<snapdata remixID="8887215"><project name="midterm " app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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s="getLastAnswer"></block></custom-block><script><block s="doSayFor"><l>lose your turn</l><l>1.5</l></block></script><script><block s="forward"><block s="getLastAnswer"></block></block></script></block></script><script x="30" y="373"><custom-block s="%s sided die"><l>5</l></custom-block></script><script x="30" y="406"><custom-block s="two dice with %s sides and %s sides"><l>10</l><l>5</l><comment w="90" collapsed="false">First time it rolls is 1st dice, 2nd time is the 2nd dice.</comment></custom-block></script><script x="30" y="487"><block s="doSetVar"><l>dice rolls</l><block s="reportNewList"><list></list></block></block></script><script x="30" y="527"><custom-block s="%s is divisible by 4"><l>9</l></custom-block></script><script x="30" y="560"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="30" y="617"><custom-block s="move player %s spaces"><custom-block s="%s sided 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