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For each positive integer $n$, we construct a bijection between the oddpartitions and the distinct partitions of $n$ which extends Bressoud'sbijection between the odd-and-distinct partitions of $n$ and the splittingpartitions of $n$.  We compare our bijection with the classical bijections of Glaisher andSylvester, and also with a recent bijection due to Chen, Gao, Ji and Li.

A bijection for Euler's partition theorem in the spirit of Bressoud