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Give an example of a case where cyclical voting can lead to differing outcomes depending on how the voting sequence is structured. Use a case where three people (Manny, Mo and Jack) are voting on health care and the options are 1) cover everyone who is now uncovered 2) cover half the people now uncovered 3) cover none who are presently uncovered. Show each one's preference rankings and show how the voting can result in any one of the alternatives. A chart and three groups of voting pairings should answer this well.
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