<snapdata remixID="9027814"><project name="Triangle Project" app="Snap! 5.1, http://snap.berkeley.edu" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list id="10"><item><sound name="MLG Airhorn Sound Effect [FREE DOWNLOAD] copy" 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" id="11"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="287.999996" y="10"><block s="receiveGo"></block><block s="doAsk"><l>How long is A</l></block><block s="doSetVar"><l>A</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is B</l></block><block s="doSetVar"><l>B</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is C</l></block><block s="doSetVar"><l>C</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The Perimiter is </l><block s="reportSum"><block s="reportSum"><block var="A"/><block var="B"/></block><block var="C"/></block></list></block><l>2</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block var="A"/><block s="reportSum"><block var="B"/><block var="C"/></block></block><block s="reportAnd"><block s="reportLessThan"><block var="C"/><block s="reportSum"><block var="A"/><block var="B"/></block></block><block s="reportLessThan"><block var="B"/><block s="reportSum"><block var="C"/><block var="A"/></block></block></block></block><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="C"/><block var="C"/></block><block s="reportProduct"><block var="A"/><block var="A"/></block></block><block s="reportProduct"><block var="B"/><block var="B"/></block></block><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="B"/><block var="B"/></block><block s="reportProduct"><block var="C"/><block var="C"/></block></block><block s="reportProduct"><block var="A"/><block var="A"/></block></block><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="A"/><block var="A"/></block><block s="reportProduct"><block var="B"/><block var="B"/></block></block><block s="reportProduct"><block var="C"/><block var="C"/></block></block></block></block><script><block s="bubble"><l>Right triangle</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="C"/><block var="A"/></block></block><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="B"/><block var="C"/></block></block><block s="reportNot"><block s="reportEquals"><block var="A"/><block var="B"/></block></block></block></block><script><block s="bubble"><l>Scalene</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="A"/><block var="B"/></block><block s="reportAnd"><block s="reportEquals"><block var="B"/><block var="C"/></block><block s="reportEquals"><block var="C"/><block var="A"/></block></block></block><script><block s="bubble"><l>Equilateral</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="A"/><block var="B"/></block><block s="reportNot"><block s="reportEquals"><block var="B"/><block var="C"/></block></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="B"/><block var="C"/></block><block s="reportNot"><block s="reportEquals"><block var="B"/><block var="A"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="C"/><block var="A"/></block><block s="reportNot"><block s="reportEquals"><block var="A"/><block var="B"/></block></block></block></block></block><script><block s="bubble"><l>Isoscoles</l></block></script><script><block s="bubble"><l>????????????</l></block></script></block></script></block></script></block></script></block></script><script><block s="bubble"><l>That won&apos;t work</l></block><block s="playSound"><l>MLG Airhorn Sound Effect [FREE DOWNLOAD] copy</l></block></script></block></script></scripts></sprite><watcher var="A" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="B" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="C" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="A"><l>3242</l></variable><variable name="B"><l>1</l></variable><variable name="C"><l>1</l></variable></variables></project><media name="Triangle Project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>