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
![](data:image/png;base64,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)