<snapdata remixID="9287241"><project name="triangle sides " 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="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="khalkbak" center-x="240" center-y="180" 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" id="14"/></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="24" y="30"><block s="receiveGo"></block><block s="doAsk"><l>What is the first side length of your triangle?</l></block><block s="doSetVar"><l>side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is the next side?</l></block><block s="doSetVar"><l>side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>And hw long is the last side?</l></block><block s="doSetVar"><l>side 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 2"/></block><block var="side 3"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 3"/></block><block var="side 2"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="side 2"/><block var="side 3"/></block><block var="side 1"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter of your triangle is </l><block s="reportSum"><block var="side 1"/><block s="reportSum"><block var="side 2"/><block var="side 3"/></block></block><l>.</l></list></block><l>5</l></block></script><script><block s="doSayFor"><l>Sorry, your inputs don&apos;t make a real triangle...</l><l>4</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="side 1"/><block var="side 1"/></block><block s="reportProduct"><block var="side 2"/><block var="side 2"/></block></block><block s="reportProduct"><block var="side 3"/><block var="side 3"/></block></block><script><block s="doSayFor"><l>This is a right triangle.</l><l>4</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block><script><block s="doSayFor"><l>This is a equilateral triangle.</l><l>4</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block><block s="reportOr"><block s="reportEquals"><block var="side 1"/><block var="side 3"/></block><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block></block><script><block s="doSayFor"><l>This is an isosceles!</l><l>4</l></block></script><script><block s="doSayFor"><l>This is a scalene triangle!</l><l>4</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="side 1"><l>3</l></variable><variable name="side 2"><l>3</l></variable><variable name="side 3"><l>3</l></variable></variables></project><media name="triangle sides " app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>