<snapdata remixID="8481039"><project name="Triangle idenicfacartion 2.5" 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="Untitled" 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="Triangle" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Untitled" center-x="103" center-y="127" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>Make a triange boy</l><l>2</l></block><block s="doAsk"><l>Length of side A</l></block><block s="doSetVar"><l>Side A</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Length of side B</l></block><block s="doSetVar"><l>Side B</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Length of side C</l></block><block s="doSetVar"><l>Side C</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="Side A"/><block var="Side B"/></block><block var="Side C"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="Side A"/><block var="Side C"/></block><block var="Side B"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="Side B"/><block var="Side C"/></block><block var="Side A"/></block></block></block><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Perimiter is </l><block s="reportSum"><block var="Side A"/><block s="reportSum"><block var="Side B"/><block var="Side C"/></block></block></list></block><l>2</l></block><block s="doSayFor"><l>Equilateral</l><l>2</l></block></script><script><block s="doSayFor"><l>Not a equilateral</l><l>2</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block></block><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block></block></block><block s="reportNot"><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Perimiter is </l><block s="reportSum"><block var="Side A"/><block s="reportSum"><block var="Side B"/><block var="Side C"/></block></block></list></block><l>2</l></block><block s="doSayFor"><l>Scalene</l><l>2</l></block></script><script><block s="doSayFor"><l>Not a scalene</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Perimiter is </l><block s="reportSum"><block var="Side A"/><block s="reportSum"><block var="Side B"/><block var="Side C"/></block></block></list></block><l>2</l></block><block s="doSayFor"><l>Isosceles</l><l>2</l></block></script></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportPower"><block var="Side A"/><l>2</l></block><block s="reportAnd"><block s="reportPower"><block var="Side B"/><l>2</l></block><block s="reportPower"><block var="Side C"/><l>2</l></block></block></block><script><block s="doSayFor"><l>Is right</l><l>2</l></block></script></block></script><script><block s="doSayFor"><l>Not a triangle</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="Side A" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Side B" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Side C" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Side A"><l>3</l></variable><variable name="Side B"><l>4</l></variable><variable name="Side C"><l>5</l></variable></variables></project><media name="Triangle idenicfacartion 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>