In this talk, we will introduce a way to construct an explicit family of measures on the real line that a p-adic doubling for any finite set of primes, however, not doubling. This part generalizes the work by Boylan, Mills and Ward in 2019 in a highly non-trivial way. As some application, we apply these results to show analogous statements for Mukenhoupt Ap weights and reverse Holder weights. This is a joint walk with Tess Anderson.