Pandigital Product of Pandigital Pairs in 3 Ways

Theorem
The pandigital integer $0 \, 429 \, 315 \, 678$ can be expressed as the product of a pandigital doubleton in $3$ different ways:

Proof
We have that:
 * $0 \, 429 \, 315 \, 678 = 2 \times 3^2 \times 11 \times 19 \times 139 \times 821$

Then: