<snapdata remixID="11655509"><project name="lab 2.3" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="lab 2.3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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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id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></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="8" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_square"></ref></item><item><ref mediaID="Sprite_cst_triangle"></ref></item><item><ref mediaID="Sprite_cst_rectangle"></ref></item><item><ref mediaID="Sprite_cst_trap"></ref></item><item><ref mediaID="Sprite_cst_penta"></ref></item><item><ref mediaID="Sprite_cst_hex"></ref></item><item><ref mediaID="Sprite_cst_Untitled"></ref></item><item><ref mediaID="Sprite_cst_khalid a"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="85" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>khalid a</l></block><block s="doAsk"><l>How many sides does your shape have</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSwitchToCostume"><l>triangle</l></block><block s="doSayFor"><l>You are thinking of a triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>You are thinking of a quadrilateral</l><l>2</l></block><block s="doAsk"><l>Are all  four sides have the same length and all the four sides have the same measure</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSwitchToCostume"><l>square</l></block><block s="doSayFor"><l>You are thinking of a square</l><l>2</l></block></script><script><block s="doAsk"><l>Is your shape not a square but all 4 angles the same</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSwitchToCostume"><l>rectangle</l></block><block s="doSayFor"><l>You are thinking of a rectangle</l><l>2</l></block></script><script><block s="doAsk"><l>Is your shape not a rectangle but each side is parallel to each other </l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doSayFor"><l>You ar ethinkig of a Parallelogram</l><l>2</l></block></script><script><block s="doAsk"><l>Is your shape not a parallelogram but two sides are parallel to each other</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSwitchToCostume"><l>trap</l></block><block s="doSayFor"><l>Your shape is a trapezoid</l><l>2</l></block></script><script><block s="doSayFor"><l>I dont know the quadrilateral you are talkng  about</l><l>2</l></block></script></block></script></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSwitchToCostume"><l>penta</l></block><block s="doSayFor"><l>You are thinking of a Pentagon</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSwitchToCostume"><l>hex</l></block><block s="doSayFor"><l>You are thinking of a Hexagon</l><l>2</l></block></script><script><block s="doSayFor"><l>Sorry i dont know that shape</l><l>2</l></block></script></block></script></block></script></block></script></block><block s="doSwitchToCostume"><l>khalid a</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script><script x="885" y="505.0000000000001"><block s="doIfElse"><l/><script></script><script></script></block></script><script x="750" y="342.1666666666666"><block s="doSayFor"><l>You are thinking of a quadrilateral </l><l>2</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="lab 2.3" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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mediaID="Stage_cst_Untitled"/><costume name="square" center-x="86" center-y="84.5" 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mediaID="Sprite_cst_square"/><costume name="triangle" center-x="114" center-y="93.5" 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" mediaID="Sprite_cst_triangle"/><costume name="rectangle" center-x="164.5" center-y="71" 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mediaID="Sprite_cst_rectangle"/><costume name="trap" center-x="107" center-y="29" 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mediaID="Sprite_cst_trap"/><costume name="penta" center-x="85.5" center-y="82.5" 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mediaID="Sprite_cst_hex"/><costume name="Untitled" center-x="130" center-y="55.5" 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" mediaID="Sprite_cst_Untitled"/><costume name="khalid a" center-x="32" center-y="104" 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