<snapdata remixID="14595626"><project name="Lab 2.3 - Name That Polygon" app="Snap! 11.0.4, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Lab 2.3 - Name That Polygon"><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="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="13"><costumes><list id="14"><item><ref mediaID="Lab 2.3 - Name That Polygon_Sprite_cst_Untitled"></ref></item><item><ref mediaID="Lab 2.3 - Name That Polygon_Sprite_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="666" y="153"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="doAsk"><l>Is it a Quadrilateral?</l></block><block s="bubble"><l>Yay, Click the green flag if you want to play again.</l></block></script><script x="22" y="10"><block s="receiveGo"></block><block s="doAsk"><l>Hello, want to play a game?</l></block><block s="doAsk"><l>Splendid! The game is simple. For think of a specific polygon, and I will guess it. Sound Good?</l></block><block s="doAsk"><l>Excellent! Now, whenever you&apos;re ready, type when.</l></block><block s="bubble"><l>How many sides does it have, also, you can only think of shapes up to 8 sides.Just press the key of the number of sides you&apos;re thinking of</l></block></script><script x="671" y="60"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="doAsk"><l>Is it a triangle?</l></block><block s="bubble"><l>Yay, Click the green flag if you want to play again.</l></block></script><script x="666" y="242"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="doAsk"><l>Is it a Pentagon?</l></block><block s="bubble"><l>Yay, Click the green flag if you want to play again.</l></block></script><script x="665" y="331"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="doAsk"><l>Is it a Hexagon?</l></block><block s="bubble"><l>Yay, Click the green flag if you want to play again.</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.3 - Name That Polygon" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="153" center-y="152.5" image="data:image/png;base64,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" mediaID="Lab 2.3 - Name That Polygon_Sprite_cst_Untitled"/><costume name="Untitled(2)" center-x="153" center-y="153" 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" mediaID="Lab 2.3 - Name That Polygon_Sprite_cst_Untitled(2)"/></media></snapdata>