With a tread design that deftly balances rolling speed with braking and cornering traction, it’s no wonder why the Minion DHF is one of the most imitated tires in mountain biking. Whether riding local trails, a backcountry epic, racing enduro or World Cup downhill, there’s a Minion DHF spec to meet your needs.
- Single, dual compound, 3C MaxxTerra, 3C MaxxGrip, or Super Tacky options
- EXO, EXO+, DoubleDown (2×120 TPI), or Downhill (2×60 TPI) casing options
- Wide Trail (WT) sizes optimized for 35mm inner width rims
- Select specs are Tubeless Ready (TR), confirm in table below
Category: Trail, Enduro, Downhill
Recommended use: All trail conditions
Recommended installation: Front
![](data:image/png;base64,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)