<snapdata remixID="14853941"><project name="U3L1-Fractual Art" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-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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