<snapdata remixID="10568880"><project name="SNAP lesson 2.3" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Press 1 key&#xD;afterwards press 2 key</notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-8.5" y="24.59999999999991" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="DancingBannana" center-x="124.5" center-y="123" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="150" y="166.00000000000003"><block s="receiveKey"><l><option>1</option></l></block><block s="doAsk"><l>Think of a shape</l></block><block s="doAsk"><l>How many sides does your shape have?</l></block><block s="doSayFor"><l>Your shape is a triangle!</l><l>2</l></block><block s="doSayFor"><l>thanks for playing!</l><l>2</l></block></script><script x="488" y="155.99999999999991"><block s="receiveKey"><l><option>2</option></l></block><block s="doAsk"><l>Think of another shape</l></block><block s="doAsk"><l>How many sides does your shape have?</l></block><block s="doSayFor"><l>Your shape is a quadrilateral</l><l>2</l></block><block s="doAsk"><l>Are all four sides of your quadrilateral the same length?</l></block><block s="doAsk"><l>Do all four angles have the same measure?</l></block><block s="doSayFor"><l>Then...Your quadrilateral is a square!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="SNAP lesson 2.3" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>