<snapdata remixID="13988017"><project name="U3L1-FractalArt" app="Snap! 10.1-dev, 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: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="33"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="2.842170943040401e-14" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="19,255,10,1" pen="tip" id="40"><costumes><list struct="atomic" id="41"></list></costumes><sounds><list struct="atomic" id="42"></list></sounds><blocks></blocks><variables></variables><scripts><script x="90" y="181.33333333333331"><block s="setColor"><color>19,255,10,1</color></block><custom-block s="Nested Triangle, size: %s"><l>100</l></custom-block></script><script x="347" y="59.33333333333354"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,54,26,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>19,255,10,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>10,41,255,1</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>