<snapdata remixID="13050291"><project name="Unit 3 Lab 1 Fractal art " app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="Unit 3 Lab 1 Fractal art "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested triangle, size: 150" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="nested triangle, size" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="nested triangle, size: %&apos;size&apos; (2)" type="command" category="looks"><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><block s="turn"><l>120</l></block></script></block></script><list></list></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"></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><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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