<snapdata remixID="10172816"><project name="sheps" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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var="side"/></script><script x="162.6640625" y="85"><block var="side"/></script></scripts></block-definition><block-definition s="draw shape %&apos;side&apos; %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="side"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="side"/></block></block></script></block><block s="up"></block><block s="hide"></block></script></block-definition></blocks><variables><variable name="side"><l>6</l></variable><variable name="length"><l>6</l></variable></variables></project><media name="sheps" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>