<snapdata remixID="8560516"><project name="AreaFinder" app="Snap! 5.1, 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="1" 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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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="0.01" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="158.1,132.804,0,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="213" y="72"><block s="receiveGo"></block><block s="setScale"><l>.1</l></block><block s="doSayFor"><l>Welcome to area finder!</l><l>2</l></block><block s="doSayFor"><l>Click the shape you would like to find the area of!</l><l>2</l></block></script><script x="80" y="190"><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="671" y="68"><block s="receiveMessage"><l>Replay</l></block><block s="doSayFor"><l>Click the shape you would like to find the area of!</l><l>2</l></block></script><script x="693" y="418"><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="185"><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="394"><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="573"><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></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" 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" 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" id="237"/></item></list></costumes><sounds><list struct="atomic" id="238"></list></sounds><blocks></blocks><variables></variables><scripts><script x="124" y="192"><block s="receiveGo"></block><block s="setScale"><l>30</l></block></script><script x="434" y="189"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>Circle</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="RectangleLength"><l>8</l></variable><variable name="RectangleWidth"><l>9</l></variable><variable name="TriangleBase"><l>0</l></variable><variable name="TriangleHeight"><l>2</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="AreaFinder" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>