<snapdata remixID="14863379"><project name="U3 Lab 1:Fractual Art Zain Bhasin" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="U3 Lab 1:Fractual Art Zain Bhasin"><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="doIf"><block s="reportVariadicLessThan"><list><l>9</l><block var="Size"/></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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