Wheel'$ForLe$$

I'm proud to announce that we have teamed up with VOSSEN FORGED to bring you an incredible wheel line that is right up there with the best of them, and HAS A SOLID HISTORY BEHIND THEM. Figured Flossing was such an appropriate term for these. WOW.
These can be made as 3-Piece Forged or Monoblock Forged depending on what you prefer. Do not get these confused with the VVS line which are a 1-piece CAST WHEEL. I AM ONLY SELLING THE FORGED WHEELS DUE TO THEIR SUPERIOR DURABILITY, STRUCTURE, AND INTEGRITY.

These wheels can be finished in any color including CARBON FIBER!!!!

PM ME FOR PRICING, I AM NOT ALLOWED TO POST PRICING. GUARANTEED TO BE THE LOWEST!!! NOT TO MENTION AS ALWAYS I"LL BEAT ANY AUTHORIZED DEALERS PRICE BY MIN $100. NEGOTIATED BEST PRICING FOR FORUM MEMBERS!!!!


Definition of flossen
1. to show off.
Let's go flossing in the Lexus.
2. to relax; CHILL; HANG OUT.
We were just flossin' at her house.


VF-086


VF-087

Wheel'$ForLe$$

CURRENTLY VOSSEN HAS FOUR CONCAVE LINES AVAILABLE AS A MONOBLOCK FORGED OR THREE PIECE FORGED WHEEL:
VFC-095, VFC-091, VFC-099 and the CVF1

VFC-095


VFC-061
20X10
20X13
MATTE BLACK CENTER
CHROME LIPS
2.5" LIP FRONT
4.0" LIP REAR










WOW, MORE PICTURES TO FOLLOW FELLAS!!!!!

vb26

that vet is hawt. good set up

Wheel'$ForLe$$

VFM051
22x9
22x11
Brushed face and Gloss black windows
FORGED MONOBLOCKS

Wheel'$ForLe$$

SNEAK PEAK BEFORE SEMA OF THE NEW CONCAVES. PHOTOSHOOTS TAKING PLACE THIS WEEK. WOWWW.

Wheel'$ForLe$$

I have a 19” vf61 set for a clk or an e class in stock

Wheel'$ForLe$$

Specials going on before SEMA show in Las Vegas

Wheel'$ForLe$$

New Photoshoots Coming Soon!!!

Wheel'$ForLe$$

NO YANKEES OR PHILLIES IN THE WORLD SERIES WOW!!!

Wheel'$ForLe$$

I'll do my pricing on three sets in order to showcase the quality of these wheels

Wheel'$ForLe$$

I"M DOING 25% OFF LIST PRICING FOR FIVE SETS WITH FREE SHIPPING THIS WEEK!!!!

frontin55

Nice wheels.

Wheel'$ForLe$$

Thanks very much for the comments

Wheel'$ForLe$$

BUMP

Wheel'$ForLe$$

Wheel'$ForLe$$