Last Flag Flying (film)

Last Flag Flying
(Filmposter op en.wikipedia.org)
Regie Richard Linklater
Producent Ginger Sledge
John Sloss
Scenario Filmscenario:
Richard Linklater
Darryl Ponicsan
Gebaseerd op:
Last Flag Flying van Darryl Ponicsan
Hoofdrollen Steve Carell
Bryan Cranston
Laurence Fishburne
Cicely Tyson
Yul Vazquez
Muziek Graham Reynolds
Montage Sandra Adair
Cinema­tografie Shane F. Kelly
Distributie Amazon Studios
Première 28 september 2017 (New York)
Genre Komisch drama
Taal Engels
Land Vlag van Verenigde Staten Verenigde Staten
Officiële website
(en) IMDb-profiel
(mul) TMDb-profiel
(en) AllMovie-profiel
Portaal  Portaalicoon   Film

Last Flag Flying is een Amerikaanse filmkomedie uit 2017 die geregisseerd werd door Richard Linklater. De film werd gebaseerd op de gelijknamige roman van Darryl Ponicsan en kan daardoor beschouwd worden als de "spirituele sequel" van The Last Detail (1973).[1][2] De hoofdrollen worden vertolkt door Steve Carell, Bryan Cranston en Laurence Fishburne.

Verhaal

In december 2003, in de begindagen van de Irakoorlog, neemt Doc contact op met zijn oude marinevrienden Sal en Mueller met de vraag om ze hem willen helpen bij het begraven van zijn enig kind, een soldaat die in Irak gesneuveld is.

Rolverdeling

Acteur Personage
Cranston, Bryan Bryan Cranston Sal Nealon
Carell, Steve Steve Carell Larry 'Doc' Shepherd
Fishburne, Laurence Laurence Fishburne Reverend Richard Mueller
Vazquez, Yul Yul Vazquez Col. Willits
Tyson, Cicely Cicely Tyson Mrs. Hightower
Robichaux, Richard Richard Robichaux Anorak
Johnson, J. Quinton J. Quinton Johnson Washington
Davis, Samuel Samuel Davis Larry, Jr.
Reed-Foster, Deanna Deanna Reed-Foster Ruth Mueller

Productie

In augustus 2016 werd aangekondigd dat Richard Linklater met schrijver Darryl Ponicsan zou samenwerken om diens roman Last Flag Flying te verfilmen in dienst van Amazon Studios.[3]

Ponicsan schreef in 1970 de roman The Last Detail. Drie jaar later werd het boek verfilmd met Jack Nicholson, Otis Young en Dennis Quaid als hoofdrolspelers. In 2005 schreef Ponicsan met Last Flag Flying een vervolg op de roman. Linklater wilde het boek al in 2006 verfilmen, met opnieuw Nicholson en Quaid als hoofdrolspelers en Morgan Freeman in de plaats van de in 2001 overleden Young.[4][5] In augustus 2016 werd uiteindelijk besloten om Bryan Cranston, Steve Carell en Laurence Fishburne als hoofdrolspelers te casten.[4] De namen van de hoofdpersonages (Buddusky, Mulhall en Larry Meadows) werden veranderd in Sal Nealon, Mueller en Larry Shepherd. J. Quinton Johnson en Richard Robichaux werden in respectievelijk oktober en november 2016 aan de cast toegevoegd.[1][6] Beide acteurs hadden eerder al samengewerkt met Linklater.

Opnames

De opnames gingen in november 2016 van start in Pittsburgh en eindigden in december 2016.[7][8] Er werd ook gefilmd in New York.[9]

Release

Last Flag Flying ging op 28 september 2017 in première op het filmfestival van New York.[10]

Zie ook

Read other articles:

Rita Fernández QueimadelosInformación personalNacimiento 12 de abril de 1911 sin etiquetar (España) Fallecimiento 26 de septiembre de 2008 (97 años)Barcelona (España) Nacionalidad EspañolaEducaciónEducada en Escuela Técnica Superior de Arquitectura de Madrid Información profesionalOcupación Arquitecta [editar datos en Wikidata] Edificio del antiguo Ayuntamiento de Fuenlabrada, autor: Juan Antonio Cuervo, 1790. Remodelación: Rita Fernández Queimadelos, 1946. Rita Eugenia ...

 

Narrow-gauge railway line Lillesand–Flaksvand LineLillesand Station in 1902OverviewNative nameLillesand–FlaksvandbanenStatusAbandonedOwnerA/S Lillesand–FlaksvandbanenTerminiLillesandFlaksvandServiceTypeRailwaySystemPrivateHistoryOpened4 June 1896Closed1 July 1953TechnicalLine length16.59 km (10.31 mi)Track length18.15 km (11.28 mi)Number of tracksSingleTrack gauge1,067 mm (3 ft 6 in)ElectrificationNo Route map Legend 17 km Flaksvand (1896) B...

 

Báo BarbaryPhân loại khoa họcGiới (regnum)AnimaliaNgành (phylum)ChordataLớp (class)MammaliaBộ (ordo)CarnivoraHọ (familia)FelidaeChi (genus)PantheraLoài (species)P. pardusPhân loài (subspecies)P. p. pantheraDanh pháp ba phầnPanthera pardus panthera(Schreber, 1777) Báo Barbary hoặc báo Bắc Phi từ dãy núi Atlas của Bắc Phi đã bước đầu được mô tả như là một phân loài báo (Panthera pardus panthera) vào cuối thế kỷ thứ 18. Sau khi ph...

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 Maret 2023. Kenichi HiroseNama asal広瀬 健一Lahir(1964-06-12)12 Juni 1964Tokyo, JapanMeninggal26 Juli 2018(2018-07-26) (umur 54)Rumah Tahanan Tokyo, Katsushika, Tokyo, JepangSebab meninggalEksekusi dengan Hukuman gantungKebangsaanJepangDikenal ata...

 

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أكتوبر 2020) يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها...

 

Aquitani tribe Aquitani tribes at both sides of the Pyrenees. The Cocosates or Cocosates Sexsignani were an Aquitani tribe dwelling in present-day Landes during the Iron Age. Name They are mentioned as Cocosates by Caesar (mid-1st c. BC),[1] and as Cocosates Sexsignani by Pliny (1st c. AD).[2][3] The etymology of the name remains obscure. It can be derived from the Gaulish stem cocos- ('scarlet red') attached to the suffix -ates ('belonging to'). Red is a colour common...

In theoretical computer science, the closest string is an NP-hard computational problem,[1] which tries to find the geometrical center of a set of input strings. To understand the word center, it is necessary to define a distance between two strings. Usually, this problem is studied with the Hamming distance in mind. Formal definition More formally, given n length-m strings s1, s2, ..., sn, the closest string problem seeks for a new length-m string s such that d(s,si) ≤ k for all i,...

 

Mari мари марийцыSuku Mari di Yoshkar-Ola.Jumlah populasica. 600,000Daerah dengan populasi signifikan Rusia  Mari El 290,863547,605 (2010)[1] Kazakhstan4,416 (2009)[2] Ukraina4,130 (2001)[3] Belarus416 (2009)[4] Latvia234 (2019)[5] Estonia241 (2011)[6]BahasaMari, RusiaAgamaGereja Ortodoks Rusia dan Agama tradisional MariKelompok etnik terkaitBangsa Finno-Ugrik lainnya Mari (Mari: мари, Rusia: м...

 

American publisher 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's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (January 2018) This biography of a living person needs additional citations for verification. Please help by adding reliable sour...

Vikariat Apostolik NepalVicariatus Apostolicus NepalianusKatolik Katedral KathmanduLokasiNegara   NepalProvinsi gerejawiTunduk langsung pada Takhta SuciStatistikLuas147.121 km2 (56.804 sq mi)Populasi- Total- Katolik(per 2010)297600007,000Paroki11InformasiDenominasiKatolik RomaRitusRitus LatinPendirian7 Oktober 1983 (Sebagai Misi Sui Iuris Nepal)8 November 1996 (Sebagai Prefektur Apostolik Nepal)10 Februari 2007 (Sebagai Vikariat Apostolik Nepal)Kat...

 

Penggambaran lubang hitam. Radiasi Hawking adalah radiasi yang dilepaskan oleh lubang hitam akibat efek kuantum di dekat cakrawala peristiwa. Radiasi ini dinamai dari fisikawan Stephen Hawking yang membuat argumen yang mendukung keberadaannya pada tahun 1974,[1] dan kadang-kadang juga dinamai dari Jacob Bekenstein yang memperkirakan bahwa lubang hitam seharusnya memiliki suhu dan entropi yang terbatas dan tidak nol.[2] Hawking menulis karyanya setelah mengunjungi Moskwa pada t...

 

Not to be confused with Première rhapsodie. Rhapsodieby Claude DebussyFirst edition cover pageNative nameRapsodie pour orchestre et saxophoneOther nameRhapsodie mauresque, Rhapsodie orientaleCatalogueL. 98Composed1901-1911, Orchestrated 1919DedicationElise HallScoringalto saxophoneaccompanimentPremiereDate14 May 1919 (1919-05-14)LocationParis, FranceConductorAndré CapletPerformersPierre Mayeur (alto saxophone) Rhapsodie for saxophone and orchestra, L.98, also known as Rhapsod...

Supernatural ThrillersSupernatural Thrillers #1 (Dec. 1972), cover art by Jim SterankoPublication informationPublisherMarvel ComicsPublication dateDecember 1972 – October 1975No. of issues15Creative teamWritten byRoy Thomas, Ron Goulart, Tony IsabellaArtist(s)Jim Steranko, Marie Severin, Val Mayerik, George Tuska Supernatural Thrillers was an American horror fiction comic book published by Marvel Comics in the 1970s that adapted classic stories of that genre, including works by Robert Louis...

 

Duta besar Jepang untuk Jerman Nazi Kintomo Mushakoji dan menteri luar negeri Jerman Nazi Joachim von Ribbentrop menandatangani Pakta Anti-Komintern. Pakta Anti-Komintern merupakan persetujuan antara Jerman Nazi dan Kekaisaran Jepang (negara-negara lain kemudian juga bergabung) pada tanggal 25 November 1936. Pakta ini secara umum merupakan perlawanan yang ditujukan terhadap Komunis Internasional (Komintern), dan secara khusus terhadap Uni Soviet. menyadari bahwa tujuan dari Komunis Internasio...

 

Sierra del CarmenBoquillas CanyonHighest pointElevation2,720 m (8,920 ft)Prominence1,360 m (4,460 ft) Coordinates29°01′54″N 102°36′53″W / 29.03158°N 102.61473°W / 29.03158; -102.61473GeographySierra del Carmen CountryMexico, United StatesStateCoahuila, TexasParent rangeSierra Madre Oriental The Sierra del Carmen, also called the Sierra Maderas del Carmen, is a northern finger of the Sierra Madre Oriental in the state of Coahuil...

Muppet character children's plush toy 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: Tickle Me Elmo – news · newspapers · books · scholar · JSTOR (May 2011) (Learn how and when to remove this template message) Tickle Me ElmoTypeToddler/kid toyInventor(s)Tyco PreschoolCompanyTyco ToysCountryUK, US, CanadaAva...

 

2017 single by LabrinthMisbehavingSingle by Labrinthfrom the album Imagination & the Misfit Kid Released15 September 2017 (2017-09-15)Length3:48LabelSycoSongwriter(s)Timothy MckenzieProducer(s)LabrinthNathaniel LedwidgeLabrinth singles chronology To Be Human (2017) Misbehaving (2017) Same Team (2018) Misbehaving is a song by English singer-songwriter Labrinth. It was written and produced by Labrinth, with additional production from Nathaniel Ledwidge. The song was released ...

 

Federação Portuguesa de Futebol Gründung 31. März 1914 FIFA-Beitritt 1923 UEFA-Beitritt 1954 Präsident Fernando Soares Gomes da Silva Nationalmannschaften HerrenNationalmannschaft, Futsal, U-21, U-20, Futsal-U19, U-19, U-18, U-17, U-15DamenNationalmannschaft, U-21 Vereine (ca.) 2.226 Homepage www.fpf.pt Die Federação Portuguesa de Futebol (FPF) ist der Dachverband der portugiesischen Fußballvereine. Er wurde 1914 gegründet mit Sitz in Lissabon. 1923 trat die FPF der FIFA und 1954 der...

Prof. Huei Peng biography Huei PengDied2022..[4]Alma materUniversity of California at Berkeley (Ph.D.)[4] Pennsylvania State University(M.S.)[4] National Taiwan University (B.S.)[4]Known forApplication of Control Theory to Automotive Engineering, Mcity ABC test..[5]AwardsRufus Oldenburger Medal (2019),[1] Yasundo Takahashi Education Award (2019),[2] Nyquist Lecturer (2018)[3]Scientific careerFieldsAutomotive Engineering...

 

Control flow statement for traversing items in a collection foreach loops are almost always used to iterate over items in a sequence of elements. Loop constructs Do while loop While loop For loop Foreach loop Infinite loop Control flow vte In computer programming, foreach loop (or for-each loop) is a control flow statement for traversing items in a collection. foreach is usually used in place of a standard for loop statement. Unlike other for loop constructs, however, foreach loops[1]...

 

Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!