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Operator of the UK Freeview TV platform Everyone TVFormation13 April 2005TypeCompany limited by guaranteePurposeSupports Freeview and Freesat viewers and channelsHeadquartersEveryone TV, Triptych Bankside, 185 Park Street, London SE1 9SHRegion served United KingdomOfficial language English, WelshKey peopleJonathan Thompson, Chief Executive OfficerParent organizationBBC, ITV, Channel 4, Channel 5SubsidiariesFreesatWebsiteeveryonetv.co.ukFormerly calledDigital UK Everyone TV (formerly known as ...
Sejarah Gereja Masehi Advent Hari Ketujuh dimulai dari pembentukannya pada tanggal 21 Mei 1863. Gereja ini yang pada awal kelahirannya dipelopori oleh Hiram Edson, James S. White dan istrinya Ellen G. White, Joseph Bates dan J. N. Andrews. Gereja Masehi Advent Hari Ketujuh secara historis berasal dari pergerakan Miller yang bersifat antar-denominasi pada tahun 1840-an.[1] Asal usul Artikel utama: Gereja Masehi Advent Hari Ketujuh Antara tahun 1831 dan 1844, William Miller - seorang pe...
Sant Feliu de Guíxols Gemeente in Spanje Situering Autonome regio Catalonië Provincie Comarca Girona Baix Empordà Coördinaten 41° 47′ NB, 3° 2′ OL Algemeen Oppervlakte 15,92 km² Inwoners (1 januari 2016) 21.760 (1367 inw./km²) Provincie- engemeentecode 17.160 https://guixols.cat/ Detailkaart Locatie in Catalonië Portaal Spanje Sant Feliu de Guíxols is een plaats in de Spaanse autonome regio Catalonië, in de provincie Girona, in de comarca ...
imagem do prato Satsivi. Satsivi (საცივი, em língua georgiana) é um prato típico da Geórgia, preparado com peru cozinhado e servido frio com um molho de nozes. [1] O peru é cortado em pedaços e cozido em água com sal, apenas o tempo suficiente para lhe retirar o excesso de gordura e amaciar a carne. Retiram-se do caldo e colocam-se no forno até ficarem dourados. Quando o caldo estiver frio, retira-se um pouco da gordura e frita-se cebola. Entretanto, moi-se miolo de noz co...
Government agency overseeing stock exchanges Securities and Exchange Commission redirects here. For other uses, see Securities and Exchange Commission (disambiguation). For other uses, see SEC (disambiguation). U.S. Securities and Exchange CommissionSeal of the U.S. Securities and Exchange CommissionU.S. Securities and Exchange Commission headquarters in Washington, D.C.Agency overviewFormedJune 6, 1934; 89 years ago (1934-06-06)JurisdictionUnited States federal governmentHe...
Чемпіонат світу з хокею з шайбоюсеред юніорських команд (жінки) 2020 Загальні відомості Країна проведення: Словаччина Час проведення: 26 грудня 2019 - 3 січня 2020 Кількість команд: 8 Міста проведення: Братислава Призери Переможець: США (8-й титул) Друге місце: ...
American aviation executive (1920–1979) John M. ConroyBorn(1920-12-14)December 14, 1920Buffalo, New York, U.S.DiedDecember 5, 1979(1979-12-05) (aged 58)Northridge, California, U.S.Resting placePistol Creek Ranch, Idaho, U.S.Other namesJackOccupationsBusinessmanaircraft designerSpouseMarried 4 timesChildren6Military careerAllegiance United StatesService/branchUnited States Army Air ForcesCalifornia Air National GuardYears of service1942–1948 (USAAF) 1954–1957 and 1960...
Jain mystic poet from India ShrimadRajchandraRajchandra in Lotus positionPersonalBornLakshminandan Ravjibhai Mehta(1867-11-11)11 November 1867Vavaniya, Morvi State, British India (now in Gujarat, India)Died9 April 1901(1901-04-09) (aged 33)Rajkot, Rajkot State, British India (now in Gujarat)ReligionJainismSpouse Zabakben (m. 1887)Parent(s)Ravjibhai and DevbaiNotable work(s)Atma SiddhiMokshamalaOther namesKaviRaichandbhaiParam Krupalu Dev Part of a seri...
Sporting event delegationTunisia at the2016 Summer OlympicsIOC codeTUNNOCTunisian Olympic CommitteeWebsitewww.cnot.org.tn (in French)in Rio de JaneiroCompetitors61 in 17 sportsFlag bearer Oussama Mellouli[1]MedalsRanked 75th Gold 0 Silver 0 Bronze 3 Total 3 Summer Olympics appearances (overview)19601964196819721976198019841988199219962000200420082012201620202024 Tunisia competed at the 2016 Summer Olympics in Rio de Janeiro, Brazil, from 5 to 21 August 2016. Since the nation...
Sporting event delegationGuyana at the2023 World Athletics ChampionshipsFlag of GuyanaWA codeGUYin Budapest, Hungary19 August 2023 (2023-08-19) – 27 August 2023 (2023-08-27)Competitors2 (1 man and 1 woman)Medals Gold 0 Silver 0 Bronze 0 Total 0 World Athletics Championships appearances1983198719911993199519971999200120032005200720092011201320152017201920222023← 2022 2025 → Guyana competed at the 2023 World Athletics Championships in B...
明菴栄西 永治元年4月20日[注釈 1] - 建保3年7月5日[1](1141年5月27日 - 1215年8月1日) 明菴栄西像[2]法名 栄西号 字(道号):明菴(明庵)房号:葉上房諡号 千光国師尊称 栄西禅師生地 備中国賀陽郡没地 京都寺院 聖福寺・建仁寺師 虚庵懐敞弟子 退耕行勇、釈円栄朝など著作 『誓願寺盂蘭盆縁起』・『喫茶養生記』・『興禅護国論』・『一代経論釈』テン...
MikaInformasi latar belakangNama lahirMichael Holbrook PennimanNama lainMica PennimanLahir18 Agustus 1983 (umur 40) Beirut, LebanonAsalLondonGenrePop rockPowerpopGlam rockPekerjaanPemusik, penulis laguInstrumenPenyanyi, kiborTahun aktif2000–sekarangLabelCasablanca, IslandSitus webMikasounds.com Mica Penniman (lahir 18 Agustus 1983; dikenal juga dengan nama Mika (pengucapan: /ˈmiːkə/) adalah seorang penyanyi dari London, Britania Raya. Dia pernah dinominasikan dalam penghargaan Gramm...
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: The Blessed Hellride – news · newspapers · books · scholar · JSTOR (March 2021) (Learn how and when to remove this template message) 2003 studio album by Black Label SocietyThe Blessed HellrideStudio album by Black Label SocietyReleasedApril 22, 2003Rec...
1964 live album by Cannonball AdderleyCannonball Adderley Live!Live album by Cannonball AdderleyReleased1964RecordedJuly 31-August 2, 1964GenreJazzLabelCapitolProducerDavid AxelrodCannonball Adderley chronology The Sextet(1962-63) Cannonball Adderley Live!(1964) Live Session!(1964) Cannonball Adderley Live! is a live album by jazz saxophonist Cannonball Adderley recorded at Shelly's Manne-Hole and released on the Capitol label featuring performances by Adderley with Nat Adderley, Char...
В Википедии есть статьи о других людях с такой фамилией, см. Савчич. Миломир Савчичсерб. Миломир Савчић / Milomir Savčić Дата рождения 7 декабря 1959(1959-12-07) (63 года) Место рождения Хан-Песак, регион Источно-Сараево, НР Босния и Герцеговина, СФРЮ Принадлежность Югославская народна...
Sakuma Shozan Sakuma Shōzan, auch Zōzan (japanisch 佐久間 象山; * 22. Mai 1811 im Lehen Matsushiro, Provinz Shinano beim heutigen Nagano; † 12. August 1864 in Kyoto) war ein japanischer Politiker, Erfinder und Gelehrter (Physiker) der Edo-Zeit. Inhaltsverzeichnis 1 Leben 2 Literatur 3 Weblinks 4 Einzelnachweise Leben Nachbau eines Elekiter Sakuma Shōzan hieß eigentlich Kunitada (国忠) und später Hiraki (啓). Er war der Sohn eines Samurai und Gelehrten im Lehen Matsushiro und gi...
Для улучшения этой статьи желательно: Оформить список литературы.После исправления проблемы исключите её из списка. Удалите шаблон, если устранены все недостатки. Православный храмЦерковь Успения Пресвятой Богородицы 59°56′00″ с. ш. 30°16′32″ в. д.HGЯO Страна Р...
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: Brideswell, County Roscommon – news · newspapers · books · scholar · JSTOR (February 2012) (Learn how and when to remove this template message) Village in Connacht, IrelandBrideswell Tobar BrídeVillageBrideswell village centreBrideswellLocation in IrelandCoord...
American luxury department store chain This article is about the department store chain. For other uses, see Nordstrom (disambiguation). Nordstrom, Inc.Flagship store and headquarters in Downtown Seattle in 2016FormerlyWallin & Nordstrom (1901–1922)Nordstrom's (1923–1962)Nordstrom Best (1963–1970)TypePublicTraded asNYSE: JWNS&P 400 componentIndustryRetailFounded1901; 122 years ago (1901) in Seattle, Washington, U.S.FoundersJohn W. NordstromCarl F. WallinHe...
Isomorphism of projective spaces in geometry This article is about the mathematical notion. For other uses, see Homography (disambiguation). In projective geometry, a homography is an isomorphism of projective spaces, induced by an isomorphism of the vector spaces from which the projective spaces derive.[1] It is a bijection that maps lines to lines, and thus a collineation. In general, some collineations are not homographies, but the fundamental theorem of projective geometry asserts...