<snapdata remixID="14816326"><project name="2.4b Quad Sort Aryal day 1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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="2.4b Quad Sort Aryal day 1_Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="307" y="97.33333333333337"><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="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><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="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doAsk"><l>How many pairs of parallel lines does your shape have?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>2</l></list></block><script><block s="doAsk"><l>Are all the angles equal in your shape?</l></block><block s="doIf"><block s="reportVariadicIsIdentical"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doAsk"><l>Does your shape have equal sides?</l></block><block s="doIf"><block s="reportVariadicIsIdentical"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Gotta be a square</l><l>2</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Gotta be a rectangle</l><l>2</l></block></script></list></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Gotta be a parallelogram</l><l>2</l></block></script></list></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>1</l></list></block><script><block s="doSayFor"><l>Gotta be a trapizoid</l><l>2</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Your shape is not a triangle or is a weird quadralaterial</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script></list></block></script></block></script><script><block s="doSayFor"><l>Your shape is not a triangle or is a weird quadralaterial</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script></block></script></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.4b Quad Sort Aryal day 1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="158" center-y="142.5" 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" mediaID="2.4b Quad Sort Aryal day 1_Sprite_cst_Untitled"/></media></snapdata>