<snapdata remixID="11698681"><project name="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="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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_isosolise"></ref></item><item><ref mediaID="Sprite_cst_equalateral"></ref></item><item><ref mediaID="Sprite_cst_right triangle(2)"></ref></item><item><ref mediaID="Sprite_cst_scalene"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="30"><block s="receiveGo"></block><block s="doSayFor"><l>pls think of 3 side lenghts for a triangle </l><l>2</l></block><block s="doAsk"><l>what is the first side lenght </l></block><block s="doSetVar"><l>side a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the first side lenght </l></block><block s="doSetVar"><l>side b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the first side lenght </l></block><block s="doSetVar"><l>side c</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>youre perimiter is </l><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="side a"/><block var="side b"/></list></block><block var="side c"/></block></list></block><l></l></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="side a"/><block var="side b"/></list></block><block var="side c"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="side a"/><block var="side c"/></list></block><block var="side b"/></block><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="side b"/><block var="side c"/></list></block><block var="side a"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>youre perimiter is </l><block s="reportVariadicSum"><list><block var="side a"/><block var="side b"/></list></block></list></block><l>2</l></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="side a"/><block var="side a"/></list></block><block s="reportVariadicProduct"><list><block var="side b"/><block var="side b"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="side c"/><block var="side c"/></list></block></block><block s="reportOr"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="side a"/><block var="side a"/></list></block><block s="reportVariadicProduct"><list><block var="side c"/><block var="side c"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="side b"/><block var="side b"/></list></block></block><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="side b"/><block var="side b"/></list></block><block s="reportVariadicProduct"><list><block var="side c"/><block var="side c"/></list></block></list></block><block s="reportVariadicProduct"><list><block var="side a"/><block var="side a"/></list></block></block></block></block><script><block s="doSwitchToCostume"><l>right triangle</l></block><block s="doSayFor"><l>its a right triangle </l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block var="side a"/><block var="side b"/></block><block s="reportAnd"><block s="reportEquals"><block var="side a"/><block var="side c"/></block><block s="reportEquals"><block var="side b"/><block var="side c"/></block></block></block><script><block s="doSwitchToCostume"><l>equalateral</l></block><block s="doSayFor"><l>its a equalatiral </l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="side a"/><block var="side b"/></block><block s="reportNot"><block s="reportEquals"><block var="side a"/><block var="side c"/></block></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="side b"/><block var="side c"/></block><block s="reportNot"><block s="reportEquals"><block var="side b"/><block var="side a"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="side a"/><block var="side c"/></block><block s="reportNot"><block s="reportEquals"><block var="side a"/><block var="side b"/></block></block></block></block></block><script><block s="doSwitchToCostume"><l>isosolise</l></block><block s="doSayFor"><l>its a isosceles </l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="side a"/><block var="side b"/></block></block><block s="reportNot"><block s="reportAnd"><block s="reportEquals"><block var="side a"/><block var="side c"/></block><block s="reportNot"><block s="reportEquals"><block var="side b"/><block var="side c"/></block></block></block></block></block><script><block s="doSwitchToCostume"><l>scalene</l></block><block s="doSayFor"><l>its a scalene </l><l>2</l></block></script></block></script><script><block s="doSayFor"><l>thats not a triangel </l><l>2</l></block></script></block></script></scripts></sprite><watcher var="side a" style="normal" x="10" y="10" color="243,118,29"/><watcher var="side b" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="side c" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="side a"><l>6</l></variable><variable name="side b"><l>6</l></variable><variable name="side c"><l>8</l></variable></variables></scene></scenes></project><media name="2.5" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="isosolise" center-x="275" center-y="81" image="data:image/png;base64,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" mediaID="Sprite_cst_isosolise"/><costume name="equalateral" center-x="165" center-y="136.5" image="data:image/png;base64,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" mediaID="Sprite_cst_equalateral"/><costume name="right triangle(2)" center-x="132" center-y="133" image="data:image/png;base64,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" mediaID="Sprite_cst_right triangle(2)"/><costume name="scalene" center-x="143.5" center-y="77.5" image="data:image/png;base64,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" mediaID="Sprite_cst_scalene"/></media></snapdata>