<snapdata remixID="9787912"><project name="lab 2.3" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage 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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="2" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="squirrel1" center-x="79" center-y="73.5" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="90" y="30"><block s="receiveGo"></block><block s="doThinkFor"><l>Think of a shape</l><l>2</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="bubble"><l>Its a triangle</l></block></script><script><block s="bubble"><l>Its no a triangle</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="bubble"><l>Its a pentagon</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="bubble"><l>its a hexagon</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doAsk"><l>Are all angles within the shape equal? [yes/no]</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>Are four sides of the shape equal length? [yes/no]</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="bubble"><l>Its a square</l></block></script><script><block s="bubble"><l>Its a rectangle</l></block></script></block></script><script><block s="doAsk"><l>Is each side of the shapeparallel to the opposite side? [yes/no]</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="bubble"><l>Its a parallelogram</l></block></script><script><block s="doAsk"><l>Is at least one pair of sides parallel to another?[yes/no]</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="bubble"><l>Its a trapezoid</l></block></script><script><block s="bubble"><l>This shape is quadrillateral bu I dont know what to call it</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="lab 2.3" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>