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  2. List of tire companies - Wikipedia

    en.wikipedia.org/wiki/List_of_tire_companies

    Titan Tire Corporation [79] USA: 1993 Goodyear (farm tires), Titan, Continental (OTR only) [80] Tigar Tyres Serbia: 1959 Tigar: Tomket Tires [81] [non-primary source needed] Czech Republic: 1997 Tomket (Czech brand of low category is made in China) Toyo Tire & Rubber [82] Japan: 1945 Nitto, Silverstone, Toyo: Trayal Corporation Serbia: 1955 ...

  3. Talk:List of tire companies - Wikipedia

    en.wikipedia.org/wiki/Talk:List_of_tire_companies

    Sailun Tires and Aptany 208.96.119.231 21:34, 24 February 2024 (UTC) Pola Tyres. I am using Pola brand Tyres. Bu i have no information of origin. I think they are ...

  4. Nankang Rubber Tire - Wikipedia

    en.wikipedia.org/wiki/Nankang_Rubber_Tire

    Nankang Rubber Tire Corporation Ltd is the largest established tire manufacturer in Taiwan, having been started in 1940 by a group of engineers. [ citation needed ] Based originally upon the principles of Japanese manufacturing technologies, the company has grown substantially.

  5. TBC Corporation - Wikipedia

    en.wikipedia.org/wiki/TBC_Corporation

    The Company changed its name to Tire & Battery Corporation in 1972. Eleven years later, Tire & Battery Corporation went public (NASDAQ: TBCC). In 2005, the company was purchased by Sumitomo Corporation of America (SCOA), one of Japan's major integrated trading and investment business enterprises.

  6. 2021 D1 Grand Prix series - Wikipedia

    en.wikipedia.org/wiki/2021_D1_Grand_Prix_series

    Toyo Tires All TEAM VERTEX SAILUN TIRE 78 Takahiro Ueno: Lexus RC (GSC10) Sailun 1-7,9-10 VALINO 15 Katsuhiro Ueo: Nissan Silvia (S15) Valino All TEAM MORI 52 Yusuke Kitaoka: Toyota Mark II (JZX100) Linglong All 横浜トヨペット SAILUN 俺だっ! 91 Shingo Hatanaka: Toyota GR Supra (A90) Sailun All TEAM SHIBATA SAILUN TIRE 31 Koudai Sobagiri

  7. Triangle group - Wikipedia

    en.wikipedia.org/wiki/Triangle_group

    Let l, m, n be integers greater than or equal to 2. A triangle group Δ(l,m,n) is a group of motions of the Euclidean plane, the two-dimensional sphere, the real projective plane, or the hyperbolic plane generated by the reflections in the sides of a triangle with angles π/l, π/m and π/n (measured in radians).

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