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SUMMARY AFTER 10 TIMES
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 10 ['A', 'B']
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INPUT SUMMARY AND RUN TRACE
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INPUT SUMMARY AND RUN TRACE
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	6 ballots
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	6 ballots
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	Choosing 2 winners
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	Choosing 2 winners
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	Need ceil((6 + 1)/(2 + 1)) = 3 ballots to win
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	Need ceil((6 + 1)/(2 + 1)) = 3 ballots to win
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		['A']
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		['A']
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	C:
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	C:
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		['C']
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		['C']
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	B:
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	B:
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		['B']
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		['B']
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POPPED UNIVERSE 1 (p = 1.000000, 0 pending):
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SELECTION #1: A
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SELECTION #1: A
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	redistributing 1 effective of 1 excess ballot(s) at random from A
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	redistributing 1 effective ballots, 1 at a time
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	random choice = ['A', 'B']
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	to B: ['A', 'B']
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	to B: ['A', 'B']
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CURRENT ASSIGNMENT OF BALLOTS (3 needed to win)
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CURRENT ASSIGNMENT OF BALLOTS (3 needed to win)
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	A:
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	A:
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		['A']
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		['A']
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		['A']
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		['A']
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	C:
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	C:
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	B:
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	B:
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		['B']
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		['B']
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		['A', 'B']
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		['A', 'B']
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RESULTS FOR UNIVERSE 1 (p = 1.000000): ['A', 'B']
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Number of random choices made: 1
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Dropped 0 universes with low probability
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FINAL RESULTS
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FINAL RESULTS
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	A
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	B
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	1.000000: ['A', 'B']