Read other articles:
List of British lightweight boxing champions is a table showing the boxers who have won the British lightweight title. The title had been sanctioned by the National Sporting Club from 1909–1929 where they awarded the Lord Lonsdale Challenge Belt until its later replacement by the British Boxing Board of Control (BBBoC) since. A champion may retire or voluntarily relinquish the title in order to fight for a higher-ranked championship. Where the date on which a champion relinquished the titl...
Nasi LanggiTempat asalIndonesiaDaerahSurakarta, Jawa TengahDibuat olehSuku JawaSunting kotak info • L • BBantuan penggunaan templat ini Nasi Langgi (Jawa: ꦱꦼꦒꦭꦁꦒꦶ, translit. Sega langgi) adalah olahan nasi dengan bahan rempah beserta santan dan asam Jawa.[1] Nasi Langgi berasal dari kota Solo dan Semarang, Jawa Tengah dan DI Yogyakarta. Nasi Langgi dilengkapi dengan lauk seperti telur dadar, bistik, kering kentang, daging, serundeng, kerupuk uda...
Underworld entity in Norse mythology Hel (1889) by Johannes Gehrts, pictured here with her hound Garmr. Hel (from Old Norse: hel, lit. 'underworld') is a female being in Norse mythology who is said to preside over an underworld realm of the same name, where she receives a portion of the dead. Hel is attested in the Poetic Edda, compiled in the 13th century from earlier traditional sources, and the Prose Edda, written in the 13th century. In addition, she is mentioned in poems re...
2010 United States House of Representatives elections in Mississippi ← 2008 November 2, 2010 (2010-11-02) 2012 → All 4 Mississippi seats to the United States House of Representatives Majority party Minority party Party Republican Democratic Last election 1 3 Seats won 3 1 Seat change 2 2 Popular vote 423,579 350,695 Percentage 53.71% 44.47% Swing 12.02% 13.39% Republican 50–60% 60–70% Democrati...
Koordinat: 5°10′S 145°20′E / 5.167°S 145.333°E / -5.167; 145.333 Provinsi Madang Madang ProvinceProvinsiPantai di Provinsi Madang BenderaCountry Papua New GuineaIbukotaMadangPemerintahan • GubernurRamsey PariwaLuas • Total11,153 sq mi (28.886 km2)Populasi (2011) • Total493.906 • Kepadatan44/sq mi (17/km2)Zona waktuUTC+10 (AEST) Madang adalah provinsi yang terletak di pantai utara Papu...
Михайловский сад Вид на большую лужайку Михайловского сада и Михайловский дворец Основная информация Типпарк Площадь10 га Расположение 59°56′23″ с. ш. 30°19′58″ в. д.HGЯO Страна Россия ГородСанкт-Петербург Район городаЦентральный район Метро Невски�...
政治腐敗 概念 反腐敗 賄賂 裙帶關係 腐败经济学(英语:Economics of corruption) 选举操控 精英俘获(英语:Elite capture) 权力寻租 竊盜統治 黑手黨國家 裙帶關係 行贿基金 買賣聖職 各国腐败 亚洲 中国 治貪史 中華人民共和國 朝鲜 菲律宾 欧洲 俄羅斯(英语:Corruption in Russia) 乌克兰 英国 法国 查论编 此条目的内容是1949年中華人民共和國成立以后中国大陆的国家�...
International cricket tour Indian cricket team in South Africa in 2021–22 South Africa IndiaDates 26 December 2021 – 23 January 2022Captains Dean Elgar (Tests)Temba Bavuma (ODIs) Virat Kohli[n 1] (Tests)KL Rahul (ODIs)Test seriesResult South Africa won the 3-match series 2–1Most runs Keegan Petersen (276) KL Rahul (226)Most wickets Kagiso Rabada (20) Mohammed Shami (14)Player of the series Keegan Petersen (SA)One Day International seriesResults South Africa won...
Эта статья о районе Лондона; о посёлке в графстве Девоншир см. Брикстон (Девон). Брикстон (Brixton)англ. Brixton Ламбет Первое упоминание 1062 г. Население 78 536 чел. Почтовые индексы SW2, SW9 Телефонные коды 020 Медиафайлы на Викискладе Бри́кстон (англ. Brixton) — район в южно�...
План Геддеса (1925), первый генеральный план Тель-Авива План Геддеса — первый генплан города Тель-Авив (Израиль), разработанный в 1925—1929 годах шотландским градостроителем сэром Патриком Геддесом, по которому были построены нынешние центр и «старый север» города. Одобрен...
Pour les articles homonymes, voir Condor. Condor à Phantasialand. Condor est le nom d'un modèle de manège fabriqué par Huss Park Attractions. Principe et fonctionnement L'attraction est composée d'un mât sur lequel un élément mobile monte et descend. Il effectue également une rotation autour de ce mat. Cet élément est composé de 4 bras supportant chacun une roue à l'horizontale qui peut faire une rotation dans les deux sens et qui est équipée elle-même sur son pourtour d...
Sequences of abelian groups attached with topological spaces In mathematics, specifically in homology theory and algebraic topology, cohomology is a general term for a sequence of abelian groups, usually one associated with a topological space, often defined from a cochain complex. Cohomology can be viewed as a method of assigning richer algebraic invariants to a space than homology. Some versions of cohomology arise by dualizing the construction of homology. In other words, cochains are func...
Kabupaten PacitanKabupatenTranskripsi bahasa daerah • JawaPacitan (Gêdrig) ڤاچيتان (Pégon) ꦥꦕꦶꦠꦤ꧀ (Hånåcåråkå)Searah jarum jam: Pantai Watukarung, Pantai Klayar, Gua Tabuhan, Gua Gambrit, tumbuhan Adiantum caudatum di Gua Gong, dan Pantai Teleng Ria. LambangEtimologi: Pace + WetanJulukan: Kabupaten Seribu Satu GuaMotto: Tata pramana hargeng praja(Jawa) Pemerintah dan masyarakat bertekad menciptakan pemerintahan yang bijaksana, mampu mengayo...
Pour les articles homonymes, voir Six-Avril. Éphémérides Avril 1er 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 6 mars 6 mai Chronologies thématiques Croisades Ferroviaires Sports Disney Anarchisme Catholicisme Abréviations / Voir aussi (° 1852) = né en 1852 († 1885) = mort en 1885 a.s. = calendrier julien n.s. = calendrier grégorien Calendrier Calendrier perpétuel Liste de calendriers Naissances du jour modifier...
La città del piacereTitolo originaleThe Las Vegas Story Lingua originaleinglese Paese di produzioneStati Uniti d'America Anno1952 Durata88 min Dati tecniciB/Nrapporto: 1,37:1 Generenoir RegiaRobert Stevenson SoggettoJay Dratler SceneggiaturaEarl Fenton, Harry Essex Paul Jarrico (non accreditato) ProduttoreRobert Sparks Howard Hughes (non accreditato) Produttore esecutivoSamuel Bischoff Casa di produzioneRKO Pictures FotografiaHarry J. Wild MontaggioFrederic Knudtson, George Shrader Effetti s...
For the choral work, see Beatus Vir (Górecki). Beatus initial, f.4, start of Psalm 1 in the 10th-century Anglo-Saxon Ramsey Psalter Beatus vir takes up the whole page in the 9th-century Ludwig Psalter. The Tree of Jesse Beatus initial in the Gorleston Psalter, c. 1310, bordered by the royal arms of England and France (fol. 8r) Beatus vir (Ecclesiastical Latin: [beˈatus ˈvir]; Blessed is the man ...)[a] are the first words in the Latin Vulgate Bible of both Psalm 1 and ...
Branch of mathematics studying (smooth) functions of manifolds For the mathematical object, see Geometric topology (object). A Seifert surface bounded by a set of Borromean rings; these surfaces can be used as tools in geometric topology In mathematics, geometric topology is the study of manifolds and maps between them, particularly embeddings of one manifold into another. History Geometric topology as an area distinct from algebraic topology may be said to have originated in the 1935 classif...
Voce principale: Molfetta Sportiva. Molfetta SportivaStagione 1994-1995Sport calcio Squadra Molfetta Allenatore Leonardo Bitetto Presidente Raffaele Belgiovine Serie C217º posto nel girone C - retrocesso in C.N.D. dopo i play-out Coppa Italia Serie Csecondo turno StadioStadio Paolo Poli 1993-1994 1995-1996 Si invita a seguire il modello di voce Questa voce raccoglie le informazioni riguardanti la Molfetta Sportiva nelle competizioni ufficiali della stagione 1994-1995. Indice 1 Divise e...
Art school of University College London, England 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: Slade School of Fine Art – news · newspapers · books · scholar · JSTOR (June 2018) (Learn how and when to remove this message) UCL Slade School of Fine ArtThe North Wing of the UCL Wilkins Building in March 2015T...
Physical material covering the surface of Earth Land cover surrounding Madison, Wisconsin. Fields are shaded yellow and brown, water blue, and urban surfaces red. Land cover is the physical material at the land surface of Earth. Land covers include flora, concrete, built structures, bare ground, and temporary water. Earth cover is the expression used by ecologist Frederick Edward Clements that has its closest modern equivalent being vegetation.[1]: 52 The expression c...