# Winning strategy of Nim game when picking from multiple piles is allowed

I am studying with Game theory right now. In Nim game, in any turn, a player can move any number of stones from any one pile. I am wondering what might be the winning strategy of first player if in any move, a player can pick any number of stones from one or more piles? In this case, how the xor = 0 rule will work? Both are playing optimally.