With side knobs borrowed from the legendary Minion DHF, but widened to provide more support, the DHR II corners like no other. The center tread features ramped leading edges to improve acceleration and sipes to create a smooth transition when leaning the bike. Paddle-like knobs on the center tread dig in under hard braking and help keep the bike under control.Pair it with a Minion DHF up front for the ultimate aggressive trail riding tire combo! The Minion DHF is available in trail, enduro, and downhill specs.
- 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: Rear
![](data:image/png;base64,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)