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Let be a fixedoddpositive integer.
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Let n be a positive integer.
Consequently, it is assumed to be a positive integer [ 4].
Let D = I a, b = [ a, a + 1,…, b - 1] be an integer interval for some integers a < b.
The power must be an exact integer.
N must be an integer.
Let m be an integer.
Let and be an integer.
Let (Ngeq2) be an integer.
be an integer, and let.
Let j be an integer.
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