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Find a collection Ano, (different from the one on the book) where An is countable for every n and such that 0(14) (04) # n=0

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You com construct a set s An by defining it as folloigs 2-1} if n is ever A = 5 Z his if n s odd.then Ű (Man)- Ü (11.0LY) 05 Opasno=0 Á (m) = (tuotas) no le=n = n (2-18) p=xo Tence ů (& An)= 0+ 34,74 = 0 / An). n=0 can ? A

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