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Annabelle WallisWallis pada tahun 2017LahirAnnabelle Frances Wallis5 September 1984 (umur 39)Oxford, Oxfordshire, InggrisNama lainAnnabelle WallacePekerjaanAktrisTahun aktif2005–sekarang Annabelle Frances Wallis (lahir 5 September 1984) adalah seorang aktris asal Inggris. Ia dikenal karena memerankan Jane Seymour dalam drama periode Showtime, The Tudors (2009-2010), Grace Burgess dalam drama BBC, Peaky Blinders (2013-2019), Mia dalam film horor supranatural, Annabelle (2014) ...

  الكاميرون البريطانية الكاميرون البريطانيةالعلم الكاميرون البريطانيةالشعار   النشيد: ليحفظ الله الملك  الأرض والسكان إحداثيات 4°10′00″N 9°14′00″E / 4.166667°N 9.233333°E / 4.166667; 9.233333  عاصمة بويا  اللغة الرسمية الإنجليزية  الحكم نظام الحكم انتداب  التأس�...

Водозахист гірничих виробок (рос. водозащита горных выработок, англ. hoseproof mining, нім. Wasserschutz der Gruben) — система заходів із запобігання або обмеження надходження в гірничі виробки поверхневих, підземних і шахтних вод з метою забезпечення економічних та безпечних умов веден

2020MileniumMilenium ke-3AbadAbad ke-20Abad ke-21 Abad ke-22Dasawarsa 2000-an2010-an2020-an2030-an2040-anTahun2017201820192020202120222023 2020 (MMXX) merupakan tahun kabisat yang diawali hari Rabu dalam kalender Gregorian, tahun ke-2020 dalam sebutan Masehi (CE) dan Anno Domini (AD), tahun ke-20 pada Milenium ke-3, tahun ke-20 pada Abad ke-21, dan tahun ke- 1 pada dekade 2020-an. Denominasi 2020 untuk tahun ini telah digunakan sejak periode Abad Pertengahan awal, ketika Era kalender Ann...

68 ← 67 68 69 → 数表 — 整数 <<  60 61 62 63 64 65 66 67 68 69 >> 命名數字68小寫六十八大寫陸拾捌序數詞第六十八sixty-eighth識別種類整數性質質因數分解 {\displaystyle } 2 2 × 17 {\displaystyle 2^{2}\times 17} 表示方式算筹希腊数字ΞΗ´ 羅馬數字LXVIII 巴比伦数字

Main article: Canoe slalom at the 2023 European Games Men's kayak team at the 2023 European GamesVenueKraków-Kolna Canoe Slalom CourseDate29 JuneCompetitors51 from 17 nationsTeams17Medalists  Pau EchanizDavid LlorenteMiquel Travé   Spain Dariusz PopielaMateusz PolaczykMichał Pasiut   Poland Titouan CastryckBoris NeveuBenjamin Renia   France Canoe slalom at the2023 European GamesIndividual eventsC1menwomenK1menwomenKayak cross...

James E. FlynnNama lahirJames Edward FlynnLahir(1842-07-17)17 Juli 1842Pittsfield, IllinoisMeninggal1 Januari 1913(1913-01-01) (umur 70)St. Louis, MissouriTempat pemakamanCalvary Cemetery, St. Louis, MissouriPengabdianAmerika SerikatDinas/cabangAngkatan Darat Amerika SerikatUnion ArmyPangkatSersanKesatuan Company G, 6th Missouri Volunteer InfantryPerang/pertempuranPerang Saudara Amerika • Pengepungan VicksburgPenghargaanMedal of Honor James Edward Flynn (17 Juli 1842 –&...

السيدة غوادالوبيمعلومات عامةالاسم الأصل Santa María de Guadalupe (بالإسبانية) [1] رتبة التقديس قديس يوم العيد 12 ديسمبر[2](2002 – ) يعبده كاثوليكية نطاق القديس أو الإله المكسيكأمريكا الإسبانية سُمِّي باسم Our Lady of Guadalupe (Extremadura) (en) [3] الإحداثيات 19°29′04″N 99°07′02″W / 19.4844°N ...

  لمعانٍ أخرى، طالع ألبان (توضيح). ألبانمعلومات عامةنسبة التسمية ألبانيا التعداد الكليالتعداد 8.3 مليون نسمةمناطق الوجود المميزةالبلد  القائمة ... ألبانياكوسوفوصربياتركيامقدونيا الشماليةإيطاليااليونانألمانياسويسراالولايات المتحدةهولنداالجبل الأسودالسويدالمم�...

American football player (born 1977) This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Adam Archuleta – news · newspapers · books · scholar · JSTOR (October 2023) (Learn how and when to remove thi...

Commune in Occitania, FranceFélines-MinervoisCommune Coat of armsLocation of Félines-Minervois Félines-MinervoisShow map of FranceFélines-MinervoisShow map of OccitanieCoordinates: 43°19′48″N 2°36′05″E / 43.33°N 2.6014°E / 43.33; 2.6014CountryFranceRegionOccitaniaDepartmentHéraultArrondissementBéziersCantonSaint-Pons-de-ThomièresGovernment • Mayor (2020–2026) Anne Cabrié[1]Area129.87 km2 (11.53 sq mi)Populati...

This article is about the illusionist. For the Pennsylvania congressman, see John Thomas Lenahan. This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: John Lenahan – news · newspapers · books · scholar...

Groundhog Day figure Phil being held by a member of the Inner Circle on February 2, 2018 Punxsutawney Phil is a groundhog residing in Young Township near Punxsutawney, Pennsylvania, who is the central figure in Punxsutawney's annual Groundhog Day celebration. Folklore On February 2 each year,[1] Punxsutawney holds a civic festival with music and food. During the ceremony, which begins well before the winter sunrise, Phil emerges from his temporary home on Gobbler's Knob, located in a ...

2022 American film by David Frankel Jerry & Marge Go LargeOfficial release posterDirected byDavid FrankelScreenplay byBrad CopelandBased onJerry and Marge Go Largeby Jason FagoneProduced by Amy Baer Gil Netter Starring Bryan Cranston Annette Bening CinematographyMaryse AlbertiEdited byAndrew MarcusMusic byJake MonacoProductioncompanies Paramount Players MRC Levantine Films Distributed byParamount+Release dates June 15, 2022 (2022-06-15) (Tribeca) June 17, 2022...

Canadian poet, journalist, editor and novelist For the English speedway rider, see Brian Brett (speedway rider). Brian BrettCanadian writer Brian Brett in July 2009Born (1950-04-28) 28 April 1950 (age 73)Alma materSimon Fraser UniversityOccupation(s)poet, novelist Brian Brett (born 28 April 1950) is a Canadian poet, journalist, editor and novelist.[1] He has been writing and publishing since the late 1960s, and he has worked as an editor for several publishing firms, includi...

South African businessman (1880–1957) SirErnest OppenheimerErnest Oppenheimer (right) visiting a diamond factory (Amsterdam, Dec. 1945)Born(1880-05-22)22 May 1880Friedberg, Grand Duchy of Hesse, German EmpireDied25 November 1957(1957-11-25) (aged 77)Johannesburg, Transvaal, Union of South AfricaNationalitySouth AfricanCitizenshipSouth African citizenshipOccupationEntrepreneurKnown forAnglo American plcSpouses Mary Lina Pollak Caroline Magdalen Oppenheimer (née Harvey) ChildrenFra...

Permits for operating aircraft Pilot licensing or certification refers to permits for operating aircraft. Flight crew licences are issued by the civil aviation authority of each country, which must establish that the holder has met minimum knowledge and experience before issuing licences. The licence, along with the required class or type rating, allows a pilot to fly aircraft registered in the licence issuing state. Regulators The International Civil Aviation Organization's Annex 1 – Perso...

United States historic placeDearborn County CourthouseU.S. National Register of Historic PlacesU.S. Historic districtContributing property Dearborn County Courthouse, July 2019Show map of IndianaShow map of the United StatesInteractive map showing the location for Dearborn County CourthouseLocationHigh and Mary Sts., Lawrenceburg, IndianaCoordinates39°5′28″N 84°50′59″W / 39.09111°N 84.84972°W / 39.09111; -84.84972Area1 acre (0.40 ha)Built1870 (187...

Campeonato Mundial de Patinação Artística no Gelo de 1965 Dados Tipo Campeonato ISU Data 2 de março–7 de março Temporada 1964–1965 Cidade Colorado Springs Local Broadmoor World Arena Campeões Individual masculino Alain Calmat Individual feminino Petra Burka Duplas Ljudmila Belousova / Oleg Protopopov Dança no gelo Eva Romanová / Pavel Roman Cronologia da competição Dortmund 1964 Davos 1966 O Campeonato Mundial de Patinação Artística no Gelo de 1965 foi a quinquagésima quinta...

A vine is a graphical tool for labeling constraints in high-dimensional probability distributions. A regular vine is a special case for which all constraints are two-dimensional or conditional two-dimensional. Regular vines generalize trees, and are themselves specializations of Cantor tree.[1] Combined with bivariate copulas, regular vines have proven to be a flexible tool in high-dimensional dependence modeling. Copulas [2][3] are multivariate distributions with unif...