<snapdata remixID="13997300"><project name="Jack Everhart  - 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="Jack Everhart  - 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="-100" y="0" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="153,25,0,1" 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="102" y="93"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>108,255,46,1</color></block><block s="forward"><l>200</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>112,157,255,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>153,25,0,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>240</l></block></script></block><block s="turn"><l>240</l></block></script></block><block s="turn"><l>240</l></block></script></block></script><script x="360" y="141"><block s="down"></block><custom-block s="Nested Traingle, Size: %s"><l>150</l></custom-block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Jack Everhart  - Fractual Art" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>