Greg Minnaar’s signature tire – the Maxxis Assegai – provides tenacious, predictable grip across the entire profile no matter the lean angle. The Assegai can be used front and rear for a surefooted feel or as a front paired with a faster rolling rear tire.
- Dual compound, 3C MaxxTerra, or 3C MaxxGrip options
- 60 TPI, DoubleDown (2×120 TPI), or Downhill (2×60 TPI) casing options
- EXO or EXO+ puncture protection 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: All trail, enduro, and downhill conditions
Recommended installation: Front
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)