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1922 film by George Terwilliger The Bride's PlayMarion Davies in a scene in the filmDirected byGeorge TerwilligerWritten byMildred Considine (scenario)Based onThe Bride's Play (play)by Brian Oswald Donn-ByrneProduced byWilliam Randolph HearstStarringMarion DaviesCinematographyIra H. MorganDistributed byParamount PicturesRelease date January 22, 1922 (1922-01-22) Running time72 minutes (7 reels; 6,476 feet)CountryUnited StatesLanguageSilent (English intertitles) The Bride's Play...

Янычар Жанры приключенияисториядрамамелодрама Создатель Сергей Юдаков Режиссёр Иван Шурховецкий Сценаристы Алексей ГравицкийСергей Волков В главных ролях см. ниже Композиторы Илья АндрусАлексей ЧинцовИван Бурляев (уч.)Дмитрий Носков (уч.) Страна  Россия Число се...

Resolusi 778Dewan Keamanan PBBKilang minyak IrakTanggal2 Oktober 1992Sidang no.3.117KodeS/RES/778 (Dokumen)TopikIrak–KuwaitRingkasan hasil14 mendukungTidak ada menentang1 abstainHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Rusia Britania Raya Amerika SerikatAnggota tidak tetap Austria Belgia Tanjung Verde Ekuador Hungaria India Jepang Maroko Venezuela Zimbabwe Resolusi 778 Dewan Keama...

2006 single by Kate RyanAliveSingle by Kate Ryanfrom the album Alive B-sideNothingReleasedAugust 26, 2006Recorded2006GenreHouseLength3:30LabelEMISongwriter(s)DJ Zki, Dobre, Victoria HornProducer(s)Philip DirixKate Ryan singles chronology Je t'adore (2006) Alive (2006) All for You (2007) Music videoAlive on YouTube Alive, is the second official single from Alive, the third album from Belgian artist Kate Ryan, released August 14, 2006. The song was written by DJ Zki, Dobre and Victoria Horn, an...

This article needs to be updated. Please help update this article to reflect recent events or newly available information. (July 2016) On 6 December 2007, Odyssey Moon was the first team to register for the Google Lunar X Prize competition,[1] an event that hopes to rekindle the efforts of humans to return to the Moon. The competition is referred to as Moon 2.0 and is composed of other private organizations like Odyssey Moon Limited, the commercial lunar enterprise that makes up this ...

Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Certaines informations figurant dans cet article ou cette section devraient être mieux reliées aux sources mentionnées dans les sections « Bibliographie », « Sources » ou « Liens externes » (décembre 2018). Vous pouvez améliorer la vérifiabilité en associant ces informations à des références à l'aide d'appels de notes. René PolskiBiographieNaissance 4 mai 19203e arr...

Bell YFM-1 Airacuda adalah pesawat tempur berat Amerika, dikembangkan oleh Bell Aircraft Corporation selama pertengahan 1930-an. Itu adalah pesawat militer pertama yang diproduksi oleh Bell. Awalnya ditunjuk Bell Model 1, Airacuda yang pertama terbang pada tanggal 1 September 1937. Airacuda adalah jawabannya Bell Aircraft untuk sebuah pesawat bomber destroyer. Referensi Andrade, John. U.S. Military Aircraft Designations and Serials since 1909. Hinckley, UK: Midland Counties Publications, 197...

وهم الإله The God Delusion معلومات الكتاب المؤلف ريتشارد دوكينز البلد  المملكة المتحدة اللغة الإنجليزية تاريخ النشر 2 أكتوبر 2006 النوع الأدبي علم،  وفلسفة،  ودين  الموضوع نقد الأديان،  وإلحاد  التقديم عدد الصفحات 464 المواقع ردمك 0-618-68000-4 ديوي 211/.8 22 كونغرس BL2775.3 .D39 2006 &#...

Questa voce sull'argomento centri abitati del Grand Est è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Saint-SaturnincomuneSaint-Saturnin – Veduta LocalizzazioneStato Francia RegioneGrand Est Dipartimento Marna ArrondissementÉpernay CantoneVertus-Plaine Champenoise TerritorioCoordinate48°37′N 3°54′E48°37′N, 3°54′E (Saint-Saturnin) Superficie8,14 km² Abitanti57[1] (2009) Densità7 ab./km² Altre informazioniCod....

American family whose second and third generations were filmmakers Disney Brothers redirects here. For the cartoon studio, see Disney Brothers Cartoon Studio. Disney FamilyWalt DisneyRoy DisneyCurrent regionSouthern California, U.S.EtymologyOriginally d'Isigny (transl. from Isigny)Place of originIsigny-sur-Mer, FranceFounderElias DisneyEstate(s)Disney Storybook Mansion The Disney Family is an American family that gained prominence when brothers Roy and Walt began creating films through ...

American jazz musician (1902–1947) Jimmie LuncefordBackground informationBirth nameJames Melvin LuncefordBorn(1902-06-06)June 6, 1902Fulton, Mississippi, U.S.DiedJuly 12, 1947(1947-07-12) (aged 45)Seaside, Oregon, U.S.GenresJazz, swing, traditional popOccupation(s)Musician, bandleaderInstrument(s)Saxophone, fluteLabelsDecca, ColumbiaMusical artist James Melvin Lunceford (June 6, 1902 – July 12, 1947)[1] was an American jazz alto saxophonist and bandleader in the swing era...

Implan pinggul adalah contoh penerapan biomaterial Biomaterial atau bahan hayati adalah zat apa pun yang telah direkayasa untuk berinteraksi dengan sistem biologis untuk tujuan medis - baik untuk terapi (mengobati, menambah, memperbaiki atau mengganti fungsi jaringan tubuh) atau untuk diagnostik. Sebagai ilmu pengetahuan, biomaterial berusia sekitar lima puluh tahun. Kajian tentang biomaterial disebut ilmu biomaterial atau rekayasa biomaterial. Ilmu biomaterial telah mengalami pertumbuhan yan...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2020) يوجد عدد من المخبرين النوويين، وغالبًا ما يكونون مهندسين نوويين، ممن حددوا شواغل السلامة المتعلقة بالطاقة النووية وإنتاج الأسلحة النووية. في عام 1976، فجّر غ�...

Glue redirects here. For other uses, see Glue (disambiguation). For the band, see Adhesive (band). Non-metallic material used to bond various materials together Nitrocellulose adhesive dispensed from a tube Adhesive, also known as glue, cement, mucilage, or paste,[1] is any non-metallic substance applied to one or both surfaces of two separate items that binds them together and resists their separation.[2] The use of adhesives offers certain advantages over other binding techn...

  لمعانٍ أخرى، طالع محمد علي (توضيح). سمو الأمير ولي العهد محمد علي باشا توفيق معلومات شخصية الميلاد 9 نوفمبر 1875(1875-11-09) - الإسكندرية الوفاة 17 مارس 1954 (78 سنة) سويسرا سبب الوفاة تسمم  ⚔ مكان الدفن  المملكة المصرية - القاهرة الإقامة القاهرة الجنسية  الدولة العثماني...

Cet article est une ébauche concernant une musicienne américaine. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Antonia BricoAntonia Brico dirigeant le Philharmonique de Berlin en 1930BiographieNaissance 26 juin 1902RotterdamDécès 3 août 1989 (à 87 ans)DenverNom de naissance Antonia Louisa BricoNationalité américaineFormation Université de Californie à BerkeleyOakland Technical High School (en)U...

Icelandic footballer This is an Icelandic name. The last name is patronymic, not a family name; this person is referred to by the given name Sverrir. Sverrir Ingi Ingason Sverrir with Iceland at the 2018 FIFA World CupPersonal informationFull name Sverrir Ingi Ingason[1]Date of birth (1993-08-05) 5 August 1993 (age 30)Place of birth Kópavogur, IcelandHeight 1.88 m (6 ft 2 in)[1]Position(s) Centre backTeam informationCurrent team MidtjyllandNumber 15Youth c...

François de CallièresFrançois de Callières : De la manière de négocier avec les souverains (1716).FonctionFauteuil 29 de l'Académie française23 décembre 1688 - 4 mars 1717Philippe QuinaultAndré Hercule de FleuryBiographieNaissance 14 mai 1645Torigni-sur-VireDécès 5 mai 1717 (à 71 ans)ParisActivités Diplomate, écrivainPère Jacques de CallièresFratrie Hector de CallièreAutres informationsMembre de Académie française (1688-1717)modifier - modifier le code - modifier...

f {\displaystyle f} is a retraction of g {\displaystyle g} . g {\displaystyle g} is a section of f {\displaystyle f} . In category theory, a branch of mathematics, a section is a right inverse of some morphism. Dually, a retraction is a left inverse of some morphism. In other words, if f : X → Y {\displaystyle f:X\to Y} and g : Y → X {\displaystyle g:Y\to X} are morphisms whose composition f ∘ g : Y → Y {\displaystyle f\circ g:Y\to Y} is the identity morphism on Y...

American numismatic magazine Coin WorldMonthly magazine version cover from August 2018TypeWeekly, MonthlyFormatMagazineOwner(s)Amos PressEditorWilliam GibbsFoundedMarch 1960; 64 years ago (1960-03)LanguageEnglishHeadquartersSidney, OHISSN0010-0447Websitecoinworld.com Coin World is an American numismatic magazine, with weekly and monthly issues.[1] It is among the world’s most popular non-academic publications for coin collectors and is covering the entire numi...