<snapdata remixID="13037038"><project name="Lab 2.5 Triangles of All Kinds" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="Lab 2.5 Triangles of All Kinds"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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id="6"><item><ref mediaID="Stage_cst_Bedroom 2"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-135" y="-66" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_jaime a"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="154" y="49"><block s="receiveGo"></block><block s="doSayFor"><l>Hello!</l><l>2</l></block><block s="doSayFor"><l>Think of 3 triangles and tell them to me and just put a number</l><l>3</l></block><block s="doAsk"><l>What are the length of side of the first one?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What are the length of side of the second one?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What are the length of side  of the third one?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="a"/><block var="c"/></list></block><block var="b"/></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="b"/><block var="c"/></list></block><block var="a"/></list></block><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block><block var="c"/></list></block></list></block></list></block><script><block s="doSetVar"><l>perimeter</l><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block><block var="c"/></list></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Your perimeter is </l><block var="perimeter"/><l> </l></list></block><l>2</l></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="b"/><block var="c"/></list></block><block s="reportVariadicEquals"><list><block var="a"/><block var="c"/></list></block></list></block></list></block><script><block s="doSayFor"><l>You have made an equilateral triangle! Amazing </l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="b"/><block var="c"/></list></block><block s="reportVariadicEquals"><list><block var="a"/><block var="c"/></list></block></list></block></list></block><script><block s="doSayFor"><l>You have made an isosceles triangle!  Great Job</l><l>2</l></block></script><script><block s="doSayFor"><l>Nice you have made a scalene triangle!  Nice job</l><l>2</l></block></script></block></script></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></list></block><block s="reportPower"><block var="c"/><l>2</l></block></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="c"/><l>2</l></block></list></block><block s="reportPower"><block var="b"/><l>2</l></block></list></block><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="c"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></list></block><block s="reportPower"><block var="a"/><l>2</l></block></list></block></list></block></list></block><script><block s="doSayFor"><l>You also have made a right triangle!</l><l>3</l></block></script><script><block s="doSayFor"><l>This doesnt add up to a right triangle.</l><l>3</l></block></script></block></script><script><block s="doSayFor"><l>Try again you didnt make a triangle.</l><l>3</l></block></script></block></script></scripts></sprite><watcher var="a" style="normal" x="6.669444444444707" y="6.669444444444451" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="6.669444444444707" y="20.67527911166667" color="243,118,29" hidden="true"/><watcher var="c" style="normal" x="6.669444444444707" y="34.68111377888886" color="243,118,29" hidden="true"/><watcher var="perimeter" style="normal" x="6.669444444444707" y="48.68694844611113" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="a"><l>1</l></variable><variable name="b"><l>2</l></variable><variable name="c"><l>5</l></variable><variable name="perimeter"><l>3</l></variable></variables></scene></scenes></project><media name="Lab 2.5 Triangles of All Kinds" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Bedroom 2" center-x="240" center-y="180" 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" 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" 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