<snapdata remixID="8958722"><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="-45.453516887752585" y="-32.341011469060675" heading="246" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,253,105,255" 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="223.8" y="794.8"><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>360</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>8</l></block><block s="doRepeat"><l>360</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>4</l></block><block s="doRepeat"><l>360</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>2</l></block><block s="turn"><l>1</l></block></script></block><block s="turn"><l>1</l></block></script></block><block s="turn"><l>1</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>60</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>