<snapdata remixID="11696587"><project name="lab 2.5" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="lab 2.5"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" 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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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="6"></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="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="4" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_right triangle"></ref></item><item><ref mediaID="Sprite_cst_equilateral triangle"></ref></item><item><ref mediaID="Sprite_cst_isosceles trianle"></ref></item><item><ref mediaID="Sprite_cst_scalene triangle"></ref></item><item><ref mediaID="Sprite_cst_crab b"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="100" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>crab b</l></block><block s="doSayFor"><l>Please think of three side lengths for a triangle</l><l>2</l></block><block s="doAsk"><l>What is the first side length?</l></block><block s="doSetVar"><l>Side A</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the second side length?</l></block><block s="doSetVar"><l>Side B</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the third side length?</l></block><block s="doSetVar"><l>Side C</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="Side A"/><block var="Side B"/></list></block><block var="Side C"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="Side A"/><block var="Side C"/></list></block><block var="Side B"/></block><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="Side B"/><block var="Side C"/></list></block><block var="Side A"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Your perimeter is  </l><block s="reportVariadicSum"><list><block var="Side A"/><block var="Side B"/><block var="Side C"/></list></block></list></block><l>2</l></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="Side A"/><block var="Side A"/></list></block><block s="reportVariadicProduct"><list><block var="Side B"/><block var="Side B"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="Side C"/><block var="Side C"/></list></block></block><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="Side B"/><block var="Side B"/></list></block><block s="reportVariadicProduct"><list><block var="Side C"/><block var="Side C"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="Side A"/><block var="Side A"/></list></block></block></block><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="Side A"/><block var="Side A"/></list></block><block s="reportVariadicProduct"><list><block var="Side C"/><block var="Side C"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="Side B"/><block var="Side B"/></list></block></block></block><script><block s="doSwitchToCostume"><l>right triangle</l></block><block s="doSayFor"><l>This is a right triangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block></block><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block></block><script><block s="doSwitchToCostume"><l>equilateral triangle</l></block><block s="doSayFor"><l>This is a equilateral triangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block><block s="reportNot"><block s="reportEquals"><block var="Side B"/><block var="Side A"/></block></block></block></block><script><block s="doSwitchToCostume"><l>isosceles trianle</l></block><block s="doSayFor"><l>This is a isosceles triangle!</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block></block><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block></block></block><block s="reportNot"><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block></block></block><script><block s="doSwitchToCostume"><l>scalene triangle</l></block><block s="doSayFor"><l>This is a scalene triangle!</l><l>2</l></block></script></block></script><script><block s="doSayFor"><l>That is not a real triangle</l><l>2</l></block></script></block><block s="clear"></block></script></scripts></sprite><watcher var="Side A" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Side B" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Side C" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="Side A"><l>3</l></variable><variable name="Side B"><l>4</l></variable><variable name="Side C"><l>5</l></variable></variables></scene></scenes></project><media name="lab 2.5" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="right triangle" center-x="150" center-y="91.5" image="data:image/svg+xml;base64,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" mediaID="Sprite_cst_right triangle"/><costume name="equilateral triangle" center-x="120" center-y="105" image="data:image/png;base64,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" mediaID="Sprite_cst_equilateral triangle"/><costume name="isosceles trianle" center-x="90.5" center-y="139.5" image="data:image/png;base64,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mediaID="Sprite_cst_isosceles trianle"/><costume name="scalene triangle" center-x="134.5" center-y="89" 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