<snapdata remixID="11861622"><project name="cat triangle" 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="cat triangle"><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"><watcher var="length1" style="normal" x="10.000000000000032" y="9.999999999999973" color="243,118,29"/><watcher var="length2" style="normal" x="10.000000000000032" y="31.000002" color="243,118,29"/><watcher var="length3" style="normal" x="10.000000000000032" y="52.000004000000025" color="243,118,29"/><sprite name="Sprite" idx="1" x="399.99999999999994" y="-0.08999999999999267" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="15"><costumes><list id="16"><item><ref mediaID="Sprite_cst_talking cat"></ref></item></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="61" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Hey you! I&apos;m gonna tell you about the triangle you&apos;re about to make.</l><l>2</l></block><block s="doSetVar"><l>length1</l><l>0</l></block><block s="doSetVar"><l>length2</l><l>0</l></block><block s="doSetVar"><l>length3</l><l>0</l></block><block s="doAsk"><l>The first length issss...</l></block><block s="doSetVar"><l>length1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>The second length issss...</l></block><block s="doSetVar"><l>length2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>The third length issss...</l></block><block s="doSetVar"><l>length3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="length1"/><block var="length2"/></list></block><block var="length3"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="length1"/><block var="length3"/></list></block><block var="length2"/></block><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="length3"/><block var="length2"/></list></block><block var="length1"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Good! The perimeter  is </l><block s="reportVariadicSum"><list><block var="length1"/><block s="reportVariadicSum"><list><block var="length2"/><block var="length3"/></list></block></list></block></list></block><l>2</l></block></script><script><block s="doSayFor"><l>Hey that&apos;s not a real triangle!</l><l>2</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportPower"><block var="length1"/><l>2</l></block><block s="reportPower"><block var="length2"/><l>2</l></block></list></block><block s="reportPower"><block var="length3"/><l>2</l></block></block><script><block s="doSayFor"><l>DId you know that&apos;s a right triangle?</l><l>2</l></block></script><script><block s="doSayFor"><l>Fun fact: that&apos;s not a right triangle.</l><l>2</l></block></script></block><block s="doSayFor"><l>Let&apos;s see what type of triangle that is hmmm..</l><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="length1"/><block s="reportEquals"><block var="length2"/><block var="length3"/></block></block><script><block s="doSayFor"><l>equalateral!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="length1"/><block var="length2"/></block><block s="reportOr"><block s="reportEquals"><block var="length3"/><block var="length2"/></block><block s="reportEquals"><block var="length1"/><block var="length3"/></block></block></block><script><block s="doSayFor"><l>...iscosceles!</l><l>2</l></block></script><script><block s="doSayFor"><l>scaly-ene</l><l>2</l></block></script></block></script></block><block s="doSayFor"><l>Bye! Hope you know more about that made up triangle now!</l><l>2</l></block><block s="doGlide"><l>1</l><l>400</l><l>-.09</l></block></script></scripts></sprite></sprites></stage><variables><variable name="length1"><l>3</l></variable><variable name="length2"><l>4</l></variable><variable name="length3"><l>5</l></variable></variables></scene></scenes></project><media name="cat triangle" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="talking cat" center-x="180" center-y="180" image="data:image/png;base64,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" mediaID="Sprite_cst_talking cat"/></media></snapdata>