have 2 lottery wheels and 101 balls that are numbered from 1 to 101. Place all the balls spread over the 2 lottery wheels. Are averaged to give the sum of all numbers of balls on the total of each bolillero balls. Then a ball crosses 1 bolillero to another. Re-calular averages in both the average increase lottery wheels 1 / 85 (not as a percentage of previous AVERAGE, but all). The question is how many balls were originally in each from the lottery wheels? Homer
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