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2013 single by Killswitch EngageAlwaysSingle by Killswitch Engagefrom the album Disarm the Descent ReleasedJuly 26, 2013Recorded2012 at Wicked Good Studios and Zing Studios, Westfield, MassachusettsGenreAlternative metal, melodic metalcoreLength3:56LabelRoadrunnerSongwriter(s) Mike D'Antonio Adam Dutkiewicz Justin Foley Jesse Leach Joel Stroetzel Producer(s)Adam DutkiewiczKillswitch Engage singles chronology In Due Time (2013) Always (2013) Beyond the Flames (2013) Always is the second single...

Quinto Petilio CerialeConsole dell'Impero romanoCeriale sull'isola dei Batavi, incisione di Antonio Tempesta, 1612 Nome originaleQuintus Petilius Cerialis o Cerealis Nascita29 circa Mortedopo l'83 GensPetilia Legatus legionisLegio IX Hispana Consolato7074 suffetto83 Legatus Augusti pro praetore71-74 in Britannia Quinto Petilio CerialeNascita29 circa Mortedopo l'83 EtniaRomano ReligioneReligione romana Dati militariPaese servitoImpero romano Forza armataEsercito romano ArmaFanteria C...

A Serious ManPoster film A Serious ManSutradaraCoen bersaudaraProduserCoen bersaudaraDitulis olehCoen bersaudaraPemeranMichael StuhlbargRichard KindFred MelamedPenata musikCarter BurwellSinematograferRoger DeakinsPenyuntingRoderick JaynesPerusahaanproduksiRelativity MediaStudioCanalWorking Title FilmsMike Zoss ProductionsDistributorFocus FeaturesTanggal rilis 12 September 2009 (2009-09-12) (Festival Film Internasional Toronto) 2 Oktober 2009 (2009-10-02) (Amerika Serik...

Pertandingan Grup C Piala Dunia FIFA 2018 berlangsung pada tanggal 16 hingga 26 Juni 2018.[1] Grup ini terdiri dari Prancis, Australia, Peru, dan Denmark. Dua tim peringkat teratas lolos ke babak 16 besar.[2] Tim peserta Posisi undian Tim Pot Konfederasi Metodekualifikasi Tanggallolos Penampilan diputaran final Penampilanterakhir Penampilanterbaik Peringkat FIFA Oktober 2017[cat. 1] Juni 2018 C1  Prancis 1 UEFA Juara Grup A Zona Eropa 10 Oktober 2017 Ke-15 2014 (p...

Camilla Lundbäck Nazionalità  Svezia Sci alpino Specialità Slalom speciale Squadra Åre SLK[1] Termine carriera 1990   Modifica dati su Wikidata · Manuale Camilla Lundbäck (29 maggio 1965) è un'ex sciatrice alpina svedese. Indice 1 Biografia 2 Palmarès 2.1 Coppa del Mondo 2.2 Coppa Europa 2.3 Campionati svedesi 3 Note 4 Collegamenti esterni Biografia Specialista dello slalom speciale originaria di Åre, la Lundbäck in Coppa Europa nella stagione 1987-1988 vinse...

Romeo + Giulietta di William ShakespeareRomeo (Leonardo DiCaprio) e Giulietta (Claire Danes) al loro primo incontroTitolo originaleWilliam Shakespeare's Romeo + Juliet Paese di produzioneStati Uniti d'America Anno1996 Durata115 min Rapporto2,35:1 Generedrammatico, sentimentale, grottesco RegiaBaz Luhrmann SoggettoWilliam Shakespeare SceneggiaturaBaz Luhrmann, Craig Pearce ProduttoreBaz Luhrmann, Gabriella Martinelli Casa di produzione20th Century Fox, Bazmark Distribuzione in italiano...

Gwalior State political office Gwalior ResidencyAgency of British India1782–1947Map of Central India in 1909 with the Gwalior Residency in its northern and western sectorsArea • 190146,167 km2 (17,825 sq mi)Population • 1901 2,187,612 History • Treaty of Salbai 1782• Gwalior separated from Central India Agency 1921• Rampur and Benaras transferred to Gwalior Residency 1936• Independence of India 1947 Preceded by Succeede...

This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Trolleybuses in Córdoba – news · newspapers · books · scholar · JSTOR (February 2019) (Learn how and when to remove this message) Córdoba trolleybus systemA ZIU trolleybus in the city centre in 2009OperationLocaleCórdoba, ArgentinaOpen7 May 1989 (1989-05-07)Sta...

American college football season 2022 Georgia Bulldogs footballConsensus national championSEC championSEC Eastern Division championPeach Bowl championSEC Championship Game, W 50–30 vs. LSUPeach Bowl (CFP Semifinal), W 42–41 vs. Ohio StateCFP National Championship, W 65–7 vs. TCUConferenceSoutheastern ConferenceDivisionEastern DivisionRankingCoachesNo. 1APNo. 1Record15–0 (8–0 SEC)Head coachKirby Smart (7th season)Offensive coordinatorTodd Monken (3rd season)Offens...

Area in social life with political ramifications A coffeehouse discussion in Palestine, c. 1900 The public sphere (German: Öffentlichkeit) is an area in social life where individuals can come together to freely discuss and identify societal problems, and through that discussion influence political action. A Public is of or concerning the people as a whole. Such a discussion is called public debate and is defined as the expression of views on matters that are of concern to the public—...

Calculation and prediction of eclipses Paths of partiality, annularity, hybridity, and totality for Solar Saros Series 136. The interval between successive eclipses in the series is one saros, approximately 18 years. Eclipses may occur repeatedly, separated by certain intervals of time: these intervals are called eclipse cycles.[1] The series of eclipses separated by a repeat of one of these intervals is called an eclipse series. Eclipse conditions A diagram of a solar eclipse (not to...

У этого термина существуют и другие значения, см. Бемби. Московский детский профессиональный театр «Бемби» Художественный руководитель Московского детского профессионального театра Бемби Наталья Бондарчук и Павел Гайдученко после спектакля Снежная Королева Тип теат�...

Aframomum melegueta Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Tracheophyta (tanpa takson): Angiospermae (tanpa takson): Monokotil (tanpa takson): Komelinid Ordo: Zingiberales Famili: Zingiberaceae Genus: Aframomum Spesies: A. melegueta Nama binomial Aframomum meleguetaK. Schum. Aframomum melegueta adalah salah satu spesies dari keluarga temu-temuan (Zingiberaceae). Rempah ini, dikenal juga dengan sebutan biji-bijian dari surga, merica Melegueta, merica aligator, biji-bijian G...

Untuk kegunaan lain, lihat Antwerpen (disambiguasi). AntwerpenAntwerpen (Belanda)Anvers (Prancis)Municipality BenderaLambang kebesaranLocation of AntwerpenAntwerpen (Belanda)Anvers (Prancis) Negara BelgiaMasyarakatMasyarakat FlandriaDaerahDaerah FlandriaProvinsiAntwerpArrondissementAntwerpPemerintahan • Wali Kota (daftar)Patrick Janssens (SP.A) • Partai penguasaSP.A, CD&V, VLDLuas • Total204,32 km2 (7,889 sq mi)Populasi (20...

Parliamentary constituency in the United Kingdom, 1918 onwards Not to be confused with other constituencies listed at Monmouth constituency. MonmouthMynwyFormer County constituencyfor the House of CommonsBoundary of MonmouthMynwy in WalesPreserved countyGwentElectorate65,432 (December 2010)[1]Major settlementsAbergavenny, Chepstow, Monmouth1918–2024SeatsOneCreated fromMonmouth Boroughs, North Monmouthshire and South MonmouthshireReplaced byMonmouthshireTorfaenSeneddMonmouth, South W...

Divingat the Games of the XXXII OlympiadVenueTokyo Aquatics CentreDates25 July – 7 August 2021No. of events8Competitors136 from 30 nations← 20162024 → Diving at the2020 Summer OlympicsList of diversQualificationIndividual3 m springboardmenwomen10 m platformmenwomenSynchronized3 m springboardmenwomen10 m platformmenwomenvte The diving competitions at the 2020 Summer Olympics in Tokyo featured eight events[1] (postponed to 2021[2] due to the CO...

此條目已列出參考資料，但文內引註不足，部分內容的來源仍然不明。 (2020年12月15日)请加上合适的文內引註加以改善。   此條目介紹的是一场爆发于20世纪第二次世界大戰太平洋戰區的戰爭。关于19世紀南美洲國家於太平洋沿岸發生的戰爭，请见「硝石战争」。 太平洋戰爭第二次世界大戰的一部分上：美軍於呂宋島戰役時攻擊碧瑤的日軍陣地；中右：新加坡戰役中向...

Cuneiform inscriptions near Hamadan, Iran GanjnamehGanjnameh inscriptions in 2011.LocationMount Alvand, Hamadan, IranTypeEpigraphyMaterialStone Ganjnameh (Persian: گنجنامه, romanized: Ganjnāme, lit. 'Treasure Book') is located 12 km southwest of Hamadan (ancient Ecbatana) in western Iran, at an altitude of c. 2000 meters across Mount Alvand.[1][2] The site is home to two trilingual Achaemenid royal inscriptions.[1] The inscription on th...

Section of Riemann's minimal surface. In differential geometry, Riemann's minimal surface is a one-parameter family of minimal surfaces described by Bernhard Riemann in a posthumous paper published in 1867.[1] Surfaces in the family are singly periodic minimal surfaces with an infinite number of ends asymptotic to parallel planes, each plane shelf connected with catenoid-like bridges to the neighbouring ones. Their intersections with horizontal planes are circles or lines; Riemann pro...

This article is about an organization. For federalist movement in general, see World Federalism. Movement advocating world institutions 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 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: World F...