<snapdata remixID="8958143"><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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</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(2)" center-x="240" center-y="180" image="data:image/png;base64,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" 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="40.220331182540804" y="-90.33634289459269" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="244,26,255,1" 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="17.799999999999983" y="679.8"><block s="gotoXY"><l>-20</l><l>50</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="817" y="49"><block s="clear"></block></script><script x="723" y="171"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>36,255,230,1</color></block><block s="forward"><l>80</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>0</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>244,26,255,1</color></block><block s="forward"><l>20</l></block><block s="turn"><l>108</l></block></script></block><block s="turn"><l>108</l></block></script></block><block s="turn"><l>108</l></block></script></block></script><script x="15" y="282.2"><block s="gotoXY"><l>-20</l><l>40</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></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>