<snapdata remixID="9423513"><project name="Lab 2.5" app="Snap! 5.4, http://snap.berkeley.edu" 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" id="27"/></item><item><costume name="dm pop down" center-x="64" center-y="171" 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" id="28"/></item><item><costume name="khalid d" center-x="45" center-y="86.5" 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" id="29"/></item></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables><variable name="side 1"><l>0</l></variable><variable name="side 2"><l>0</l></variable><variable name="side 3"><l>0</l></variable></variables><scripts><script x="32" y="10"><block s="receiveMessage"><l>start</l></block><block s="doSwitchToCostume"><l>amon</l></block><block s="show"></block><block s="doAsk"><l>What is the length of the first side?</l></block><block s="doSetVar"><l>side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the second side?</l></block><block s="doSetVar"><l>side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the longest and third side?</l></block><block s="doSetVar"><l>side 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 2"/></block><block var="side 3"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 3"/></block><block var="side 2"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="side 2"/><block var="side 3"/></block><block var="side 1"/></block></block></block><script><block s="doSwitchToCostume"><l>khalid d</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter of this triangle is </l><block s="reportSum"><block var="side 1"/><block s="reportSum"><block var="side 2"/><block var="side 3"/></block></block><l>!</l></list></block><l>2</l></block><block s="doIf"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="side 1"/><block var="side 1"/></block><block s="reportProduct"><block var="side 2"/><block var="side 2"/></block></block><block s="reportProduct"><block var="side 3"/><block var="side 3"/></block></block><script><block s="doSayFor"><l>This triangle is a right triangle!</l><l>2</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="side 1"/><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block><script><block s="doSayFor"><l>This triangle 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 1"/><block var="side 3"/></block><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block></block><script><block s="doSayFor"><l>This triangle is an isosceles triangle!</l><l>2</l></block></script><script><block s="doSayFor"><l>This triangle is a scalene triangle!</l><l>2</l></block></script></block></script></block></script><script><block s="doSwitchToCostume"><l>dm pop down</l></block><block s="doSayFor"><l>This is not a real triangle. :(</l><l>2</l></block></script></block><block s="doSetVar"><l>side 1</l><l>0</l></block><block s="doSetVar"><l>side 2</l><l>0</l></block><block s="doSetVar"><l>side 3</l><l>0</l></block><block s="hide"></block><block s="doBroadcast"><l>restart</l></block></script></scripts></sprite><watcher scope="Sprite" var="side 1" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="Sprite" var="side 2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher scope="Sprite" var="side 3" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.5" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>