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version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="600" y="23"><block s="receiveMessage"><l>quadrilateral</l></block><block s="doAsk"><l>does your quadrilateral have 4 equal sides and 4 equal angles?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>you are thinking of 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>does your quadrilateral have 4 equal angles?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>you are thinking of 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>is each side in your quadrilateral 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>you are thinking of 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>does your quadrilateral have 2 sides 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>you are thinking of 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="doSayFor"><l>you stumped me</l><l>2</l></block></script></block></script></block></script></block></script></block><block s="doWait"><l>.3</l></block><block s="bubble"><l>Thanks for playing!</l></block></script><script x="68" y="24"><block s="receiveGo"></block><block s="doAsk"><l>think of a polygon and enter how many sides it has</l></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>100000000</l></block></block></block></block></block></block><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>you are thinking of a triangle</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>you are thinking of a quadrilateral</l><l>2</l></block><block s="doBroadcast"><l>quadrilateral</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>you are thinking of 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>you are thinking of a hexagon</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>you are thinking of a heptagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>100000000</l></block><script><block s="doSayFor"><l>you are thinking of a myriakismyriagon</l><l>2</l></block></script></block></script><script><block s="doSayFor"><l>you stumped me</l><l>2</l></block></script></block><block s="bubble"><l>Thanks for playing!</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.3" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>