What are the ordered pairs for (1+a!)(1+b!) = (a+b)!?

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Find all ordered pairs $(a,b)$ for which $(1+a!)(1+b!) = (a+b)!$

where $a,b\in \mathbb{N}$ and $n! = $ factorial on $n$
 
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jacks said:
Find all ordered pairs $(a,b)$ for which $(1+a!)(1+b!) = (a+b)!$

where $a,b\in \mathbb{N}$ and $n! = $ factorial on $n$

Hello.

http://mathhelpboards.com/challenge-questions-puzzles-28/solving-equation-ii-9685.html

Regards.