The Maxxis High Roller II uses an open and aggressive tread design intended to find traction in loose conditions. A large channel between the the center knobs and side knobs provides a looser, drifty feel desired by some riders.
- Single compound, dual compound, 3C MaxxTerra, 3C MaxxGrip, and Super Tacky options
- 60 TPI, DoubleDown (2×120 TPI), or Downhill (2×60 TPI) casing options
- Wide Trail (WT) sizes are optimized for 35mm inner width rims
- Select specs are Tubeless Ready (TR), confirm in table below
Category: Trail, Enduro, Downhill
Recommended use: Loose trail conditions
Recommended installation: Front or Rear
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)