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This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (August 2017) Timeline Taxa Taxon First Appearance Datum Last Appearance Datum Previous Estimates Image Abyssosaurus nataliae Late Hauterivian[1] Late Hauterivian[1] Late Hauterivian[1] Albertonectes vanderveldei Late Campanian[2] Late Campanian[2] Late Campanian[2] Life restoration of Alb...
Guerra de los Sinestro CorpsPublicaciónIdioma inglésPrimera edición Agosto de 2007 a febrero de 2008Editorial DC ComicsPeriodicidad MensualContenidoPersonajes principales Hal Jordan, Guy Gardner, John Stewart, Kyle Rayner, SinestroDirección artísticaGuionista(s) Geoff Johns, Dave Gibbons, Peter Tomasi, Ron Marz, Alan BurnettDibujante(s) Ethan Van Sciver, Ivan Reis y Patrick GleasonEntintador(es) Prentis RollinsNumeración Green Lantern: Sinestro Corps Special n.º 1Linterna Verde (vol. 4...
Acht kruizen voor restanten van acht vermoorde vrouwen die werden gevonden in Mexico in 1996. Femicide, ook wel vrouwenmoord of feminicide (BE), is een term voor het doden van een vrouw of meisje omdat die vrouw zijn, en is een haatmisdrijf tegen vrouwen. 'Femicide' is een samenstelling van de Latijnse woorden fēm(ina)- (vrouw) en -icide (doodslag of moord). De term werd voor het eerst gebruikt in 1976 door feministische auteur Diana E. H. Russell[1] en kreeg meer bekendheid toen de ...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (يناير 2022) تحتاج هذه المقالة إلى تنسيق لتتناسب مع دليل الأسلوب في ويكيبيديا. فضلًا، ساهم بتنسيقها وفق دليل الأسلوب ا...
[1] El teorema del coseno, denominado también como ley de cosenos [2] o teorema de al-Kashi,[3] es una generalización del teorema de Pitágoras en los triángulos rectángulos en trigonometría. El teorema relaciona un lado de un triángulo cualquiera con los otros dos y con el coseno del ángulo formado por estos dos lados: Teorema del coseno Dado un triángulo ABC cualquiera, siendo α, β, γ, los ángulos, y a, b, c, los lados respectivamente opuestos a estos ángul...
Sudão nos Jogos Olímpicos de Verão de 2020 Comitê Olímpico Nacional Código do COI SUD Nome Sudan Olympic Committee Jogos Olímpicos de Verão de 2020 Sede Tóquio, Japão Competidores 5 em 4 esportes Medalhas Pos.n/d 0 0 0 0 Participações nos Jogos Olímpicos Verão 1960 • 1964 • 1968 • 1972 • 1976 • 1980 • 1984 • 1988 • 1992 • 1996 • 2000 • 2004 • 2008 • 2012 • 2016 • 2020 O Sudão competiu nos Jogos Olímpicos de Verão de 2020 em Tóquio. Ori...
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Terminal Kampung Rambutan – berita · surat kabar · buku · cendekiawan · JSTORTerminal Kampung RambutanTerminal busLokasiRambutan, Ciracas, Kota Jakarta Timur, Daerah Khusus Ibukota Jakarta Indonesia...
This article is part of a series inCulture ofAlbania History Illyrians Middle Ages Ottoman period Independent Albania People Albanians Clans Noble families Diaspora Language Gheg Arbanasi (Dalmatia) Upper Reka dialect Istrian Albanian Tosk Lab Cham Arvanitika Arvanitic Arbëresh Tradition Besa Kanun Oda Sworn virgins Costumes Religion and folklore Islam Christianity Judaism Irreligion Secularism Folk beliefs Art Art galleries Architecture Cuisine Arbëreshë Cham Kosovan Çaj mali Tavë kosi ...
Spanish politician, jurist and economist (1803–1873) In this Spanish name, the first or paternal surname is Bravo and the second or maternal family name is Murillo. The Most ExcellentJuan Bravo MurilloPortrait by Gutiérrez de la VegaPrime Minister of SpainIn officeJanuary 14, 1851 (1851-01-14) – December 14, 1852 (1852-12-14)MonarchIsabella IIPreceded byRamón María NarváezSucceeded byFederico RoncaliPresident of the Congress of Deputies...
Australian rules footballer Australian rules footballer Bert Ryan Cigarette card of Ryan in 1906Personal informationFull name Albert Edward RyanDate of birth 3 June 1880Place of birth Port Melbourne, VictoriaDate of death 29 October 1952(1952-10-29) (aged 72)Place of death Mont Park, VictoriaOriginal team(s) West MelbournePosition(s) ForwardPlaying career1Years Club Games (Goals)1905–07 West Melbourne (VFA) 49 0(58)1908 Essendon 15 00(3)1909 Brighton (VFA) 17 0(21)1912–19 Northc...
World Wrestling Entertainment pay-per-view event The Great American BashPromotional poster featuring Torrie WilsonPromotionWorld Wrestling EntertainmentBrand(s)SmackDown!DateJune 27, 2004CityNorfolk, VirginiaVenueNorfolk ScopeAttendance6,500[1]Buy rate238,000[2]Tagline(s)Join Our PartyPay-per-view chronology ← PreviousBad Blood Next →Vengeance The Great American Bash chronology ← Previous2000 Next →2005 SmackDown! major events chronology ← Pr...
Dominion Serie de televisión Logotipo de la serieCreado por Vaun WilmottProtagonistas Christopher Egan Tom Wisdom Roxanne McKee Luke Allen-Gale Shivani Ghai Rosalind Halstead Carl Beukes Anthony Head Alan DalePaís de origen Estados UnidosIdioma(s) original(es) InglésN.º de temporadas 2N.º de episodios 22 (lista de episodios)ProducciónProductor(es) ejecutivo(s) David Lancaster Michel Litvack Tom Lieber Todd Slavkin Darren Swimmer Scott StewartDuración 40 minutos aprox.Empresa(s) product...
Tanpa kekerasanPahatan di markas besar Perserikatan Bangsa-Bangsa di New York CitySenimanCarl Fredrik ReuterswärdTahun1985 (1985)TipePahatanLokasiNew York Tanpa kekerasan[1] adalah sebuah pahatan perunggu karya artis Swedia Carl Fredrik Reuterswärd. Carl membuat pahatan tersebut setelah penyanyi, penulis lagu dan aktivis perdamaian John Lennon dibunuh.[2] Saat ini, terdapat 17 salinan pahatan tersebut di seluruh dunia, sepuluh diantaranya ada di Swedia. Referensi Wikime...
American TV series or program The Singing BeeTitle screen.Created byPhil GurinBob HorowitzPresented byJoey FatoneMelissa PetermanStarringSteve Dorff and the Bee Hive, CMT Ray Chew and the Groove, NBC The Honey Bees, NBCCountry of originUnited StatesOriginal languageEnglishNo. of seasons5No. of episodes66 (total)ProductionExecutive producersPhil GurinBob HorowitzProduction companiesJuma EntertainmentSinging Bee EnterprisesThe Gurin CompanyOriginal releaseNetworkNBCReleaseJuly 10 (200...
British historian 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 biography of a living person relies too much on references to primary sources. Please help by adding secondary or tertiary sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately, especially if potentially libelous or harmful.Find sources: John Coffey ...
David RemezLahir1886Tempat lahirKopys, Kekaisaran RusiaTahun aliyah1913Meninggal dunia19 Mei 1951Knesset1Faksi yang diwakili di Knesset1949–1951MapaiJabatan menteri1948–1950Menteri Transportasi1950–1951Menteri PendidikanPara pemimpin Zionis, ditangkap dalam Operasi Agatha, dalam penahanan di Latrun (kiri ke kanan): David Remez, Moshe Sharett, Yitzhak Gruenbaum, Dov Yosef, Mr. Shenkarsky, David Hacohen, dan Mr. Halperin (Isser Harel) (1946) David Remez (Ibrani: דוד רמז, lahir denga...
Group of national and state parks in northwestern California, United States Redwood National and State ParksIUCN category V (protected landscape/seascape)A forest of coast redwoods in fogShow map of CaliforniaShow map of the United StatesLocationHumboldt County & Del Norte County, California, USNearest cityCrescent CityCoordinates41°18′N 124°00′W / 41.3°N 124°W / 41.3; -124Area138,999 acres (562.51 km2)[1]EstablishedOctober 2, 1968Visitors...
District in Shaanxi, People's Republic of ChinaAnsai 安塞区DistrictAnsai in Yan'anYan'an in ShaanxiCoordinates (Ansai District government): 36°51′53″N 109°19′45″E / 36.8646°N 109.3292°E / 36.8646; 109.3292CountryPeople's Republic of ChinaProvinceShaanxiPrefecture-level cityYan'anSeatZhenwudong Subdistrict [zh]Area • Total2,951.3 km2 (1,139.5 sq mi)Elevation1,371.9 m (4,501.0 ft)Population (2012)1...
Voce principale: Repubblica di Siena. Possedimenti della Repubblica di Siena nella Maremma Grossetana tra i secoli XV e XVI La Repubblica di Siena nella sua progressiva crescita territoriale vide i suoi confini espandersi specialmente nei territori della Toscana meridionale dell’attuale provincia di Grosseto. Il possesso di uno “sbocco sul mare” da parte di Siena fu quindi una naturale continuazione della sua politica espansionistica e commerciale nella Maremma Grossetana con la conqui...
Halaman ini berisi artikel tentang wilayah teritori Indonesia. Untuk keseluruhan pulau, lihat Pulau Papua. Untuk provinsi di wilayah Indonesia, lihat Papua. Untuk region di Papua Nugini yang sebelumnya bernama Region Papua, lihat Region Selatan, Papua Nugini. Untuk kegunaan lain, lihat Papua (disambiguasi). Koordinat: 4°00′S 136°00′E / 4.000°S 136.000°E / -4.000; 136.000 Papua Nugini BaratIrian BaratIrian JayaPapuaNugini BelandaWilayahPapuaNegara Indonesia...