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b"/></list></block><block var="side c"/></list></block><script><block s="doSayFor"><l>Thats a triangle alright</l><l>2</l></block></script><list><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="side a"/><block var="side c"/></list></block><block var="side b"/></list></block><script><block s="doSayFor"><l>Thats a triangle alright</l><l>2</l></block></script><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="side c"/><block var="side b"/></list></block><block var="side a"/></list></block><script><block s="doSayFor"><l>Thats a triangle alright</l><l>2</l></block></script><l><bool>true</bool></l><script><block s="doSayFor"><l>That doesn&apos;t qualify as a triangle</l><l>2</l></block></script></list></block></script><script x="599.34375" y="374.33333333333337"><block s="reportVariadicEquals"><list><l></l><l></l></list></block></script><script x="762.94921875" y="285.33333333333337"><block var="side a"/></script></scripts></sprite><watcher var="side a" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="side b" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="side c" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="side a"><l>4</l></variable><variable name="side b"><l>5</l></variable><variable name="side c"><l>6</l></variable></variables></scene></scenes></project><media name="Lab 2.5 is that even possile" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="252.5" center-y="172.5" 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" 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