<snapdata remixID="8766914"><project name="finding shapes" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="0" y="0" 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="calvrett thinking" center-x="54.5" center-y="85" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="32" y="10"><block s="receiveGo"></block><block s="doAsk"><l>think of a shape. How many sides does it have?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>thats a triangle.</l><l>2</l></block><block s="doSayFor"><l>thanks 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>thats a quadralateral.</l><l>2</l></block><block s="doSayFor"><l>lets find out what kind of quadrilateral it is.</l><l>2</l></block><block s="doAsk"><l>are all of the sides equal?</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>thanks for playing.</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doAsk"><l>does it have four angles of the same measure but isn&apos;t a square?</l></block></script></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>thanks for playing.</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doAsk"><l>Is it parralel?</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>thats a parralelogram!</l><l>2</l></block><block s="doSayFor"><l>thanks for playing.</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doAsk"><l>Is it a trapazoid</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>thats a trapazoid!</l><l>2</l></block><block s="doSayFor"><l>thanks for playing.</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><l>I have no idea what kind of shape that is!</l><l>3</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>thats a pentagon.</l><l>2</l></block><block s="doSayFor"><l>thanks 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>thats a hexagon</l><l>2</l></block><block s="doSayFor"><l>thanks for playing.</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>I have no idea what kind of shape that is!</l><l>2</l></block><block s="doSayFor"><l>But thanks for playing.</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="finding shapes" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>