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Let $f(z,w)=(p(z),q(z,w))$ be a holomorphic skew product with asuperattracting fixed point at the origin. In the previous paper we havesucceeded to specify a dominant term of $q$ by the order of $p$ and the Newtonpolygon of $q$ and to construct a B\"{o}ttcher coordinate on an invariantwedge. By using the same idea and terminologies, we give inequalities ofattraction rates for the vertical dynamics of $f$ in this paper. The resultshold not only for the superattracting case, but for all the other cases.

Attraction rates for iterates of a superattracting skew product