Find the smallest positive integer N that satisfies all of the following conditions:
• N is a square.
• N is a cube.
• N is an odd number.
• N is divisible by twelve prime numbers.
How many digits does this number N have?
Let;
N is a multiple of 7420738134810
for N to be a square and a cube, and to be a multiple of a multiple of prime numbers, the multiple of prime numbers have to be exponentiated to (2×3)
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