<snapdata remixID="9276319"><project name="create task" 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="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="area" center-x="227.5" center-y="17" 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" 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s="reportRound"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportProduct"><block var="s"/><block s="reportProduct"><block s="reportSum"><block var="s"/><block var="z"/></block><block s="reportProduct"><block s="reportSum"><block var="s"/><block var="x"/></block><block s="reportSum"><block var="s"/><block var="y"/></block></block></block></block></block></block><l> cm2</l></list></block></block></script></block-definition><block-definition s="find s of triangle %&apos;x&apos; %&apos;y&apos; %&apos;z&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>s</l><block s="reportQuotient"><block s="reportSum"><block var="x"/><block s="reportSum"><block var="y"/><block var="z"/></block></block><l>2</l></block></block></script></block-definition><block-definition s="find measure of angle using sides %&apos;x&apos; %&apos;y&apos; %&apos;z&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>b</l><block s="reportProduct"><block var="y"/><block var="y"/></block></block><block s="doSetVar"><l>c</l><block s="reportSum"><block s="reportProduct"><block var="x"/><block var="x"/></block><block s="reportProduct"><block var="z"/><block var="z"/></block></block></block><block s="doSetVar"><l>d</l><block s="reportDifference"><block var="b"/><block var="c"/></block></block><block s="doSetVar"><l>e</l><block s="reportQuotient"><block var="d"/><block s="reportProduct"><block var="x"/><block s="reportProduct"><block var="z"/><l>-2</l></block></block></block></block><block s="doSetVar"><l>1</l><block s="reportRound"><block s="reportMonadic"><l><option>acos</option></l><block var="e"/></block></block></block></script></block-definition><block-definition s="find measure angle using angle %&apos;angle&apos; and sides %&apos;y&apos; %&apos;z&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>b</l><block s="reportProduct"><block var="z"/><block s="reportMonadic"><l><option>sin</option></l><block var="1"/></block></block></block><block s="doSetVar"><l>c</l><block s="reportQuotient"><block var="b"/><block var="y"/></block></block><block s="doSetVar"><l>2</l><block s="reportRound"><block s="reportMonadic"><l><option>asin</option></l><block var="c"/></block></block></block></script></block-definition><block-definition s="find measure of angle %&apos;a&apos; using angle %&apos;angle&apos; and angle %&apos;otherangle&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>b</l><block s="reportSum"><block var="2"/><block var="1"/></block></block><block s="doSetVar"><l>3</l><block s="reportDifference"><l>180</l><block var="b"/></block></block></script></block-definition></blocks><variables><variable name="1"><l>31</l></variable><variable name="2"><l>82</l></variable><variable name="3"><l>67</l></variable><variable name="x"><l>20</l></variable><variable name="y"><l>13</l></variable><variable name="z"><l>25</l></variable><variable name="s"><l>0</l></variable><variable name="area"><l>0</l></variable><variable name="X"><l>20 cm</l></variable><variable name="Y"><l>13 cm</l></variable><variable name="Z"><l>25 cm</l></variable><variable name="b"><l>113</l></variable><variable name="c"><l>0.9904578363654888</l></variable><variable 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