<snapdata remixID="13019242"><project name="Fractual Art " app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="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><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" 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