The Maxxis Pace uses small, tightly spaced knobs to create a tire with low rolling resistance. Originally intended for XC use, the Pace has proven to work well for slopestyle, pump track, and dirt jumping.
- Single or dual compound options
- 60 TPI casing
- SilkShield or EXO puncture protection options
- Select specs are Tubeless Ready (TR), confirm in table below
Category: XC Race, XC
Recommended use: Dry XC conditions, groomed tracks and jumps
Recommended installation: Front or Rear
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)