Upgradeing my GTX 645 to GTX 1060 on x51 r2 Ailenware

winkplaysmc

Prominent
Oct 22, 2017
11
0
510
Solution


you MUST have the 330w power brick, dont try installing the card until you have it. You are liable to make something go up in smoke


and it would be a smart idea to get a blower style 1060...

ghost88123

Prominent
Oct 21, 2017
35
0
540
If the current power supply you have atm is 240W I would upgrade it and get a 500+ because you have to count for the processor and everything else also its good to have extra power so if you ever upgrade your pc again or just in case something bad goes on you have extra wattage.
 

maxalge

Champion
Ambassador


you MUST have the 330w power brick, dont try installing the card until you have it. You are liable to make something go up in smoke


and it would be a smart idea to get a blower style 1060

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
 
Solution