<snapdata remixID="14980582"><project name="U3L1-fractalart" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-fractalart"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size:" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="q. 4 nested 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="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="q. 4 nested 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><list></list></block></script></block-definition><block-definition s="q.2 nested 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="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><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="54"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.4210854715202004e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,255,10,1" pen="tip" id="61"><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></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></script><script x="20" y="115.66666666666677"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,0,44,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>20,32,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,255,10,1</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="436.4999999999998"><custom-block s="q.2 nested triangle, size: %n"><l>25</l></custom-block></script><script x="20" y="475.4999999999998"><custom-block s="q. 4 nested triangle, size: %n"><l>100</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-fractalart" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>