<snapdata remixID="13835009"><project name="asking for shapes " app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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="-78" y="-30" 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="Sprite_cst_anna01"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>think of a shape</l><l>3</l></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>Triangle</l><l>4</l></block></script><list></list></block><block s="doSayFor"><l>correct</l><l>2</l></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Quadrilateral</l><l>4</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doAsk"><l>All four sides have the same length, and all angles have the same measure</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Square</l><l>2</l></block></script><script><block s="doSayFor"><l>Rectangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doAsk"><l>Not a square and all four angles have the same measure </l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Rectangle </l><l>2</l></block></script><script><block s="doSayFor"><l>Parallelogram</l><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doAsk"><l>Not a parallelogram and two sides are parallel to each other</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Trapezoid </l><l>2</l></block></script><script><block s="doSayFor"><l>Unknown &#xD;quadrilateral&#xD;</l><l>2</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doAsk"><l>Not a trapezoid </l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Unknown &#xD;quadrilateral&#xD;</l><l>2</l></block></script><script><block s="doSayFor"><l>I don’t know</l><l>2</l></block></script></block></script><list></list></block></script></block></script><list></list></block></script><list></list></block></script><list></list></block></script><list></list></block><block s="doSayFor"><l>Correct</l><l>2</l></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>Pentagon </l><l>4</l></block></script><list></list></block><block s="doSayFor"><l>correct </l><l>2</l></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>Hexagon</l><l>4</l></block></script><list></list></block><block s="doSayFor"><l>correct</l><l>2</l></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>7</l></list></block><script><block s="doSayFor"><l>Unknown</l><l>4</l></block></script><list></list></block><block s="doSayFor"><l>your wrong </l><l>2</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="asking for shapes " app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="anna01" center-x="43" center-y="119.5" 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