<snapdata remixID="8957991"><project name="Fractal Art" 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="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="111.63259957604828" y="87.10333424670779" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,229,229,255" 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>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="17.19999999999999" 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="333.79999999999995" y="305.79999999999995"><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="setSize"><l>1</l></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="setSize"><l>2</l></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="648.2" y="90"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>1</l><script><block s="setColor"><color>255,52,2,255</color></block><custom-block s="nested triangle, size: %s color: %s"><l>100</l><l>0</l></custom-block></script></block><block s="turn"><l>120</l></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>1</l><script><block s="setColor"><color>11,0,229,255</color></block><custom-block s="nested square, size: %s color: %s"><l>100</l><l>0</l></custom-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="Fractal Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>