Étienne Davignon
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Запрос «Пятый канал» перенаправляется сюда; см. также другие значения. Запрос «Ленинградское телевидение» перенаправляется сюда; о телевещании в Ленинграде и Санкт-Петербурге см. Телевидение в Санкт-Петербурге. Пятый каналАО «Телерадиокомпания „Петербург“» Стра�...
Maria von Trappphoto from Declaration of Intention, 21 January 1944LahirMaria Augusta Kutschera(1905-01-26)26 Januari 1905Vienna, Austria-HungaryMeninggal28 Maret 1987(1987-03-28) (umur 82)Morrisville, Vermont, USASuami/istriGeorg von Trapp (1880-1947) (m. 1927–1947)AnakRosemarie von Trapp (b.1929) Eleonore von Trapp (b.1931) Johannes von Trapp (b.1939) Baroness Maria Augusta von Trapp (26 Januari 1905 – 28 Mar...
Russian politician In this name that follows Eastern Slavic naming customs, the patronymic is Vasilievich and the family name is Kolomeitsev. You can help expand this article with text translated from the corresponding article in Russian. (February 2024) Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation i...
Pour les articles homonymes, voir Boulay. Pierre-Sébastien Boulay-PatyFonctionMembre du Conseil des Cinq-Cents15 avril 1798 - 26 décembre 1799BiographieNaissance 10 août 1763AbbaretzDécès 16 juin 1830 (à 66 ans)DongesNationalité françaiseActivité Homme politiqueEnfant Évariste Boulay-Patymodifier - modifier le code - modifier Wikidata Pierre-Sébastien Boulay-Paty (Abbaretz, 9 juillet 1763[1] - Donges, 16 juin 1830) est un juriste et homme politique français. Biographie Pierr...
Seven & I Holdings Co., Ltd.Kantor pusatNama asli株式会社セブン&アイ・ホールディングスNama latinKabushiki-gaisha Sebun ando Ai HōrudingusuJenisPublik (K.K.)Kode emitenTYO: 3382IndustriRitelDidirikan1 September 2005 (2005-09-01) (penggabungan)Kantorpusat8-8, Nibancho, Chiyoda, Tokyo, JepangTokohkunciToshifumi Suzuki, CEO Noritoshi Murata, PresidenJasaDepartment store, Superstore, Supermarket, Convenience store, Restoran, Jasa keuanganPendapatan ¥4,786 triliun (...
Design of electrical systems This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Electrical system design – news · newspapers · books · scholar · JST...
Model Campus Martius kuno pada sekitar tahun 300 Masehi. Campus Martius (Bahasa Italia Campo Marzio), adalah sebuah wilayah milik publik dari Roma pada zaman kuno yang memiliki luas sekitar 2 kilometer persegi (490 ekar). Pada Abad Pertengahan, wilayah tersebut menjadi wilayah paling berpenduduk di Roma. Pranala luar Wikimedia Commons memiliki media mengenai Campus Martius. Detailed topographical history of the Campus Martius Models and maps of the Campus Martius in ancient Rome Koordinat: 41...
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 April 2016. LycianJangkauanU+10280..U+1029F(32 titik kode)BidangSMPAksaraLyciaAksara utamaLyciaTerpakai29 titik kodeTak terpakai3 titik kode kosongRiwayat versi Unicode5.129 (+29) Catatan: [1] Lycian adalah blok Unicode yang mengandung karakter untuk penulis...
Questa voce sull'argomento calciatori svizzeri è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Hermann Springer Nazionalità Svizzera Calcio Ruolo Centrocampista Carriera Squadre di club1 1925-1934 Blue Stars Zurigo1934-1946 Grasshoppers Nazionale 1929-1946 Svizzera37 (1) 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato.Il simbolo → indica un tr...
Amor à VidaGenreTelenovelaPembuatWalcyr CarrascoPemeranPaolla OliveiraMalvino SalvadorMateus SolanoSusana VieiraAntônio FagundesEliane GiardiniKlara CastanhoLagu pembukaMaravida oleh DanielNegara asalBrasilBahasa asliPortugisJmlh. episode221ProduksiProduser eksekutifWolf MaiaLokasi produksiBrasil dan PeruPengaturan kameraSetup beberapa kameraDurasi70 menitRilis asliJaringanRede GloboFormat gambar(HDTV) 1080i – 16:9(SDTV) 480i – 4:3Rilis20 Mei 2013 –31 Januari 2014 Amor à Vida a...
العلاقات الأرجنتينية اللوكسمبورغية الأرجنتين لوكسمبورغ الأرجنتين لوكسمبورغ تعديل مصدري - تعديل العلاقات الأرجنتينية اللوكسمبورغية هي العلاقات الثنائية التي تجمع بين الأرجنتين ولوكسمبورغ.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عا�...
Hua Mulan (花木蘭)Mulan seperti yang digambarkan dalam album Gathering Gems of Beauty (畫麗珠萃秀)PenampilanperdanaBallad of MulanPenciptaGuo MaoqianDidasarkandariMusical Records of Old and NewInformasiJenis kelaminPerempuanPekerjaanPrajuritAsalWei UtaraKewarganegaraanTiongkok Hua Mulan Hanzi tradisional: 花木蘭 Hanzi sederhana: 花木兰 Alih aksara Mandarin - Hanyu Pinyin: Huā Mùlán - Wade-Giles: Hua1 Mu4-lan2 Gan - Romanisasi: Fa1 Muk6-lan4 Kejia (Hakka) - Romanisasi: Fa Mukl...
تحتاج هذه المقالة إلى تهذيب لتتناسب مع دليل الأسلوب في ويكيبيديا. فضلاً، ساهم في تهذيب هذه المقالة من خلال معالجة مشكلات الأسلوب فيها. (فبراير 2022) مستشفى الملك خالد التخصصي للعيون معلومات عامة نوع المبنى مستشفى تخصصي القرية أو المدينة الرياض الدولة السعودية سنة التأسيس...
Norwegian footballer (born 1975) Not to be confused with Erik Hagen (footballer, born 1941). Erik Hagen Hagen with Zenit, c. 2005-08Personal informationFull name Erik Bjørnstad HagenDate of birth (1975-07-20) 20 July 1975 (age 48)Place of birth Veme, NorwayHeight 1.87 m (6 ft 1+1⁄2 in)Position(s) DefenderYouth career JevnakerSenior career*Years Team Apps (Gls)1994–1996 Jevnaker 42 (6)1996–1997 Liv/Fossekallen 42 (6)1998–1999 Strømsgodset IF 24 (0)2000–2004 ...
Bespoke men's tailor located at 1 Savile Row, London Gieves & HawkesCompany typePrivateIndustryClothingFounded1771; 253 years ago (1771)FoundersThomas HawkesJames Watson GieveHeadquarters1 Savile RowLondon, W1United KingdomNumber of locations45 stores in 25 cities (March 2020)ProductsMenswearOwnerFrasers GroupWebsitegievesandhawkes.com Gieves & Hawkes (/ˈɡiːvz/)[1] is a bespoke men's tailor and menswear retailer located at 1 Savile Row in London, England. ...
This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Puerto Rico at the 1992 Summer Olympics – news · newspapers · books · scholar · JSTOR (December 2009) Sporting event delegationPuerto Rico at the1992 Summer OlympicsIOC codePURNOCPuerto Rico Olympic CommitteeWebsitewww.copur.pr (in Spanish)in Bar...
Gereja Katolik di Spanyolbahasa Spanyol: Iglesia Católica en EspañaKatedral Santa Maria dari Takhta di Sevilla, gereja terbesar ketiga di duniaJenisKebijakan nasionalPenggolonganGereja Katolik RomaOrientasiLatinKitab suciAlkitabTeologiTeologi KatolikBentukpemerintahanKebijakan episkopalBadanpemerintahanCEEPausPaus FransiskusPrimatFrancisco Cerro ChavesWilayah SpanyolBahasaSpanyol, LatinPendiriPara rasul Santo Yakobus, anak Zebedeus dan Santo PaulusDidirikanAbad pertama Masehi Hispa...
Military force in World War II Norwegian police troops at barracks in Sweden. The Norwegian police troops in Sweden during World War II consisted of around 15,000 men, recruited from Norwegian refugees and trained at a number of secret camps in Sweden.[1][2] Background Norwegian police troops uniform During the occupation of Norway by Nazi Germany many Norwegians fled to neutral and unoccupied Sweden to escape the occupiers. Nearly 50,000 registered refugees arrived in Sweden ...
Invariance of operations under geometric translation For translational invariant functions f : R 2 → R {\displaystyle f:\mathbb {R} ^{2}\to \mathbb {R} } it is f ( A ) = f ( A + t ) {\displaystyle f(A)=f(A+t)} . The Lebesgue measure is an example for such a function. In physics and mathematics, continuous translational symmetry is the invariance of a system of equations under any translation (without rotation). Discrete translational symmetry is invariant under discrete translation. An...
List of minerals with Wikipedia articles This is a list of minerals which have Wikipedia articles. Minerals are distinguished by various chemical and physical properties. Differences in chemical composition and crystal structure distinguish the various species. Within a mineral species there may be variation in physical properties or minor amounts of impurities that are recognized by mineralogists or wider society as a mineral variety. Mineral variety names are listed after the valid minerals...