<snapdata remixID="11791838"><project name="2.4 LAB" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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all four angles have the same measure?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Then it is a square</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>All four angles have the same measure and not all sides have same length?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Then it is a rectangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>All four sides have the same length and not all angles have the same measure?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Then it is a diamond</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Not a rectangle and each side is parallel to the opposite side?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Then it is a Parallelogram</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Not a parallelogram and two sides are parallel to each other?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Then it is a Trapezoid</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Unknown Quadrilateral</l></block></script></block></script></block></script></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>It is a Pentagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>It is a Hexagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Unknown</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Unknown</l><l>2</l></block></script></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script><script x="135" y="74.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.4 LAB" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="1212" center-x="180" center-y="180" 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" 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