMCrJPsWmgASw2KSVFy6MAhLAwqgk+xSbAhLAYpNWXrgwCkgAC6OS7FNsCkgAi01aeeHCKCABLIxKsk+xKSABLDZp5YULo4AEsDAqyT7FpoAEsNiklRcujAL/B6165CBv1FmvAAAAAElFTkSuQmCC</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-132.46081381321665" y="-64.16298234931662" heading="36.25" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="223,153,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="307.2"><block s="gotoXY"><l>30</l><l>-60</l><comment w="90" collapsed="false">Version you get by copy paste for triangles</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>31,255,255,1</color></block><block s="forward"><l>10</l></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>192,107,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>255,199,220,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>60</l></block></script></block><block s="turn"><l>60</l></block></script></block><block s="turn"><l>60</l></block></script></block></script><script x="17.799999999999983" y="679.8"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Version you get by copy paste for squares</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>20</l><script><block s="setColor"><color>255,233,128,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>61,255,248,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>223,153,255,1</color></block><block s="forward"><l>5</l></block><block s="turn"><l>10</l></block></script></block><block s="turn"><l>10</l></block></script></block><block s="turn"><l>10</l></block></script></block></script><script x="17.19999999999999" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>255,158,253,1</color></block><block s="down"></block><custom-block s="nested triangle, size: %s color: %s"><l>60</l><l>20</l><comment w="90" collapsed="false">Recursion with triangles.  See inside.</comment></custom-block></script><script x="14.599999999999994" y="147.2"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>4,0,26,1</color></block><block s="down"></block><custom-block s="nested square, size: %s color: %s"><l>90</l><l>10</l><comment w="90" collapsed="false">Recursion with squares.  See inside.</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>3</l><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block><comment w="263.5999999999999" collapsed="false">Note that the block calls on itself in its very own definition.  This is the essence of recursion.</comment></custom-block><block s="turn"><l>120</l></block></script></block></script><comment w="429.60000199999996" collapsed="false">This recursive block will terminate when the size value is less than or equal to 2.  Change this value to 40, 20, 10, 5 to see different levels of iteration.</comment></block></script></block-definition><block-definition s="nested square, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>4</l><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested square, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block><comment w="263.5999999999999" collapsed="false">Note that the block calls on itself in its very own definition.  This is the essence of recursion.</comment></custom-block><block s="turn"><l>90</l></block></script></block></script><comment w="429.60000199999996" collapsed="false">This recursive block will terminate when the size value is less than or equal to 2.  Change this value to 40, 20, 10, 5 to see different levels of iteration.</comment></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>