<snapdata remixID="11313569"><project name="shape_questions" app="Snap! 7, https://snap.berkeley.edu" 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s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Thats a Hexagon!</l><l>1</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block></block></block></block><script><block s="doSayFor"><l>Unknown</l><l>1</l></block></script></block></script></block><block s="doSayFor"><l>thank you for playing</l><l>2</l></block></script><script x="262.1865234375" y="597.0000000000001"><block s="reportAnd"><block s="reportAnd"><l/><l/></block><l/></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="shape_questions" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="costume1" center-x="226.5" center-y="142.5" 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" 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