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Type of monolingual learner's dictionary The Oxford Advanced Learner's Dictionary of Current English. Special edition in two volumes (USSR, 1982). The advanced learner's dictionary is the most common type of monolingual learner's dictionary, that is, a dictionary written in one language only, for someone who is learning a foreign language. It differs from a bilingual or translation dictionary, a standard dictionary written for native speakers, or a children's dictionary. Its definitions are u...
Class of crustaceans RemipedesTemporal range: Lower Pennsylvanian–Recent PreꞒ Ꞓ O S D C P T J K Pg N Speleonectes tanumekes Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Superclass: Allotriocarida Class: RemipediaJ. Yager 1981 Orders & families †Enantiopoda †Tesnusocarididae Nectiopoda Micropacteridae Godzilliidae Kumongidae Cryptocorynetidae Morlockiidae Speleonectidae Xibalbanidae Pleomothridae Remipedia is a class of blind crustaceans, close...
Dutch footballer This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help to improve this article by introducing more precise citations. (January 2022) (Learn how and when to remove this template message) Wilko de Vogt Personal informationFull name Wilko de VogtDate of birth (1975-09-17) 17 September 1975 (age 48)Place of birth Breda, NetherlandsHeight 1.87 m (6 ft 1+1⁄2...
Équipe d'Espagne de football à la Coupe du monde 2002 Fédération RFEF Class. FIFA / Elo 8e[1] Classement 5e Organisateur(s) Corée du Sud et Japon Participation 11e Meilleure performance 4e (1950) Sélectionneur José Antonio Camacho Capitaine Fernando Hierro Meilleur buteur Raúl (3)Fernando Morientes (3) Maillots Domicile Extérieur Équipe d'Espagne de football à la Coupe du monde Coupe du monde 1998 Coupe du monde 2006 modifier Cet article relate le parcours de l'Espagne lors d...
Military unit The LXVIII Army Corps (German: LXVIII. Armeekorps) was an army corps of the German Wehrmacht during World War II. The corps was initially formed in April 1943. History Hellmuth Felmy The LXVIII Army Corps, initially known as Generalkommando z.b.V. LXVIII, General Command for special deployment 68, was formed on 9 April 1943 from the personnel of the Generalkommando z.b.V. which had been formed on 23 September 1942 from personnel that had served on Special Staff F as part of the ...
Ukrainian screenwriter and First Lady of Ukraine In this name that follows Eastern Slavic naming conventions, the patronymic is Volodymyrivna and the family name is Zelenska or Kyiashko. Not to be confused with Elena Zelenskaya. Olena ZelenskaОлена ЗеленськаOfficial portrait, 2021First Lady of UkraineIncumbentAssumed role 20 May 2019[1]PresidentVolodymyr ZelenskyyPreceded byMaryna Poroshenko Personal detailsBornOlena Volodymyrivna Kyiashko (1978-02-06) 6 February...
Arkadiusz Głowacki Informasi pribadiNama lengkap Arkadiusz GłowackiTanggal lahir 13 Maret 1979 (umur 44)Tempat lahir Poznań, PolandiaTinggi 1,86 m (6 ft 1 in)Posisi bermain BekKarier junior TPS Winogrady SKS 13 Poznań1995–1997 Lech PoznańKarier senior*Tahun Tim Tampil (Gol)1997–1999 Lech Poznań 75 (1)2000–2010 Wisła Kraków 204 (6)2010–2012 Trabzonspor 33 (2)2012–2018 Wisła Kraków 156 (7)Tim nasional‡2002–2011 Polandia 29 (0) * Penampilan dan gol di ...
In bifurcation theory, a field within mathematics, a transcritical bifurcation is a particular kind of local bifurcation, meaning that it is characterized by an equilibrium having an eigenvalue whose real part passes through zero. The normal form of a transcritical bifurcation, where r ranges from −5 to 5. A transcritical bifurcation is one in which a fixed point exists for all values of a parameter and is never destroyed. However, such a fixed point interchanges its stability with another ...
此條目介紹的是中华人民共和国国务院負責财政事务的组成部门。关于其他用法,请见「中国财政」。 中华人民共和国财政部 1999年规定:印章直径5厘米,中央刊国徽,由国务院制发。 主要领导 部长 蓝佛安 副部长(3) 廖 岷、 朱忠明、 王东伟 纪检监察组长 杨国中 党组成员 刘 伟(兼全国社会保障基金理事会理事长) 部长助理 机构概况 上级机构 中华...
American actor (born 1984) This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Quinton Aaron – news · newspapers · books · scholar · JSTOR (November 2011) (Learn how and when to remove this template...
Gobind Behari LalBorn(1889-10-09)9 October 1889Delhi, British IndiaDied1 April 1982(1982-04-01) (aged 92)Other namesGobind Bihari LalCitizenshipIndianEducationB.Sc.M.A.Alma materPunjab UniversityUniversity of California, BerkeleyOccupationJournalistEmployerHearst NewspapersOrganizationGhadar PartyTitlePresident of the National Association of Science WritersTerm1940–41PredecessorWilliam L. LaurenceSuccessorJohn Joseph O'NeillMovementIndian independence movementRelativesHar Day...
Medical conditionSchizoid personality disorderPeople with schizoid personality disorder often prefer solitary activities.Pronunciation/ˈskɪtsɔɪd, ˈskɪdzɔɪd, ˈskɪzɔɪd/ SpecialtyPsychiatry, clinical psychologySymptomsPervasive emotional detachment, reduced affect, lack of close friends, apathy, anhedonia, unintentional insensitivity to social norms, sexual abstinence, preoccupation with fantasy,[1] autistic thinking without loss of skill to recognize reality[2]U...
1927 film by William James Craft A Hero for a NightLobby cardDirected byWilliam James CraftWritten byHarry O. Hoyt (story)Albert DeMond (titles)Produced byCarl LaemmleStarringGlenn TryonPatsy Ruth MillerCinematographyGeorge RobinsonEdited byCharles CraftProductioncompanyUniversal PicturesDistributed byUniversal PicturesRelease date December 18, 1927 (1927-12-18) Running time60 minutes; 6 reelsCountryUnited StatesLanguageSilent (English intertitles) A Hero for a Night is a 1927 ...
Pour les articles homonymes, voir Largue. le Largue Le Largue côté Villeneuve. Cours du Largue (carte interactive du bassin de la Durance). Caractéristiques Longueur 55,7 km [1] Bassin collecteur le Rhône Cours Source Montagne de Lure · Localisation La Rochegiron · Coordonnées 44° 07′ 53″ N, 5° 38′ 28″ E Confluence la Durance · Localisation Volx · Coordonnées 43° 50′ 57″ N, 5° 51′ 27″ E Géographie...
Il Narcissus nella cultura è associato strettamente con un certo numero di temi. Lungamente celebrato nell'arte e nella letteratura, in culture fra loro internamente diversissime, il narciso (tra le cui varietà di specie viene incluso anche il Narcissus jonquilla e il Narcissus poeticus) è incluso in storie che vanno dalla morte all'acquisizione della fortuna, oltre ad essere un simbolo della primavera. Come fiore nazionale del Galles[1] è correlato al dì di San Davide; in svaria...
Тетраподоморфы Eusthenopteron foordiЧетвероногие в широком смысле. Сверху: зелёная литория, акантостега; Снизу: обыкновенная сипуха, обыкновенная лисица Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:Вто...
توبيولين شكل معقد لرأس بنية الأنابيب في kif1 معرف رمز Tubulin قاعدة بيانات عوائل البروتينات PF00091 قاعدة بيانات عوائل البروتينات clan CL0442 إنتربرو IPR003008 بروسايت PDOC00201 قاعدة بيانات التصنيف الهيكلي للبروتينات 1tub تيوبيولين أو تويولين[1] (بالإنجليزية: Tubulin) هو بروتين ينتمي إلى أسرة ...
Aksana Mjankowa (belarussisch Аксана Мянькова, engl. Transkription Aksana Miankova; * 28. März 1982 in Krytschau) ist eine belarussische Hammerwerferin. Inhaltsverzeichnis 1 Werdegang 2 Doping 3 Weblinks 4 Einzelnachweise Werdegang Bei den Leichtathletik-Europameisterschaften 2002 in München und den Leichtathletik-Weltmeisterschaften 2003 in Paris/Saint-Denis scheiterte sie in der Qualifikation. In der Saison 2006 steigerte sie ihre persönliche Bestweite um mehr als sechsein...
Crusader dari pasukan Inggris dan Tank Panzer dari Pasukan Jerman. Operasi Crusader adalah operasi militer pada Perang Dunia II yang melibatkan pasukan Inggris melawan pasukan Jerman dan Italia di Afrika Utara yang berlangsung pada 18 November sampai 30 Desember 1941. Operasi militer ini terbentuk karena Pasukan Italia dan Jerman yang pada waktu itu menguasai Libia sehingga Pasukan Inggris datang untuk menghentikan dominasi yang dilakukan oleh pasukan fasis tersebut. Operasi militer ini langs...
Explicación de la interacción entre partículas a través de las 4 fuerzas fundamentales. En física, la carga de color es un número cuántico[1] de los quarks y los gluones que está relacionada con su interacción fuerte en el contexto de la cromodinámica cuántica (QCD). Esto tiene algunas analogías formales con la noción de carga eléctrica de partículas, pero a causa de las complicaciones matemáticas de la QCD, existen muchas diferencias técnicas (por ejemplo la carga de ...