<snapdata remixID="13073304"><project name="complexity hcps-westam3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="complexity hcps-westam3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Turn" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="turnLeft"><l>90</l></block></script></block-definition><block-definition s="Rotate right" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="turn"><l>90</l></block></script></block-definition><block-definition s="Move Forward" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>2</l></block></script></block-definition><block-definition s="Nested Triangle, %&apos;Size #&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></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"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="Size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><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="42"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-150" y="-86.60254037844379" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="10,31,255,1" pen="tip" id="49"><costumes><list struct="atomic" id="50"></list></costumes><sounds><list struct="atomic" id="51"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="clear"></block></script><script x="20" y="55.83333333333334"><block s="down"></block></script><script x="294" y="74.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="469" y="133.6666666666667"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>250,22,0,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="20" y="169.66666666666674"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,8,5,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>10,31,255,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script><script x="20" y="377.66666666666674"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>18,255,10,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block></script><script x="20" y="490.66666666666674"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>35,20,255,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block></script></scripts></sprite><watcher var="Steps" style="normal" x="9.999999999999773" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Steps"><l>1</l></variable><variable name="Turns"><l>3</l></variable></variables></scene></scenes></project><media name="complexity hcps-westam3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>