there exists a c \geq 0 such that H^ i(\mathop{N\! L}\nolimits _{B_ n/A_ n}), i = -1, 0 is annihilated by I^ c for all n \geq 1 where A_ n = A/I^ n and B_ n = B/I^ nB,
there exists a c \geq 0 such that H^ i(\mathop{N\! L}\nolimits _{B_ n/A_ n}), i = -1, 0 is annihilated by I^ c for all n \geq 1 where A_ n = A/I^ n and B_ n = B/I^ nB,
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