<snapdata remixID="8958733"><project name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" 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</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="4.140566167925499" y="-23.703803860640505" heading="98" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="204,0,176,1" 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="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>78</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><l>80</l></block></script></block><block s="turn"><l>75</l></block></script></block><block s="turn"><l>89</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>233,19,0,255</color></block><block s="down"></block><custom-block s="nested triangle, size: %s color: %s"><l>70</l><l>0</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>233,19,0,255</color></block><block s="down"></block><custom-block s="nested square, size: %s color: %s"><l>100</l><l>0</l><comment w="90" collapsed="false">Recursion with squares.  See inside.</comment></custom-block></script><script x="729" y="293.79999999999995"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="609.999999" y="396.199999"><block s="doRepeat"><l>5</l><script><block s="gotoXY"><l>0</l><l>0</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>10</l><script><block s="setColor"><color>92,194,255,1</color></block><block s="forward"><l>7</l></block><block s="doRepeat"><l>2</l><script><block s="setColor"><color>25,0,199,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>204,0,176,1</color></block><block s="forward"><l>85</l></block><block s="turn"><l>79</l></block></script></block><block s="turn"><l>89</l></block></script></block><block s="turn"><l>75</l></block></script></block></script></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>5</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>8</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>3</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>75</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>