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Paul Le FlemBiographieNaissance 18 mars 1881RadonDécès 31 juillet 1984 (à 103 ans)TréguierSépulture Le Vieux-MarchéNom de naissance Paul Marie Achille Auguste Le FlemNationalité françaiseFormation Conservatoire de Paris, Schola CantorumActivités Chef d'orchestre, militaire, musicologue, compositeur, critique musicalAutres informationsA travaillé pour Schola Cantorum de ParisMembre de Jabadao (d) (1904)Conflit Première Guerre mondialeMouvement Seiz BreurMaître Charles-Marie Wi...
Pour les articles homonymes, voir Fabre. Nicole FabreBiographieNaissance 14 octobre 1925BiskraDécès 6 mars 2023 (à 97 ans)14e arrondissement de Paris (France)Nom de naissance Nicole Charlette Marie-Louise DoreauNationalité françaiseActivité PsychanalysteFratrie Suzanne Proumodifier - modifier le code - modifier Wikidata Nicole Fabre, née Nicole Doreau le 14 octobre 1925 à Biskra, décédée le 6 mars 2023[1] à Paris, est une philosophe, psychothérapeute, psychanalyste, profess...
Unincorporated community in Pennsylvania, United StatesHarmarville, PennsylvaniaUnincorporated communityHarmarvilleLocation within the U.S. state of PennsylvaniaCoordinates: 40°32′5″N 79°51′8″W / 40.53472°N 79.85222°W / 40.53472; -79.85222CountryUnited StatesStatePennsylvaniaCountyAlleghenyTownshipHarmarTime zoneUTC-5 (Eastern (EST)) • Summer (DST)UTC-4 (EDT) Harmarville is an unincorporated community located in Harmar Township, Allegheny Count...
Patmawati Abdul HamidPatmawati Abdul Hamid di PON 2016Lahir18 Februari 1972 (umur 52)[1][2]Ujung Pandang[2], Sulawesi SelatanTempat tinggalKabupaten Bekasi, Jawa Barat, IndonesiaKebangsaanIndonesiaNama lainPatmawati Abdul Wahid[3]Patmawati[3]PatmaPekerjaanAtlet angkat besi (1989–2017)Pelatih di PABSI Kabupaten Bogor (2015–2016)Pelatih di Tim Pelatda PON Angkat Berat Jabar (2020–2021)Pelatih di PABSI Kabupaten Bekasi (2020–sekarang)Dik...
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: Pindad G2 – news · newspapers · books · scholar · JSTOR (September 2018) (Learn how and when to remove this message) Handgun Pindad G2 A Pindad G2 Combat pistolTypeHandgunPlace of originIndonesiaService historyUsed bySee UsersProduction historyDe...
Tropical cyclone season For the ongoing season, see 2024 Atlantic hurricane season. Atlantic tropical storm and hurricane frequency, by month[1]Hurricane tracks from 1980 through 2014. Green tracks did not make landfall in US; yellow tracks made landfall but were not major hurricanes at the time; red tracks made landfall and were major hurricanes. The Atlantic hurricane season is the period in a year, from June 1 through November 30, when tropical or subtropical cyclones are...
Genus of flowering plants Milkweed redirects here. For other uses, see Milkweed (disambiguation). Not to be confused with Asclepius. Asclepias Asclepias incarnata (swamp milkweed) flowers and a monarch butterfly Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Gentianales Family: Apocynaceae Subfamily: Asclepiadoideae Tribe: Asclepiadeae Subtribe: Asclepiadinae Genus: AsclepiasL.[1] Type species Asclepias syriaca...
This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (December 2010) (Learn how and when to remove this message) Hiwwe wie DriwweTypeNewspaperOwner(s)Pennsylvania German Cultural Heritage CenterFounder(s)Michael WernerPublisherMichael Werner, Patrick DonmoyerFounded1996Headquarters Kutztown, Pennsylvania Ober-Olm, Germany Circulation2,000 bi-annuallyWebsitehiwwe-w...
Artikel ini mengenai konsep sosiopolitik yang menjabarkan negara-negara maju dengan bahasa Inggris sebagai bahasa utama. Untuk negara-negara lainnya yang menuturkan bahasa Inggris secara luas atau sebagai bahasa resmi, lihat dunia berbahasa Inggris atau daftar negara dengan bahasa Inggris sebagai bahasa resmi Anglosphere, menurut James Bennett (The Anglosphere Challenge)[1] Anglosfer inti[a] Anglosfer tengah[b] (Negara di mana bahasa Inggris ada...
Article principal : Aviron aux Jeux olympiques d'été de 2016. Deux sans barreur masculin(M2-)aux Jeux olympiquesd'été de 2016 Généralités Sport Aviron Organisateur(s) CIO Éditions 27e Lieu(x) Rio de Janeiro Date du 6 août 2016 au 11 août 2016 Nations 13 Participants 26 Site(s) Lagoa Rodrigo de Freitas Palmarès Tenant du titre Murray / Bond Vainqueur Murray / Bond Deuxième Brittain / Keeling Troisième Di Costanzo / Abagnale Navigation Londres 2012 Tokyo 2020 modifier L'épreu...
Defunct low-cost airline of Canada (2001–2004) Air Canada Tango IATA ICAO Callsign CT ACT CANADA TANGO FoundedOctober 10, 2001 (2001-10-10)Commenced operationsNovember 1, 2001 (2001-11-01)Ceased operations2004 (2004)(re-integrated into Air Canada)Frequent-flyer programAeroplanAllianceStar Alliance (affiliate; 2001—2004)Parent companyAir CanadaHeadquartersMontreal, QuebecWebsiteFlytango.com Air Canada Tango was a low-cost subsidiary branch of Air Canada, ...
Former international children's television channel 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 relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: KidsCo – news · newspapers · books · scholar · JSTOR (May 2012) (Learn how and when to remove this mes...
Era Periode Tijd geleden(Ma) Mesozoïcum Trias jonger 251,0 Paleozoïcum Perm 299,0 Carboon 359,2 Devoon 416,0 Siluur 443,7 Ordovicium 488,3 Cambrium 542,0 Neoproterozoïcum Ediacarium ouder Indeling van het Paleozoïcum volgens de ICS[1] Systeem Serie Etage Ouderdom (Ma) Carboon Mississippien Tournaisien jonger Devoon Boven Famennien 358,9–372,2 Frasnien 372,2–382,7 Midden Givetien 382,7–387,7 Eifelien 387,7–393,3 Onder Emsien 393,3–407,6 Pragien 407,6–410,8 Lo...
Bài này viết về Van Gaal. Đối với tiểu hành tinh vành đai chính, xem 14616 Van Gaal. Louis van Gaal van Gaal năm 2014Thông tin cá nhânTên đầy đủ Aloysius Paulus Maria van GaalNgày sinh 8 tháng 8, 1951 (73 tuổi)Nơi sinh Amsterdam, Hà LanChiều cao 1,85 m (6 ft 1 in)[1]Vị trí Tiền vệSự nghiệp cầu thủ trẻNăm Đội RKSV de MeerSự nghiệp cầu thủ chuyên nghiệp*Năm Đội ST (BT)1972–1973 Ajax 0 (0)1973�...
Form of political opposition within a parliamentary system of government For other uses, see Opposition (politics). This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Parliamentary opposition – news · newspapers · books · scholar · JSTOR (February 2021) Part of the Politics seriesParty politics Politi...
British actress (born 1973) Kate BeckinsaleBeckinsale at the 2011 San Diego Comic-ConBornKathrin Romany Beckinsale (1973-07-26) 26 July 1973 (age 51)London, EnglandAlma materNew College, OxfordOccupationActressYears active1991–presentSpouse Len Wiseman (m. 2004; div. 2019)PartnerMichael Sheen (1995–2003)Children1ParentsRichard Beckinsale (father)Judy Loe (mother)RelativesSamantha Beckinsale (half-sister)Roy Battersby (step...
فرع دمياط فرع دمياط بمدينة المنصورة سميت بأسم دمياط المنطقة البلد مصر الخصائص المنبع الرئيسي نهر النيل المصب البحر الأبيض المتوسط تعديل مصدري - تعديل فرع دمياط، هو أحد فرعي نهر النيل في مصر.[1] الفرع الآخر هو فرع رشيد. سُمّي بفرع دمياط لأن آخر المدن المص...
British politician (1823–1898) The Right HonourableThe Lord CarlingfordKP PCLord President of the CouncilIn office19 March 1883 – 24 June 1885MonarchVictoriaPrime MinisterWilliam Ewart GladstonePreceded byThe Earl SpencerSucceeded byThe Viscount CranbrookPresident of the Board of TradeIn office14 January 1871 – 17 February 1874MonarchVictoriaPrime MinisterWilliam Ewart GladstonePreceded byJohn BrightSucceeded bySir Charles Adderley Personal detailsBorn(1823-01-18)18 Ja...
En géométrie différentielle, l'intégrale curviligne est une intégrale où la fonction à intégrer est évaluée sur une courbe Γ. Il y a deux types d'intégrales curvilignes, selon que la fonction est à valeurs réelles ou à valeurs dans les formes linéaires. Le second type (qui peut se reformuler en termes de circulation d'un champ de vecteurs) a comme cas particulier les intégrales que l'on considère en analyse complexe. Dans cet article, Γ est un arc orienté dans ℝn, rectif...
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