<snapdata remixID="9826693"><project name="2.5" app="Snap! 6, https://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="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list 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" id="14"/></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables><variable name="a"><l>2</l></variable><variable name="c"><l>3</l></variable><variable name="perimiter"><l>8</l></variable></variables><scripts><script x="24" y="14"><block s="receiveGo"></block><block s="doSayFor"><l>Think of 3 sides of a triangle and tell me. (Numbers only)</l><l>3</l></block><block s="doAsk"><l>What is the length of side #1?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of side #2?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of side #3?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="c"/></block><block var="b"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="b"/><block var="c"/></block><block var="a"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="b"/></block><block var="c"/></block></block></block><script><block s="doSetVar"><l>perimiter</l><block s="reportSum"><block s="reportSum"><block var="a"/><block var="b"/></block><block var="c"/></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Great Job! Your perimiter is </l><block var="perimiter"/></list></block><l>2</l></block><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="a"/><block var="c"/></block></block></block><script><block s="doSayFor"><l>You made an equilateral triangle! Fantastic!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportOr"><block s="reportEquals"><block var="b"/><block var="c"/></block><block s="reportEquals"><block var="a"/><block var="c"/></block></block></block><script><block s="doSayFor"><l>You made an isoscelesl triangle! Fantastic!</l><l>2</l></block></script><script><block s="doSayFor"><l>You made a scalene triangle! Fantastic!</l><l>2</l></block></script></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></block><block s="reportPower"><block var="c"/><l>2</l></block></block><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="c"/><l>2</l></block></block><block s="reportPower"><block var="b"/><l>2</l></block></block><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="c"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></block><block s="reportPower"><block var="a"/><l>2</l></block></block></block></block><script><block s="doSayFor"><l>Yay! You also made a right triangle! Great Job!</l><l>3</l></block></script><script><block s="doSayFor"><l>Whoops! This doesn&apos;t add up to a right triangle!</l><l>3</l></block></script></block></script><script><block s="doSayFor"><l>Sorry! You didn&apos;t make a triangle! Click the green flag to try again!</l><l>3</l></block></script></block><block s="doDeclareVariables"><list><l>a</l><l>b</l><l>c</l><l>perimiter</l></list></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="b"><l>3</l></variable></variables></project><media name="2.5" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>