<snapdata remixID="13150180"><project name="65" app="Snap! 9.0, https://snap.berkeley.edu" 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s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="-70" y="-56" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="46"><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><blocks></blocks><variables></variables><scripts><script x="75.02506510416663" y="10"><block s="receiveGo"></block><block s="setXPosition"><l>-70</l></block><block s="setYPosition"><l>-56</l></block><block s="doAsk"><l>what is length A</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is length B</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is length C</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>perimeter</l><block s="reportVariadicSum"><list><block var="a"/><block var="b"/><block var="c"/></list></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>the perimeter is</l><block var="perimeter"/></list></block><l>2</l></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="c"/><block var="b"/><block var="a"/></list></block><block s="reportVariadicLessThan"><list><block var="a"/><block var="b"/><block var="c"/></list></block></list></block><script><block s="doSayFor"><l>Scalene triangle</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="a"/><block var="c"/></list></block><block s="reportVariadicGreaterThan"><list><block var="c"/><block var="b"/></list></block><block s="reportVariadicGreaterThan"><list><block var="a"/><block var="b"/></list></block></list></block><script><block s="doSayFor"><l>Isosceles triangle</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicSum"><list><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportVariadicEquals"><list><block s="reportPower"><block var="b"/><l>2</l></block><block s="reportPower"><block var="c"/><l>2</l></block></list></block></list></block><script><block s="doSayFor"><l>Right triangle</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicEquals"><list><block var="b"/><block var="c"/></list></block><block s="reportVariadicEquals"><list><block var="c"/><block var="a"/></list></block></list></block><script><block s="doSayFor"><l>Equilateral triangle</l><l>2</l></block></script><list></list></block></script></scripts></sprite></sprites></stage><variables><variable name="a"><l>8</l></variable><variable name="b"><l>8</l></variable><variable name="c"><l>8</l></variable><variable name="perimeter"><l>24</l></variable></variables></scene></scenes></project><media name="65" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="download" center-x="122" center-y="103.5" 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" mediaID="Sprite(2)_cst_download"/><costume name="Triangle sides" center-x="240" center-y="94.5" 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" 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