<snapdata remixID="12886079"><project name="doggy" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="doggy"><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_Night City with Street"></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="-90" y="-62" 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_duck"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>side 1</l><l>0</l></block><block s="doSetVar"><l>side 2</l><l>0</l></block><block s="doSetVar"><l>side 3</l><l>0</l></block><block s="doSetVar"><l>total</l><l>0</l></block><block s="doSayFor"><l>Hello! Just give me the lengths of a tringle and I&apos;ll give you the perimeter!</l><l>3.2</l></block><block s="doAsk"><l>What&apos;s the length of the first side?</l></block><block s="doSetVar"><l>side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How about the second side?</l></block><block s="doSetVar"><l>side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>And finally, the last side?</l></block><block s="doSetVar"><l>side 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="side 2"/><block var="side 3"/></list></block><block var="side 1"/></list></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="side 1"/><block var="side 3"/></list></block><block var="side 2"/></list></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="side 1"/><block var="side 2"/></list></block><block var="side 3"/></list></block><script><block s="doChangeVar"><l>total</l><block s="reportVariadicSum"><list><block var="side 1"/><block var="side 2"/></list></block></block><block s="doChangeVar"><l>total</l><block var="side 3"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 1"/></list></block><block s="reportVariadicEquals"><list><block var="side 2"/><block var="side 2"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="side 3"/><block var="side 3"/></list></block></list></block><script><block s="doSayFor"><l>That is a right triangle.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 2"/></list></block><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 3"/></list></block></list></block><block s="reportVariadicEquals"><list><block var="side 2"/><block var="side 3"/></list></block></list></block><script><block s="doSayFor"><l>That is an equilateral triangle.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportVariadicEquals"><list><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 2"/></list></block><block s="reportVariadicOr"><list><block s="reportNot"><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 3"/></list></block></block><block s="reportVariadicEquals"><list><block s="reportVariadicProduct"><list><block var="side 2"/><block var="side 3"/></list></block><block s="reportNot"><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 2"/></list></block></block></list></block></list></block></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 3"/></list></block><block s="reportNot"><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 2"/></list></block></block></list></block></list></block><script><block s="doSayFor"><l>That&apos;s an isoscoles triangle.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportNot"><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 2"/></list></block></block><block s="reportVariadicAnd"><list><block s="reportNot"><block s="reportVariadicEquals"><list><block var="side 2"/><block var="side 3"/></list></block></block><block s="reportNot"><block s="reportVariadicEquals"><list><block var="side 1"/><block var="side 3"/></list></block></block></list></block></list></block><script><block s="doSayFor"><l>That is a scalene triangle.</l><l>2</l></block></script><list></list></block></script><list></list></block></script><list></list></block></script><script><block s="doSayFor"><l>Those numbers do not make a triangle.</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="side 1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="side 2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="side 3" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="total" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><variables><variable name="side 1"><l>3</l></variable><variable name="side 2"><l>3</l></variable><variable name="side 3"><l>3</l></variable><variable name="total"><l>9</l></variable></variables></scene></scenes></project><media name="doggy" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Night City with Street" center-x="240" center-y="180" image="data:image/png;base64,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