<snapdata remixID="10113000"><project name="Netsed Triagnles" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="26.141134491828552" y="-7.004495876313513" heading="15" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="36,197,255,1" 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="188.66666666666663" y="41.66666666666629"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>36,197,255,1</color></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>15</l></block><custom-block s="triangle fractal with side length %s and smallest side length %s"><l>50</l><l>2</l></custom-block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle fractal with side length %&apos;lengthL&apos; and smallest side length %&apos;lengthS&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="lengthL"/><block var="lengthS"/></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="lengthL"/></block><custom-block s="triangle fractal with side length %s and smallest side length %s"><block s="reportQuotient"><block var="lengthL"/><l>2</l></block><block var="lengthS"/></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Netsed Triagnles" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>