<snapdata remixID="14853267"><project name="unit 3 lab 1: dealing with complexity" 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="unit 3 lab 1: dealing with complexity"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="q. 4 nested triangle, size: %&apos;size&apos;" type="command" category="motion"><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="q. 4 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><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></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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