<snapdata remixID="9184792"><project name="shape guesser" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</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="0" y="0" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="chungus" center-x="240" center-y="180" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doSayFor"><l>Think of a shape.</l><l>2</l></block><block s="doAsk"><l>How many side does it have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>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="doBroadcast"><l>Quad check</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>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>Hexagon</l><l>2</l></block></script><script><block s="doSayFor"><l>Unknown</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><script x="20" y="450"><block s="receiveMessage"><l>Quad check</l></block><block s="doAsk"><l>Do all sides have the same lenth, and all angles have the same measure?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Square</l><l>2</l></block></script><script><block s="doAsk"><l>Are all four angl;es the same?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>rectangle</l><l>2</l></block></script><script><block s="doAsk"><l>Are all sides parallel?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>parallelogram</l><l>2</l></block></script><script><block s="doAsk"><l>Are there only one parallel sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Traprzoid</l><l>2</l></block></script><script><block s="doSayFor"><l>unknown quadrilateral</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><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="shape guesser" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>