Read other articles:

Song Si-yeol Song Si-yeol (nama pena: U Am, 1607-1689) adalah tokoh literati, penasehat politik, dan sastrawan dari Dinasti Joseon.[1][2][3] Song Si-yeol merupakan tokoh utama dari Partai Literati Barat, salah satu partai literati yang besar pada periode Joseon. Partai-partai literati ini merupakan kaum pendukung Konfusianisme Baru (Neo Konfusianisme) yang mendukung pemerintahan raja yang berkuasa. Mereka mendalami Konfusianisme, mengajarkan serta menawarkan kebijakan-...

Національний парк Кутені Kootenay National Park ' 50°52′59″ пн. ш. 116°02′56″ зх. д. / 50.88310000002777400° пн. ш. 116.04900000002778881° зх. д. / 50.88310000002777400; -116.04900000002778881Координати: 50°52′59″ пн. ш. 116°02′56″ зх. д. / 50.88310000002777400° пн. ш. 116.04900000002778881° зх. �...

?Південноафриканська котяча акула гадюкова Охоронний статус Близький до загрозливого (МСОП 3.1) Біологічна класифікація Царство: Тварини (Animalia) Підцарство: Справжні багатоклітинні (Eumetazoa) Тип: Хордові (Chordata) Підтип: Черепні (Craniata) Надклас: Щелепні (Gnathostomata) Клас:

تورو سول تراسيمينو     الإحداثيات 43°12′25″N 12°04′29″E / 43.2068477°N 12.0746146°E / 43.2068477; 12.0746146[1]  [2] تقسيم إداري  البلد إيطاليا[3]  التقسيم الأعلى مقاطعة بِرُوجَة  خصائص جغرافية  المساحة 55.89 كيلومتر مربع (9 أكتوبر 2011)[4]  ارتفاع 309 متر  عدد...

Yolanda Vargas DulchéInformación personalNacimiento 18 de julio de 1926Villahermosa, Tabasco, MéxicoFallecimiento 8 de agosto de 1999 (73 años)Ciudad de México, MéxicoCausa de muerte Embolia pulmonarNacionalidad MexicanaLengua materna EspañolFamiliaCónyuge Guillermo de la ParraHijos Emoé de la Parra Manelick de la ParraInformación profesionalOcupación EscritoraAños activa desde 1947Lengua literaria Español[editar datos en Wikidata] Yolanda Vargas Dulché (de la Par...

British Army general (1887–1983) For other people with the same name, see Allan Cunningham (disambiguation). SirAlan CunninghamBorn(1887-05-01)1 May 1887Dublin, IrelandDied30 January 1983(1983-01-30) (aged 95)Tunbridge Wells, Kent, EnglandBuriedDean Cemetery, Edinburgh, ScotlandAllegianceUnited KingdomService/branchBritish ArmyYears of service1906–1946RankGeneralService number74UnitRoyal ArtilleryCommands heldEastern CommandNorthern IrelandStaff College, CamberleyEighth ArmyEast...

Kevin NealonNealon di Las Vegas tahun 2006.LahirKevin NealonPekerjaanaktor, komedianTahun aktif1984-sekarangSuami/istriLinda Dupree (1998-2002)Susan Yeagley (2005-sekarang) Kevin Nealon (lahir 18 November 1953) adalah aktor dan komedian asal Amerika Serikat. Ia berperan sebagai Stuart Perason dalam film Aliens in the Attic (2009). Filmografi Glenn Martin, DDS (2009) .... Glenn Martin Aliens in the Attic (2009) .... Stuart Pearson Weeds (serial TV: 2005-sekarang).... Doug Wilson World's F...

Wakil Bupati MarosLambang MarosPetahanaHj. Suhartina Bohari, S.E.sejak 26 Februari 2021Pemerintah Kabupaten MarosKediamanBola Sima Rumah Jabatan Wakil Bupati MarosJl. Jenderal Sudirman No. 1 Pettuadae, Turikale, Maros, Sulawesi Selatan, IndonesiaDibentuk31 Desember 1999Pejabat pertamaDrs. H. Andi Paharuddin, B.A.Situs webwww.maroskab.go.id Berikut ini adalah daftar wakil bupati Maros yang menjabat sejak pengadaannya pada tahun 1999. No. Wakil Bupati Mulai Jabatan Akhir Jabatan Prd. Ket. ...

Euphoria adalah sebuah lagu yang dipentaskan oleh artis rekaman dan penulis lagu Swedia Loreen. Karya tersebut dirilis sebagai singel ketiga dari album studio debutnya Heal (2012). Lagu tersebut ditulis oleh Thomas G:son, Peter Boström dan diproduksi oleh Boström dan SeventyEight.[1][2] Referensi ^ Sweden 2012. Eurovision.tv. Diarsipkan dari versi asli tanggal 3 July 2012. Diakses tanggal 5 July 2012.  ^ LOREEN WON THE EUROVISION 2012!. Mr Radar Music Group. 27 May 2012...

Albanian communist leader Ali KelmendiBorn(1900-11-03)3 November 1900Ipek, Kosovo Vilayet, Ottoman EmpireDied11 February 1939(1939-02-11) (aged 38)Paris, FranceNationalityAlbanianKnown forCommunist activityParticipation in the Spanish Civil WarJune RevolutionAwards Hero of the People Ali Kelmendi (3 November 1900 – 11 February 1939) was a Kosovar Albanian communist, an organizer of the communist movement in Albania and was posthumously a Hero of Albania under the communist governm...

Dalam nama Tionghoa ini, nama keluarganya adalah Li. Li Lanjuan李兰娟Li pada 2006Direktur-jenderal Departemen Kesehatan Provinsi ZhejiangMasa jabatanMaret 1998 – Maret 2008 Informasi pribadiLahir13 September 1947 (umur 76)Shaoxing, Zhejiang, Republik TiongkokPartai politikPartai Komunis TiongkokSuami/istriZheng ShusenAnak1 putraAlma materUniversitas Kedokteran ZhejiangPekerjaanEpidemiologis, hepatologisPenghargaan sipilState Science and Technology Progress Award (6 kali)Pen...

Official founding of Saudi Arabia Proclamation of the Kingdom of Saudi ArabiaPart of Unification of Saudi ArabiaPrince Faisal in 1942, who announced the unification in 1932 on Ibn Saud's behalf and would later himself become the king in 1964Native name إعلان توحيد المملكة العربية السعوديةDate23 September 1932; 91 years ago (23 September 1932)VenueAl Hamidiyah PalaceLocationMecca, Kingdom of Hejaz and Nejd → Kingdom of Saudi ArabiaParticipant...

Defunct American professional wrestling company For the former WWE brand, see ECW (WWE brand). For the TV show of the WWE brand, see WWE ECW. ECDub redirects here. For other uses, see ECW. Extreme Championship WrestlingFormerlyEastern Championship Wrestling Inc. (1992–1994)TypePrivateIndustryProfessional wrestlingFoundedApril 25, 1992Founder Tod Gordon (Eastern; Chairman) Paul Heyman (Extreme; CEO) DefunctApril 4, 2001 (de facto)[1][2] January 31, 2007 (de jure)[3]Fa...

This is a list of presidents of Egypt by time in office. The basis of the list is the difference between dates; if counted by number of calendar days all the figures would be one greater. Rank by time in office Shortest term in office: 1 year, 3 daysMohamed Morsi (2012-2013) Longest term in office: 29 years, 120 daysHosni Mubarak (1981-2011) # inoffice President Length of term Rank bylength ofterm Notes 4 Hosni Mubarak 29 years, 120 days 1 Resigned 2 Gamal Abdel ...

Untuk kegunaan lain, lihat Nusa Penida (disambiguasi). Koordinat: 8°40′23″S 115°33′31″E / 8.673137°S 115.558608°E / -8.673137; 115.558608 Nusa PenidaKecamatanPeta lokasi Kecamatan Nusa PenidaNegara IndonesiaProvinsiBaliKabupatenKlungkungPemerintahan • CamatI Komang Widyasa Putra, SSTP., MAP[1]Populasi • Total45.610 jiwa (2.020)[2] jiwaKode pos80771Kode Kemendagri51.05.01 Kode BPS5105010 Luas202,84 km²[3]...

Artistic, literary, musical, and intellectual movement Wanderer above the Sea of Fog (1818) by Caspar David Friedrich Romanticism (also known as the Romantic movement or Romantic era) is an artistic and intellectual movement that originated in Europe towards the end of the 18th century. For most of the Western world, it was at its peak from approximately 1800 to 1850. Romanticism was characterized by its emphasis on emotion and individualism as well as glorification of the past and nature, pr...

Determining whether a knot is the unknot Unsolved problem in mathematics: Can unknots be recognized in polynomial time? (more unsolved problems in mathematics) Two simple diagrams of the unknot A tricky unknot diagram by Morwen Thistlethwaite In mathematics, the unknotting problem is the problem of algorithmically recognizing the unknot, given some representation of a knot, e.g., a knot diagram. There are several types of unknotting algorithms. A major unresolved challenge is to determine if ...

Women's national association football team representing Antigua and Barbuda 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: Antigua and Barbuda women's national football team – news · newspapers · books · scholar · JSTOR (May 2021) (Learn how and when to remove this template message) Antigua and BarbudaNickn...

Figure-eight-shaped curve This article is about figure-eight shaped curves in algebraic geometry. For other uses, see Lemniscate (disambiguation). The lemniscate of Bernoulli and its two foci In algebraic geometry, a lemniscate is any of several figure-eight or ∞-shaped curves.[1][2] The word comes from the Latin lēmniscātus meaning decorated with ribbons,[3] from the Greek λημνίσκος meaning ribbon,[2][4][5][6] or which alte...

Environmental Defence Society Incorporated v The New Zealand King Salmon Company LimitedCourtSupreme Court of New ZealandFull case nameEnvironmental Defence Society Incorporated v The New Zealand King Salmon Company Limited & Ors Decided17 April 2014Citation(s)[2014] NZSC 38, [2014] 1 NZLR 593Transcript(s)Available hereCase historyPrior action(s)High Court [2013] NZHC 1992Court membershipJudge(s) sittingElias CJ, McGrath, Glazebrook, Arnold and Young JJKeywordsResource Management, Coastal...