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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)