<snapdata remixID="13993629"><project name="U3 Lab 1: Fractual Art" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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select="1"><scene name="U3 Lab 1: Fractual Art"><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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