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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)