<snapdata remixID="10760729"><project name="3.1 Drawing Shapes Again" 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="true" hyperops="true" 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="9.094947017729282e-13" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,6,0,1" 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="17.333333333333343" y="10"><block s="receiveGo"></block><custom-block s="drawShape %s"><l>4</l></custom-block></script></scripts></sprite><watcher var="#OfSides" style="normal" x="10" y="11" color="243,118,29"/><watcher var="sideLength" style="normal" x="15" y="41.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawShape %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>sideLength</l><l>0</l></block><block s="doSetVar"><l>#OfSides</l><l>0</l></block><block s="clear"></block><block s="doSayFor"><l>Think of a shape.</l><l>2</l></block><block s="doAsk"><l>What do you want the length of the sides to be?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the number of sides on your shape?</l></block><block s="doSetVar"><l>#OfSides</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><l>2</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block></block><script><block s="doAsk"><l>Error, choose a different number.</l></block><block s="doSetVar"><l>#OfSides</l><block s="getLastAnswer"></block></block></script></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><block var="#OfSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="#OfSides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="#OfSides"><l>45</l></variable><variable name="sideLength"><l>8</l></variable></variables></project><media name="3.1 Drawing Shapes Again" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>