<snapdata remixID="8959099"><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="18.292481071839347" y="-174.0413316894394" heading="54" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,61,163,1" 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>4</l><script><block s="setColor"><color>71,193,255,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,128,247,1</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>160</l></block></script></block><block s="turn"><l>160</l></block></script></block><block s="turn"><l>160</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>10</l><script><block s="setColor"><color>163,158,255,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>255,214,92,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>255,61,163,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>80</l></block></script></block><block s="turn"><l>80</l></block></script></block><block s="turn"><l>80</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></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>