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Questa voce sugli argomenti militari britannici e seconda guerra mondiale è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti dei progetti di riferimento 1, 2. Hugh Caswell Tremenheere DowdingSoprannomeStuffy NascitaMoffat, 24 aprile 1882 MorteRoyal Tunbridge Wells, 15 febbraio 1970 Dati militariPaese servito Regno Unito Forza armata British Army Royal Air Force Anni di servizio1900 - 1942 GradoMaresciallo capo dell'...

Jammu dan Kashmir di India. Sebelum 1965 Ketika India merdeka, Hari Singh menjadi Maharaja Kashmir. Secara teknis, ia masih menjabat sampai 17 November 1952, meskipun dari 20 Juni 1949 putranya Karan Singh bertindak sebagai penguasa. Dari 17 November 1952 sampai 30 Maret 1965, Karan Singh menjadi kepala negara bagian Jammu and Kashmir bergelar Sadr-e-Riyasat. Pada 30 Maret 1965;Dr Karan Singh menjadi Gubernur Jammu dan Kashmir pertama. Gubernur Jammu dan Kashmir # Nama Memegang jabatan Mening...

Ken UeharaLahir(1909-11-07)7 November 1909Tokyo, JepangMeninggal23 November 1991(1991-11-23) (umur 82)Tokyo, JepangNama lainKiyoaki IkehataPekerjaanPemeranTahun aktif1935-1990 Ken Uehara (上原謙code: ja is deprecated , Uehara Ken, 7 November 1909 – 23 November 1991) adalah seorang pemeran film asal Jepang. Ia tampil dalam lebih dari 200 film antara 1935 dan 1990. Ia membintangi Entotsu no mieru basho, yang masuk dalam Festival Film Internasional Berlin ke-3....

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) الدوري البلجيكي الدرجة الأولى الموسم 1931–32 البلد بلجيكا  المنظم الاتحاد الملكي البلجيكي لكرة القدم ...

Election in Missouri Main article: 1848 United States presidential election 1848 United States presidential election in Missouri ← 1844 November 7, 1848 1852 →   Nominee Lewis Cass Zachary Taylor Party Democratic Whig Home state Michigan Louisiana Running mate William O. Butler Millard Fillmore Electoral vote 7 0 Popular vote 40,077 32,671 Percentage 55.09% 44.91% President before election James K. Polk Democratic Elected President Zachary Taylor...

2007 single by Keyshia Cole featuring Missy Elliott and Lil' KimLet It GoSingle by Keyshia Cole featuring Missy Elliott and Lil' Kimfrom the album Just Like You ReleasedJune 19, 2007Length 3:58 (album version/radio edit) 5:15 (single version) Label Imani Geffen Songwriter(s) Keyshia Cole Kimberly Jones Melissa Elliott Jack Knight Cainon Lamb James Mtume Producer(s)Missy ElliottKeyshia Cole singles chronology Dreamin'(2007) Let It Go(2007) Shoulda Let You Go(2007) Lil' Kim singles chro...

Lahar sur les pentes du volcan Santa María, au Guatemala, le 14 août 1989. Un lahar (mot d’origine indonésienne) est une coulée boueuse d’origine volcanique. Dépôt remanié provenant de la resédimentation des produits pyroclastiques les plus meubles par des débordements fluviatiles, des fontes de neige et de glace et des pluies torrentielles, elle est principalement formée d’eau, de cendres volcaniques et de téphras et se rencontre donc le plus souvent sur les pentes des volca...

This article is about the annual FIFA video game. For the tournament, see 2006 FIFA World Cup. For the official video game of that tournament, see 2006 FIFA World Cup (video game). This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: FIFA 06 – news · newspapers · books · scholar · JSTOR (November 2023) (Learn how...

Davide Garbolino alla conduzione del programma Ciao Ciao (1996) Davide Garbolino (Cirié, 24 settembre 1968) è un doppiatore, direttore del doppiaggio e conduttore televisivo italiano[1]. Indice 1 Biografia 2 Doppiaggio 2.1 Cinema 2.2 Film d'animazione 2.3 Speciali televisivi animati 2.4 Serie televisive 2.5 Serie animate 2.6 Videogiochi 3 Conduttore televisivo 4 Filmografia 4.1 Televisione 5 Note 6 Altri progetti 7 Collegamenti esterni Biografia Nato in una famiglia di commercianti,...

Коты быстрого реагированияангл. Swat Kats: The Radical Squadron Кадр из вступления мультсериала Жанры Комедия, боевик, приключения, фантастика Техника анимации рисованная Режиссёры Роберт АльварезФрэнк АндринаКунио ШимамураАллен Уилзбах Сценаристы Кристиан Тремблэ Ивон Трембл�...

Ank BijleveldBijleveld pada 2018 Menteri PertahananMasa jabatan26 Oktober 2017 – 17 September 2021Perdana MenteriMark RuttePendahuluKlaas DijkhoffPenggantiFerdinand Grapperhaus (ad interim)Komisioner Raja OverijsselMasa jabatan1 Januari 2011 – 26 Oktober 2017Penguasa monarkiBeatrix (2011–2013) Willem-Alexander (2013–2017)PendahuluGeert JansenPenggantiAndries HeidemaSekretaris Negara untuk Dalam Negeri dan Hubungan KerajaanMasa jabatan22 February 2007 – 14 ...

الوقود الأحفوري هو وقود يُستعمل لإنتاج الطاقة الأحفورية. ويستخرج الوقود الأحفوري من المواد الأحفورية كالفحم الحجري، الفحم، الغاز الطبيعي، ومن النفط. وتستخرج هذه المواد بدورها من باطن الأرض وتحترق في الهواء مع الأكسجين لإنتاج حرارة تستخدم في كافة الميادين.يستخرج من باطن ...

Disambiguazione – Se stai cercando altri significati, vedi Guerra del Golfo (disambigua). Guerra del GolfoIn alto alcuni aerei da caccia (ai 2 estremi degli F-16, al centro 3 F-15) della Coalizione sorvolano il deserto del Kuwait e i suoi pozzi petroliferi in fiamme; sotto a sinistra un M728 Combat Engineer Vehicle, a destra alcune truppe britanniche dello Staffordshire Regiment impegnate in un'esercitazione in Arabia Saudita durante la cosiddetta Operazione Granby; in basso a sinistra l'A...

تمارة تمارة[1](بالفرنسية: Témara)‏[1]    تاريخ التأسيس القرن 12 تقسيم إداري البلد المملكة المغربية[2] عاصمة لـ عمالة الصخيرات تمارة  الولاية الرباط سلا القنيطرة الإقليم عمالة الصخيرات - تمارة المسؤولون رئيس الجماعة زهير الزمزامي[3][4] خصائص جغرافية إح�...

American actor, comedian and producer This article is about the actor. For the American football coach, see Blake Anderson (American football). Blake AndersonAnderson at WonderCon 2022BornBlake Raymond Anderson (1984-03-02) March 2, 1984 (age 40)Sacramento County, California, U.S.OccupationsActorcomedianproducerscreenwriterfashion designerYears active2006–presentSpouse Rachael Finley ​ ​(m. 2012; div. 2017)​Children2 Blake Raymond An...

Type of connective tissue in animals Illustration of dense irregular connective tissue (deep dermis) Dense irregular connective tissue has fibers that are not arranged in parallel bundles as in dense regular connective tissue. Dense irregular connective tissue consists of mostly collagen fibers. It has less ground substance than loose connective tissue.[1] Fibroblasts are the predominant cell type, scattered sparsely across the tissue.[2] Function This type of connective tissu...

Grand Prix E3 2015 Zdeněk Štybar ({{2e}}), Geraint Thomas ({{1er}}) et Matteo Trentin ({{3e}}).GénéralitésCourse58e E3 Saxo Bank ClassicCompétitionUCI World Tour 2015 1.UWTDate27 mars 2015Distance215 kmPays BelgiqueLieu de départHarelbekeLieu d'arrivéeHarelbekeÉquipes24Partants190Arrivants126Vitesse moyenne40,952 km/hSite officielSite officielRésultatsVainqueur Geraint Thomas (Team Sky)Deuxième Zdeněk Štybar (Etixx-Quick Step)Troisième Matteo Trentin (Etixx-Quick Step) ◀2...

Johannes Diderik van der Waals Premio Nobel per la fisica 1910 Johannes Diderik van der Waals (Leida, 23 novembre 1837 – Amsterdam, 8 marzo 1923) è stato un fisico e matematico olandese. È famoso per il suo lavoro sull'equazione di stato per i gas e i liquidi, che gli valse il Premio Nobel per la fisica nel 1910. Van der Waals fu il primo a rendersi conto della necessità di tenere in considerazione il volume delle molecole e le forze intermolecolari (forze di van der Waals, come veng...

Griego Ελληνικά / EllinikáHablado en Grecia GreciaChipre Chipre Lengua significativa: Albania AlbaniaItalia ItaliaTurquía TurquíaRegión Sureste de EuropaHablantes 12-15 millonesFamilia IndoeuropeoGreco-armenio (?)HelénicoGriegoEscritura Alfabeto griegoEstatus oficialOficial en Países:  Grecia  Chipre Territorios: Acrotiri y Dhekelia Organizaciones:  Unión EuropeaCódigosISO 639-1 elISO 639-2 grc (Griego antiguo)gre/ell (Griego modern...

One of eight divisions of a Euclidean 3D coordinate system Three axial planes (x=0, y=0, z=0) divide space into eight octants. The eight (±,±,±) coordinates of the cube vertices are used to denote them. The horizontal plane shows the four quadrants between x- and y-axis. (Vertex numbers are little-endian balanced ternary.) An octant in solid geometry is one of the eight divisions of a Euclidean three-dimensional coordinate system defined by the signs of the coordinates. It is similar to th...