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Wikipedia bahasa Turki Türkçe VikipediURLhttp://tr.wikipedia.org/TipeProyek ensiklopedia internetPerdagangan ?BukanRegistration (en)OpsionalLangueBahasa TurkiLisensiCreative Commons Atribusi-BerbagiSerupa 3.0 Tanpa Adaptasi dan Lisensi Dokumentasi Bebas GNU PemilikYayasan WikimediaService entry (en)5 Desember 2002 Wikipedia bahasa Turki adalah wikipedia edisi bahasa Turki. Pada April 2011, jumlah artikelnya mencapai 166.000 artikel. Beroperasi pada Desember 2002. Wikipedia ini merupak...

British Insulated Callender's CablesCompany typePublicIndustryBuilding materialsFounded1945; 79 years ago (1945)Defunct2000; 24 years ago (2000)FateRenamedSuccessorBalfour BeattyHeadquartersHelsby, UKProductsElectrical cable British Insulated Callender's Cables (BICC) was a 20th-century British cable manufacturer and construction company, now renamed after its former subsidiary Balfour Beatty. It was formed from the merger of two long established cable fir...

List of first orbital launches by country Orbital launch projects and capabilities   Confirmed orbital launch capable country   Confirmed orbital launch capable intergovernmental organization (ESA) members   Orbital launch project in development or planned   Abandoned orbital launch project This is a timeline of first orbital launches by country. While a number of countries, incl. Canada, Australia, Germany, Brazil, Algeria, Kazakhstan, Turkey, Argentin...

RSS-affiliated Labour Association Bharatiya Mazdoor Sangh (BMS)Official logo of Bharatiya Mazdoor Sangh (BMS)AbbreviationBMSFounded23 July 1955 (68 years ago) (1955-07-23)FounderDattopant ThengadiTypeTrade UnionLegal statusActiveHeadquartersNew Delhi, IndiaLocation IndiaMembers 6,215,797 (2002)National President (Present)Hiranmany PandyaNational General Secretary (Present)Ravindra HimteKey peopleC. K. Sajinarayan,Virjesh Upadhyay Malla Jagadish Rao, Surendran, Durairaj, Hari Pra...

Yoshihide Suga菅 義偉Potret resmi, 2020 Perdana Menteri Jepang ke-99Masa jabatan16 September 2020 – 4 Oktober 2021Penguasa monarkiNaruhitoWakilTarō Asō PendahuluShinzō AbePenggantiFumio KishidaPresiden Partai Demokrat LiberalMasa jabatan14 September 2020 – 30 September 2021 PendahuluShinzō AbePenggantiFumio KishidaKetua Kabinet SekretarisMasa jabatan26 Desember 2012 – 16 September 2020Perdana MenteriShinzō Abe PendahuluOsamu FujimuraPenggantiKatsun...

Part of a series onAnarchism History Outline Schools of thought Feminist Green Primitivist Social ecology Total liberation Individualist Egoist Free-market Naturist Philosophical Mutualism Postcolonial African Black Queer Religious Christian Jewish Social Collectivist Parecon Communist Magonism Without adjectives Methodology Agorism Illegalism Insurrectionary Communization Expropriative Pacifist Platformism Especifismo Relationship Syndicalist Synthesis Theory Practice Anarchy Anarchist Blac...

Cet article est une ébauche concernant une station de métro et Londres. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Consultez la liste des tâches à accomplir en page de discussion. Ealing Broadway Entrée de la station. Localisation Pays Royaume-Uni Ville Londres Borough Ealing Quartier Ealing Adresse The BroadwayLondon W5 2NU Coordonnéesgéographiques 51° 30′ 53″ nord, 0° 18�...

For other uses, see Primal Scream (disambiguation). 1970 book by Arthur Janov The Primal Scream. Primal Therapy: The Cure for Neurosis Cover of the first editionAuthorArthur JanovCountryUnited StatesLanguageEnglishSubjectPrimal therapyPublisherDell PublishingPublication date1970Media typePrint (Hardcover and Paperback)Pages446ISBN0-349-11834-5 The Primal Scream. Primal Therapy: The Cure for Neurosis (1970; second edition 1999) is a book by the psychologist Arthur Janov, in which the auth...

Teobaldo di Becarcivescovo della Chiesa cattolicaTitoloArcivescovo di Canterbury  Nato1090 circa Consacrato arcivescovo8 gennaio 1139 Deceduto18 aprile 1161 a Canterbury   Manuale Teobaldo di Bec, o Teobaldo di Canterbury (1090 circa – Canterbury, 18 aprile 1161), fu Arcivescovo di Canterbury dal 1139 alla morte, la sua origine e la sua vera data di nascita sono incerte. Fra la fine del XI e l'inizio del XII secolo divenne monaco presso l'Abbazia di Bec, in Normandia divenendone a...

Mesa[1]Designed byComputer Systems Laboratory (CSL)DeveloperXerox PARCFirst appeared1976; 48 years ago (1976)[2]Stable releaseMesa 6.0 (Version 41) / July 1981; 42 years ago (1981-07) Typing disciplineStrong, staticInfluenced byALGOLInfluencedJava, Modula-2, Cedar, PostScript[3] Mesa[1] is a programming language developed in the mid 1970s at the Xerox Palo Alto Research Center in Palo Alto, California, United ...

Habsburg siege and subsequent sack of Papal Rome For other uses, see Sack of Rome. 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. (September 2021) (Learn how and when to remove this message) Sack of RomePart of the War of the League of CognacThe sack of Rome in 1527, by Johannes Lingelbach, 17th century (private collection)Date6 May 1527; 497 years agoLocatio...

Boknafjord adalah sebuah fyord yang terletak di county Rogaland, Norwegia, di antara kota Stavanger dan Haugesund. Fyord ini juga dimiliki oleh kotamadya Kvitsøy, Rennesøy, Finnøy, Tysvær, Bokn, dan Karmøy. Ada rencana pembangunan Rogfast, sebuah terowongan bawah laut, yang melintas di bawah Boknafjord. Terowongan ini akan memiliki panjang 24 km dan sedalam 350 m dan menjadi terowongan jalan bawah air terpanjang di dunia. Pemerintah Norwegia berharap terowongan ini beroperasi sebelu...

2024 Bulgarian parliamentary election ← 2023 9 June 2024 All 240 seats in the National Assembly121 seats needed for a majorityTurnout33.40% ( 5.69pp) Party Leader % Seats +/– GERB–SDS Boyko Borisov 23.99 68 −1 DPS Delyan Peevski 16.56 47 +11 PP–DB Kiril Petkov 13.92 39 −25 Revival Kostadin Kostadinov 13.38 38 +1 BSPzB Korneliya Ninova 6.85 19 −4 ITN Slavi Trifonov 5.79 16 +5 Velichie Albena Pekova 4.52 13 New This lists parties that won seats. See the complete results ...

Total Defence strategy in Singapore For the general concept in defence policy, see Total defence. For other uses, see Total Defence (disambiguation). Total Defence is Singapore's whole-of-society national defence concept, based on the premise that every aspect of society contributes to the collective defence of the state. The strategy was first introduced in 1984 and adopted from the national defence strategies of Sweden and Switzerland. It initially consisted of five key tenets; military, ci...

Ancient Roman politician A coin bearing the name of Lucius Roscius Fabatus. It represents on the obverse the head of Juno Sospita, and the reverse refers to the worship of that goddess at Lanuvium.[1] Lucius Roscius Fabatus (c. 95–90 BC – April 43 BC) was a military officer and politician of the late Roman Republic. Belonging to the plebeian gens Roscii, he was probably born around 95–90 BC in Lanuvium, a town in Latium known for its temple and cult of Juno Sospita. He began his...

اضغط هنا للاطلاع على كيفية قراءة التصنيف النباتات السرخسية   المرتبة التصنيفية شعبة[1]  التصنيف العلمي النطاق: حقيقيات النوى المملكة: نباتات العويلم: النباتات الخضراء (غير مصنف) النباتات الملتوية (غير مصنف) النباتات الجنينية (غير مصنف) نباتات عديدة المباغات (غير مص...

魁勝 旦祈 基礎情報四股名 本多→魁将→魁盛王→魁勝本名 本多 旦祈愛称 あさちゃん、三河のターミネーター生年月日 (1995-01-28) 1995年1月28日（29歳）出身 愛知県西尾市身長 180.5cm体重 156.4kgBMI 48.0所属部屋 友綱部屋→浅香山部屋成績現在の番付 西幕下6枚目最高位 西十両2枚目生涯戦歴 286勝263敗23休（69場所）優勝 三段目優勝1回データ初土俵 2013年3月場所趣味 読書備考202...

South Korean physicist In this Korean name, the family name is Lee. Lee Young-heeBorn28 July 1955Gimje, South KoreaNationalitySouth KoreanAlma materKent State UniversityAwards2010: 100 representative researches in all the researches and development done during 2010 in Korea, Ministry of Education, Science and Technology 2008: Presidential Award in Science and Education 2007: Lee Hsun Research Award, IMR, Chinese Academy of Science, China 2005: Nominated as The National Scholar by Ministr...

For Ore's theorem in ring theory, see Ore condition. A graph meeting the conditions of Ore's theorem, and a Hamiltonian cycle in it. There are two vertices with degree less than n/2 in the center of the drawing, so the conditions for Dirac's theorem are not met. However, these two vertices are adjacent, and all other pairs of vertices have total degree at least seven, the number of vertices. Ore's theorem is a result in graph theory proved in 1960 by Norwegian mathematician Øystein Ore. It g...

MontokuMontoku Caractéristiques Bassin collecteur Congo Cours Confluence Lopori · Coordonnées 1° 20′ 36″ N, 19° 54′ 56″ E Géographie Pays traversés République démocratique du Congo modifier  La Montoku est une rivière du Congo-Kinshasa, un sous-affluent du fleuve Congo par la Lulonga-Lopori dont elle est un affluent. Géographie Cette section est vide, insuffisamment détaillée ou incomplète. Votre aide est la bienvenue ! Comment fa...