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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)