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已知全集I={-4,-3,-2,-1,0,1,2,3,4},A={-3,a2,a+1},B={a-3,2a-1,a2+1},其中a∈R,若A∩B={-3},求I(A∪B).
设全集I={2,3,a2+2a-3},A={2,|a+1|},IA={5},M={x|x=log2|a|},则集合M的所有子集是________.