There are $1999$ balls in a row, some are red and some are blue (it could be all red or all blue). Under every ball we write a number equal to the sum of the amount of red balls in the right of this ball plus the sum of the amount of the blue balls that are in the left of this ball. In the sequence of numbers that we get with this balls we have exactly three numbers that appears an odd number of times, which numbers could these three be?