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