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The D-8 Organization for Economic Cooperation, also known as Developing-8, is an organisation for development co-operation among Bangladesh, Egypt, Indonesia, Iran, Malaysia, Nigeria, Pakistan, and Turkey. [3]
Dice notation (also known as dice algebra, common dice notation, RPG dice notation, and several other titles) is a system to represent different combinations of dice in wargames and tabletop role-playing games using simple algebra-like notation such as d8+2.
For example, rolling a single six-sided die yields a uniform distribution, where each number from 1 to 6 has an equal chance of appearing. However, when rolling two dice and summing the results, the probability distribution shifts, as some sums (like 7) become more likely than others (like 2 or 12).
1970: D8 46a 48a power increased 280 hp (210 kW) 1974: 300 hp (220 kW) D8K replaced the D8H. 1982: 335 hp (250 kW) D8L replaced D8K. The D8L was the first D8 with the elevated drive sprocket undercarriage. 1984: D8L SA (special application) for farming applications premiers. Available with a three point hitch, for mounted implements.
6.6 D8 series: Weigh station. 6.7 D10 series: Reference location. 6.8 D11 series: Bicycle facility and shared-use path. 6.9 D12 series: Radio, ...
The Dunne D.8 of 1912 was a tailless swept wing biplane, designed by J. W. Dunne to have inherent stability. One example was supplied to RAE Farnborough.License-built Burgess-Dunne models were used by the US Signal Corps and United States Navy and the short-lived Canadian Aviation Corps.
D8 motorway (Czech Republic), a road in the northern Czech Republic; D8 road (Croatia), a section of the Adriatic highway; Data8, a magnetic tape data storage format pioneered by Exabyte Corporation; Digital8, a consumer digital videotape format developed by Sony; Developing 8 Countries, a group of eight large, mostly Muslim nations
The semidirect product is isomorphic to the dihedral group of order 6 if φ(0) is the identity and φ(1) is the non-trivial automorphism of C 3, which inverses the elements. Thus we get: ( n 1 , 0) * ( n 2 , h 2 ) = ( n 1 + n 2 , h 2 )