<snapdata remixID="10373650"><project name="lab 2.5 V2" 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="1" 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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id="2"><item><costume name="64d5a7ab595a942f8bc4cb1e47adf50b" center-x="240" center-y="180" 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</svg>" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="15" y="19.00000000000003"><block s="receiveGo"></block><block s="doSayFor"><l>Think of a triangle</l><l>1</l></block><block s="doAsk"><l>What is the length of side a?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of side b?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of side c?</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="c"/></block><block var="b"/></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="a"/><block var="b"/></block><block var="c"/></block></block></block><script><block s="doSetVar"><l>perimeter</l><block s="reportSum"><block var="a"/><block s="reportSum"><block var="b"/><block var="c"/></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Your perimeter is </l><block var="perimeter"/><l>!</l></list></block><l>1.4</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportAnd"><block s="reportEquals"><block var="b"/><block var="c"/></block><block s="reportEquals"><block var="a"/><block var="c"/></block></block></block><script><block s="doSayFor"><l>You have made a equalateral triangle!</l><l>2</l></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="b"/><block var="c"/></block><block s="reportEquals"><block var="a"/><block var="c"/></block></block></block><script><block s="doSayFor"><l>You have made a isosceles triangle!</l><l>2</l></block></script><script><block s="doSayFor"><l>You have made a scalene triangle!</l><l>2</l></block></script></block></script></block><block s="doIfElse"><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="reportOr"><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 s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="c"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></block><block s="reportPower"><block var="a"/><l>2</l></block></block></block></block><script><block s="doSayFor"><l>This is a right triangle. Good Job!</l><l>2</l></block></script><script><block s="doSayFor"><l>This doesn&apos;t make a right triangle.</l><l>2</l></block></script></block></script><script><block s="doSayFor"><l>wrong</l><l>2</l></block></script></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script></scripts></sprite><watcher var="a" style="normal" x="5" y="5" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="5" y="15.500000999999997" color="243,118,29" hidden="true"/><watcher var="c" style="normal" x="5" y="26.000001999999995" color="243,118,29" hidden="true"/><watcher var="example" style="normal" x="5" y="36.50000299999999" color="243,118,29" hidden="true"/><watcher var="perimeter" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="a"><l>17</l></variable><variable name="b"><l>12</l></variable><variable name="c"><l>17</l></variable><variable name="example"><l>0</l></variable><variable name="perimeter"><l>46</l></variable></variables></project><media name="lab 2.5 V2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>