<snapdata remixID="8698435"><project name="2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="1.9895196601282805e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="jack" center-x="112.5" center-y="112.5" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveGo"></block><block s="doAsk"><l>what&apos;s the length of side a?</l></block><block s="doSetVar"><l>side a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what&apos;s the length of side b?</l></block><block s="doSetVar"><l>side b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what&apos;s the length of side c?</l></block><block s="doSetVar"><l>side c</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>perimeter of tri.</l><block s="reportSum"><block var="side a"/><block s="reportSum"><block var="side b"/><block var="side c"/></block></block></block><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="reportSum"><block var="side a"/><block var="side b"/></block><block var="side c"/></block><block s="reportOr"><block s="reportGreaterThan"><block s="reportSum"><block var="side a"/><block var="side b"/></block><block var="side c"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="side b"/><block var="side c"/></block><block var="side a"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is</l><block var="perimeter of tri."/></list></block><l></l></block><block s="doIfElse"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side a"/><l>2</l></block><block s="reportPower"><block var="side b"/><l>2</l></block></block><block s="reportPower"><block var="side c"/><l>2</l></block></block><script><block s="doSayFor"><l>That&apos;s a right triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="side b"/><block var="side c"/></block><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><script><block s="doSayFor"><l>That&apos;s an equilateral triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="side a"/><block var="side b"/></block><block s="reportNot"><block s="reportEquals"><block var="side b"/><block var="side c"/></block></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="side b"/><block var="side c"/></block><block s="reportNot"><block s="reportEquals"><block var="side c"/><block var="side a"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="side a"/><block var="side c"/></block><block s="reportNot"><block s="reportEquals"><block var="side c"/><block var="side a"/></block></block></block></block></block><script><block s="doSayFor"><l>That&apos;s an isosceles triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>That&apos;s a scalene triangle</l><l>2</l></block></script></block></script></block></script></block></script><script><block s="doSayFor"><l>Those side lengths can&apos;t form a triangle</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="side a" style="normal" x="10" y="9.999999999999957" color="243,118,29"/><watcher var="side b" style="normal" x="10" y="31.000001999999967" color="243,118,29"/><watcher var="side c" style="normal" x="10" y="52.00000400000005" color="243,118,29"/><watcher var="perimeter of tri." style="normal" x="10" y="73.00000599999993" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="side a"><l>2</l></variable><variable name="side b"><l>2</l></variable><variable name="side c"><l>2</l></variable><variable name="perimeter of tri."><l>6</l></variable></variables></project><media name="2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>