Stuart Martin

Abbozzo attori britannici
Questa voce sull'argomento attori britannici è solo un abbozzo.
Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento.
Stuart Martin

Stuart Martin (Ayr, 8 gennaio 1986) è un attore britannico.

Biografia

Nato nella città di Ayr, nella Scozia meridionale, Stuart si è formato professionalmente al Royal Conservatoire of Scotland, studiando teatro e recitazione.

È noto per aver preso parte a serie televisive come Babylon, Crossing Lines e Jamestown e per aver interpretato Lorenzo di Giovanni de' Medici nella serie I Medici.[1][2][3][4]

Dal 2009 è sposato con Lisa McGrillis, con la quale ha un figlio.

Filmografia

Cinema

Televisione

Doppiatore

Doppiatori italiani

Nelle versioni in italiano delle opere in cui ha recitato, Stuart Martin è stato doppiato da:

Note

  1. ^ Babylon - Introduction, in Channel 4, Channel Four Television Corporation. URL consultato l'11 novembre 2014 (archiviato dall'url originale il 14 agosto 2018).
  2. ^ Leo Barraclough, ‘Downton Abbey’ Creator Carnival to Produce ‘Jamestown’, in Variety, Penske Business Media, LLC., 20 aprile 2016. URL consultato il 21 aprile 2016.
  3. ^ Daniel Falconer, Stuart Martin exclusive interview – Medici: Masters of Florence, in Female First, 9 dicembre 2016. URL consultato il 9 dicembre 2017.
  4. ^ Stuart Martin. The Master of Florence, in 1883 Magazine, 2016. URL consultato il 22 novembre 2018 (archiviato dall'url originale il 25 gennaio 2019).

Collegamenti esterni

Controllo di autoritàVIAF (EN) 23156218108404740245 · LCCN (EN) no2019090657
  Portale Biografie

Read other articles:

Keratoderma

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 Juni 2020. Virus HIV yang merupakan salah satu penyebab keratoderma Keratoderma adalah penyakit kulit berupa penebalan lapisan keratin yang tidak normal.[1] Ada berbagai jenis dan variasi dari keratoderma.[1] Palmo-plantar Jenis keratoderma ini adala...

 

Esmont

Historic house in Virginia, United States United States historic placeEsmontU.S. National Register of Historic PlacesVirginia Landmarks Register Front of the estate houseShow map of VirginiaShow map of the United StatesLocationNorth of Esmont, near Esmont, VirginiaCoordinates37°50′33″N 78°36′23″W / 37.84250°N 78.60639°W / 37.84250; -78.60639Area53 acres (21 ha)Built1818 (1818)Built byFloyd JohnsonArchitectural styleEarly Republic, Jeffersonia...

 

Lee Grant (pemain sepak bola)

Lee Grant Informasi pribadiNama lengkap Lee Anderson Grant[1]Tanggal lahir 27 Januari 1983 (umur 41)[2]Tempat lahir Hemel Hempstead, EnglandTinggi 193 cm (6 ft 4 in)[3]Posisi bermain KiperInformasi klubKlub saat ini Manchester UnitedNomor 13Karier junior1998–2000 WatfordKarier senior*Tahun Tim Tampil (Gol)2000–2007 Derby County 74 (0)2005–2006 → Burnley (pinjaman) 1 (0)2006 → Oldham Athletic (pinjaman) 16 (0)2007–2010 Sheffield Wednesda...

Per Frimann

Questa voce sull'argomento calciatori danesi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Per Frimann Nazionalità  Danimarca Altezza 177 cm Calcio Ruolo Centrocampista Termine carriera 1990 Carriera Squadre di club1 1980 AB0 (0)1981 KB15 (5)1981-1988 Anderlecht158 (32)1988 Aarhus7 (0)1989-1990 Brøndby28 (6) Nazionale 1983-1989 Danimarca16 (1) 1 I due numeri indicano l...

 

Fort Washita

United States historic placeFort WashitaU.S. National Register of Historic PlacesU.S. National Historic Landmark District West barracks in 1975Show map of OklahomaShow map of the United StatesLocationBryan County, OklahomaNearest cityDurant, OklahomaCoordinates34°6′13″N 96°32′54″W / 34.10361°N 96.54833°W / 34.10361; -96.54833Built1841NRHP reference No.66000626[1][2]Significant datesAdded to NRHPOctober 15, 1966Designated NHLDJ...

 

Pierre Bouchard

Canadian ice hockey player (born 1948) Ice hockey player Pierre Bouchard Born (1948-02-20) February 20, 1948 (age 76)Longueuil, Quebec, CanadaHeight 6 ft 2 in (188 cm)Weight 205 lb (93 kg; 14 st 9 lb)Position DefenceShot LeftPlayed for Montreal CanadiensWashington CapitalsNHL draft 5th overall, 1965Montreal CanadiensPlaying career 1970–1982 Pierre Émile Bouchard (born February 20, 1948) is a Canadian former professional ice hockey player who play...

Mano Menezes

Brazilian football manager In this Portuguese name, the first or maternal family name is Venker and the second or paternal family name is Menezes. Mano Menezes Menezes in 2011Personal informationFull name Luiz Antônio Venker de MenezesDate of birth (1962-06-11) 11 June 1962 (age 61)Place of birth Passo do Sobrado, BrazilManagerial careerYears Team1997–2002 Guarani-VA2002 Brasil de Pelotas2003 Guarani-VA2003 Iraty2003–2004 15 de Novembro2004–2005 Caxias2005–2007 Grêmio2008�...

 

J. C. Squire

For other people named John Squire, see John Squire (disambiguation). J. C. SquireJ. C. Squire by the early 20th centuryBorn2 April 1884 Died20 December 1958  (aged 74)OccupationEditing staff  Sir John Collings Squire (2 April 1884 – 20 December 1958) was a British writer, most notable as editor of the London Mercury, a major literary magazine in the interwar period. He antagonised several eminent authors, but attracted a coterie that was dubbed the Squirearchy. He was also a...

 

Assemblée fédérale (Allemagne)

Pour les articles homonymes, voir Assemblée fédérale. L'Assemblée fédérale (en allemand : Bundesversammlung) est, en Allemagne, le collège électoral chargé d'élire le président fédéral, chef de l'État. Sa fonction, sa composition et son fonctionnement sont réglés par l'article 54 de la Loi fondamentale (Grundgesetz, GG) et par la loi du 25 avril 1959 sur l'élection du président fédéral par l'Assemblée fédérale (Bundespräsidentenwahlgesetz, BPräsWG). Composit...

God Tussi Great Ho

God Tussi Great HoPoster rilis teatrikalSutradaraRumi JaffreyProduserAfzal KhanSohail KhanCeritaRumi JafferyYunus SajawalPemeranSalman KhanPriyanka ChopraAmitabh BachchanSohail KhanPenata musikSajid-WajidSinematograferAshok MehtaPenyuntingPranay PatelDistributorSohail Khan ProductionsT-SeriesEros InternationalTanggal rilis15 Agustus 2008Durasi153 menitNegaraIndiaBahasaHindiPendapatankotor₹18,5 juta (US$260,000)[1] God Tussi Great Ho (bahasa Indonesia: Tuhan Engkau Agung) a...

 

希望聯盟

  此條目介紹的是馬來西亞的政黨。关于同名已解散的香港政黨，请见「希望聯盟 (香港政黨)」。 希望联盟Pakatan HarapanAlliance of Hope希望联盟标志马来语名称Pakatan Harapanڤاكتن هارڤن替代语言：Aliansi Harapan英语名称Alliance of Hope替代语言：Pakatan Harapan Plus华语名称希望联盟Xīwàng liánméng淡米尔名称நம்பிக்கை கூட்டணி简称PH、希盟主席安华共同主席旺�...

 

1264 en santé et médecine

Chronologies Données clés 1261 1262 1263  1264  1265 1266 1267Décennies :1230 1240 1250  1260  1270 1280 1290Siècles :XIe XIIe  XIIIe  XIVe XVeMillénaires :-Ier Ier  IIe  IIIe Chronologies thématiques Religion (,) et * Croisades   Science () et Santé et médecine   Terrorisme Calendriers Romain Chinois Grégorien Julien Hébraïque Hindou Hégirien Persan Républicain modifier Années de la santé et de la médecine ...

Buzzcocks

Pour l’article homonyme, voir Buzzcocks (Album). Buzzcocks Buzzcocks en 2009.Informations générales Pays d'origine Royaume-Uni Genre musical Punk rock, pop punk[1],[2],[3],[4] Années actives 1975–1981, depuis 1989 Labels New Hormones, United Artists Records, ROIR, I.R.S. Records, Cooking Vinyl, Parlophone, EMI Group, Domino Records, Merge Records, BMG Entertainment Site officiel www.buzzcocks.com Composition du groupe Membres Steve DiggleChris RemingtonDanny Farrant Anciens membres Pe...

 

نصيب الأصغر

آدم بن عبد العزيز معلومات شخصية الميلاد غير معروفبادية اليمامة تاريخ الوفاة ~ 175 هـ/791 مواطنة  الدولة الأموية الدولة العباسية الأولاد الحجناء الحياة العملية الفترة العصر الأمويالعصر العباسي النوع شعر عربي تقليدي الحركة الأدبية شعر العصر الأمويالشعر في العصر العباسي...

 

Prva hrvatska košarkaška liga 2018-2019

Prva hrvatska košarkaška liga 2018-2019Dettagli della competizioneSport Pallacanestro Federazione HKS Periodo6 ottobre 2018 — Squadre12 VerdettiCampione Cibona Zagabria(19º titolo) Retrocessioni Bosco Non ammesse allastagione successiva Cedevita Junior Miglior marcatore Pavle Marčinković Cronologia della competizioneed. successiva →     ← ed. precedente Modifica dati su Wikidata · Manuale La Prva hrvatska košarkaška liga 2018-2019 ...

Scottish Cup 2021-2022

Scottish Cup 2021-2022 Competizione Scottish Cup Sport Calcio Edizione 137ª Date dal 28 agosto 2021al 22 maggio 2022 Luogo  Scozia Partecipanti 113 Risultati Vincitore Rangers(34º titolo) Secondo Hearts Semi-finalisti CelticHibernian Statistiche Incontri disputati 127 Gol segnati 399 (3,14 per incontro) Cronologia della competizione 2020-21 2022-23 Manuale La Scottish Cup 2021-2022 è stata la 137ª edizione del torneo, iniziata il 28 agosto 2021 e terminata il 21 maggio ...

 

Teacher

Person who helps others learn Educators redirects here. For the TV series, see Educators (TV series). For other uses, see Teacher (disambiguation), Teachers (disambiguation), Headmaster (disambiguation), Professor, Tutor, and Paraprofessional educator. TeacherA teacher in a classroom at a secondary school in Pendembu, Sierra LeoneOccupationNamesTeacher, educator, schoolteacherOccupation typeProfessionActivity sectorsEducationDescriptionCompetenciesPedagogy, subject knowledge; competence in te...

 

Gary Verity

British businessman SirGary VerityDLVerity in 2014Chief Executive Officer of Welcome to YorkshireIn officeOctober 2008 – March 2019 Personal detailsBornGary Keith VerityJuly 1964 (age 60)Leeds, West Riding of Yorkshire, EnglandAwardsKnight Bachelor (2015) National Order of Merit, France (2017) Sir Gary Keith Verity, DL (born July 1964) is a British businessman and sheep farmer. He was Chief Executive of Welcome to Yorkshire from 2008 until he resigned in March 2019. Welco...

Banach–Tarski paradox

Geometric theorem For the book about the paradox, see The Banach–Tarski Paradox (book). Can a ball be decomposed into a finite number of point sets and reassembled into two balls identical to the original? The Banach–Tarski paradox is a theorem in set-theoretic geometry, which states the following: Given a solid ball in three-dimensional space, there exists a decomposition of the ball into a finite number of disjoint subsets, which can then be put back together in a different way to yield...

 

Feldlinie

Eine Feldlinie (oder Kraftlinie) ist in der Physik eine gedachte oder gezeichnete Linie (i. A. gekrümmt), welche die von einem physikalischen Feld auf einen Probekörper ausgeübte Kraft veranschaulicht. Die an eine Feldlinie gelegte Tangente gibt die Kraftrichtung im jeweiligen Berührungspunkt an; die Dichte der Feldlinien gibt die Stärke des Feldes an. Feld in der Umgebung eines Stabmagneten. Eisenfeilspäne auf Papier zeichnen die Richtung der Feldlinien nach. Die Eisenteilchen verklu...