Common use of , amend to read Clause in Contracts

, amend to read. 6.1.1.1. The section width shall be calculated by the following formula: 𝑆 = 𝑆1 + 𝐾 βˆ™ (𝐴 βˆ’ 𝐴1), where: S is the section width rounded to the nearest millimetre; S1 is the nominal section width (in mm) as shown on the side wall of the tyre in the designation of the tyre as prescribed; A is the width (expressed in mm) of the measuring rim, as shown by the manufacturer in the descriptive note; 5/ A1 is the width (expressed in mm) of the theoretical rim. A1 shall be taken to equal S1 multiplied by the factor x, as specified by the manufacturer, and K shall be taken to equal 0.4." Footnote 5/, amend to read: "5/ When the rim width is given by code, the value in mm is obtained by multiplying such number by 25.4."

Appears in 2 contracts

Samples: Agreement Concerning the Adoption of Harmonized Technical United Nations Regulations for Wheeled Vehicles, Agreement Concerning the Adoption of Harmonized Technical United Nations Regulations for Wheeled Vehicles

AutoNDA by SimpleDocs

, amend to read. 6.1.1.1. The section width shall be calculated by the following formula: 𝑆S = 𝑆S1 1 + 𝐾K βˆ™ (𝐴 A-A1βˆ’ 𝐴1), where: S is" the section wwidth" idth rounded to the nearest millimillimetre and measured on the measuring rimmetre; S1 is" the nominal section wwidth" idth (in mm) as shown on the side wall of the tyre in the designation of the tyre as prescribed; A is the width (expressed in mm) of the measuring rim, as shown by the manufacturer in the descriptive note, 5 ; 5/ A1 is the width (expressed in mm) of the theoretical rim. A1 shall be taken to equal S1 multiplied by the factor x, as specified by the manufacturer, and K shall be taken to equal 0.4." Footnote 5/, amend to read: "5/ When the rim width is given by code, the value in mm is obtained by multiplying such number by 25.4."

Appears in 2 contracts

Samples: Agreement Concerning the Adoption of Uniform Technical Prescriptions for Wheeled Vehicles, Agreement Concerning the Adoption of Uniform Technical Prescriptions for Wheeled Vehicles

, amend to read. 6.1.1.1. The section width shall be calculated by the following formula: 𝑆S = 𝑆S1 1 + 𝐾K βˆ™ (𝐴 A-A1βˆ’ οΏ½οΏ½1), Wherewhere: S is" the section wwidth" idth rounded to the nearest millimillimetre and measured on the measuring rimmetre; S1 is" the nominal section wwidth" idth (in mm) as shown on the side wall of the tyre in the designation of the tyre as prescribed; A is the width (expressed in mm) of the measuring rim, as shown by the manufacturer in the descriptive note; 5/ A1 is the width (expressed in mm) of the theoretical ; rim. A1 shall be taken to equal S1 multiplied by the factor xX , as specified by the manufacturer,; and K shall be taken to equal 0.4." Footnote 5/, amend to read: "5/ When the rim width is given by code, the value in mm is obtained by multiplying such number by 25.4."

Appears in 1 contract

Samples: Agreement Concerning the Adoption of Uniform Technical Prescriptions for Wheeled Vehicles

AutoNDA by SimpleDocs

, amend to read. 6.1.1.1. The section width shall be calculated obtained by means of the following formula: 𝑆S = 𝑆S1 1 + 𝐾K βˆ™ (𝐴 A - A1βˆ’ οΏ½οΏ½1), Wherewhere: S is" the section wwidth" idth rounded to the nearest millimillimetre and measured on the measuring rimmetre; S"1 is the nominal section wiwidth" dth (inmillimetres, mm) as shown on the side sidewall wall of the tyre intyre the designation of the tyre as prescribed; A is the width (expressed in mm) of the measurinrim in millimetresg rim, as shown by the manufacturer in the descriptive noteand ; 5/ A1 is the width (expressed in mm) of the theoreticarim in millimetresl rim. A1 shall be taken to equal S1 multiplied by the factox r x, as specified by the manufacturer, and K shall be taken to equal 0.4." Footnote 5/, amend to read: "5/ When the rim width is given by code, the value in mm is obtained by multiplying such number by 25.4."

Appears in 1 contract

Samples: Agreement Concerning the Adoption of Uniform Technical Prescriptions for Wheeled Vehicles

Draft better contracts in just 5 minutes Get the weekly Law Insider newsletter packed with expert videos, webinars, ebooks, and more!