successive divisibility of a number by 9,8,7,6,5,4,3,2

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There is a nine digit number . If you delete the digit at its unit place the remaining number would be divisible by nine, if you delete the digit at its tenth place the remaining number would be divisible by eight and the process continues.

all the digits of the number are unique...what is the required number?

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The unique solution is $816543279$. But here is not enough place to describe all the possibilities.