Ram/cpu cooler compatibility help?

If you want to err on the side of caution, I'd consider ones like these:

G.Skill F3-2400C11D-16GAB Main Memory 16 GB / 2400 MHz / CL11 / DDR3-RAM

They look like this:
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

I generally would look for 1600 mHz CAS 9 with 1.5v for Intel systems. The link I listed above are 2400 mHz CAS 11, but it was just ofr an example.
 

Mark_1970

Reputable
Nov 14, 2015
1,391
3
5,960
You want the fan on the ram side then no to putting 2x ram into slots 1/3 but if you only had the two ram cards in 2/4 it would fit. others have mounted that cooler with fan on i/o side(rear of pc) and switched the fan direction into pull config