Odd Amicable Pair/Examples/29,912,035,725-34,883,817,075

Example of Odd Amicable Pair
$29 \, 912 \, 035 \, 725$ and $34 \, 883 \, 817 \, 075$ are an odd amicable pair:
 * $\sigma \left({29 \, 912 \, 035 \, 725}\right) = \sigma \left({34 \, 883 \, 817 \, 075}\right) = 64 \, 795 \, 852 \, 800 = 29 \, 912 \, 035 \, 725 + 34 \, 883 \, 817 \, 075$

Proof
By definition, $m$ and $n$ form an amicable pair :
 * $\sigma \left({m}\right) = \sigma \left({n}\right) = m + n$

where $\sigma \left({n}\right)$ denotes the $\sigma$ function.

Thus: