<snapdata remixID="14989978"><project name="U1L6_ARR_FractalTriangle" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L6_ARR_FractalTriangle"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></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="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><list></list></block></script></block-definition><block-definition s="rowA" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></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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</pentrails><costumes><list 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