<snapdata remixID="12004316"><project name="2.5 Triangles of All Kinds" 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="2.5 Triangles of All Kinds"><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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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="a" style="normal" x="10" y="10" color="243,118,29"/><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="c" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><sprite name="Sprite" idx="1" x="-1" y="-34" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="15"><costumes><list id="16"><item><ref mediaID="Sprite_cst_images "></ref></item></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="169.17838541666674" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>Think of a triangle and the lengths of it&apos;s sides!</l><l>4</l></block><block s="doAsk"><l>What&apos;s the length of side &apos;A&apos;?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What&apos;s the length of side &apos;B&apos;?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What&apos;s the length of side &apos;C&apos;?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportOr"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="c"/><block var="b"/></list></block><block var="a"/></block><block s="reportOr"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="a"/><block var="c"/></list></block><block var="b"/></block><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block><block var="c"/></block></block></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><block s="doSayFor"><l>I got it!</l><l>1</l></block><block s="doSayFor"><l>This is a real triangle!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter would be </l><block s="reportVariadicSum"><list><block var="a"/><block var="b"/><block var="c"/></list></block></list></block><l>4</l></block><block s="bubble"><block s="reportJoinWords"><list><l>And the area would be </l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="a"/><block var="b"/></list></block><l>2</l></block></list></block></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="b"/><block var="c"/></block></block><script><block s="doSayFor"><l>This is an equilateral triangle! Thanks for playing!</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportNot"><block s="reportEquals"><block var="a"/><block var="c"/></block></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="c"/></block><block s="reportNot"><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="c"/><block var="b"/></block><block s="reportNot"><block s="reportEquals"><block var="b"/><block var="a"/></block></block></block></block></block><script><block s="doSayFor"><l>This is an Isosceles triangle! Thanks for playing!</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="a"/><block var="c"/></block></block><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="a"/><block var="b"/></block></block><block s="reportNot"><block s="reportEquals"><block var="b"/><block var="c"/></block></block></block></block><script><block s="doSayFor"><l>This is a scalene triangle! Thanks for playing!</l><l>2</l></block></script></block></script><script><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><block s="bubble"><l>This is not a real triangle.</l></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="a"><l>2</l></variable><variable name="b"><l>3</l></variable><variable name="c"><l>4</l></variable></variables></scene></scenes></project><media name="2.5 Triangles of All Kinds" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="images " center-x="106" center-y="119" image="data:image/png;base64,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