<snapdata remixID="8839761"><project name="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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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</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="3.248195363474744e-13" y="0" heading="90" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="0" color="31,255,45,1" 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="10" y="10"><block s="receiveGo"></block><block s="setColor"><color>31,255,45,1</color></block><block s="doAsk"><l>what is the length of the first side </l></block><block s="doSetVar"><l>side1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the length of the second slide </l></block><block s="doSetVar"><l>side2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the length of the third slide </l></block><block s="doSetVar"><l>side3</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>perimeter</l><block s="reportSum"><block var="side1"/><block s="reportSum"><block var="side2"/><block var="side3"/></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>the perimeter of your triangle is </l><block var="perimeter"/></list></block><l>5</l></block><block s="doIf"><block s="reportEquals"><block s="reportSum"><block var="side1"/><block var="side2"/></block><block s="reportSum"><block var="side3"/><block var="side2"/></block></block><script><block s="doSayFor"><l>thats an eqialateral triangle </l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="side1"/><block var="side2"/></block><block s="reportEquals"><block var="side2"/><block var="side3"/></block></block><block s="reportEquals"><block var="side1"/><block var="side3"/></block></block><script><block s="doSayFor"><l>this is an isosceles triangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportNot"><block s="reportEquals"><block var="side3"/><block var="side1"/></block></block><block s="reportNot"><block s="reportEquals"><block var="side2"/><block var="side3"/></block></block></block><block s="reportNot"><block s="reportEquals"><block var="side2"/><block var="side1"/></block></block></block><script><block s="doSayFor"><l>thats a scalene triangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="side1"/><l>2</l></block><block s="reportPower"><block var="side2"/><l>2</l></block></block><block s="reportPower"><block var="side3"/><l>2</l></block></block><script><block s="doSayFor"><l>thats a right triangle</l><l>2</l></block></script></block></script><script x="289" y="31.333333333333314"><block s="doIfElse"><block s="reportSum"><block var="side1"/><block s="reportGreaterThan"><block var="side2"/><block var="side3"/></block></block><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSayFor"><l>congragulations thats true </l><l>2</l></block></script><script><block s="setColor"><color>0,153,38,1</color></block><block s="doSayFor"><l>sorry but it is impossible </l><l>2</l></block></script></block></script></scripts></sprite><watcher var="side1" style="normal" x="1.6816247582205506" y="1.6816247582205008" color="243,118,29"/><watcher var="side2" style="normal" x="1.6816247582205506" y="10.13849308317215" color="243,118,29"/><watcher var="side3" style="normal" x="1.2998065764022613" y="18.97717958994194" color="243,118,29"/><watcher var="perimeter" style="normal" x="0.9179883945841993" y="27.43404791489354" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="side1"><l>1</l></variable><variable name="side2"><l>0</l></variable><variable name="side3"><l>0</l></variable><variable name="perimeter"><l>0</l></variable></variables></project><media name="2.5 " app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>