<snapdata remixID="8846544"><project name="Lab 2.5: Triangles of All Kinds" 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" id="1"><pentrails>data:image/png;base64,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</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="images " center-x="97.5" center-y="129" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="356" y="12"><block s="doSayFor"><l>Hello!</l><l>2</l></block></script><script x="33" y="56"><block s="receiveGo"></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doSetVar"><l>Player Name</l><block s="getLastAnswer"></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>Hey </l><block var="Player Name"/><l> what is the length of first triangle side?</l></list></block></block><block s="doSetVar"><l>Side1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Length of second triangle side?</l></block><block s="doSetVar"><l>Side2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Length of third triangle side?</l></block><block s="doSetVar"><l>Side3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="Side1"/><block var="Side2"/></block><block var="Side3"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="Side3"/><block var="Side2"/></block><block var="Side1"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="Side1"/><block var="Side3"/></block><block var="Side2"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Your perimeter is </l><block s="reportSum"><block var="Side1"/><block s="reportSum"><block var="Side2"/><block var="Side3"/></block></block></list></block><l>3</l></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="Side1"/><block var="Side1"/></block><block s="reportProduct"><block var="Side2"/><block var="Side2"/></block></block><block s="reportProduct"><block var="Side3"/><block var="Side3"/></block></block><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="Side1"/><block var="Side1"/></block><block s="reportProduct"><block var="Side3"/><block var="Side3"/></block></block><block s="reportProduct"><block var="Side2"/><block var="Side2"/></block></block><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="Side2"/><block var="Side2"/></block><block s="reportProduct"><block var="Side3"/><block var="Side3"/></block></block><block s="reportProduct"><block var="Side1"/><block var="Side1"/></block></block></block></block><script><block s="doSayFor"><l>Your triangle is a right triangle!</l><l>3</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="Side1"/><block var="Side2"/></block><block s="reportAnd"><block s="reportEquals"><block var="Side2"/><block var="Side3"/></block><block s="reportEquals"><block var="Side1"/><block var="Side3"/></block></block></block><script><block s="doSayFor"><l>Your triangle is an equilateral triangle!</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="Side1"/><block var="Side2"/></block><block s="reportOr"><block s="reportEquals"><block var="Side1"/><block var="Side3"/></block><block s="reportEquals"><block var="Side2"/><block var="Side3"/></block></block></block><script><block s="doSayFor"><l>Your triangle is an isosceles triangle!</l><l>3</l></block></script><script><block s="doSayFor"><l>Your triangle is a scalene triangle!</l><l>3</l></block></script></block></script></block></script><script><block s="bubble"><l>Sorry, the sides you gave cannot make a real triangle.</l></block></script></block></script></scripts></sprite><watcher var="Side1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Side2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Side3" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="Player Name" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Side1"><l>3</l></variable><variable name="Side2"><l>5</l></variable><variable name="Side3"><l>7</l></variable><variable name="Player Name"><l>h</l></variable></variables></project><media name="Lab 2.5: Triangles of All Kinds" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>