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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)