<snapdata remixID="8958729"><project name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="0" y="1.6536267304962332e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,93.20000000000009,233,255" 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>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>3</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>80</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>40</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>20</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</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>4</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>95</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</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>100</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>80</l><l>0</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>10</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>20</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>10</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>