<snapdata remixID="12762692"><project name="Lab 7-Osman" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 7-Osman"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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" id="5"><pentrails>data:image/png;base64,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id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Section 1" idx="2" x="-32.711286745181496" y="-134.47583643122653" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Section 1_cst_butterfly2"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doSetVar"><l>Username</l><block s="getLastAnswer"></block><comment w="90" collapsed="false">set up and ask username</comment></block><block s="doSayFor"><block s="reportJoinWords"><list><block var="Username"/><l>, I&apos;m going to be building a triangle, and I need your help!</l></list></block><l>5</l></block><block s="doAsk"><l>What is the lenght for side 1?</l><comment w="90" collapsed="false">ask and answer, set up varibles</comment></block><block s="doSetVar"><l>Lenght 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the lenght for side 2?</l></block><block s="doSetVar"><l>Lenght 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the lenght for side 3?</l></block><block s="doSetVar"><l>Lenght 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="Lenght 1"/><block var="Lenght 2"/></list></block><block var="Lenght 3"/></list></block><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="Lenght 1"/><block var="Lenght 3"/></list></block><block var="Lenght 2"/></list></block><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="Lenght 2"/><block var="Lenght 3"/></list></block><block var="Lenght 1"/></list></block></list></block><script><block s="doSetVar"><l>perimeter</l><block s="reportVariadicSum"><list><block var="Lenght 1"/><block var="Lenght 2"/><block var="Lenght 3"/></list></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s a valid triangle with a perimeter of </l><block var="perimeter"/></list></block><l>2</l></block></script><script><block s="doSayFor"><l>That&apos;s not a valid triangle!</l><l>2</l></block></script><comment w="90" collapsed="false">sum up all the sides which determine whether it&apos;s a valid triangle perimeter</comment></block></script></scripts></sprite><sprite name="Section 2" idx="1" x="35.49579831932897" y="91.15966386554635" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="113"><costumes><list id="114"><item><ref mediaID="Section 2_cst_butterfly1 b"></ref></item></list></costumes><sounds><list struct="atomic" id="115"></list></sounds><blocks></blocks><variables></variables><scripts><script x="51.99999999999994" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doSetVar"><l>Username</l><block s="getLastAnswer"></block><comment w="90" collapsed="false">set up and ask username</comment></block><block s="doSayFor"><block s="reportJoinWords"><list><block var="Username"/><l>, I&apos;m going to be building a triangle, and I need your help!</l></list></block><l>5</l></block><block s="doAsk"><l>What is the lenght for side 1?</l><comment w="90" collapsed="false">Setting up variables</comment></block><block s="doSetVar"><l>Lenght 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the lenght for side 2?</l></block><block s="doSetVar"><l>Lenght 2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the lenght for side 3?</l></block><block s="doSetVar"><l>Lenght 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="Lenght 1"/><block var="Lenght 2"/></list></block><block var="Lenght 3"/></list></block><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="Lenght 2"/><block var="Lenght 3"/></list></block><block var="Lenght 1"/></list></block><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="Lenght 3"/><block var="Lenght 1"/></list></block><block var="Lenght 2"/></list></block></list><comment w="90" collapsed="false">Setup of the perimeter</comment></block><script><block s="doSetVar"><l>perimeter</l><block s="reportVariadicSum"><list><block var="Lenght 1"/><block var="Lenght 2"/><block var="Lenght 3"/></list></block></block><block s="doSayFor"><block var="perimeter"/><l>2</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Lenght 1"/><block var="Lenght 2"/><block var="Lenght 3"/></list><comment w="90" collapsed="false">all lenght equal each other=equilateral triangle</comment></block><script><block s="doSayFor"><l>That&apos;s an equilateral Triangle.</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing.</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="Lenght 1"/><block var="Lenght 2"/></list></block><block s="reportNot"><block s="reportVariadicEquals"><list><block var="Lenght 2"/><block var="Lenght 3"/></list></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="Lenght 2"/><block var="Lenght 3"/></list></block><block s="reportNot"><block s="reportVariadicEquals"><list><block var="Lenght 3"/><block var="Lenght 1"/></list></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="Lenght 1"/><block var="Lenght 3"/></list></block><block s="reportNot"><block s="reportVariadicEquals"><list><block var="Lenght 3"/><block var="Lenght 2"/></list></block></block></list></block></list><comment w="90" collapsed="false">code for isosceles triangle</comment></block><script><block s="doSayFor"><l>That&apos;s an isosceles Triangle!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing.</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="Lenght 1"/><l>2</l></block><block s="reportPower"><block var="Lenght 2"/><l>2</l></block></list></block><block s="reportPower"><block var="Lenght 3"/><l>2</l></block></list></block><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="Lenght 2"/><l>2</l></block><block s="reportPower"><block var="Lenght 3"/><l>2</l></block></list></block><block s="reportPower"><block var="Lenght 1"/><l>2</l></block></list></block><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="Lenght 3"/><l>2</l></block><block s="reportPower"><block var="Lenght 1"/><l>2</l></block></list></block><block s="reportPower"><block var="Lenght 2"/><l>2</l></block></list></block></list><comment w="90" collapsed="false">Part of the code for right triangle</comment></block><script><block s="doSayFor"><l>That&apos;s a right triangle!</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportNot"><block s="reportVariadicEquals"><list><block var="Lenght 1"/><block var="Lenght 2"/></list></block></block><block s="reportNot"><block s="reportVariadicEquals"><list><block var="Lenght 2"/><block var="Lenght 3"/></list></block></block><block s="reportNot"><block s="reportVariadicEquals"><list><block var="Lenght 3"/><block var="Lenght 1"/></list></block></block></list></block><script><block s="doSayFor"><l>Your triangle is a Scalene</l><l>2</l></block></script><list></list><comment w="90" collapsed="false">Part of the code for scalene triangle</comment></block></script><script><block s="doSayFor"><l>That&apos;s not a valid triangle!</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></scripts></sprite><watcher var="Username" style="normal" x="10.00000000000091" y="10" color="243,118,29" hidden="true"/><watcher var="perimeter" style="normal" x="154.08679927667254" y="12.408687927667188" color="243,118,29"/><watcher var="Lenght 1" style="normal" x="10.867992766727184" y="11.036168365280332" color="243,118,29"/><watcher var="Lenght 2" style="normal" x="7.396021699818448" y="32.90416313200717" color="243,118,29"/><watcher var="Lenght 3" style="normal" x="9.132007233272816" y="56.50814343218792" color="243,118,29"/></sprites></stage><variables><variable name="Username"><l>sha</l></variable><variable name="Lenght 1"><l>3</l></variable><variable name="Lenght 2"><l>3</l></variable><variable name="Lenght 3"><l>2</l></variable><variable name="perimeter"><l>8</l></variable></variables></scene></scenes></project><media name="Lab 7-Osman" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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