<snapdata remixID="9069240"><project name="myangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list 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="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled" center-x="163" center-y="107.5" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="302" y="30"><block s="receiveGo"></block><block s="doAsk"><l>How long is one side of your triangle?</l></block><block s="doSetVar"><l>length1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats anotherr sides length?</l></block><block s="doSetVar"><l>length2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What&apos;s the last side&apos;s length?</l></block><block s="doSetVar"><l>length3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="length1"/><block var="length2"/></block><block var="length3"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="length1"/><block var="length3"/></block><block var="length2"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="length2"/><block var="length3"/></block><block var="length1"/></block></block></block><script><block s="doSayFor"><l>That is inded a triangle</l><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="length1"/><block var="length1"/></block><block s="reportProduct"><block var="length2"/><block var="length2"/></block></block><block s="reportSum"><block var="length3"/><block var="length3"/></block></block><script><block s="doSayFor"><l>It is a right triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>It is not a right triangle </l><l>2</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="length1"/><block var="length2"/></block><block s="reportAnd"><block s="reportEquals"><block var="length2"/><block var="length3"/></block><block s="reportEquals"><block var="length1"/><block var="length3"/></block></block></block><script><block s="doSayFor"><l>It is an equilateral</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="length1"/><block var="length2"/></block><block s="reportOr"><block s="reportEquals"><block var="length1"/><block var="length3"/></block><block s="reportEquals"><block var="length2"/><block var="length3"/></block></block></block><script><block s="doSayFor"><l>It is isosceles </l><l>2</l></block></script><script><block s="doSayFor"><l>it is a scalene </l><l>2</l></block></script></block></script></block></script><script><block s="doSayFor"><l>That is not a triangle</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="length1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="length2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="length3" 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="length1"><l>3</l></variable><variable name="length2"><l>3</l></variable><variable name="length3"><l>3</l></variable></variables></project><media name="myangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>