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Pramac RacingTên gọi 2023MotoGP:Prima Pramac RacingMotoE:Prettl Pramac MotoETrụ sởBlaenau Gwent, WalesTay đuaMotoGP:5. Johann Zarco89. Jorge Martín MotoE:23. Luca Salvadori52. Tito RabatXeMotoGP:Ducati Desmosedici GP23MotoE:Ducati V21LLốp xeMotoGP:MichelinMotoE:MichelinSố lần vô địch tay đua- Đội đua Pramac Racing, là một đội đua đang tham gia giải đua xe MotoGP vô địch thế giới. Đội đua là đội đua vệ tinh của hãng xe Ducati. Lịch sử

Badende Hausgänse Die Hausgans ist ein Haustier und wird als Heim- und Nutztier gehalten. Die Stammform der meisten europäischen Hausgänse ist die Graugans (Anser anser). Höckergänse, domestizierte Formen der zentralasiatischen Schwanengans (Anser cygnoides), sind seltener. Hausgänse sind meist nicht flugfähig. Inhaltsverzeichnis 1 Benennung 2 Geschichte 3 Zuchtgebiete 4 Gänsemast 5 Gänserassen 6 Farbenschläge 7 Höckergans 8 Literatur 9 Weblinks 10 Einzelnachweise Benennung In der ...

Bajo Aragón Región vitivinícola de España Localización de la zona de producción.Datos generalesTipo apelativo Vino de la TierraSituación AragónDesignación oficial 2006ProducciónVariedades blancas Macabeo, Chardonnay y Garnacha blancaVariedades tintas Mazuela, Cabernet Sauvignon, Merlot, Tempranillo, Garnacha Tinta, Derechero y SyrahProducción 0 hl (2009)[1]​Fuente MAPA[editar datos en Wikidata] Vino del Bajo Aragón es una indicación geográfica protegida, uti...

Dušan D. Vuksan (Serbian Cyrillic: Душан Д. Вуксан; 3 July 1881, Medak, Kingdom of Croatia-Slavonia – 24 December 1944, Belgrade) was a Serbian pedagogue, historian, editor and prominent representative of Montenegrin historiography in Yugoslavia during the interwar period. Biography Dušan D. Vuksan was born in Medak, a very small village in the Dinaric Alps of Lika. He studied classical philology and Slavic studies at the University of Zagreb. After graduation, Vuksan started ...

Flag of ScotlandBanner o ScotlandBratach na h-AlbaSoprannomeSaint Andrew's CrossSaltire Proporzioni5:3 o 3:2 Simbolo FIAV Colori     Pantone-300      Bianco UsoBandiera civile e di stato Tipologiadi nazione non sovrana Nazione Scozia Altre bandiere ufficialiStendardo reale Red Ensign Fotografia Manuale La bandiera nazionale di Scozia è caratterizzata da una Crux decussata (croce decussata), che rappresenta la croce del martirio dell'Apos...

هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (أكتوبر 2021) هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة...

  لمعانٍ أخرى، طالع مقاطعة كالهون (توضيح). مقاطعة كالهون     الإحداثيات 33°46′10″N 85°49′15″W / 33.769444444444°N 85.820833333333°W / 33.769444444444; -85.820833333333  [1] تاريخ التأسيس 18 ديسمبر 1832  سبب التسمية جون كالهون[2][3]،  وتوماس هارت بنتون[2]  تقسيم إداري  

Gaku HamadaGaku Hamada pada Festival Film Internasional Tokyo ke-32 pada tahun 2019Nama asal濱田 岳Lahir28 Juni 1988 (umur 35)Tokyo, JepangPekerjaanPemeranTahun aktif1998–sekarangAgenStardust PromotionTinggi160 m (524 ft 11 in)Suami/istriMiyuki Koizumi ​(m. 2011)​ Gaku Hamada (濱田 岳code: ja is deprecated , Hamada Gaku, lahir 28 Juni 1988) adalah pemeran asal Jepang. Ia adalah anggota tetap dari acara Fuji TV Operation Love, ...

若非特別註明，本條目所有時間皆為東八區標準時間（UTC+8）。 2023年齐齐哈尔市第三十四中学体育馆坍塌事故坍塌事故发生后的体育馆外墙与救援车辆事故发生地中文名2023年齐齐哈尔市第三十四中学体育馆坍塌事故日期2023年7月23日时间2023年7月23日下午2时55分地点 中华人民共和国黑龙江省齐齐哈尔市龙沙区第三十四中学校体育馆座標47°20′9.66″N 123°56′13.04″E / &...

Israeli encyclopedist, historian and medievalist (1910–2012) 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: Benzion Netanyahu – news · newspapers · books · scholar · JSTOR (October 2023) (Learn how and when to remove this template message) Benzion NetanyahuBornBenzion Mileikowsky(1910-03-25)March 25, 1910...

西尾市の起点付近。西尾自動車学校の近く。 愛知県道294号西尾小川線（あいちけんどう294ごう にしおおがわせん）は愛知県西尾市を起点とし、同県安城市小川町に至る一般県道である。 概要 短距離路線であるが、矢作川を越えて両市を結ぶ国道・県道が4本しかないうちの1つである。なお、起点から間もなく矢作川の志貴野橋南方で国道23号と立体交差するが、接続は...

982 battle between the Holy Roman Empire and the Emirate of Sicily Battle of Crotone redirects here. For the battle of the Second Punic war, see Battle of Crotona. For the battle called Punta Stilo, see Battle of Calabria. Battle of StiloWarrior of the Fatimid / Kalbid period11th century SicilyDate14 July 982LocationCapo Colonna, near Crotone, ItalyResult Fatimid-Sicilian victoryBelligerents Holy Roman EmpirePrincipality of Benevento Fatimid Caliphate Emirate of SicilyCommanders and leaders E...

Dieser Artikel ist nicht hinreichend mit Belegen (beispielsweise Einzelnachweisen) ausgestattet. Angaben ohne ausreichenden Beleg könnten demnächst entfernt werden. Bitte hilf Wikipedia, indem du die Angaben recherchierst und gute Belege einfügst. Haus mit der Gedenktafel, wo der Frieden von Swischtow unterzeichnet wurde Leopold II. Selim III. Der Frieden von Swischtow, veraltet und vor allem in Österreich als Frieden von Sistowa bekannt, war ein Friedensabkommen vom 4. August 1791, das d...

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: Al Reeves – news · newspapers · books · scholar · JSTOR (December 2014) (Learn how and when to remove this template message) Al Reeves Al Reeves (1864–1940) was an American vaudeville and minstrel show entertainer, vocalist, and banjo player. Catch phrase: Give me credit, boys...

2023 single by Dave and Central CeeSprinterSingle by Dave and Central Ceefrom the EP Split Decision Released1 June 2023 (2023-06-01)Recorded2023GenreBritish hip hop[1]Length3:49Label Neighbourhood Live Yours Songwriter(s) Oakley Neil Caesar-Su David Orobosa Omoregie James Olaloye Jo Caleb Jonny Leslie Producer(s) Jonny Leslie Jo Caleb Santan Jim Legxacy TR Kyle Evans Dave singles chronology My 24th Birthday (2022) Sprinter (2023) Central Cee singles chronology M...

Dutch gymnast (born 1923) Jo Cox-LadruJo Cox-Ladru in 1952Personal informationBorn(1923-03-08)8 March 1923Amsterdam, NetherlandsDied13 November 2014(2014-11-13) (aged 91)Zaanstad, NetherlandsSportSportArtistic gymnasticsClubHercules, Amsterdam Johanna Cox-Ladru (8 March 1923 – 13 November 2014) was a Dutch gymnast. She competed at the 1952 Olympics in all artistic gymnastics events with the best result of 6th place in the team portable apparatus.[1] Cox-Ladru is deceased.[2...

New Zealand nutritionist and endocrinologist SirJim MannKNZMMann in 2022BornJoel Ivor Mann (1944-09-30) 30 September 1944 (age 79)George, Western Cape, South AfricaAlma materUniversity of Cape TownSpouse Helene Vicary Jones ​(m. 1978)​Children2Scientific careerFieldsEndocrinology, human nutritionThesisSome factors influencing serum triglyceride in man (1971) WebsiteUniversity of Otago profile Sir Joel Ivor Mann KNZM (born 30 September 1944), general...

2020 American animated adventure comedy film Phineas and Ferb the Movie: Candace Against the UniversePromotional posterDirected byBob BowenWritten by Dan Povenmire Jeff Swampy Marsh Jon Colton Barry Jim Bernstein Joshua Pruett Kate Kondell Jeffrey M. Howard Bob Bowen Based onPhineas and Ferbby Dan PovenmireJeff Swampy MarshProduced byBrandi YoungStarring Ashley Tisdale Vincent Martella David Errigo Jr. Jeff Swampy Marsh Tyler Mann Bobby Gaylor Maulik Pancholy Dan Povenmire Alyson Stoner Dee B...

Este artigo ou seção pode conter informações desatualizadas. Se tem conhecimento sobre o tema abordado, edite a página e inclua as informações mais recentes, citando fontes fiáveis e independentes. —Encontre fontes: ABW  • CAPES  • Google (N • L • A) Esta página cita fontes, mas que não cobrem todo o conteúdo. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW  R...

Model of the extended complex plane plus a point at infinity The Riemann sphere can be visualized as the complex number plane wrapped around a sphere (by some form of stereographic projection – details are given below). In mathematics, the Riemann sphere, named after Bernhard Riemann,[1] is a model of the extended complex plane: the complex plane plus one point at infinity. This extended plane represents the extended complex numbers, that is, the complex numbers plus a value &#x...