<snapdata remixID="14809735"><project name="2.4a Triangle Check Aryal" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2.4a Triangle Check Aryal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="29" y="-2" 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="2.4a Triangle Check Aryal_Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="175" y="237.33333333333337"><block s="receiveGo"></block><block s="doAsk"><l>Think of a shape then answer with the number of sides.</l></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicIsIdentical"><list><block s="getLastAnswer"></block><l>Three</l></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><block s="reportVariadicIsIdentical"><list><block s="getLastAnswer"></block><l>three</l></list></block></list></block></list></block><script><block s="doSayFor"><l>Gotta be a triangle</l><l>2</l></block><block s="bubble"><l>Thanks for playing</l></block></script><script><block s="doSayFor"><l>not a triangle</l><l>2</l></block><block s="bubble"><l>Thanks for playing</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.4a Triangle Check Aryal" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="158" center-y="131" 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" mediaID="2.4a Triangle Check Aryal_Sprite_cst_Untitled"/></media></snapdata>