The Maxxis Aggressor is designed for high-speed, hard-packed, rocky trails. It works especially well as a rear tire paired with a Minion DHF or Assegai in the front.
- Dual compound
- 60 TPI or DoubleDown (2×120 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
Recommended use: Dry, rocky trails
Recommended installation: Rear
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)