<snapdata remixID="8697253"><project name="shape guesser" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list 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="-33" y="28" 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="AZ pop left" center-x="66" center-y="132" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="23.66666666666677" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>Hello!</l><l>2</l></block><block s="doSayFor"><l>Lets play a game!!!</l><l>3</l></block><block s="doSayFor"><l>Think of a shape</l><l>2</l></block><block s="doAsk"><l>How many Sides does that shape have?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doAsk"><l>Is your shape a triangle?</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Thank you for playing</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doAsk"><l>Is it a quadrilateral?</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doAsk"><l>Are all the sides and angles equal?</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Its a Square then</l><l>2</l></block><block s="doSayFor"><l>Thank you for playing</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>Are the opposite sides the same with 90 degree angles?</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Its a rectangle then</l><l>2</l></block><block s="doSayFor"><l>Thank you for playing</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Are all the side parallel but there are no (0 degree angles?</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Then its a parallelogram</l><l>2</l></block><block s="doSayFor"><l>Thank your for playing</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>Does it have one pair of parallel sides?</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>Then its a trapezoid</l><l>2</l></block><block s="doSayFor"><l>Thank you for playing</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>Then its an unknown quadrilateral</l><l>3</l></block><block s="doSayFor"><l>Thank you for playing</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>Its a pentagon then</l><l>2</l></block><block s="doSayFor"><l>Thank you for playing</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>its a hexagon then</l><l>2</l></block><block s="doSayFor"><l>thank you for playing</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>unknown</l><l>2</l></block><block s="doSayFor"><l>sorry</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>unknown</l><l>2</l></block><block s="doSayFor"><l>sorry</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>9</l></block><script><block s="doSayFor"><l>unknown</l><l>2</l></block><block s="doSayFor"><l>sorry</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>10</l></block><script><block s="doSayFor"><l>unknown</l><l>2</l></block><block s="doSayFor"><l>sorry</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>11</l></block><script><block s="doSayFor"><l>unknown</l><l>2</l></block><block s="doSayFor"><l>sorry</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>12</l></block><script><block s="doSayFor"><l>unknown</l><l>2</l></block><block s="doSayFor"><l>sorry</l><l>2</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="shape guesser" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>