Lengua natural
|
Read other articles:
Медаль Військової Заслуги («Signum Laudis») Країна Австро-УгорщинаТип МедальВручається: офіцерам і військовим чиновникам відповідного рангуПідстава за визнання видатних досягнень під час війни чи бездоганної служби у мирний час на користь Австро-Угорської монархіїСтатус в...
Hattie Marie Corrin StrongBornHattie Marie Corrin(1864-10-24)October 24, 1864South Coventry, ConnecticutDiedJune 6, 1950(1950-06-06) (aged 85)Winston-Salem, North CarolinaOccupationPhilanthropistYears active1908-1950Spouses Lester B. Lockwood (m. 1888; div. 1897) Henry A. Strong (m. 1905; died 1919) Hattie Marie Strong (1864–1950) was a philanthropist who funded the building of ...
Pour les articles homonymes, voir Sainte-Eulalie. Sainte-Eulalie La Mairie en 2015. Blason Administration Pays France Région Nouvelle-Aquitaine Département Gironde Arrondissement Bordeaux Intercommunalité Communauté de communes Les Rives de la Laurence Maire Mandat Hubert Laporte 2020-2026 Code postal 33560 Code commune 33397 Démographie Gentilé Eulaliens Populationmunicipale 4 932 hab. (2020 ) Densité 544 hab./km2 Géographie Coordonnées 44° 54′ 32″ ...
Kecamatan Kisam TinggiKecamatanNegara IndonesiaProvinsiSumatera SelatanKabupatenOgan Komering Ulu SelatanPemerintahan • CamatPajarullisuan, S.IPKode pos32279Kode Kemendagri16.09.10 Kode BPS1608080 Desa/kelurahan19Situs webhttps://kec-kisamtinggi.okuselatankab.go.id artikel ini perlu dirapikan agar memenuhi standar Wikipedia. Tidak ada alasan yang diberikan. Silakan kembangkan artikel ini semampu Anda. Merapikan artikel dapat dilakukan dengan wikifikasi atau membagi artikel ke...
Este artigo apresenta apenas uma fonte. Ajude a melhorar este artigo inserindo fontes adicionais.—Encontre fontes: ABW • CAPES • Google (N • L • A) (Abril de 2023) Esta página ou seção foi marcada para revisão devido a incoerências ou dados de confiabilidade duvidosa. Se tem algum conhecimento sobre o tema, por favor, verifique e melhore a coerência e o rigor deste artigo.Considere colocar uma explicação mais detalhada ...
BahmanPa Sahli Tk. III Kasad bidang Wassus dan LHMasa jabatan17 Nopember 2021 – 21 Januari 2022PendahuluGregorius Henu BasworoDirdiklat PusteradMasa jabatan9 April 2020 – 17 Nopember 2021PendahuluTidak ada,Jabatan BaruPenggantiFarid MakrufKomandan Korem 173/Praja Vira BrajaMasa jabatan4 Desember 2017 – 9 April 2020PendahuluI Nyoman CantiasaPenggantiIwan Setiawan Informasi pribadiLahir21 Januari 1964 (umur 59)Alma materAkademi Militer (1988)Karier militerP...
Alison PillPill at the 2010 San Diego Comic-Con InternationalLahirAlison Courtney Pill27 November 1985 (umur 38)Toronto, Ontario, KanadaAlmamaterVaughan Road AcademyPekerjaanActressTahun aktif1997–sekarang Alison Courtney Pill [lahir pada 27 November 1985) adalah seorang aktris berkebangsaan Kanada.[1] Seorang yang dulunya adalah aktris cilik, Phil mulai meniti karier saat berusia 12 tahun, dengan membintangi sejumlah film dan serial televisi. Dia dikenal akan perannya dal...
2018 Malaysian action film PASKAL: The MovieTheatrical release posterDirected byAdrian TehScreenplay byAnwari AshrafStory byAdrian TehKeoh Chee AngFrank SeeProduced byKeoh Chee AngFrank SeeStarringHairul Azreen Ammar Alfian Henley HiiCinematographyYong Choon LinEdited byMonster ThanMoray ToonMusic byJackey YowProductioncompaniesAsia Tropical FilmsGolden Screen CinemasMultimedia EntertainmentGranatum VenturesAstro ShawDistributed byGSC Movies (Malaysia)NetflixRelease date 27 September...
Komponen dari tegangan dalam tiga dimensi Dalam mekanika kontinuum, tensor tegangan Cauchy σ {\displaystyle {\boldsymbol {\sigma }}} , atau disebut juga tensor tegangan, adalah sebuah tensor orde dua yang dinamai dari Augustin-Louis Cauchy. Tensor ini terdiri dari sembilan komponen σ i j {\displaystyle \sigma _{ij}} yang mendefinisikan seluruh keadaan tegangan di suatu titik di dalam sebuah material yang mengalami deformasi. Tensor ini menghubungkan vektor arah satuan n kepada v...
This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: 1959 in Southern Rhodesia – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this template message) List of events ← 1958 1957 1956 1959 in Southern Rhodesia → 1960 1961 1962 Decades: 1930s 1940s 1950s 1960s See also: Other ev...
Japanese slang term for Akihabara style Akiba-chan redirects here. For the anime, see Akiba-chan (TV series). This article's tone or style may not reflect the encyclopedic tone used on Wikipedia. See Wikipedia's guide to writing better articles for suggestions. (October 2017) (Learn how and when to remove this template message) Akihabara in 2007 GiGO, a large Sega game center in Akihabara Tokyo, Japan Akiba-kei (Japanese: 秋葉系) or Akiba-chan (アキバちゃん) is a Japanese slang term ...
Plaza Theatre di Atlanta menawarkan ragi nutrisional kepada para pelanggan vegan untuk penyedap rasa berondong jagung. Penyedap rasa berondong jagung dapat merujuk kepada sebuah ragam penyedap rasa yang dipakai untuk menambah rasa pada berondong jagung. Di Amerika Serikat, penyedpa rasa berondong jagung diproduksi massal oleh beberapa perusahaan untuk penggunaan komersial dan konsumen. Bacaan tambahan Associated Press (September 5, 2007). 4 popcorn makers to drop toxic chemical. NBC News. Dia...
仙台Xebio體育館仙台Xebio體育館在Miyagi Prefecture的位置显示Miyagi Prefecture的地图仙台Xebio體育館仙台Xebio體育館 (日本)显示日本的地图全名Xebio Arena Sendai位置日本宮城縣仙台市坐標坐标:38°13′49.42″N 140°53′13.74″E / 38.2303944°N 140.8871500°E / 38.2303944; 140.8871500所有者Xebio控股(日语:ゼビオホールディングス)座位数4,002+1,000: 籃球場地大小11,707.7m²計分板Daktronics...
Novel by Douglas Coupland Hey Nostradamus! Paperback edition coverAuthorDouglas CouplandCountryCanadaLanguageEnglishGenreNovelPublisherBloomsbury USAPublication dateJuly 2, 2004Media typePrint (Hardcover & Paperback)Pages244 ppISBN1-58234-415-9OCLC55055459Dewey Decimal813/.54 22LC ClassPS3553.O855 H49 2004Preceded byAll Families Are Psychotic Followed byEleanor Rigby This article needs additional citations for verification. Please help improve this article by...
Software product released in 1969 The LibrarianOther namesCA-Librarian, LibrarianOriginal author(s)Applied Data ResearchDeveloper(s)Computer AssociatesBroadcomInitial release1969; 54 years ago (1969)Stable release4.4 / 2010; 13 years ago (2010) Operating systemOS/360 and successorsDOS/360 and successorsPlatformIBM mainframeTypeRevision controlLicenseProprietaryWebsitetechdocs.broadcom.com/us/en/ca-mainframe-software/devops/ca-librarian/4-4.html The Libraria...
Five sci-fi trilogies (pub. 1999–2020) set prior to 'Dune' (1965) Dune prequel seriesDune: House Atreides (1999) Prelude to Dune series: Dune: House Atreides (1999) Dune: House Harkonnen (2000) Dune: House Corrino (2001) Legends of Dune series: Dune: The Butlerian Jihad (2002) Dune: The Machine Crusade (2003) Dune: The Battle of Corrin (2004) Heroes of Dune series: Paul of Dune (2008) The Winds of Dune (2009) Princess of Dune (2023) Great Schools of Dune series: Sisterhood of Dune (2012) Me...
JC57 Stasiun Fussa福生駅Stasiun Fussa pada Mei 2016Lokasi137 Hon-cho, Fussa-shi, Tokyo (東京都福生市本町137 )JepangPengelola JR EastJalurJC Jalur ŌmeLetak dari pangkal9.6 dari TachikawaJumlah peron1 peron pulauJumlah jalur2Informasi lainSitus webwww.jreast.co.jp/estation/station/info.aspx?StationCd=1376SejarahDibuka19 November 1894PenumpangFY201416,589 Lokasi pada petaStasiun FussaLokasi di TokyoTampilkan peta TokyoStasiun FussaStasiun Fussa (Jepang)Tampilkan peta JepangSunting ko...
Annual religious meeting in Kerala, India Maramon ConventionGenreChristian conferencesDatesSecond week of FebruaryFrequencyAnnuallyLocation(s)Maramon, Pathanamthitta, Kerala, IndiaFounded1895Organised byMar Thoma Syrian Church - through Mar Thoma Evangelistic Association (MTEA)Websitehttp://mtconvention.com/ The Maramon Convention, a Christian convention in Asia, is held at Maramon, Pathanamthitta, Kerala, India annually in February on the vast sand-bed of the Pampa River next to the Kozhench...
Parameter plane of the complex exponential family f(z)=exp(z)+c with 8 external ( parameter) rays In the theory of dynamical systems, the exponential map can be used as the evolution function of the discrete nonlinear dynamical system.[1] Family The family of exponential functions is called the exponential family. Forms There are many forms of these maps,[2] many of which are equivalent under a coordinate transformation. For example two of the most common ones are: E c : z ...
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 contains content that is written like an advertisement. Please help improve it by removing promotional content and inappropriate external links, and by adding encyclopedic content written from a neutral point of view. (July 2017) (Learn how and when to remove this template message) This article includes a list of general referen...