Designed in conjunction with Aussie DH racer Troy Brosnan, the Dissector seeks to minimize drag while retaining cornering control. This versatile tire can be used as a front, a pair, or as a rear depending on trail conditions.
- Dual compound, 3C MaxxTerra, or 3C MaxxGrip options
- EXO, EXO+, 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: Dry to loose trail conditions
Recommended installation: Front or Rear
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)