View Poll Results: Staggered fitment or no?
Rear: 20x10 Foose Spank 6 (305/50) Front: 18x9 Foose Spank 6 (245/45)



1
11.11%
Rear: 20x10 Foose Spank 6 (305/50) Front: 20x8.5 Foose Spank 8 (245/45)



4
44.44%
Yes to 20" rear and 18" front, but lord man, get a different wheel!



2
22.22%
Quit smoking crank man



2
22.22%
Voters: 9. You may not vote on this poll
Staggered fitment or no?
#6
Whatever you decide to go with, stick w/ the same size F/R. My vote was for 20X8.5/20X10.
Have you thought about any billet wheels? A bit harder to maintain, but much lighter, and custom offsets aren't a problem at all.
Have you thought about any billet wheels? A bit harder to maintain, but much lighter, and custom offsets aren't a problem at all.
#7
i say go with 19 fwith 20 or 20 with 20 , two inches is too much!! i also agree with moregrip im not a fan of the spank , they were pretty nice but now everyone and there ma has em. i say go with something lighter if you can!!
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#10
Originally Posted by moregrip
hmmm, do they need to tuck? is that the issue?
I think he thinks so, despite me saying this is a truck. The big deal on the 345s is the that the wheels are $1044 each and non-returnable. He thinks the tires will rub the spring under load.
Here was his reasoning:
rim size + 1 inch for the lip
+2 inches to account for bulge
+1 inch for clearence
so the 345s on 11's are:
11 + 1 + 2 +1 = 15 inches. We only have 13 inches from spring to fender, so thats 1.5-2 inches sticking out.
When I asked him about the sidewall cross section (which is 13.6 on 11s) and asked if that wasn't the bulge on the tire he got all snippy. I said that using the method I was taught to estimate the tire fitment (line up on the existing centerline and measure the sidewall cross section) he said "without good measurements we are just wasting time". So I went out and lowered the front, jacked it up again and took off the rears.
13.5" spring to fender
8 5/8 backspacing
4.5 hub to fender
Which means to him I can only run a: 13 - 1 -2 = 10 inch rim. I know the math doesn't even match the above, but I don't want to risk $6k on unreturnable tires and wheels.






