<snapdata remixID="8569016"><project name="What shape is that" app="Snap! 5.1, 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" 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="-49.133858267716505" y="-82.07874015748035" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="alonzo " center-x="55.5" center-y="67" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block></script><script x="30" y="113"><block s="receiveGo"></block><block s="doAsk"><l>Think of a shape and input the number of sides</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l> that is a triangle</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>4</l></block><script><block s="doSayFor"><l>that is a quadrilateral</l><l>2</l></block><block s="doAsk"><l>do all four sides have the same lenght and all four 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>thats a square</l><l>2</l></block><block s="doSayFor"><l>thank you for playing</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>is it not a square and all 4 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>Thats a rectangle</l><l>2</l></block><block s="doSayFor"><l>thank you for playing</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Not a square  and all four  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>that is a parallelogram</l><l>2</l></block><block s="doSayFor"><l>thank you for playing</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>is it not a parellogram with two sides that are parallel to each other </l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>that is a trapezoid</l><l>2</l></block><block s="doSayFor"><l>thank you for playing</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>is it not a trapezoid</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>that is an unknown quadrilateral</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>that is an unknown quadrilateral</l><l>2</l></block></script></block></script></block></script></block></script></block></script></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>that is a pentagon</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>that is a hexagon</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>any other number </l></block><script><block s="doSayFor"><l>that is a unknown shape</l><l>2</l></block><block s="doSayFor"><l>thank you for playing</l><l>2</l></block></script></block></script><script x="416" y="491"><block s="doSayFor"><l>that is a</l><l>2</l></block><block s="doSayFor"><l>that is a</l><l>2</l></block></script><script x="297.000002" y="786.8333353333334"><block s="doIf"><l/><script></script></block></script><script x="292.000002" y="938.8333353333334"><block s="doIf"><l/><script></script></block></script><script x="487.000002" y="426.83333533333325"><block s="doIf"><l/><script></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="turn"><l>120</l></block><block s="forward"><l>30</l></block><block s="turn"><l>120</l></block><block s="forward"><l>30</l></block><block s="turn"><l>120</l></block><block s="forward"><l>30</l></block></script><scripts><script x="147" y="171.2"><block s="setHeading"><l>120</l></block></script></scripts></block-definition><block-definition s="quadrilateral" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block-definition><block-definition s="pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>27</l></block><block s="turn"><l>72</l></block><block s="forward"><l>27</l></block><block s="turn"><l>72</l></block><block s="forward"><l>27</l></block><block s="turn"><l>72</l></block><block s="forward"><l>27</l></block><block s="turn"><l>72</l></block><block s="forward"><l>27</l></block><block s="turn"><l>72</l></block></script></block-definition><block-definition s="hexagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="What shape is that" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>