<snapdata remixID="9149542"><project name="lab 2.5- triangles" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled(2)" 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="925.0099983215332" y="1043.000006"><block var="lenght 2"/></script><script x="32" y="30"><block s="receiveGo"></block><block s="doSayFor"><l>Guess what! I can tell you the perimiter AND what type of triangle you triangle is </l><l>3</l></block><block s="doSayFor"><l>Dont belive me? just  watch </l><l>1.5</l></block><block s="doAsk"><l>what&apos;s the lenght of the first side?</l></block><block s="doSetVar"><l>lenght 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what&apos;s the lenght of the second side?</l></block><block s="doSetVar"><l>lenght 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what&apos;s the lenght of the third side?</l></block><block s="doSetVar"><l>lenght 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportSum"><block var="lenght 1"/><block var="lenght 2"/></block><block var="lenght 3"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is </l><block s="reportSum"><block var="lenght 1"/><block s="reportSum"><block var="lenght 2"/><block var="lenght 3"/></block></block></list></block><l>2</l></block></script><script><block s="doSayFor"><l>Sorry, but that triangle is impossible</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doWait"><l>0.1</l></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="lenght 1"/><block var="lenght 1"/></block><block s="reportProduct"><block var="lenght 2"/><block var="lenght 2"/></block></block><block s="reportProduct"><block var="lenght 3"/><block var="lenght 3"/></block></block><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="lenght 1"/><block var="lenght 1"/></block><block s="reportProduct"><block var="lenght 3"/><block var="lenght 3"/></block></block><block s="reportProduct"><block var="lenght 2"/><block var="lenght 2"/></block></block><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="lenght 2"/><block var="lenght 2"/></block><block s="reportProduct"><block var="lenght 3"/><block var="lenght 3"/></block></block><block s="reportProduct"><block var="lenght 1"/><block var="lenght 1"/></block></block></block></block><script><block s="doSayFor"><l>Your triangle is a right triangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block var="lenght 1"/><block var="lenght 3"/></block><block s="reportAnd"><block s="reportEquals"><block var="lenght 1"/><block var="lenght 2"/></block><block s="reportEquals"><block var="lenght 2"/><block var="lenght 3"/></block></block></block><script><block s="doSayFor"><l>Your triangle is equilateral!</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="lenght 3"/><block var="lenght 1"/></block><block s="reportNot"><block s="reportEquals"><block var="lenght 3"/><block var="lenght 2"/></block></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="lenght 1"/><block var="lenght 2"/></block><block s="reportNot"><block s="reportEquals"><block var="lenght 1"/><block var="lenght 3"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="lenght 2"/><block var="lenght 3"/></block><block s="reportNot"><block s="reportEquals"><block var="lenght 2"/><block var="lenght 1"/></block></block></block></block></block><script><block s="doSayFor"><l>Your triangle is isosceles!</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="lenght 1"/><block var="lenght 2"/></block></block><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="lenght 2"/><block var="lenght 3"/></block></block><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="lenght 3"/><block var="lenght 1"/></block></block><block s="reportNot"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="lenght 1"/><block var="lenght 1"/></block><block s="reportProduct"><block var="lenght 2"/><block var="lenght 2"/></block></block><block s="reportProduct"><block var="lenght 3"/><block var="lenght 3"/></block></block><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="lenght 1"/><block var="lenght 1"/></block><block s="reportProduct"><block var="lenght 3"/><block var="lenght 3"/></block></block><block s="reportProduct"><block var="lenght 2"/><block var="lenght 2"/></block></block><block s="reportEquals"><block s="reportSum"><block s="reportProduct"><block var="lenght 2"/><block var="lenght 2"/></block><block s="reportProduct"><block var="lenght 3"/><block var="lenght 3"/></block></block><block s="reportProduct"><block var="lenght 1"/><block var="lenght 1"/></block></block></block></block></block></block></block></block><script><block s="doSayFor"><l>Your triangle is scalene!</l><l>2</l></block></script></block><block s="doSayFor"><l>Thank you for playing!</l><l>2</l></block></script></scripts></sprite><watcher var="lenght 1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="lenght 2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="lenght 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="lenght 1"><l>56</l></variable><variable name="lenght 2"><l>89</l></variable><variable name="lenght 3"><l>3</l></variable></variables></project><media name="lab 2.5- triangles" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>