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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)