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Untuk bendera Sudan Selatan, lihat Bendera Sudan Selatan. Rasio bendera: 1:2 Bendera sebelumnya (1956-1970) Bendera sementara pada saat Konferensi Asia–Afrika (April 1955) Bendera Sudan (Arab: علم السودانcode: ar is deprecated ) disetujui tanggal 20 Mei 1970, dan terdiri dari tiga warna merah-putih-hitam dengan segitiga hijau di sebelah kiri. Sebelum kudeta militer 1969 Gaafar Nimeiry, rancangan tiga warna biru-kuning-hijau digunakan. Lihat pula Lambang Sudan Bendera Kuwait Bender...

Potentilla nivea Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Angiospermae (tanpa takson): Eudicots (tanpa takson): Rosids Ordo: Rosales Famili: Rosaceae Genus: Potentilla Spesies: Potentilla nivea Nama binomial Potentilla niveaL. Potentilla nivea adalah spesies tumbuhan yang tergolong ke dalam famili Rosaceae. Spesies ini juga merupakan bagian dari ordo Rosales. Spesies Potentilla nivea sendiri merupakan bagian dari genus Potentilla.[1] Nama ilmiah dari spesies ini pertama k...

Multi-purpose convention centerQuezon Convention CenterQCCfaçade of the convention centerQuezon Convention CenterLocation within LuzonShow map of LuzonQuezon Convention CenterQuezon Convention Center (Philippines)Show map of PhilippinesLocationLucena, Quezon, PhilippinesCoordinates13°55′42″N 121°36′50″E / 13.92833°N 121.61379°E / 13.92833; 121.61379Capacity7000Opened2001TenantsPhilippine Basketball Association (2006–present)Maharlika Pilipinas Basketball...

La porte Sakurada du château d'Edo où a été assassiné Ii Naosuke. La purge d'Ansei (安政の大獄, Ansei no taigoku) désigne la répression politique dont ont été victimes plus de 100 personnes du shogunat Tokugawa, de différents domaines féodaux et des kuge (aristocrates) de la cour impériale de Kyoto dans les années 1858 et 1859. Le nom « Ansei » renvoie à l'ère Ansei des ères du Japon. Contexte et déroulement À l'origine des purges se trouve le tairō (régen...

† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...

Oshi no KoSampul volume pertama manga Oshi no Ko edisi bahasa Indonesia oleh Akasha yang menampilkan Ai Hoshino【推しの子】GenreDrama[1]Misteri[2]Penggalan kehidupan[1] MangaPengarangAka AkasakaIlustratorMengo YokoyariPenerbitShueishaPenerbit bahasa InggrisYen PressPenerbit bahasa IndonesiaAkasha (m&c!)ImprintYoung Jump ComicsMajalahWeekly Young JumpDemografiSeinenTerbit23 April, 2020 – sekarangVolume14 AnimeSutradaraDaisuke HiramakiSkenarioJin TanakaMusik...

Северный морской котик Самец Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапси...

River in France and Germany For the river in Switzerland, see Saar (Rhine). SaarSaar loop at MettlachLocationCountriesFrance and GermanyPhysical characteristicsSourceSarre Blanche • locationVosges mountains, Bas-Rhin • coordinates48°31′37″N 7°09′45″E / 48.52694°N 7.16250°E / 48.52694; 7.16250 (Sarre Blanche) • elevation±800 m (2,600 ft) 2nd sourceSarre Rouge • locationVo...

كارلتون لاندينغ   الإحداثيات 35°12′36″N 95°32′29″W / 35.21°N 95.54138889°W / 35.21; -95.54138889   تاريخ التأسيس 2013  تقسيم إداري  البلد الولايات المتحدة  التقسيم الأعلى مقاطعة بيتسبيرغ  عدد السكان  عدد السكان 94 (1 أبريل 2020)[1]   عدد الأسر 1 (31 ديسمبر 2020)[2]...

Kabupaten MaybratKabupatenDanau Uter di Aitinyo LambangPetaKabupaten MaybratPetaTampilkan peta Maluku dan PapuaKabupaten MaybratKabupaten Maybrat (Indonesia)Tampilkan peta IndonesiaKoordinat: 1°12′56″S 132°21′03″E / 1.2155°S 132.35092°E / -1.2155; 132.35092Negara IndonesiaProvinsiPapua Barat DayaTanggal berdiri16 Januari 2009Dasar hukumUU RI Nomor 13 Tahun 2009[1]Ibu kotaKumurkekJumlah satuan pemerintahan Daftar Distrik: 24Kelurahan: 1Kampung: ...

British politician (1874–1954) The Right HonourableThe Lord DenmanGCMG, KCVO, PCDenman c. 1910s5th Governor-General of AustraliaIn office31 July 1911 – 18 May 1914MonarchGeorge VPrime MinisterAndrew FisherJoseph CookPreceded byLord DudleySucceeded bySir Ronald Munro Ferguson Personal detailsBorn(1874-11-16)16 November 1874London, EnglandDied24 June 1954(1954-06-24) (aged 79)Hove, Sussex, EnglandSpouse Gertrude Pearson ​ ​(m. 1903&...

Katedral Roh Kudus, Palmerston Utara, Selandia Baru Keuskupan Palmerston North adalah sebuah keuskupan suffragan dari Keuskupan Agung Wellington. Keuskupan tersebut dibentuk pada 6 Maret 1980 saat dipisahkan dari Keuskupan Agung tersebut. Pranala luar dan referensi Wikimedia Commons memiliki media mengenai Roman Catholic Diocese of Palmerston North. Catholic Diocese of Palmerston North Diocese of Palmerston North. Catholic-Hierarchy. Diakses tanggal 2007-01-07.  lbsKeuskupan Gereja Katol...

American businessman (born 1964) Bryan GlazerGlazer during the Buccaneers' visit to the White House in July 2021BornBryan Glazer (1964-10-27) October 27, 1964 (age 59)Rochester, New York, U.S.Known forCo-owner of the Tampa Bay Buccaneers Co-owner of Manchester UnitedParent(s)Linda and Malcolm GlazerFamilyAvram Glazer (brother)Joel Glazer (brother)AwardsTwo-time Super Bowl champion Bryan Glazer (born October 27, 1964) is an American businessman. Together with his brothers, Joel Glaze...

امرأة ألمانية مشغولة بمكالمة هاتفية، في عقد الثمانينات المكالمة الهاتفية هي عملية اتصال بين شخصين: متصل ومتلقي.[1][2][3] يكتب المتصل رقم هاتف المتلقي على لوحة مفاتيح الجهاز المرسل، فيَرن جهاز المتلقي بعد الإرسال، وللمتلقي الخيار بالاستجابة إلى المكالمة أو رفضها...

Voce principale: Fußballclub Carl Zeiss Jena. Fußballclub Carl Zeiss JenaStagione 2022-2023Sport calcio Squadra Carl Zeiss Jena Allenatore Andreas Patz (1ª-12ª) Henning Bürger (13ª-16ª) René Klingbeil (17ª-34ª) All. in seconda René Lange Regionalliga2º posto Coppa di GermaniaPrimo turno Maggiori presenzeCampionato: Verkamp, Gipson, Petermann, Hoppe, Muiomo (33)Totale: Verkamp, Petermann, Hoppe, Muiomo (34) Miglior marcatoreCampionato: Verkamp (10)Totale: Verkamp (10) StadioE...

As referências deste artigo necessitam de formatação. Por favor, utilize fontes apropriadas contendo título, autor e data para que o verbete permaneça verificável. (Maio de 2021) Esta página cita fontes, mas que não cobrem todo o conteúdo. Ajude a inserir referências (Encontre fontes: ABW  • CAPES  • Google (N • L • A)). (Maio de 2021) Maroon 5 Maroon 5Maroon 5 se apresentando ao vivo em Sydney, Austrália, em 2019. Infor...

Chim cánh cụt Chatham Khoảng thời gian tồn tại: Thế Holocene muộn Phục hình bởi Sean Murtha Tình trạng bảo tồn Tuyệt chủng  (1650-1700) (NZ TCS)[1] Phân loại khoa học Vực: Eukaryota Giới: Animalia Ngành: Chordata Lớp: Aves Bộ: Sphenisciformes Họ: Spheniscidae Chi: Eudyptes Loài: †E. warhami Danh pháp hai phần †Eudyptes warhamiCole, Tennyson, Ksepka & Thomas, 2019[2] Chim cánh cụt Chatham ...

Outlaw group following Robin Hood For other uses, see Merry Men (disambiguation). Robin Hood and the Merry Men (illustration by Pablo Marcos, c. 1995) The Merry Men are the group of outlaws who follow Robin Hood in English literature and folklore. The group appears in the earliest ballads about Robin Hood and remains popular in modern adaptations. History The Merry Men are Robin Hood's group who work to rob from the rich and give to the poor. They have antagonized the tyrannical rule of Princ...

Polish physicist and chemist (1896-1945) 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: Sonia Cotelle – news · newspapers · books · scholar · JSTOR (May 2020) Sonia CotelleBorn(1896-06-19)19 June 1896Warsaw, Vistula Land, Russian EmpireDied18 January 1945(1945-01-18) (aged 48)ParisCause ...

Concept in probability theory Not to be confused with Total variation. Total variation distance is half the absolute area between the two curves: Half the shaded area above. In probability theory, the total variation distance is a distance measure for probability distributions. It is an example of a statistical distance metric, and is sometimes called the statistical distance, statistical difference or variational distance. Definition Consider a measurable space ( Ω , F ) {\displaystyl...