<snapdata remixID="8743104"><project name="Triangles of all kinds" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="4" y="-93" heading="90" scale="1.2" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="squirrel1" center-x="79" center-y="73.5" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></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="doSayFor"><l>Let&apos;s make a triangle!!</l><l>2</l></block><block s="doAsk"><l>What will be the value of side 1?</l></block><block s="doSetVar"><l>side 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What will be the value of  side 2?</l></block><block s="doSetVar"><l>side 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>And finally, what will be the value of  side 3 be?</l></block><block s="doSetVar"><l>side 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 2"/></block><block var="side 3"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="side 1"/><block var="side 3"/></block><block var="side 2"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="side 2"/><block var="side 3"/></block><block var="side 1"/></block></block></block><script><block s="doSayFor"><l>It&apos;s a real triangle!!!!</l><l>4</l></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side 1"/><l>2</l></block><block s="reportPower"><block var="side 2"/><l>2</l></block></block><block s="reportPower"><block var="side 3"/><l>2</l></block></block><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side 1"/><l>2</l></block><block s="reportPower"><block var="side 3"/><l>2</l></block></block><block s="reportPower"><block var="side 2"/><l>2</l></block></block></block><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side 2"/><l>2</l></block><block s="reportPower"><block var="side 3"/><l>2</l></block></block><block s="reportPower"><block var="side 1"/><l>2</l></block></block></block><script><block s="doSayFor"><l>It&apos;s a right triangle!!!</l><l>3</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block><block s="reportEquals"><block var="side 3"/><block var="side 1"/></block></block><script><block s="doSayFor"><l>It&apos;s an equilateral triangle!!</l><l>3</l></block></script><script><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block><block s="reportEquals"><block var="side 1"/><block var="side 3"/></block></block><script><block s="doSayFor"><l>It&apos;s an isosceles triangle!!!</l><l>3</l></block></script></block></script></block></script><script><block s="doSayFor"><l>Sorry, this is not a real triangle...Press the green flag to play again.</l><l>3</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="side 1"/><block var="side 2"/></block></block><block s="reportNot"><block s="reportEquals"><block var="side 1"/><block var="side 3"/></block></block></block><block s="reportNot"><block s="reportEquals"><block var="side 2"/><block var="side 3"/></block></block></block><script><block s="doSayFor"><l>It&apos;s a scalene triangle!!!</l><l>3</l></block></script></block><block s="doSayFor"><l>The perimeter of this triangle is...</l><l>3</l></block><block s="doSayFor"><block s="reportSum"><block s="reportSum"><block var="side 1"/><block var="side 2"/></block><block var="side 3"/></block><l>3</l></block><block s="doSayFor"><l>To play again, press the green flag.</l><l>2</l></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"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><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></variables></project><media name="Triangles of all kinds" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>