The Maxxis Ikon is a versatile XC tire designed to perform in a broad range of conditions. With its predictable handling, the Ikon is also a favorite among our slopestyle athletes.
- Dual compound, 3C MaxxSpeed, or 3C MaxxTerra options
- 60 TPI or 120 TPI casing options
- EXO sidewall protection
- Select specs are Tubeless Ready (TR), confirm in table below
Category: XC Race, XC
Recommended use: All XC trail conditions
Recommended installation: Front or Rear
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)