<snapdata remixID="14841828"><project name="U3L1-FractalArt" 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="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="CreateTriangle Red %&apos;size:&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs></block-definition><block-definition s="CreateTriangleBlue" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="MakeTriangleGreen" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>146,255,118,1</color></block><block s="down"></block></script></block-definition><block-definition s="Nested Triangle Size: %&apos;Size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></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="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><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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