<snapdata remixID="14308078"><project name="DealingWithComplexity" app="Snap! 10.6.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="DealingWithComplexity"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle size %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="32"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-12.5" y="64.9519052838331" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="74,255,22,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>39,255,250,1</color></block></script><script x="20" y="136.66666666666669"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,61,33,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,64,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>74,255,22,1</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="20" y="457.5"><block s="down"></block><custom-block s="nested triangle size %s"><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="DealingWithComplexity" app="Snap! 10.6.0, https://snap.berkeley.edu" version="2"></media></snapdata>