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Let f(x)=(1−a)x2+(1+ab−b)x+1+b2,\displaystyle f(x) = (1 - a) x^2 + (1 + ab - b) x + 1 + b^2,f(x)=(1−a)x2+(1+ab−b)x+1+b2, where aaa and bbb are single-digit natural numbers. Given that one of the roots of f(x)f(x)f(x) is 10,10,10, find the other root.
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