Fans of fast Fords in this country may crave a Sierra Cosworth or Escort RS2000, but across the pond there’s just as dedicated a following for Mustangs, GT40’s and anything with a Shelby badge. Now, car dealer and race boss Jim Click has put up six of his most desirable fast Ford models up for auction, and they will be sold at RM Sotheby’s Monterey auction in August.
All six of Click’s cars are in perfect condition, and most have racing pedigree – which would account for the estimated prices, most of which are in excess of $1 million. The cheapest (or perhaps least expensive) is predicted to be the 1966 Shelby GT350, which was raced and prepped by Don Roberts for the Southern Pacific Coast Road Racing Championship.
• The greatest fast Fords of all time
Got a few more bucks to spend? Two other Mustangs will be up for sale, both with an estimate of $1 million to $1.3 million. The first, a 1969 model, was raced by Shelby with Dan Gurney, Pete Revson, George Follmer and A.J. Foyt each taking their turn in the driver’s seat. If you crave something a little newer, the 1970 Bud Moore Mustang is also up for grabs.
You could also get your hands on one of the few Ford GT40’s which wasn’t built as a racer. One of seven of the 31 original cars to be kept for promotional duties, this one spent its time decorating car dealerships and auto shows, before Click bought it in 1992 and immediately began racing it.
The final cars are both Shelby Cobras. The first is estimated to reach $1 million to $1.4 million, and is so cherished by Jim Click that he’s purchased it three times so far, the last being in 2007.
The other is estimated to fetch $2.2 million to $2.6 million – a price justified by its racing pedigree. Since 1964 the car has racked up win after win, without claiming a single DNF – making it one of the most successful racing Cobras of all time. The Jim Clark collection will be up for sale at RM Sotheby’s Monterey auction, August 19-20.
How much would you pay for some of Ford's greatest racing legends? Let us know in the comments below...