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  2. Koenig Specials - Wikipedia

    en.wikipedia.org/wiki/Koenig_Specials

    The 365/512 BB required a modified suspension and 9" front/13"rear wheels with uprated brakes to handle the power. With a large spoiler and every body panel (with the exception of the roof and upper front bodywork) replaced, the car was able to reach a claimed 0–60 mph in 3.9 seconds and a top speed of 206 miles per hour (332 km/h).

  3. Koenigsegg Regera - Wikipedia

    en.wikipedia.org/wiki/Koenigsegg_Regera

    The Regera has aluminium wheels or carbon fibre wheels (optional) with diameters of 480 millimetres (19 in) at the front and 510 millimetres (20 in) at the rear with center-lock wheel nuts. The tyres are Michelin Pilot Sport 4S' with codes of 275/35 ZR 19 (100Y) for the front and 345/30 ZR 20 (106Y) for the rear. [38]

  4. Formula König - Wikipedia

    en.wikipedia.org/wiki/Formula_König

    Formula König was an open wheel racing series based in Germany and sponsored by German automobile company König Komfort- und Rennsitze GmbH (König comfort and racing seats GmbH). It ran from 1988 to 2004 as a single-seater feeder series.

  5. Koenigsegg CC850 - Wikipedia

    en.wikipedia.org/wiki/Koenigsegg_CC850

    Steering is rack and pinion, with Koenigsegg's proprietary 9-speed Light Speed Transmission sends power to the rear wheels. The CC850 also has a feature called the Engage Shifter System , which allows the driver to simulate six gears of manual shifting with a physical clutch pedal as opposed to paddle shifters. [ 3 ]

  6. YHI International - Wikipedia

    en.wikipedia.org/wiki/YHI_International

    YHI International Limited (SGX: Y08) is an automotive, industrial automotive and products distribution company based and headquartered in Singapore.It has also made a name in alloy wheel manufacturing as an original design manufacturer (ODM) through "Advanti Racing" brand.

  7. Wheel graph - Wikipedia

    en.wikipedia.org/wiki/Wheel_graph

    A wheel graph with n vertices can also be defined as the 1-skeleton of an (n – 1)-gonal pyramid. Some authors [1] write W n to denote a wheel graph with n vertices (n ≥ 4); other authors [2] instead use W n to denote a wheel graph with n + 1 vertices (n ≥ 3), which is formed by connecting a single vertex to all vertices of a cycle of ...

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