<snapdata remixID="10233214"><project name="is that triangle" 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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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="cop" center-x="105" 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="10" y="19.6666666666668"><block s="receiveGo"></block><block s="doHideVar"><l>side 1</l></block><block s="doHideVar"><l>side 2</l></block><block s="doHideVar"><l>side 3</l></block><block s="doSayFor"><l>STOP! Think of a triangle, you must since I am a cop</l><l>2</l></block><block s="doAsk"><l>What is the shortest side</l></block><block s="doSetVar"><l>side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Second shortest side?</l></block><block s="doSetVar"><l>side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Longest side?</l></block><block s="doSetVar"><l>side 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 2"/></block><block var="side 3"/></block><script><block s="doSayFor"><l>That is indeed a triangle</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter of the triangle is </l><block s="reportSum"><block var="side 1"/><block s="reportSum"><block var="side 2"/><block var="side 3"/></block></block></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side 1"/><l>2</l></block><block s="reportPower"><block var="side 2"/><l>2</l></block></block><block s="reportPower"><block var="side 3"/><l>2</l></block></block><script><block s="doSayFor"><l>That is a right triangle</l><l>2</l></block><block s="doBroadcast"><l>traingle</l></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="reportSum"><block s="reportPower"><block var="side 1"/><l>2</l></block><block s="reportPower"><block var="side 2"/><l>2</l></block></block><block s="reportPower"><block var="side 3"/><l>2</l></block></block><script><block s="doSayFor"><l>That is an acute triangle</l><l>2</l></block><block s="doBroadcast"><l>traingle</l></block></script><script><block s="doSayFor"><l>That is an obtuse triangle</l><l>2</l></block><block s="doBroadcast"><l>traingle</l></block></script></block></script></block></script><script><block s="doSayFor"><l>You lie! That no triangle, now go to jail</l><l>4</l></block></script></block></script><script x="406.99999999999943" y="10"><block s="receiveMessage"><l>traingle</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block><block s="reportEquals"><block var="side 3"/><block var="side 1"/></block></block><script><block s="doSayFor"><l>That is an equilateral triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block><block s="reportOr"><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block><block s="reportEquals"><block var="side 3"/><block var="side 1"/></block></block></block><script><block s="doSayFor"><l>That is an i sosceles triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>That is a scalene triangle</l><l>2</l></block></script></block></script></block></script></scripts></sprite><watcher var="side 1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="side 2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="side 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="side 1"><l>7</l></variable><variable name="side 2"><l>8</l></variable><variable name="side 3"><l>16</l></variable></variables></project><media name="is that triangle" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>