<snapdata remixID="11653348"><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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</thumbnail><scenes 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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_Night City with Street"></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="-160" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_jaime b"></ref></item><item><ref mediaID="Sprite_cst_jaime a"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="226" y="30"><block s="receiveGo"></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="doSayFor"><l>your 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>your thinking of a quadrilateral</l><l>2</l></block><block s="doAsk"><l>are all four sides the same lenght?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>your are thinking of a square</l><l>2</l></block></script><script><block s="doAsk"><l>are all four angles the same lenght?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>you are thinking of a rectangle?</l><l>2</l></block></script><script><block s="doAsk"><l>Is each side parallel to one other side?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>you are thinking of a parallelogram</l><l>2</l></block></script><script><block s="doAsk"><l>if 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="doSayFor"><l>you are thinking of a trapezoid</l><l>2</l></block></script><script><block s="doAsk"><l>if  is not a trapezoid</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>unkown quadrilateral</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="doSayFor"><l>your 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="doSayFor"><l>your thinking of a hexagon</l><l>2</l></block></script><script><block s="doSayFor"><l>any other number unkown</l><l>2</l></block></script></block></script></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="lab 2.3" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Night City with Street" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Night City with Street"/><costume name="jaime b" center-x="31.5" center-y="78" image="data:image/png;base64,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" mediaID="Sprite_cst_jaime b"/><costume name="jaime a" center-x="44" center-y="79" image="data:image/png;base64,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" mediaID="Sprite_cst_jaime a"/></media></snapdata>