1979
Australian Decimal set in Red Royal Australian Mint Wallet
Complete set of Australian decimal coins each dated 1979,
including the cupro-nickel 50 cent, 20 cent, 10 cent, and 5 cent, and the bronze 2 cent and 1 cent,
and housed in red mint wallet. Each coin uncirculated and as issued.
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)
(2 Cent and 1 Cent is toned)
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the item you will receive, is not of the actual item.