The Maxxis Ardent is a light duty trail tire that rolls fast in dry conditions. For similar rolling speed with improved braking and cornering performance, check out the Rekon.
- Single or dual compound options
- 60 TPI casing
- Available with EXO sidewall protection
- Select specs are Tubeless Ready (TR), confirm in table below
Category: Trail
Recommended use: Dry, hard packed trails
Recommended installation: Front or Rear
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)