Gabriel Péri (metrostation)
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Damien GiveletBiographieNaissance 28 avril 1963 (60 ans)ParisNationalité françaiseActivités Journaliste, présentateur de journalAutres informationsA travaillé pour LCICanal+modifier - modifier le code - modifier Wikidata Damien Givelet, né le 28 avril 1963[1] est un journaliste français de télévision. Il travaille sur la chaîne d'information en continu LCI entre 1994 et 2023. De 2006 à 2013, il coanime LCI est @ Vous -toute l'actu vue du web-. En septembre 2015, il présente l...
Прапор Охтирського району Використання Пропорції 2:3Затверджений 24 березня 2004Кольори синійТип РайоннийПриналежність Охтирський район Пра́пор Охти́рського райо́ну затверджений 24 березня 2004 року 15-ю сесією Охтирської районної ради 24 скликання. Опис Прапор являє собою си
テレビ番組・中継内での各種情報(終了した番組・中継を含みます)は、DVDやBlu-rayなどでの販売や公式なネット配信、または信頼できる紙媒体またはウェブ媒体が紹介するまで、出典として用いないで下さい。検証可能性に基づき除去される場合があります。 朝まで生テレビ!ジャンル 討論番組企画 田原総一朗脚本 久利一(構成)演出 岡本基晃、吉成英夫(共にチーフ
Pour les articles homonymes, voir Arbre (homonymie). En théorie des graphes, un arbre est un graphe acyclique et connexe[1]. Sa forme évoque en effet la ramification des branches d'un arbre. Par opposition aux arbres simples, arbres binaires, ou arbres généraux de l'analyse d'algorithme ou de la combinatoire analytique[2], qui sont des plongements particuliers d'arbres (graphes) dans le plan, on appelle parfois les arbres (graphes) arbres de Cayley, car ils sont comptés par la formule de...
جميع الأولاد يحبون ماندي لينAll the Boys Love Mandy Laneمعلومات عامةالصنف الفني رعب، إثارةتاريخ الصدور 2006مدة العرض 90 دقيقةاللغة الأصلية الإنجليزيةالبلد الولايات المتحدةموقع الويب alltheboyslovemandylane.com الطاقمالمخرج Jonathan Levine (en) [1][2][3] البطولة آمبر هيردصناعة سينمائيةالشركة الم...
English comedian, writer and actor (1923–2012) For other people named Eric Sykes, see Eric Sykes (disambiguation). Eric SykesCBESykes, c.1955Born(1923-05-04)4 May 1923Oldham, Lancashire, EnglandDied4 July 2012(2012-07-04) (aged 89)Esher, Surrey, EnglandMediumTelevision, radioYears active1947–2010Spouse Edith Milbrandt (m. 1952)Children4Notable works and rolesSykes, The Goon Show, The Plank, Teletubbies Eric Sykes CBE (4 May 1923 – 4 July 2012) was an ...
American businessman and diplomat (born 1938) Edward F. CrawfordOfficial portrait, 2019United States Ambassador to IrelandIn officeJuly 1, 2019 – January 19, 2021PresidentDonald TrumpPreceded byKevin O'MalleySucceeded byAlexandra McKnight (Chargé d'affaires)Claire D. Cronin Personal detailsBornEdward Francis Crawford (1938-04-25) April 25, 1938 (age 85)New York City, U.S.[1]Political partyRepublicanSpouse Mary Crawford (m. 1973)Children1...
Motor vehicle Panhard Dyna ZPanhard Dyna Z 4-door saloonOverviewManufacturerSociété des Anciens Etablissements Panhard et Levassor[1]Production1954–1959approx 140,000 producedBody and chassisClassMid-sizeBody style4-door saloon2-door cabriolet2-door pickup[2]LayoutFront enginefront-wheel drivePowertrainEngine851 cctwo-cylinder boxer motor42 or 50 hp at 5000 rpmTransmission4-speed manualColumn mounted controlDimensionsWheelbase2,570 mm (101.2 i...
Tiếng Mingreliaმარგალური ნინა margaluri ninaSử dụng tạiGruziaKhu vựcSamegrelo, AbkhaziaTổng số người nói500.000Dân tộcNgười MingreliaPhân loạiKartveliaKarto-ZanZanTiếng MingreliaHệ chữ viếtHệ chữ viết tiếng GruziaMã ngôn ngữISO 639-3xmfGlottologming1252[1]ELPMingrelian Tiếng Mingrelia, hay còn gọi là tiếng Megrelia, (მარგალური ნინა margaluri nina) là một ngôn ngữ Kartvelia ...
Kongres Amerika Serikat ke-74Gedung Kapitol (1956)Periode3 Januari 1935 – 3 Januari 1937Anggota96 senator435 anggota dewan5 delegasi tanpa suaraMayoritas SenatPartai DemokratPresiden SenatJohn N. Garner (D)Mayoritas DPRPartai DemokratKetua DPRJo Byrns (D) (sampai 4 Juni 1936)William B. Bankhead (D) (dari 4 Juni 1936)Pres. Senat Pro TemporeKey Pittman (D)Sesike-1: 3 Januari 1935 – 26 Agustus 1935ke-2: 3 Januari 1936 – 20 Juni 1936ke-73 ←→ ke-75 Kongres Amerika Serikat ...
American entertainment company CineverseTypePublicTraded asNasdaq: CNVSRussell Microcap Index componentIndustryEntertainmentFounded2000; 23 years ago (2000)FoundersBud MayoHeadquartersLos Angeles, California &New York City, New YorkKey peopleChris McGurk, Chairman and CEOGary Loffredo, President Erick Opeka, Chief Strategy OfficerProductsMotion Pictures, Entertainment, Video on demand, Digital distribution, Film distributionSubsidiariesBloody DisgustingCONtvThe Dove...
Jubileo de Diamante de la Reina Victoria del Reino Unido La Reina Victoria, saliendo del oficio religioso en procesión durante la celebración del Jubileo.LocalizaciónPaís Reino Unido Canadá Australia Nueva Zelanda Jamaica Bahamas Granada Papúa Nueva Guinea Islas Salomón Tuvalu Santa Lucía San Vicente y las Granadinas Belice Antigua y Barbuda San Cristóbal y Nieves Dependencia de la Corona británica Territorios Británicos de Ultramar Mancomunidad de NacionesDatos generalesTipo Jubil...
Tennis at the Olympics Women's singles tennisat the Games of the II OlympiadSilver medalist Hélène PrévostVenueÎle de PuteauxDates6–11 July 1900Competitors6 from 4 nationsMedalists Charlotte Cooper Great Britain Hélène Prévost France Marion Jones Farquhar United States Hedwiga Rosenbaumová Bohemia1908 → Women's singlesTennis at the 1900 Summer OlympicsEvents Singles men women Doubles men mixed ← 1896 · Summer Olympics ·&...
1872 painting by Pierre-Auguste Renoir Le Pont-NeufArtistPierre-Auguste RenoirYear1872MediumOil on canvasDimensions74 cm × 93 cm (29 in × 37 in)LocationNational Gallery of Art Le Pont-Neuf is an 1872 oil-on-canvas painting by the French artist Pierre-Auguste Renoir. It is held by the National Gallery of Art in Washington, D.C.[1] Background The Pont Neuf is the oldest standing bridge across the river Seine in Paris, France. It was completed ...
WWE's intra-brand draft This article is about the draft in October 2019. For the draft in April, see 2019 WWE Superstar Shake-up. 2019 WWE DraftThe 2019 WWE Draft logo.General informationSportProfessional wrestlingDate(s)October 11–14, 2019LocationT-Mobile Arena (Oct. 11)Pepsi Center (Oct. 14)OverviewLeagueWWETeamsRawSmackDownNXT (outgoing only)205 Live (outgoing only)← April 20192020 → The 2019 WWE Draft was the fourteenth WWE Draft produced by the American profession...
Provincial political party in Canada Saskatchewan New Democratic Party AbbreviationNDPLeaderCarla BeckPresidentJudy BradleyFounded1932; 91 years ago (1932)Preceded byFarmer-Labour Group (1932–1935)Saskatchewan CCF (1935–1961)CCF-NDP (1961–1967)Headquarters1122 Saskatchewan DriveRegina, SaskatchewanS4P 0C4Membership7,294 (2022)[1]IdeologySocial democracyPolitical positionCentre-leftNational affiliationNew Democratic PartyColoursOrangeSeats in Legislatu...
Android smartphone by Google This article is about the smartphone. For the pop rock single, see Nexus 4/Shine. Nexus 4Nexus 4CodenameMakoDeveloperGoogle, LG ElectronicsManufacturerLG ElectronicsSeriesGoogle NexusCompatible networksGSM/EDGE/GPRS (850, 900, 1800, 1900 MHz)[1] 3G UMTS/HSPA+/DC-HSPA+ (850, 900, 1700, 1900, 2100 MHz) HSDPA 42 Mbit/sFirst releasedNovember 13, 2012; 11 years ago (2012-11-13)Availability by regionNovember 13, 2012...
Argentinian esports organisation IsurusFounded15 April 2011 (2011-04-15)LeagueCLUTCH Circuit (CS:GO)Liga Latinoamérica (LoL)Based inArgentina (organization)Brazil (CS:GO)Mexico (LoL)LocationSouth AmericaOwnerFacundo Kala CalabróGeneral managerBelén Bekindra SilveiraDivisionsCounter-Strike: Global Offensive'League of LegendsWebsiteteamisurus.com Isurus, formerly known as Isurus Gaming, is an Argentinian professional esports organization with teams competing in Counter-Strike:...
Iraqi mathematiican Abdul Jerri Abdul Jabbar Hassoon Jerri (Arabic: عبد الجبار حسون جري) is an Iraqi American mathematician, most recognized for his contributions to Shannon Sampling Theory, It's Generalizations, Error Analysis, and Historical Reviews, and in particular his establishment in 2002 of the journal Sampling Theory in Signal and Image Processing (STSIP-ISSN 1530-6429) with over thirty top international experts as its editors, besides establishing its Sampling P...
Монотонность следствия — свойство многих формальных систем, согласно которому, если из множества высказываний дедуктивно выводится определённое суждение, то оно также следует и из любого супермножества данных высказываний. Следствием, является вывод, о том, что есл...