<snapdata remixID="9323005"><project name="Geometry" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" 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" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="Rectangle Length" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Rectangle Width" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Rectangle Perimeter" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="Rectangle Area" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="Circle Radius" style="normal" x="10" y="94.00000799999995" color="243,118,29" hidden="true"/><watcher var="Circle Diameter" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="Circle Circumference" style="normal" x="10" y="136.00001199999997" color="243,118,29" hidden="true"/><watcher var="Circle Area" style="normal" x="10" y="157.00001399999996" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="17"><costumes><list id="18"><item><costume name="ice-hockey-stick-png-1" center-x="74" center-y="74" 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" id="19"/></item></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>Would you like to create a circle or rectangle? </l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>rectangle</l></block><script><custom-block s="Ask User For Data"></custom-block><block s="down"></block><custom-block s="Build Rectangle"></custom-block><custom-block s="Calculate Rectangle Variables"></custom-block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>circle</l></block><script><block s="doAsk"><l>What would you like to make the radius of the circle? </l></block><block s="doSetVar"><l>Circle Radius</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><block s="reportQuotient"><block var="Circle Radius"/><l>10</l></block></block><block s="turnLeft"><l>1</l></block></script></block><custom-block s="Calculate Circle Variables"></custom-block></script></block><block s="up"></block><block s="clear"></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Rectangle Length" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Build Rectangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><block s="reportProduct"><block var="Rectangle Length"/><l>20</l></block></block><block s="setHeading"><l>0</l></block><block s="forward"><block s="reportProduct"><block var="Rectangle Width"/><l>20</l></block></block><block s="setHeading"><l>-90</l></block><block s="forward"><block s="reportProduct"><block var="Rectangle Length"/><l>20</l></block></block><block s="setHeading"><l>180</l></block><block s="forward"><block s="reportProduct"><block var="Rectangle Width"/><l>20</l></block></block></script></block-definition><block-definition s="Ask User For Data" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What length would you like your rectangle to be?</l></block><block s="doSetVar"><l>Rectangle Length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What width would you like your rectangle to be?</l></block><block s="doSetVar"><l>Rectangle Width</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Calculate Circle Variables" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Circle Diameter</l><block s="reportProduct"><block var="Circle Radius"/><l>2</l></block></block><block s="doSetVar"><l>Circle Circumference</l><block s="reportProduct"><block var="Circle Diameter"/><l>3.14</l></block></block><block s="doSetVar"><l>Circle Area</l><block s="reportProduct"><l>3.14</l><block s="reportProduct"><block var="Circle Radius"/><block var="Circle Radius"/></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The Diameter Of The Circle Is </l><block var="Circle Diameter"/></list></block><l>5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The Circumference Of Your Circle is </l><block var="Circle Circumference"/></list></block><l>5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The Area Of Your Circle Is </l><block var="Circle Area"/></list></block><l>5</l></block></script></block-definition><block-definition s="Calculate Rectangle Variables" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Rectangle Perimeter</l><block s="reportSum"><block s="reportProduct"><block var="Rectangle Length"/><l>2</l></block><block s="reportProduct"><block var="Rectangle Width"/><l>2</l></block></block></block><block s="doSetVar"><l>Rectangle Area</l><block s="reportProduct"><block var="Rectangle Length"/><block var="Rectangle Width"/></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The Perimeter Of Your Rectangle Is </l><block var="Rectangle Perimeter"/></list></block><l>5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The Area Of Your Rectangle Is </l><block var="Rectangle Area"/></list></block><l>5</l></block></script></block-definition></blocks><variables><variable name="Rectangle Length"><l>3</l></variable><variable name="Rectangle Width"><l>6</l></variable><variable name="Rectangle Perimeter"><l>18</l></variable><variable name="Rectangle Area"><l>18</l></variable><variable name="Circle Radius"><l>4</l></variable><variable name="Circle Diameter"><l>8</l></variable><variable name="Circle Circumference"><l>25.12</l></variable><variable name="Circle Area"><l>50.24</l></variable></variables></project><media name="Geometry" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>