<snapdata remixID="11768083"><project name="lab 3.1" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="lab 3.1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw a square" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>10</l></block><block s="setHeading"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw a shape sides %&apos;sides&apos; %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></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><block-definition s="draw a square (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></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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</pentrails><costumes><list 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app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>