<snapdata remixID="11853384"><project name="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="3.1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="userinput" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Sayproduct %&apos;1&apos; %&apos;2&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSayFor"><l>Hello!</l><block s="reportJoinWords"><list><l>The product of the two numbers is </l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></block></script></block-definition><block-definition s="triangleArea %&apos;base&apos; %&apos;height&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The area of the triangle is</l></list></block><l>2</l></block></script></block-definition><block-definition s="makeShape %&apos;side&apos; %&apos;Length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="Sides"/></block></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" id="46"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="0" color="14,0,229,1" pen="tip" id="53"><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="40"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>14,0,229,1</color></block><block s="doAsk"><l>Im about to draw a wonderful shape how many sides does your shape have</l></block><block s="doSetVar"><l>Sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long are the sides </l></block><block s="doSetVar"><l>Length</l><block s="getLastAnswer"></block></block><custom-block s="makeShape %s %s"><block var="Sides"/><block var="Length"/></custom-block></script></scripts></sprite><watcher var="Sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="Sides"><l>10</l></variable><variable name="Length"><l>36</l></variable></variables></scene></scenes></project><media name="3.1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>