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Following is an incomplete list of past and present Members of Parliament (MPs) of the United Kingdom whose surnames begin with A. Linked years lead to articles about the election of that year Colour key:   Irish National Federation   Change UK   Coalition Liberal   Common Wealth   Conservative   Independent Liberal   Irish Conservative   Irish Parliamentary Party   Irish Unionist   Liberal Un...

البوابة أحدث التغييرات مشروع ويكي رياضة مقهى الرياضة في ويكيبيديا عربية يوجد 180525 مقالة مرتبطة بموضوع رياضة. عدل   بَوَّابَةُ ٱلرِّيَاضَة رياضات الكرات الرياضة هي عبارة عن مجهود جسدي عادي أو مهارة تمارس بموجب قواعد متفق عليها بهدف الترفيه أو المنافسة أو المتعة أو الت...

تاوروس    خريطة الموقع تقسيم إداري البلد اليونان  [1] خصائص جغرافية إحداثيات 37°58′13″N 23°41′39″E / 37.9704°N 23.6942°E / 37.9704; 23.6942   الارتفاع 15 متر  السكان التعداد السكاني 15555 (resident population of Greece) (2001)15778 (resident population of Greece) (1991)14339 (resident population of Greece) (2021)14972 (resident populat...

Historic Canadian railway linking Central Canada to Maritime provinces Intercolonial Railway of CanadaOverviewHeadquartersMoncton, New BrunswickReporting markICR, IRCLocaleNova Scotia, New Brunswick, QuebecDates of operation1872–1918TechnicalTrack gauge4 ft 8+1⁄2 in (1,435 mm) standard gaugePrevious gaugesections built to5 ft 6 in (1,676 mm) but converted in 1875 prior to opening The Intercolonial Railway of Canada (reporting mark IRC),[...

Al-Qur'an Sejarah Wahyu Kesejarahan Asbabunnuzul Nuzululqur'an Manuskrip Samarkand Sanaa Birmingham Topkapi Pembagian Hizb Juz Manzil Muqatta'at Surah Daftar Makiyah Madaniyah Isi Eskatologi Hewan Keajaiban Ketuhanan Ilmu pengetahuan Legenda Nabi dan Rasul Nama lain Perumpamaan Wanita Membaca Taawuz Basmalah Hafiz Qiraat Qari Tajwid Tartil Khatam Terjemahan Daftar terjemahan Al-Qur'an Tafsir Daftar karya tafsir Hermeneutika Takwil Nasakh Hubungan dengan kitab lain Orang yang disebut namanya K...

Kotak alat yang banyak dijual di pasaran Alat atau perkakas adalah benda yang digunakan untuk mempermudah pekerjaan kita sehari-hari. Beberapa contoh alat adalah palu, tang, gergaji, dan cangkul. Beberapa benda yang digunakan sehari-hari seperti garpu, sendok, dan pensil juga termasuk alat. Pisau merupakan salah satu alat yang diciptakan manusia. Alat-alat yang secara khusus digunakan untuk keperluan rumah tingga sering disebut sebagai perkakas. Pada awalnya, ahli filosofi berpikir bahwa manu...

La néoglucogenèse, aussi appelée gluconéogenèse, est la synthèse du glucose à partir de composés non glucidiques. On pourrait penser que c'est l'inverse de la glycolyse, mais les voies biochimiques empruntées, bien que comportant des points communs, ne sont pas identiques (en effet les étapes de la néoglucogenèse contournent les étapes irréversibles que l'on retrouve dans la glycolyse). Utilité La néoglucogenèse est une voie métabolique anabolique qui se produit en permanenc...

Preserved area operated by the Mississippi Valley Conservation Authority, in Ontario, Canada Grist mill and museum The Mill of Kintail Conservation Area is a 152 acres (62 ha) preserve operated by the Mississippi Valley Conservation Authority, in Mississippi Mills, Ontario, Canada.[1] The preserve features an 1830s grist mill that was a former summer home and sculpture studio of medical doctor, sculptor and Ramsay Township native, R. Tait McKenzie who kept the mill in the 20th ce...

Geometric theorem For the book about the paradox, see The Banach–Tarski Paradox (book). Can a ball be decomposed into a finite number of point sets and reassembled into two balls identical to the original? The Banach–Tarski paradox is a theorem in set-theoretic geometry, which states the following: Given a solid ball in three-dimensional space, there exists a decomposition of the ball into a finite number of disjoint subsets, which can then be put back together in a different way to yield...

Austrian politician This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (January 2024) (Learn how and when to remove this message) You can help expand this article with text translated from the corresponding article in German. (December 2009) Click [show] for important translation instructions. View a machine-translated version of the German article. Machine ...

Shared monarchy of numerous Māori iwi of New Zealand King of the KīngitangaKīngiIncumbentTūheitia Pōtatau Te Wherowhero VIIsince 21 August 2006 DetailsStyleHis Majesty and then Te Kīngi[1]Heir apparentNone; electiveFirst monarchPōtatau Te WherowheroFormation1858ResidenceTūrongo House, TūrangawaewaeAppointerIwi of the Kīngitanga The Māori King Movement, called the Kīngitanga[a] in Māori, is a Māori movement that arose among some of the Māori iwi (tribes...

Bilateral relationsMarshall Islands – United States relations Marshall Islands United States Marshall Islands–United States relations are bilateral relations between Marshall Islands and the United States. History Marshall Islands President Hilda Heine meets with US Secretary of State Mike Pompeo in 2019 During World War II, the United States took control of the islands from Japan (which governed them as part of the South Seas Mandate) in the 1944 Gilbert and Marshall Islands campaign. Th...

ثانوية ديباول كريستو ريالعنوان1133 شارع كليفتون هيلزسينسيناتي، أوهايو 45220-1405, USAالولايات المتحدة الأمريكيةمعلوماتالنوعمدرسة خاصةأُنشئت5 يونيو 2011[6]قطاع المدرسةالأبرسية الكاثوليكية الرومانية في سينسيناتي[1]السلطةأخوات الصدقة في سينسيناتيالرئيسجان بيزيتالوكيلبو�...

Jay CookeBiographieNaissance 10 août 1821SanduskyDécès 16 février 1905 ou 18 février 1905Ogontz (Philadelphie) (en)Sépulture St. Paul's Episcopal Churchyard (d)Nationalité américaineActivités Explorateur, homme d'affairesPère Eleutheros CookeFratrie Henry David CookeEnfant Laura Elmina Barney (d)Autres informationsParti politique Parti républicainSignaturemodifier - modifier le code - modifier Wikidata Jay Cooke (10 août 1821 - 8 février 1905), est un homme d'affaires américain ...

La gabbia di Faraday protegge chi sta all'interno dalle scariche elettriche. Con gabbia di Faraday si intende qualunque sistema costituito da un contenitore in materiale elettricamente conduttore (o conduttore cavo) in grado d'isolare l'ambiente interno da un qualunque campo elettrostatico presente al suo esterno, per quanto intenso questo possa essere. È utilizzato il termine gabbia per sottolineare che il sistema può essere costituito, oltre che da un foglio metallico continuo, anche da u...

9th-century Arabic work on algebra For other uses, see Jaber (disambiguation). The Compendious Book on Calculation by Completion and Balancing Title page, 9th centuryAuthorMuhammad ibn Musa al-KhwarizmiOriginal titleكتاب المختصر في حساب الجبر والمقابلةIllustratorMuhammad ibn Musa al-KhwarizmiLanguageArabicSubjectAlgebra[a]GenreMathematicsPublication date820Publication placeAbbasid CaliphateOriginal textكتاب المختصر في حساب الجب�...

For other people named Tunku Abdul Rahman, see Tunku Abdul Rahman (disambiguation). In this Malay name, there is no surname or family name. The name Sultan Ismail is a patronymic, and the person should be referred to by their given name, Abdul Rahman. The word bin or binti/binte means 'son of' or 'daughter of', respectively. Tunku Abdul RahmanBornTunku Abdul Rahman ibni Tunku Ismail(1933-11-25)25 November 1933Istana Semayam, Johor Bahru, Johor, Unfederated Malay States, British MalayaDied12 J...

Library in the University of Toronto housing a collection of rare books and manuscripts At one of the open atria at the Thomas Fisher Rare Book Library, a seminar room is situated at the base under a mezzanine and upper-level shelving. The Thomas Fisher Rare Book Library is a library in the University of Toronto, constituting the largest repository of publicly accessible rare books and manuscripts in Canada. The library is also home to the university archives which, in addition to institution...

1071 Seljuk victory over the Byzantines Manzikert redirects here. For the town in Turkey where the battle was fought, see Malazgirt. Battle of ManzikertPart of the Byzantine–Seljuk wars15th-century French miniature depicting the combatants in contemporary Western European armourDate26 August 1071LocationNear Manzikert, Theme of Iberia[1][2]/Byzantine Armenia[3][4](present-day Malazgirt, Turkey)39°08′41″N 42°32′21″E / 39.14472°N 42.5...

French architect Paul Bigot (c.1940) Plaster model of Rome by Paul Bigot at the University of Caen, showing the area around the Circus Maximus Institut d'Art et d'Archéologie, Paris Monument aux Morts in Saint-Quentin Paul Bigot (20 October 1870 – 8 June 1942) was a French architect. Biography Bigot was born in Orbec, Calvados. He studied architecture at the École nationale supérieure des Beaux-Arts in Paris, in the atelier of Louis-Jules André. He won the Grand Prix de Rome in 1900, wh...