<snapdata remixID="12262897"><project name=" U3L1-FractalArt-Nested-Triangles" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name=" U3L1-FractalArt-Nested-Triangles"><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="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle size %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></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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