Carabiniers à cheval (France)
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此条目序言章节没有充分总结全文内容要点。 (2019年3月21日)请考虑扩充序言,清晰概述条目所有重點。请在条目的讨论页讨论此问题。 哈萨克斯坦總統哈薩克總統旗現任Қасым-Жомарт Кемелұлы Тоқаев卡瑟姆若马尔特·托卡耶夫自2019年3月20日在任任期7年首任努尔苏丹·纳扎尔巴耶夫设立1990年4月24日(哈薩克蘇維埃社會主義共和國總統) 哈萨克斯坦 哈萨克斯坦政府與…
HeadlongAlbum studio karya Kemala AyuDirilisJuni 2011GenrefolkLabelDemajorsKronologi Kemala Ayu Emotions(2007)Emotions2007 Headlong(2011) Lima +(2013)Lima +2013 Headlong adalah sebuah album musik kedua karya penyanyi jazz berkebangsaan Indonesia, Kemala Ayu, yang dirilis tahun 2011. Di album ini ia dibantu Christopher Springer dalam penulisan lirik dan Yan Machmud dalam aransemen musik. Meski Kemala dikenal sebagai penyanyi jazz, namun di album ini ia mengusung musik folk.[1] Daftar …
British politician and peer His GraceThe Duke of RichmondKG GCVO CBPhotograph of Lord Richmond, 1907Member of Parliament for ChichesterIn office1885–1889Preceded byLord Henry LennoxJohn Abel SmithSucceeded byLord Walter Gordon-LennoxMember of Parliament for West SussexIn office1869–1885Serving with Sir Walter Barttelot, BtPreceded byHon. Henry WyndhamSir Walter Barttelot, BtSucceeded byConstituency divided Personal detailsBornCharles Henry Gordon-Lennox(1845-12-27)27 December 1845Por…
Special case of the polylogarithm Li2 redirects here. For the molecule with formula Li2, see dilithium. See also: polylogarithm § Dilogarithm The dilogarithm along the real axis In mathematics, the dilogarithm (or Spence's function), denoted as Li2(z), is a particular case of the polylogarithm. Two related special functions are referred to as Spence's function, the dilogarithm itself: Li 2 ( z ) = − ∫ 0 z ln ( 1 − u ) u d u , z ∈ C {\disp…
American singer-songwriter For the rugby union player, see Jimmy Bowen (rugby union). Jimmy BowenTrading card photo of Bowen in 1957; his last name is misspelled on the card.Background informationBirth nameJames Albert BowenBorn (1937-11-30) November 30, 1937 (age 86)Santa Rita, New Mexico, U.S.Genres Rockabilly[1] pop[1] Occupation(s)Record producer, singer, bassistYears activeEarly 1960s–presentMusical artist James Albert Bowen (born November 30, 1937)[2] is an A…
Yoruba musicians The music of West Africa has a significant history, and its varied sounds reflect the wide range of influences from the area's regions and historical periods. Traditional West African music varies due to the regional separation of West Africa, yet it can be distinguished by two distinct categories: Islamic music and indigenous secular music. The widespread influence of Islam on culture in West Africa dates back to at least the 9th century, facilitated by the introduction of came…
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2016. Evert Willem Pfeiffer Evert Willem Pfeiffer (17 April 1836 – 1 Agustus 1870) adalah kapiten Belanda. Ia adalah adik Karel Lodewijk Pfeiffer, seorang komandan KNIL. Karier Pfeiffer masuk Koninklijke Militaire Academie dan kemudian berpangka…
Government of the United Kingdom (2016-2017) This article is about the people in Theresa May's first government. For the events of Theresa May's tenure as Prime Minister, see Premiership of Theresa May. First May ministryCabinet of the United Kingdom2016–2017May holding her first cabinet meetingDate formed13 July 2016 (2016-07-13)Date dissolved11 June 2017 (2017-06-11)People and organisationsMonarchElizabeth IIPrime MinisterTheresa MayPrime Minister's history2016…
Bagian dari seri tentangEkaristi Perjamuan Kudus • Komuni Unsur Roti Anggur Ritual dan liturgi Liturgi Ilahi Perjamuan Tuhan Pemecahan Roti Misa Requiem Solemnis Konsekrasi/Anafora Epiklesis Kisah Institusi Anamnesis Amalan dan kebiasaan Meja Tertutup dan Terbuka Perjamuan kudus dalam dua rupa Adorasi Disiplin Pengucapan Syukur Sakramen cadangan Pesta Corpus Christi Komuni Pertama Komuni kanak-kanak Viaticum Wadah Patena Piala Sejarah Asal mula Ekaristi Akar Sejarah Teologi Kehadiran Nyata Kon…
Bài này viết về công ty công nghệ. Đối với phần mềm diệt virus, xem BKAV. BkavNgành nghềCông nghệ thông tinLĩnh vực hoạt độngAn ninh mạng, Thiết bị IoT, SaaSThành lập1995; 29 năm trước (1995)Người sáng lậpNguyễn Tử QuảngKhẩu hiệuBảo vệ máy tính theo cách chuyên nghiệpWebsitebkav.com Công ty Cổ phần BKAV là một công ty công nghệ hoạt động trong các lĩnh vực an ninh mạng, chuyển đ…
Magnet school in Texas, United States 29°44′19″N 95°20′50″W / 29.7386°N 95.3473°W / 29.7386; -95.3473 High School for Law and Justice (current campus) High School for Law Enforcement and Criminal Justice (former campus on Dickson) High School for Law Enforcement and Criminal Justice (former campus on Dickson) High School for Law and Justice (HSLJ), formerly the High School for Law Enforcement and Criminal Justice (LE/CJ in short), is a high school located in H…
るつぼThe Crucible作者 アーサー・ミラー国 アメリカ合衆国言語 英語ジャンル 悲劇幕数 4幕発表年 1953年初演情報場所 マーテイン・ベックシアター、ニューヨーク初演公開日 1953年1月22日主演 E・G・マーシャル、ベアトリス・ストレイト受賞 トニー賞 演劇作品賞日本語訳訳者 菅原卓倉橋健 ポータル 文学 ポータル 舞台芸術テンプレートを表示 『るつぼ』(原題:The Crucible…
1980 United States Senate election in Alabama ← 1978 (special) November 4, 1980 1986 → Nominee Jeremiah Denton Jim Folsom Party Republican Democratic Popular vote 650,363 610,175 Percentage 50.15% 47.05% County resultsDenton: 40–50% 50–60% 60–70%Folsom: 40–50% 50–60% 60–70%…
World War II German prisoner-of-war camp Oflag II-DGross Born (Borne Sulinowo), Pomerania, near Westfalenhof (Kłomino) Plan of the camp in PolishOflag II-DShow map of PolandOflag II-DShow map of GermanyCoordinates53°34′23″N 16°32′13″E / 53.573°N 16.537°E / 53.573; 16.537TypePrisoner-of-war campSite informationControlled by Nazi GermanySite historyIn use1940–1945Battles/warsWorld War IIGarrison informationOccupantsFrench and Polish officers Of…
Azai Nagamasa Azai Nagamasa (浅井 長政, 28 Agustus 1545-26 September 1573) adalah seorang daimyo pada masa perang sipil Jepang/periode Sengoku. Ia adalah adik ipar dari pemersatu Jepang, Oda Nobunaga yang pada akhirnya menjadi musuh karena pengkhianatan atas persekutuan mereka. Kehidupan awal Nagamasa lahir dii Kastil Odani milik klan Azai. Ayahnya, Azai Hisamasa, adalah seorang pemimpin yang lemah sehingga menjadi taklukan klan Rokkaku di bawah pimpinan Rokkaku Yoshikata. Pada awal tahun 15…
Groundhog Day annual ceremony A media event, also known as a pseudo-event,[1] is an event, activity, or experience conducted for the purpose of creating media publicity. It may also be any event that is covered in the mass media or was hosted largely with the media in mind.[2] Etymology and definition In media studies, media event is an established theoretical term first developed by Elihu Katz and Daniel Dayan in the 1992 book Media Events: The Live Broadcasting of History.[…
圣德肋撒堂Chiesa di Santa Teresa alla Kalsa立面基本信息位置意大利巴勒莫坐标38°06′56.88″N 13°22′21.72″E / 38.1158000°N 13.3727000°E / 38.1158000; 13.3727000宗教罗马天主教教省天主教巴勒莫总教区宗教礼仪(英语:Rite)罗马礼祝聖1711建筑详情建筑师贾科莫·阿马托建筑风格西西里巴洛克奠基1686竣工1700地圖 圣德肋撒堂(義大利語:Chiesa di Santa Teres alla Kalsa)是一座巴洛克…
Campionati italiani assoluti di atletica leggera 2005 Competizione Campionati italiani assoluti Sport Atletica leggera Edizione XCV Organizzatore FIDAL Alto Adige Date dal 25 giugno 2005al 26 giugno 2005 Luogo Bressanone Discipline 42 Impianto/i Raiffeisen Arena Cronologia della competizione 2004 2006 Manuale I XCV campionati italiani assoluti di atletica leggera si sono tenuti a Bressanone, presso la Raiffeisen Arena, dal 25 al 26 giugno 2005. È stata la prima edizione disputatasi nell…
Theatre in Kingston upon Hull, England Hull New TheatreAddressKingston SquareHull, East Riding of YorkshireEnglandCoordinates53°44′49″N 0°20′10″W / 53.747000°N 0.336000°W / 53.747000; -0.336000OwnerHull City CouncilCapacity1,330Opened1939 The Hull New Theatre is a theatre in Kingston upon Hull, East Riding of Yorkshire, England. It opened in 1939 as a successor to the Hull Repertory Theatre Company.[1] The Hull New Theatre features musicals, opera, bal…
Questa voce sull'argomento cartografia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. La proiezione stereografica universale polare (in sigla UPS dall'inglese Universal Polar Stereographic) è una proiezione conforme molto utilizzata per rappresentare le zone polari, grazie al fatto che il suo modulo di deformazione lineare (m) è funzione della latitudine: ai poli infatti si avrà m=1. La proiezione UPS è caratterizzata dal fatto che i paralleli e i me…