<snapdata remixID="8778852"><project name="Giselle Yoshimoto- L2.5- part 1" 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="Night City with Street" center-x="240" center-y="180" 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" id="16"/></item></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>bear2 a</l></block><block s="doSwitchToCostume"><l>bear2 b</l></block><block s="doSayFor"><l>Hey there!</l><l>2</l></block><block s="doSwitchToCostume"><l>bear2 a</l></block><block s="doSayFor"><l>Let&apos;s make a triangle!</l><l>2</l></block><block s="doAsk"><l>What&apos;s the length of the first side?</l></block><block s="doSetVar"><l>s1 length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What&apos;s the length of the second side?</l></block><block s="doSetVar"><l>s2 length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What&apos;s the length of the third side?</l></block><block s="doSetVar"><l>s3 length</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="s1 length"/><block var="s2 length"/></block><block var="s3 length"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="s1 length"/><block var="s3 length"/></block><block var="s2 length"/></block></block><block s="reportGreaterThan"><block s="reportSum"><block var="s2 length"/><block var="s3 length"/></block><block var="s1 length"/></block></block><script><block s="doSetVar"><l>perimeter</l><block s="reportSum"><block var="s1 length"/><block s="reportSum"><block var="s2 length"/><block var="s3 length"/></block></block></block><block s="doSwitchToCostume"><l>bear2 b</l></block><block s="doSayFor"><l>The perimeter of your triangle is...</l><l>2</l></block><block s="doSayFor"><block var="perimeter"/><l>2</l></block><block s="doSwitchToCostume"><l>bear2 a</l></block></script><script><block s="doSwitchToCostume"><l>bear2 b</l></block><block s="doSayFor"><l>Sorry, those measurements don&apos;t form a real triangle!</l><l>2</l></block><block s="doSwitchToCostume"><l>bear2 a</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="s1 length"><l>65</l></variable><variable name="s2 length"><l>1</l></variable><variable name="s3 length"><l>2</l></variable><variable name="perimeter"><l>18</l></variable></variables></project><media name="Giselle Yoshimoto- L2.5- part 1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>