<snapdata remixID="8739722"><project name="Triangle" 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="1" 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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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite(2)" idx="1" x="2.2737367544323206e-13" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,221.85,62.11800000000005,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="275" y="53"><block s="receiveGo"></block><block s="doAsk"><l>Enter the length of the sides of the triangle.</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter the length of the sides of the triangle.</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter the length of the sides of the triangle.</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="b"/></block><block var="c"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="b"/><block var="c"/></block><block var="a"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="c"/><block var="a"/></block><block var="b"/></block></block></block><script><block s="bubble"><block s="reportJoinWords"><list><l>This makes a real triangle:</l><l> </l><block var="a"/><l>, </l><block var="b"/><l>, </l><block var="c"/></list></block></block><block s="doSayFor"><l>Now time to figure what types of triangle it is.</l><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></block><block s="reportPower"><block var="c"/><l>2</l></block></block><script><block s="bubble"><block s="reportJoinWords"><list><l>The triangle is a right triangle.</l><l> The Perimeters are </l><block var="a"/><l>, </l><block var="b"/><l>, </l><block var="c"/><l>.</l></list></block></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="b"/><block var="c"/></block></block><script><block s="bubble"><block s="reportJoinWords"><list><l>This is a equilateral triangle.</l><l> The Perimeters are </l><block var="a"/><l>, </l><block var="b"/><l>, </l><block var="c"/><l>.</l></list></block></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportOr"><block s="reportEquals"><block var="c"/><block var="b"/></block><block s="reportEquals"><block var="c"/><block var="a"/></block></block></block><script><block s="bubble"><block s="reportJoinWords"><list><l>The triangle is a isolsceles triangle.</l><l> The perimiters are </l><block var="a"/><l>, </l><block var="b"/><l>, </l><block var="c"/><l>.</l></list></block></block></script><script><block s="bubble"><block s="reportJoinWords"><list><l>The triangle is a scalene triangle.</l><l> The perimiters are </l><block var="a"/><l>, </l><block var="b"/><l>, </l><block var="c"/><l>.</l></list></block></block></script></block></script></block></script></block></script><script><block s="bubble"><block s="reportJoinWords"><list><l>This is not a triangle</l><l> The Perimeters are </l><block var="a"/><l>, </l><block var="b"/><l>, </l><block var="c"/><l>.</l></list></block></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="a"><l>7</l></variable><variable name="b"><l>12</l></variable><variable name="c"><l>15</l></variable></variables></project><media name="Triangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>