<snapdata remixID="9183335"><project name="drawing shapes" app="Snap! 5.4, 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" penlog="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(17)" idx="1" x="-2.2737367544323206e-13" y="1.1368683772161603e-13" heading="58.80000000000314" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,193.8,158.91599999999997,1" 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="44" y="107"><block s="receiveGo"></block><block s="doAsk"><l>how many sides does your shape have?</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What would u like the size to be?</l></block><block s="doSetVar"><l>size</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doIfElse"><block s="reportLessThan"><l>2</l><block var="sides"/></block><script><custom-block s="draw a shape %n %n"><block var="sides"/><block var="size"/></custom-block></script><script><block s="doSayFor"><l>that was an error</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="sides" style="normal" x="84" y="117" color="243,118,29"/><watcher var="size" style="normal" x="0" y="96.000002" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw a shape %&apos;sides&apos; %&apos;size&apos;" type="command" category="control"><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="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="sides"><l>23</l></variable><variable name="size"><l>2</l></variable></variables></project><media name="drawing shapes" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>