<snapdata remixID="8698843"><project name="SquidBoy" app="Snap! 5.1, 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="0" color="255,255,255,1" tempo="60" threadsafe="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 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="-13" y="-6" 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="1200px-Squidward_Tentacles" center-x="240" center-y="180" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doAsk"><l>How long is the first side?</l></block><block s="doSetVar"><l>1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is the second side?</l></block><block s="doSetVar"><l>2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is the third side</l></block><block s="doSetVar"><l>3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="1"/><block var="2"/></block><block var="3"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="2"/><block var="3"/></block><block var="1"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="1"/><block var="3"/></block><block var="2"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is </l><block s="reportSum"><block s="reportSum"><block var="1"/><block var="2"/></block><block var="3"/></block></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="1"/><l>2</l></block><block s="reportPower"><block var="2"/><l>2</l></block></block><block s="reportPower"><block var="3"/><l>2</l></block></block><script><block s="doSayFor"><l>It has a right angle!</l><l>2</l></block></script><script><block s="doSayFor"><l>No right angle</l><l>2</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="1"/><block var="2"/></block><block s="reportAnd"><block s="reportEquals"><block var="2"/><block var="3"/></block><block s="reportEquals"><block var="1"/><block var="3"/></block></block></block><script><block s="doSayFor"><l>That&apos;s an equilateral</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="1"/><block var="3"/></block><block s="reportEquals"><block var="2"/><block var="3"/></block></block><block s="reportEquals"><block var="1"/><block var="2"/></block></block><script><block s="doSayFor"><l>that&apos;s an isosceles</l><l>2</l></block></script><script><block s="doSayFor"><l>It&apos;s Scalene</l><l>2</l></block></script></block></script></block></script><script><block s="doSayFor"><l>Not possible!</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="3" 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="1"><l>3</l></variable><variable name="2"><l>3</l></variable><variable name="3"><l>2</l></variable></variables></project><media name="SquidBoy" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>