How is this for my first build?

HammersFan10

Honorable
Sep 14, 2013
17
0
10,510
http://pcpartpicker.com/p/q34yHx. I'm not looking to do any overclocking, so I got the non-k version. The website tells me that the card is 4mm too big, but on another pc parts website there is no such problem. What do you guys think?
 
Solution
1, I would get the CM Hyper 212 EVO
2, An h97 board will be nice because you'll be able to upgrade to Broadwell
3, G.SKILL Ripjaws x RAM can be found for 5$ less than the Ballistix
4, You're going to eat up the 256 GB fast if you don't have an HDD
5, You might want to consider the 770 as it's somewhat better
6, Switch the PSU to something along the lines of an EVGA SuperNOVA 750 B2
Otherwise, you're good to go!
That gpu is 294mm.

From your case's website:

Spacious interior for installing 290mm VGA card has been designed for easy installation and maintenance of various components.

But then in this diagram it shows it has 300mm clearance. So it just might fit, but I wouldn't risk it.
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
 
1, I would get the CM Hyper 212 EVO
2, An h97 board will be nice because you'll be able to upgrade to Broadwell
3, G.SKILL Ripjaws x RAM can be found for 5$ less than the Ballistix
4, You're going to eat up the 256 GB fast if you don't have an HDD
5, You might want to consider the 770 as it's somewhat better
6, Switch the PSU to something along the lines of an EVGA SuperNOVA 750 B2
Otherwise, you're good to go!
 
Solution

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