Four candidates are running for an election. They have the rather boring names A, B, C, and D. This simulation is designed to show how different voting tabulation methods will result in different winners of the election. Four different methods are used: simple plurality, majority with run-offs, Borda Count, and Condorcet criterion. Your entry consists of the number of people who are in favor of voting A>B>C>D, B>D>C>A, D>C>A>B, etc. Thus there are twenty-four columns in this program. At the bottom of each column enter the number of people who hold that opinion. In most cases with reasonably small populations far less than twenty-four of the columns will be full. This is perfectly fine, as the other columns will default to zero. Also, note that in the Borda count, a 1st pref is worth 3 points, a 2nd pref is worth 2 points, a 3rd pref is worth 1 points, and a 4th pref is worth zero points.