Odd Amicable Pair/Examples/1,175,265-1,438,983

Example of Odd Amicable Pair
$1 \, 175 \, 265$ and $1 \, 438 \, 983$ are the $9$th odd amicable pair:
 * $\sigma \left({1 \, 175 \, 265}\right) = \sigma \left({1 \, 438 \, 983}\right) = 2 \, 614 \, 240 = 1 \, 175 \, 265 + 1 \, 438 \, 983$

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: