<snapdata remixID="11953772"><project name="lab 2.5" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="lab 2.5"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage 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" 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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_image-removebg-preview "></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="374.064453125" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>Hello there, human! I am the mighty triangle wizard! I will describe to you a triangle, and all you need to do is give me three side lengths!</l><l>8</l></block><block s="doAsk"><l>What would you like the length of the first side? </l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>And for the second?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>how about the third?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block><block var="c"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="b"/><block var="c"/></list></block><block var="a"/></block><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="a"/><block var="c"/></list></block><block var="b"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is </l><block s="reportVariadicSum"><list><block var="a"/><block var="b"/><block var="c"/></list></block><l>!</l></list></block><l>3</l></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="a"/><block var="a"/></list></block><block s="reportVariadicProduct"><list><block var="c"/><block var="c"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="b"/><block var="b"/></list></block></block><block s="reportOr"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="a"/><block var="a"/></list></block><block s="reportVariadicProduct"><list><block var="b"/><block var="b"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="c"/><block var="c"/></list></block></block><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="c"/><block var="c"/></list></block><block s="reportVariadicProduct"><list><block var="b"/><block var="b"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="a"/><block var="a"/></list></block></block></block></block><script><block s="doSayFor"><l>Your triangle is a right triangle!</l><l>2</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportNotEquals"><block var="a"/><block var="b"/></block><block s="reportNotEquals"><block var="b"/><block var="c"/></block></block><block s="reportNotEquals"><block var="a"/><block var="c"/></block></block><script><block s="doSayFor"><l>Your triangle is scalene!</l><l>2</l></block></script><script><block s="doSayFor"><l>your triangle is isoceles! </l><l>2</l></block></script></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="b"/><block var="c"/></block></block><block s="reportEquals"><block var="a"/><block var="c"/></block></block><script><block s="doSayFor"><l>Your triangle is equilateral!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportNotEquals"><block var="a"/><block var="b"/></block><block s="reportAnd"><block s="reportNotEquals"><block var="b"/><block var="c"/></block><block s="reportNotEquals"><block var="a"/><block var="c"/></block></block></block><script><block s="doSayFor"><l>Your triangle is scalene!</l><l>2</l></block></script><script><block s="doSayFor"><l>your triangle is isoceles! </l><l>2</l></block></script></block></script></block></script></block></script><script><block s="doSayFor"><l>Sorry, this is not a real triangle.</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="a" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="c" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="b"><l>4</l></variable><variable name="a"><l>4</l></variable><variable name="c"><l>5</l></variable></variables></scene></scenes></project><media name="lab 2.5" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="image-removebg-preview " center-x="112.5" center-y="112.5" 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" 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