<snapdata remixID="8778046"><project name="2.5 triangles" 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" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAK1SURBVHhe7cExAQAAAMKg9U9tDB8gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgIsajf4AAXBXLv8AAAAASUVORK5CYII=</pentrails><costumes><list 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" y="0" 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="alonzo" center-x="45" center-y="60" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="67" y="83"><block s="receiveGo"></block><block s="doSayFor"><l>Hello!</l><l>3</l></block><block s="doSayFor"><l>Can you tell me the three lengths of a triangle?</l><l>3</l></block><block s="doSayFor"><l>Since a triangle has three sides I want to know the lengths of each side... sound good?</l><l>3</l></block><block s="doSayFor"><l>Okay then...</l><l>3</l></block><block s="doAsk"><l>First tell me the length of the first side?</l></block><block s="doIf"><block s="getLastAnswer"></block><script><block s="doSetVar"><l>Length #1</l><block s="getLastAnswer"></block></block></script></block><block s="doAsk"><l>Okay what&apos;s the length of the second?</l></block><block s="doIf"><block s="getLastAnswer"></block><script><block s="doSetVar"><l>Length #2</l><block s="getLastAnswer"></block></block></script></block><block s="doAsk"><l>And the last length?</l></block><block s="doIf"><block s="getLastAnswer"></block><script><block s="doSetVar"><l>Length #3</l><block s="getLastAnswer"></block></block></script></block><block s="doSayFor"><l>Good, lets see if it makes a triangle....</l><l>3</l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportSum"><block var="Length #1"/><block var="Length #2"/></block><block var="Length #3"/></block><script><block s="doSayFor"><l>Well it seems to form a real triangle</l><l>3</l></block><block s="doSayFor"><l>That&apos;s good</l><l>3</l></block></script><script><block s="doSayFor"><l>Wait.... That does not seem right....</l><l>3</l></block><block s="doSayFor"><l>You sure....this is.....</l><l>3</l></block><block s="doSayFor"><l>hmm...</l><l>3</l></block><block s="doSayFor"><l>Can&apos;t say that it equals to a real triangle</l><l>3</l></block></script></block><block s="doSayFor"><l>hmm...</l><l>3</l></block><block s="doSayFor"><l>Lets create another triangle</l><l>3</l></block><block s="doSayFor"><l>But this time I will tell you what type of triangle it is...</l><l>3</l></block><block s="doAsk"><l>Again tell me the length of the first side?</l></block><block s="doIf"><block s="getLastAnswer"></block><script><block s="doSetVar"><l>Length #1</l><block s="getLastAnswer"></block></block></script></block><block s="doAsk"><l>Okay what&apos;s the length of the second?</l></block><block s="doIf"><block s="getLastAnswer"></block><script><block s="doSetVar"><l>Length #2</l><block s="getLastAnswer"></block></block></script></block><block s="doAsk"><l>And the last and final length?</l></block><block s="doIf"><block s="getLastAnswer"></block><script><block s="doSetVar"><l>Length #3</l><block s="getLastAnswer"></block></block></script></block><block s="doSayFor"><l>Now lets see...</l><l>3</l></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block var="Length #1"/><block var="Length #2"/></block><block s="reportEquals"><block var="Length #1"/><block var="Length #3"/></block></block><script><block s="doSayFor"><l>Your triangle is an Equiateral triangle</l><l>3</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="Length #1"/><block var="Length #2"/></block><block s="reportEquals"><block var="Length #2"/><block var="Length #3"/></block></block><block s="reportOr"><block s="reportEquals"><block var="Length #1"/><block var="Length #3"/></block><block s="reportEquals"><block var="Length #1"/><block var="Length #2"/></block></block></block><script><block s="doSayFor"><l>Your triangle is a Isoscles Triangle</l><l>3</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="Length #1"/><block var="Length #2"/></block><block s="reportEquals"><block var="Length #2"/><block var="Length #3"/></block></block><block s="reportOr"><block s="reportEquals"><block var="Length #1"/><block var="Length #3"/></block><block s="reportEquals"><block var="Length #1"/><block var="Length #2"/></block></block></block></block><script><block s="doSayFor"><l>Your triangle is a Scalene</l><l>3</l></block></script></block><block s="doSayFor"><l>Well thank you for your time!</l><l>3</l></block><block s="doSayFor"><l>Press (Space) to restart!</l><l>3</l></block></script></scripts></sprite><watcher var="Length #1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Length #2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Length #3" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Length #1"><l>2</l></variable><variable name="Length #2"><l>2</l></variable><variable name="Length #3"><l>2</l></variable></variables></project><media name="2.5 triangles" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>