<snapdata remixID="10137300"><project name="U3L1 Dealing with Complexity" 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="0.7079646017699115" y="-0.17699115044255836" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="14,137,0,1" 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="38" y="156.49999999999991"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>254,7,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,13,183,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>14,137,0,1</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="64"><block s="clear"></block></script><script x="323" y="160.66666666666666"><custom-block s="Triangle size: %n"><l></l></custom-block></script><script x="323" y="219.66666666666666"><custom-block s="Nested Triangle %n"><l></l></custom-block></script><script x="191" y="48.83333333333334"><block s="down"></block></script><script x="230" y="421.66666666666663"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>14,137,0,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportLessThan"><l>9</l><block var="size"/></block><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>2,199,0,1</color></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Nested Triangle %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportLessThan"><l>9</l><block var="size"/></block><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>2,199,0,1</color></block><block s="forward"><block var="size"/></block><custom-block s="Triangle size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U3L1 Dealing with Complexity" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>