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
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)