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They are a subgroup of the Beja people who are bilingual in Beja and Arabic.
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They and are
They are preoccupied riding herd on control panels, switches, flashing colored lights on pale green or gray consoles that look like business machines.
They are supplied, a batch at a time, by a secret source and are continually changed by Wisman or his staff, at random intervals.
They are huge areas which have been swept by winds for so many centuries that there is no soil left, but only deep bare ridges fifty or sixty yards apart with ravines between them thirty or forty feet deep and the only thing that moves is a scuttling layer of sand.
They recognized that slavery was a moral issue and not merely an economic interest, and that to recognize it explicitly in their Constitution would be in explosive contradiction to the concept of sovereignty they had set forth in the Declaration of 1776 that `` all men are created equal, that they are endowed by their Creator with certain unalienable rights, that among them are life, liberty and the pursuit of happiness.
They feel they are leagued against a hostile, persecutory world, faced with the concerted malevolent opposition of squares and their hirelings, the police.
They for their part are convinced that Holmes is too `` unorthodox '' and `` theoretical '' to make a good detective.
They tell us, sir, that we are free, because we have in one hand a ballot, and in the other a stock certificate.
On December 21, the day that the Irish House of Commons petitioned for removal of Sir Constantine Phipps, their Tory Lord Chancellor, Molesworth reportedly made this remark on the defense of Phipps by Convocation: `` They that have turned the world upside down, are come hither also ''.
Defoe then commented, `` If they Could Draw that young Gentleman into Their Measures They would show themselves quickly, for they are not asham'd to Say They want only a head to Make a beginning ''.
They emerged as interchangeable cogs in a faulty but formidable machine: shaved nearly naked, hair queued, greatcoated, jackbooted, and best of all -- in the opinion of the British professional, Major Semple-Lisle -- `` their minds are not estranged from the paths of obedience by those smatterings of knowledge which only serve to lead to insubordination and mutiny ''.
They and subgroup
They are among the highest-mass stellar members of the Lower Centaurus-Crux subgroup of the association, with ages of roughly 10 to 20 million years.
Given a ring R and a unit u in R, the map ƒ ( x ) = u < sup >− 1 </ sup > xu is a ring automorphism of R. The ring automorphisms of this form are called inner automorphisms of R. They form a normal subgroup of the automorphism group of R.
They form a subgroup of the Indo-Iranian languages, which consists of two other language groups: the Iranian and Nuristani.
They are closely related to other Austronesian peoples and speak Cham, a Malayo-Polynesian language of the Austronesian language family ( Aceh – Chamic subgroup ).
They were born between 1886 and 1907, although the Gang of Four were a distinct subgroup born 1914 to 1935.
They are distinct from the Krumen ( sometimes called Kru ), a subgroup of the Grebo who live along the coast.
They have surpassed Korean Americans and have become the largest Asian American subgroup in Glendale.
They speak the two main groups of Moravian dialects ( the Central and the Eastern ), the transitional Bohemian-Moravian dialect subgroup and standard Czech.
They are given their own order in the beta subgroup of Proteobacteria, and include many genera previously assigned to the family Pseudomonadaceae.
In other words H is a maximal element of the partially ordered set of proper subgroups of G. Maximal subgroups are of interest because of their direct connection with primitive permutation representations of G. They are also much studied for the purposes of finite group theory: see for example Frattini subgroup, the intersection of the maximal subgroups.
They have the structure M < sub > F </ sub >⋊ U where M < sub > F </ sub > is the largest normal nilpotent Hall subgroup, and U has a subgroup U < sub > 0 </ sub > with the same exponent such that M < sub > F </ sub >⋊ U < sub > 0 </ sub > is a Frobenius group with kernel M < sub > F </ sub >.
They are simple except for the first one < sup > 2 </ sup > F < sub > 4 </ sub >( 2 ), which showed has a simple subgroup of index 2, now known as the Tits group.
They were also known as Laccadive Islands, although geographically this is only the name of the central subgroup of the group.
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