<snapdata remixID="10973662"><project name="2.5 triangles Declan Lane" 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="XY Grid" 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="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="triangle-5258735_1280" center-x="91" center-y="110" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30.00000000000003"><block s="receiveGo"></block><block s="doSayFor"><l>Think of a triangle and of lengths for all three sides of the triangles</l><l>3</l></block><block s="doAsk"><l>what will be the lengh of the first side?</l></block><block s="doSetVar"><l>A</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the second  side?</l></block><block s="doSetVar"><l>B</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the third side?</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="B"/></block><block var="C"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="A"/><block var="C"/></block><block var="B"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="C"/><block var="B"/></block><block var="A"/></block></block></block><script><block s="doSayFor"><l>This is Triangle!</l><l>2</l></block><block s="bubble"><block s="reportJoinWords"><list><l>The perimeter of the triangle is</l><block s="reportSum"><block var="A"/><block s="reportSum"><block var="B"/><block var="C"/></block></block></list></block></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block var="A"/><block var="B"/></block><block s="reportEquals"><block var="B"/><block var="C"/></block></block><script><block s="bubble"><l>This is an Equilateral Triangle</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="A"/><block var="B"/></block><block s="reportEquals"><block var="A"/><block var="C"/></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="A"/><block var="C"/></block><block s="reportNot"><block s="reportEquals"><block var="A"/><block var="B"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="C"/><block var="B"/></block><block s="reportNot"><block s="reportEquals"><block var="B"/><block var="A"/></block></block></block></block></block><script><block s="bubble"><l>This is an Isosceles Triangle</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="A"/><block var="C"/></block></block><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="A"/><block var="B"/></block></block><block s="reportNot"><block s="reportEquals"><block var="B"/><block var="C"/></block></block></block></block><script><block s="bubble"><l>This is an Scalene Triangle</l></block></script><script></script></block></script><script><block s="doSayFor"><l>These Lengths do Not create a Triangle</l><l>2</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>2</l></variable><variable name="B"><l>7</l></variable><variable name="C"><l>1</l></variable></variables></project><media name="2.5 triangles Declan Lane" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>