<snapdata remixID="8767484"><project name="Lab 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="169" y="45"><block s="receiveGo"></block><block s="doThinkFor"><l>If only someone happened to appear and gave me 3 side lengths for a triangle...</l><l>4</l></block><block s="doSayFor"><l>Wow! perfect timing</l><l>2</l></block><block s="doAsk"><l>What is the length of your first side?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of your second side?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of your third side?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="b"/></block><block var="c"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="a"/><block var="c"/></block><block var="b"/></block></block><block s="reportGreaterThan"><block s="reportSum"><block var="b"/><block var="c"/></block><block var="a"/></block></block><script><block s="doSayFor"><l>Nice Triangle!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Your perimeter is, </l><block s="reportSum"><block var="a"/><block s="reportSum"><block var="b"/><block var="c"/></block></block></list></block><l>2</l></block><block s="doIf"><block s="reportOr"><block s="reportOr"><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><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="c"/><l>2</l></block></block><block s="reportPower"><block var="b"/><l>2</l></block></block></block><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="b"/><l>2</l></block><block s="reportPower"><block var="c"/><l>2</l></block></block><block s="reportPower"><block var="a"/><l>2</l></block></block></block><script><block s="doSayFor"><l>That is a right triangle!</l><l>2</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="b"/><block var="c"/></block></block><block s="reportEquals"><block var="c"/><block var="a"/></block></block><script><block s="doSayFor"><l>It&apos;s an equilateral triangle!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="b"/><block var="c"/></block></block><block s="reportEquals"><block var="c"/><block var="a"/></block></block><script><block s="doSayFor"><l>It&apos;s an isoceles triangle!</l><l>2</l></block></script><script><block s="doSayFor"><l>It&apos;s a scalene triangle</l><l>2</l></block></script></block></script></block></script><script><block s="doSayFor"><l>You are bad at math</l><l>2</l></block></script></block><block s="doSayFor"><l>Thanks for you help!</l><l>2</l></block></script></scripts></sprite><watcher var="a" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="c" 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="a"><l>5</l></variable><variable name="b"><l>12</l></variable><variable name="c"><l>13</l></variable></variables></project><media name="Lab 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>