<snapdata remixID="8990650"><project name="draw shape" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-207.52347027880933" y="-35.27472237020015" heading="38.57142857142901" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="215" y="292"><custom-block s="draw a triangle"></custom-block><custom-block s="draw shape with %n sides %n side length"><l>7</l><l>150</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw a triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw shape with %&apos;sides&apos; sides %&apos;length&apos; side length" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">4</input><input type="%n">100</input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="draw shape" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>