<snapdata remixID="10606628"><project name="Triangles of all kinds" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" id="14"/></item><item><costume name="Untitled(2)" center-x="67" center-y="122" 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" id="15"/></item></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52.4873046875" y="30"><block s="receiveGo"></block><block s="doForever"><script><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doAsk"><l>What would you like side A to be?</l></block><block s="doSetVar"><l>A</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What would you like side B to be?</l></block><block s="doSetVar"><l>B</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What would you like side C to be?</l></block><block s="doSetVar"><l>C</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="A"/><block var="B"/></block><block var="C"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="B"/><block var="C"/></block><block var="A"/></block></block><block s="reportGreaterThan"><block s="reportSum"><block var="A"/><block var="C"/></block><block var="B"/></block></block><script><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter of your triangle is </l><block s="reportSum"><block var="A"/><block s="reportSum"><block var="B"/><block var="C"/></block></block></list></block><l>2</l></block><block s="doIfElse"><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><script><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doSayFor"><l>That&apos;s a Right Triangle!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="A"/><block var="B"/></block><block s="reportEquals"><block var="B"/><block var="C"/></block></block><block s="reportEquals"><block var="C"/><block var="A"/></block></block><script><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doSayFor"><l>That&apos;s an Equilateral Triangle!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="A"/><block var="C"/></block><block s="reportNot"><block s="reportEquals"><block var="C"/><block var="B"/></block></block></block><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><block s="reportAnd"><block s="reportEquals"><block var="B"/><block var="C"/></block><block s="reportNot"><block s="reportEquals"><block var="C"/><block var="A"/></block></block></block></block><script><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doSayFor"><l>That&apos;s an Isosceles Triangle!</l><l>2</l></block></script><script><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doSayFor"><l>That&apos;s a Scalene Triangle!</l><l>2</l></block></script></block></script></block></script></block></script><script><block s="doSayFor"><l>You need to correct your values!</l><l>2</l></block></script></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="A"><l>2</l></variable><variable name="B"><l>3</l></variable><variable name="C"><l>4</l></variable></variables></project><media name="Triangles of all kinds" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>