<snapdata remixID="8958750"><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="1" 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 id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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AgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIELmhgaBBRNtU9AAAAAElFTkSuQmCC" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="3.637978807091713e-11" y="30.000000000000142" heading="110" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,255,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></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>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</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>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</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>100</l><l>0</l><comment w="90" collapsed="false">Recursion with squares.  See inside.</comment></custom-block></script><script x="395.20000000000005" y="307"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">My experiment</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>12</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="733.1999999999999" y="291"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">My experiment 2</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>80</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>40</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>20</l></block><block s="turn"><l>40</l></block></script></block><block s="turn"><l>40</l></block></script></block><block s="turn"><l>40</l></block></script></block></script><script x="516.1999999999999" y="679.8"><block s="gotoXY"><l>120</l><l>0</l><comment w="90" collapsed="false">My experiment 3</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>9</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>20</l></block><block s="doRepeat"><l>16</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>10</l></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>5</l></block><block s="turn"><l>40</l></block></script></block><block s="turn"><l>40</l></block></script></block><block s="turn"><l>40</l></block></script></block></script><script x="800.1999999999999" y="680.8"><block s="gotoXY"><l>0</l><l>30</l><comment w="90" collapsed="false">My experiment 4</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>9</l><script><block s="setColor"><color>77,255,188,1</color></block><block s="forward"><l>60</l></block><block s="doRepeat"><l>9</l><script><block s="setColor"><color>31,255,238,1</color></block><block s="forward"><l>30</l></block><block s="doRepeat"><l>9</l><script><block s="setColor"><color>255,255,255,1</color></block><block s="forward"><l>15</l></block><block s="turn"><l>40</l></block></script></block><block s="turn"><l>40</l></block></script></block><block s="turn"><l>40</l></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>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>