<snapdata remixID="8578788"><project name="Area Calculator" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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" y="6" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="158.1,132.804,0,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="anna02" center-x="51.5" center-y="136.5" 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" id="10"/></item><item><costume name="boy1 standing(2)" center-x="17.5" center-y="40" 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id="11"/></item><item><costume name="boy1 standing" center-x="17.5" center-y="40" 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id="12"/></item></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="693" y="390"><block s="receiveMessage"><l>Square</l></block><block s="doAsk"><l>What is the side length?</l></block><block s="doSetVar"><l>SquareLength</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The area is </l><block s="reportProduct"><block var="SquareLength"/><block var="SquareLength"/></block></list></block><l>5</l></block><block s="doBroadcast"><l>Replay</l></block></script><script x="684" y="157"><block s="receiveMessage"><l>Triangle</l></block><block s="doAsk"><l>What is the length of the base?</l></block><block s="doSetVar"><l>RectangleLength</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the height?</l></block><block s="doSetVar"><l>TriangleHeight</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The area is </l><block s="reportQuotient"><block s="reportProduct"><block var="TriangleBase"/><block var="TriangleHeight"/></block><l>2</l></block></list></block><l>5</l></block><block s="doBroadcast"><l>Replay</l></block></script><script x="84" y="366"><block s="receiveMessage"><l>Trapezoid</l></block><block s="doAsk"><l>What is the length of the first base?</l></block><block s="doSetVar"><l>TrapezoidBase1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the second base?</l></block><block s="doSetVar"><l>TrapezoidBase2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the height?</l></block><block s="doSetVar"><l>TrapezoidHeight</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The area is </l><block s="reportProduct"><block s="reportQuotient"><block s="reportProduct"><block var="TrapezoidBase1"/><block var="TrapezoidBase2"/></block><l>2</l></block><block var="TrapezoidHeight"/></block></list></block><l>5</l></block><block s="doBroadcast"><l>Replay</l></block></script><script x="692" y="545"><block s="receiveMessage"><l>Circle</l></block><block s="doAsk"><l>What is the radius?</l></block><block s="doSetVar"><l>CircleRadius</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The area is </l><block s="reportProduct"><l>3.14159265359</l><block s="reportProduct"><block var="CircleRadius"/><block var="CircleRadius"/></block></block></list></block><l>2</l></block><block s="doBroadcast"><l>Replay</l></block></script><script x="264" y="709"><block s="receiveMessage"><l>Rectangle</l></block><block s="doAsk"><l>What is the length?</l></block><block s="doSetVar"><l>RectangleLength</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the width?</l></block><block s="doSetVar"><l>RectangleWidth</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The area is </l><block s="reportProduct"><block var="RectangleLength"/><block var="RectangleWidth"/></block></list></block><l>5</l></block><block s="doBroadcast"><l>Replay</l></block></script><script x="341" y="11"><block s="receiveGo"></block><block s="doSayFor"><l>Welcome to area finder!</l><l>2</l></block><block s="doSayFor"><l>ask what shape you want</l><l>2</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Trapezoid</l></block><script><block s="doBroadcast"><l>Trapezoid</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Square</l></block><script><block s="doBroadcast"><l>Square</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Circle</l></block><script><block s="doBroadcast"><l>Circle</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Triangle</l></block><script><block s="doBroadcast"><l>Triangle</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Rectangle</l></block><script><block s="doBroadcast"><l>Rectangle</l></block></script></block></script></scripts></sprite><watcher var="RectangleLength" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="RectangleWidth" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="TriangleBase" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="TriangleHeight" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="TrapezoidBase1" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="TrapezoidBase2" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="TrapezoidHeight" style="normal" x="10" y="136.00001199999997" color="243,118,29" hidden="true"/><watcher var="SquareLength" style="normal" x="10" y="157.00001399999996" color="243,118,29" hidden="true"/><watcher var="CircleRadius" style="normal" x="10" y="178.00001599999996" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="RectangleLength"><l></l></variable><variable name="RectangleWidth"><l>da</l></variable><variable name="TriangleBase"><l>0</l></variable><variable name="TriangleHeight"><l>3</l></variable><variable name="TrapezoidBase1"><l>8</l></variable><variable name="TrapezoidBase2"><l>6</l></variable><variable name="TrapezoidHeight"><l>44</l></variable><variable name="SquareLength"><l>9</l></variable><variable name="CircleRadius"><l>8</l></variable></variables></project><media name="Area Calculator" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>