<snapdata remixID="13813370"><project name="Lab 2.5 Triangles of All Kinds by luis 10/8/24" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="Lab 2.5 Triangles of All Kinds by luis 10/8/24"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Gyatt" 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" 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struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Alex homeless" 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="13"><costumes><list id="14"><item><ref mediaID="Alex homeless_cst_download"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSayFor"><l>Think of 3 triangles and tell me...(numbers only or else)</l><l>3</l></block><block s="doAsk"><l>What is the length of side 1 Big boy?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of side 2 Big boy?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of side 3Big boy?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="a"/><block var="c"/></list></block><block var="b"/></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="b"/><block var="c"/></list></block><block var="a"/></list></block><block s="reportVariadicGreaterThan"><list><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block><block var="c"/></list></block></list></block></list></block><script><block s="doSetVar"><l>perimeter</l><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block><block var="c"/></list></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Great bjob your perimeter is </l><block var="perimeter"/><l> </l></list></block><l>2</l></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="b"/><block var="c"/></list></block><block s="reportVariadicEquals"><list><block var="a"/><block var="c"/></list></block></list></block></list></block><script><block s="doSayFor"><l>You made an equilateral triangle! Good Boy</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="b"/><block var="c"/></list></block><block s="reportVariadicEquals"><list><block var="a"/><block var="c"/></list></block></list></block></list></block><script><block s="doSayFor"><l>You made an isosceles triangle Good boy</l><l>2</l></block></script><script><block s="doSayFor"><l>You made a scalene triangle Good Boy</l><l>2</l></block></script></block></script></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></list></block><block s="reportPower"><block var="c"/><l>2</l></block></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="c"/><l>2</l></block></list></block><block s="reportPower"><block var="b"/><l>2</l></block></list></block><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportPower"><block var="c"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></list></block><block s="reportPower"><block var="a"/><l>2</l></block></list></block></list></block></list></block><script><block s="doSayFor"><l>Good Boy you also made a right triangle great job</l><l>3</l></block></script><script><block s="doSayFor"><l>Bad bot! This doesn&apos;t add up to a right triangle loser</l><l>3</l></block></script></block></script><script><block s="doSayFor"><l>Sorry you didn&apos;t make a triangle click the green flag to try again dumb boy</l><l>3</l></block></script></block></script></scripts></sprite><watcher var="a" style="normal" x="6.66944444444448" y="6.669444444444451" color="243,118,29" hidden="true"/><watcher var="perimeter" style="normal" x="5.66944444444448" y="89.68694844611113" color="243,118,29" hidden="true"/><watcher var="c" style="normal" x="7.66944444444448" y="62.68111377888886" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="8.66944444444448" y="35.67527911166667" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="a"><l>2</l></variable><variable name="b"><l>3</l></variable><variable name="c"><l>2</l></variable><variable name="perimeter"><l>7</l></variable></variables></scene></scenes></project><media name="Lab 2.5 Triangles of All Kinds by luis 10/8/24" app="Snap! 10, https://snap.berkeley.edu" version="2"><costume name="download" center-x="113" center-y="77.5" 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" 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