<snapdata remixID="13994301"><project name="U3L1 Fractual Art" 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 Fractual Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested Traingle, Size: %&apos;Size&apos;" type="command" category="looks"><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"><block var="Size"/></block><custom-block s="Nested Traingle, 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="32"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.7621459846850485e-12" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="71,255,207,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></list></sounds><blocks></blocks><variables></variables><scripts><script x="271.6666666666665" y="100.49999999999983"><block s="down"></block><custom-block s="Nested Traingle, Size: %s"><l>100</l></custom-block><block s="clear"></block></script><script x="88.66666666666663" y="53.00000000000006"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>40,40,40,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,31,165,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>71,255,207,1</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 Fractual Art" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>