<snapdata remixID="11878300"><project name="Triangles" 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="Triangles"><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="true" 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"><sprite name="Sprite" idx="1" x="0" y="-1.3333333333333333" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="24" y="30.333333333333343"><block s="receiveGo"></block><block s="doAsk"><l>Whats the length of the first side?</l></block><block s="doSetVar"><l>Side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats the length of the first side?</l></block><block s="doSetVar"><l>side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats the length of the first side?</l></block><block s="doSetVar"><l>side 3</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Perimeter</l><block s="reportVariadicSum"><list><block var="Side 1"/><block var="side 2"/><block var="side 3"/></list></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="Side 1"/><block var="side 2"/></list></block><block var="side 3"/></block><script><block s="doSayFor"><l>Real Triangle</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimiter is </l><block var="Perimeter"/></list></block><l>1</l></block></script><script><block s="doSayFor"><l>This is not a real triangle</l><l>1</l></block></script></block><block s="doWait"><l>1</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="Side 1"/><block var="Side 1"/></list></block><block s="reportVariadicProduct"><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></block><script><block s="doSayFor"><l>This is a right triangle</l><l>1</l></block></script><script><block s="doSayFor"><l>This is not a right triangle</l><l>1</l></block></script></block><block s="doWait"><l>1</l></block><block s="doIfElse"><block s="reportEquals"><block var="Side 1"/><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block><script><block s="doSayFor"><l>Equilateral</l><l>1</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="Side 1"/><block var="side 2"/></block><block s="reportOr"><block s="reportEquals"><block var="Side 1"/><block var="side 3"/></block><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block></block><script><block s="doSayFor"><l>Isosceles</l><l>1</l></block></script><script><block s="doSayFor"><l>Scalene</l><l>1</l></block></script></block></script></block></script></scripts></sprite><watcher var="Side 1" style="normal" x="26.666666666666668" y="26.666666666666668" color="243,118,29"/><watcher var="side 2" style="normal" x="26.666666666666668" y="82.66667199999999" color="243,118,29"/><watcher var="side 3" style="normal" x="26.666666666666668" y="138.6666773333333" color="243,118,29"/><watcher var="Perimeter" style="normal" x="26.666666666666668" y="194.66668266666662" color="243,118,29"/></sprites></stage><variables><variable name="Side 1"><l>1</l></variable><variable name="side 2"><l>1</l></variable><variable name="side 3"><l>3</l></variable><variable name="Perimeter"><l>5</l></variable></variables></scene></scenes></project><media name="Triangles" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>