Amicable Pair/Examples/1184-1210

Example of Amicable Pair
$1184$ and $1210$ are the $2$nd amicable pair:
 * $\map \sigma {1184} = \map \sigma {1210} = 2394 = 1184 + 1210$

Proof
Let $\map s n$ denote the aliquot sum of $n$.

By definition:
 * $\map s n = \map \sigma n - n$

where $\map \sigma n$ denotes the $\sigma$ function.

Thus: