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version="1"><notes></notes><thumbnail>data:image/png;base64,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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" 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image="data:image/png;base64,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" id="14"/></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="72" y="10"><block s="receiveGo"></block><block s="doAsk"><l>I need you to give me three lengths of the sides of a triangle. Feel free to guess use whatever number you may like!</l></block><block s="doSetVar"><l>Length 1</l><block s="getLastAnswer"></block></block><block s="doShowVar"><l>Length 1</l></block><block s="doAsk"><l>Now the second length!</l></block><block s="doSetVar"><l>Length 2</l><block s="getLastAnswer"></block></block><block s="doShowVar"><l>Length 2</l></block><block s="doAsk"><l>And the third!</l></block><block s="doSetVar"><l>Length 3</l><block s="getLastAnswer"></block></block><block s="doShowVar"><l>Length 3</l></block><block s="doWarp"><script><block s="doIf"><block s="reportGreaterThan"><block s="reportSum"><block var="Length 1"/><block var="Length 2"/></block><block var="Length 3"/></block><script><block s="doSayFor"><l>Awesome, you have  triangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportSum"><block var="Length 1"/><block var="Length 3"/></block><block var="Length 2"/></block><script><block s="doSayFor"><l>Awesome, you have a  triangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportSum"><block var="Length 2"/><block var="Length 3"/></block><block var="Length 1"/></block><script><block s="doSayFor"><l>Awesome, you have a triangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="Length 1"/><block var="Length 1"/></block><block s="reportProduct"><block var="Length 2"/><block var="Length 2"/></block></block><block s="reportProduct"><block var="Length 3"/><block var="Length 3"/></block></block><script><block s="doSayFor"><l>You just gave me a right triangle! Awesome!</l><l>3</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="Length 1"/><block var="Length 2"/></block><block s="reportEquals"><block var="Length 2"/><block var="Length 3"/></block></block><block s="reportEquals"><block var="Length 1"/><block var="Length 3"/></block></block><script><block s="doSayFor"><l>Awesome, you just gave me an iscoles triangle!</l><l>3</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="Length 1"/><block var="Length 2"/></block><block s="reportEquals"><block var="Length 2"/><block var="Length 3"/></block></block><block s="reportEquals"><block var="Length 1"/><block var="Length 3"/></block></block><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="Length 1"/><block var="Length 1"/></block><block s="reportProduct"><block var="Length 2"/><block var="Length 2"/></block></block><block s="reportProduct"><block var="Length 3"/><block var="Length 3"/></block></block></block></block><script><block s="doSayFor"><l>Awesome, you gave me a scalene triangle!</l><l>2</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Length 1"><l>300</l></variable><variable name="Length 2"><l>32</l></variable><variable name="Length 3"><l>4</l></variable></variables></project><media name="lesson 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>