<snapdata remixID="9681323"><project name="Triangle Of All Sides -Ben W." app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="false" hyperops="true" 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="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="football standing" center-x="37" center-y="100" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37.9677734375" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="doSetVar"><l>Side Length One</l><l>0</l></block><block s="doSetVar"><l>Side Length Two</l><l>0</l></block><block s="doSetVar"><l>Side Length Three</l><l>0</l></block><block s="doAsk"><l>Whats The First Side Length?</l></block><block s="doSetVar"><l>Side Length One</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats The Second Side Length</l></block><block s="doSetVar"><l>Side Length Two</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats The Third Side Length</l></block><block s="doSetVar"><l>Side Length Three</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Your Perimeter Is </l><block s="reportSum"><block var="Side Length One"/><block s="reportSum"><block var="Side Length Two"/><block var="Side Length Three"/></block></block></list></block><l>2</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportSum"><block var="Side Length Two"/><block var="Side Length Three"/></block><block var="Side Length One"/></block><block s="reportGreaterThan"><block s="reportSum"><block var="Side Length One"/><block var="Side Length Three"/></block><block var="Side Length Two"/></block></block><block s="reportGreaterThan"><block s="reportSum"><block var="Side Length One"/><block var="Side Length Two"/></block><block var="Side Length Three"/></block></block><script><block s="doSayFor"><l>Its A Real Triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>Its Not A Real Triangle</l><l>2</l></block><block s="doSetVar"><l>Side Length One</l><l>0</l></block><block s="doSetVar"><l>Side Length Two</l><l>0</l></block><block s="doSetVar"><l>Side Length Three</l><l>0</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="Side Length One"/><l>2</l></block><block s="reportPower"><block var="Side Length Three"/><l>2</l></block></block><block s="reportPower"><block var="Side Length Two"/><l>2</l></block></block><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="Side Length One"/><l>2</l></block><block s="reportPower"><block var="Side Length Two"/><l>2</l></block></block><block s="reportPower"><block var="Side Length Three"/><l>2</l></block></block></block><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="Side Length Two"/><l>2</l></block><block s="reportPower"><block var="Side Length Three"/><l>2</l></block></block><block s="reportPower"><block var="Side Length One"/><l>2</l></block></block></block><script><block s="doSayFor"><l>Its A Right Triangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="Side Length One"/><block var="Side Length Three"/></block><block s="reportEquals"><block var="Side Length One"/><block var="Side Length Two"/></block></block><block s="reportEquals"><block var="Side Length Two"/><block var="Side Length Three"/></block></block><script><block s="doSayFor"><l>Its A Equilateral Triangle</l><l>2</l></block><block s="doSetVar"><l>Side Length One</l><l>0</l></block><block s="doSetVar"><l>Side Length Two</l><l>0</l></block><block s="doSetVar"><l>Side Length Three</l><l>0</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="Side Length One"/><block var="Side Length Two"/></block><block s="reportGreaterThan"><block var="Side Length One"/><block var="Side Length Three"/></block></block><block s="reportAnd"><block s="reportEquals"><block 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