<snapdata remixID="8850302"><project name="2.5 lab" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</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="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="alonzo" center-x="45" center-y="60" 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" id="10"/></item><item><costume name="pixil-layer-Layer 1" center-x="240" center-y="180" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="39" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>pixil-layer-Layer 1</l></block><block s="setScale"><l>50</l></block><block s="doSayFor"><l>Give me 3 sides to a triagle.</l><l>2</l></block><block s="doAsk"><l>What is the first side?</l></block><block s="doSetVar"><l>side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the second side?</l></block><block s="doSetVar"><l>side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the 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 3"/><block var="side 1"/></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="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side 1"/><l>2</l></block><block s="reportPower"><block var="side 2"/><l>2</l></block></block><block s="reportPower"><block var="side 3"/><l>2</l></block></block><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side 3"/><l>2</l></block><block s="reportPower"><block var="side 1"/><l>2</l></block></block><block s="reportPower"><block var="side 2"/><l>2</l></block></block><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side 2"/><l>2</l></block><block s="reportPower"><block var="side 3"/><l>2</l></block></block><block s="reportPower"><block var="side 1"/><l>2</l></block></block></block></block><script><block s="doIf"><block s="reportOr"><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block><block s="reportOr"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block><block s="reportEquals"><block var="side 1"/><block var="side 3"/></block></block></block><script><block s="doSayFor"><l>It is a isosceles right triangle.</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is </l><block s="reportSum"><block s="reportSum"><block var="side 1"/><block var="side 2"/></block><block var="side 3"/></block><l>.</l></list></block><l>2</l></block></script></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block><block s="reportOr"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block><block s="reportEquals"><block var="side 1"/><block var="side 3"/></block></block></block><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="side 1"/><block var="side 3"/></block><block s="reportAnd"><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block></block></block><script><block s="doSayFor"><l>It&apos;s a equalateral triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>It is a isosceles triangle.</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is </l><block s="reportSum"><block s="reportSum"><block var="side 1"/><block var="side 2"/></block><block var="side 3"/></block><l>.</l></list></block><l>2</l></block></script></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>Invalid Shape</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="side 1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="side 2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="side 3" 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="side 1"><l>3</l></variable><variable name="side 2"><l>3</l></variable><variable name="side 3"><l>3</l></variable></variables></project><media name="2.5 lab" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>