<snapdata remixID="8902656"><project name="lab 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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="0.9308236422466507" y="-1.6990768492984216" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="158" y="30"><block s="receiveGo"></block><block s="doAsk"><l>what is the length of the first side of your triangle  </l></block><block s="doSetVar"><l>side one</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the length of the second  side of your triangle  </l></block><block s="doSetVar"><l>side two</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the length of the third   side of your triangle  </l></block><block s="doSetVar"><l>side three</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>sum</l><block s="reportSum"><block var="side one"/><block s="reportSum"><block var="side three"/><block var="side two"/></block></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="side one"/><block var="side three"/></block><block var="side two"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="side two"/><block var="side one"/></block><block var="side three"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="side three"/><block var="side two"/></block><block var="side one"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>perimeter</l><l> is</l><block var="sum"/></list></block><l>2</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="side one"/><block var="side two"/></block><block s="reportAnd"><block s="reportEquals"><block var="side one"/><block var="side three"/></block><block s="reportEquals"><block var="side two"/><block var="side three"/></block></block></block><script><block s="doSayFor"><l>this is equilateral</l><l>2</l></block></script><script><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side one"/><l>2</l></block><block s="reportPower"><block var="side two"/><l>2</l></block></block><block s="reportPower"><block var="side three"/><l>2</l></block></block><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side one"/><l>2</l></block><block s="reportPower"><block var="side three"/><l>2</l></block></block><block s="reportPower"><block var="side two"/><l>2</l></block></block><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side three"/><l>2</l></block><block s="reportPower"><block var="side two"/><l>2</l></block></block><block s="reportPower"><block var="side one"/><l>2</l></block></block></block></block><script><block s="doSayFor"><l>this is a right triangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block var="side one"/><block var="side two"/></block><block s="reportAnd"><block s="reportEquals"><block var="side two"/><block var="side three"/></block><block s="reportEquals"><block var="side one"/><block var="side three"/></block></block></block><script><block s="doSayFor"><l>isosceles</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="side one"/><block var="side two"/></block></block><block s="reportAnd"><block s="reportNot"><block s="reportAnd"><block var="side one"/><block var="side three"/></block></block><block s="reportEquals"><block var="side two"/><block var="side three"/></block></block></block><script><block s="doSayFor"><l>this is a scalene triangle </l><l>2</l></block></script></block></script></block></script><script><block s="doSayFor"><l>this is not a real triangle </l><l>2</l></block></script></block></script></scripts></sprite><watcher var="side one" style="normal" x="1.8101128472221717" y="1.8101128472222143" color="243,118,29" hidden="true"/><watcher var="side two" style="normal" x="1.8101128472221717" y="5.611350188411464" color="243,118,29" hidden="true"/><watcher var="side three" style="normal" x="1.8101128472221717" y="9.412587529600707" color="243,118,29" hidden="true"/><watcher var="sum" style="normal" x="2.8961805555554747" y="2.353147787456585" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="side one"><l>17</l></variable><variable name="side two"><l>82</l></variable><variable name="side three"><l>5</l></variable><variable name="sum"><l>104</l></variable></variables></project><media name="lab 2.5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>