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Gößweinstein Burg Gößweinstein pada tahun 2006. Lambang kebesaranLetak Gößweinstein di Forchheim NegaraJermanNegara bagianBayernWilayahOberfrankenKreisForchheimSubdivisions30 ortsteilPemerintahan • MayorGeorg Lang (CSU)Luas • Total57,70 km2 (2,230 sq mi)Ketinggian312 m (1,024 ft)Populasi (2013-12-31)[1] • Total4.082 • Kepadatan0,71/km2 (1,8/sq mi)Zona waktuWET/WMPET (UTC+1/+2)Kode pos91327Kode are...
Pour les articles homonymes, voir Bataille des Philippines. Bataille des Philippines (1941-1942) Informations générales Date Du 8 décembre 1941 au 8 mai 1942 Lieu Philippines Issue Victoire japonaise, occupation des Philippines Belligérants États-Unis Commonwealth des Philippines Empire du Japon Commandants Douglas MacArthur Jonathan Wainwright Manuel L. Quezon Paulino T. Santos Basilio J. Valdes Vicente Lim Alfredo M. Santos Mateo Capinpin Masaharu Honma Susumu Morioka Kineo Kitajima K...
Vittoria di CapuaContessa consorte di Novellara, Bagnolo e CortenuovaStemma In carica1567 –1589 PredecessoreCostanza da Correggio SuccessoreBarbara Borromeo Nascita1548 MorteNovellara, 23 maggio 1627 Luogo di sepolturaNovellara, oratorio dei padri Cappuccini DinastiaDi Capua PadreGiovanni Tommaso di Capua MadreFaustina Colonna ConsorteAlfonso I Gonzaga FigliAlessandroCamilloPetronillaFaustinaVittoriaBarbaraSettimiaIsabellaCostanzaCamilloGiulio CesareAlfonsinaAlfonso ReligioneCatt...
Stati che adottano il cambio d'ora. Stati che hanno usato il cambio d'ora in passato. Stati in cui non vi è mai stato il cambio d'ora. L'ora legale[1][2] è la convenzione di spostare avanti di un'ora le lancette[3] degli orologi di uno Stato per sfruttare meglio l'irradiazione del sole durante il periodo estivo.[4] Di converso, il termine ora solare si riferisce all'orar...
Artikel ini membutuhkan lebih banyak referensi medis untuk pemastian atau hanya bergantung pada sumber primer. Silakan tinjau isi artikel ini dan tambahkan referensi yang sesuai jika Anda dapat. Materi tanpa sumber atau sumber yang buruk dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Plasebo – berita · surat kabar · buku · cendekiawan · JSTOR (Juni 2021) Efek plasebo dapat diproksi melalui tablet lembam, dengan operasi palsu, dan dengan pen...
Character class in video gaming A healer is a type of character class in video gaming. When a game includes a health game mechanic and multiple classes, often one of the classes will be designed around the restoration of allies' health, known as healing, in order to delay or prevent their defeat. Such a class can be referred to as a healer. In addition to healing, healer classes are sometimes associated with buffs to assist allies in other ways, and nukes to contribute to the offense when hea...
Pour les articles homonymes, voir Fresson. Bernard Fresson Bernard Fresson en 1960. Données clés Nom de naissance Bernard René Pierre Fresson Naissance 27 mai 1931Reims (Champagne-Ardenne), France Nationalité Française Décès 20 octobre 2002 (à 71 ans)Orsay (Île-de-France) France Profession Acteur Films notables French Connection 2Garçon !Les Feux de la ChandeleurMax et les FerrailleursPlace Vendôme Séries notables Les Compagnons de JéhuLes Cinq Dernières MinutesJo Gai...
Legislature of the Austrian Empire from 1861 Imperial Council ReichsratLesser coat of arms of Cisleithania (1915–1918)TypeTypeBicameral HousesHouse of LordsHouse of DeputiesHistoryFounded26 February 1861 (1861-02-26)Disbanded12 November 1918 (1918-11-12)Preceded byImperial DietSucceeded byProvisional National AssemblyLeadershipPresident of the House of LordsAlfred III (last) President of the House of DeputiesGustav Groß (last) ElectionsLast election1...
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North Korean politician (1911–1973) In this Korean name, the family name is Jong. Jong Jun-thaek정준택Jong in 1948Vice Premier of North KoreaChairmanKim Il Sung Personal detailsBorn1911DiedJanuary 11, 1973Resting placeRevolutionary Martyrs' CemeteryCitizenshipNorth KoreanNationalityKoreanPolitical partyWorkers' Party of KoreaChildrenJong Kyong-thaekEducationGyeongseong Advanced Industrial SchoolOccupationPolitician Jong Jun-thaek (Korean: 정준택, 1911 – January 11, 1973) was a North...
American actor (1919–2007) This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (April 2009) (Learn how and when to remove this message) Bill IdelsonIdelson in 1937Born(1919-08-21)August 21, 1919Forest Park, Illinois, U.S.DiedDecember 31, 2007(2007-12-31) (aged 88)Los Angeles, California, U.S.Occupation(s)Television, voice ...
Steroidogenesis of steroid hormones. Steroid reductases are reductase enzymes that are involved in steroid biosynthesis and metabolism.[1] They include: 5α-Reductase 5β-Reductase See also Steroidogenic enzyme References ^ Huo, W; Li, B; Kuang, J; He, P; Xu, Z; Wang, J (2018). Functional Characterization of the Steroid Reductase Genes GmDET2a and GmDET2b form Glycine max. International Journal of Molecular Sciences. 19 (3): 726. doi:10.3390/ijms19030726. PMC 5877587. PMID 2...
Universitas ReykjavíkHáskólinn í ReykjavíkNama lainRU, HRNama sebelumnyaSekolah Bisnis Reykjavík (1998-2000)JenisSwastaDidirikan1998 (1998)AfiliasiEUA, AMBAPresidenRagnhildur Helgadóttir[1]Staf akademik269 (2020)[2]Jumlah mahasiswa3.246 (2020)[2]AlamatMenntavegur 1, Reykjavík, 102, IslandiaKampusUrbanBahasaBahasa Islandia dan bahasa InggrisWarna Merah dan PutihSitus webwww.ru.is Universitas Reykjavík (Islandia: Háskólinn í Reykjavíkcode: ...
American mathematician Steven Roman is a mathematician, currently Emeritus Professor of Mathematics at California State University, Fullerton and Visiting Professor of Mathematics at University of California, Irvine. He is one of the main developers of umbral calculus. He has written about 40 books on mathematics and computer programming. Professor Roman's books have been translated into Portuguese, French, Korean, Chinese, Russian, Polish, Bulgarian, Czech and Spanish. Computer programming b...
Pour les articles homonymes, voir Amaury et Vassili. Amaury Vassili Amaury Vassili en décembre 2013.Informations générales Nom de naissance Amaury Vassili Chotard Naissance 8 juin 1989 (35 ans) Rouen Activité principale Chanteur Genre musical Variétés, pop lyrique Années actives Depuis 2009 Labels Warner Site officiel www.amauryvassili.com modifier Amaury Vassili, de son vrai nom Amaury Vassili Chotard, est un ténor français[1],[2] de variétés françaises et de pop lyrique, n...
Character in Much Ado About Nothing For the fruit, see Cornus (genus). Fictional character DogberryMuch Ado About Nothing characterDogberry, as depicted by Henry Stacy MarksCreated byWilliam ShakespearePortrayed byChristopher BenjaminMichael ElphickNathan FillionFrank FinlayBarnard HughesMichael KeatonTerry WoodsIn-universe informationAffiliationMessina Dogberry is a character created by William Shakespeare for his play Much Ado About Nothing. The Nuttall Encyclopædia describes him as a self...
College in Tel Aviv, Israel Kibbutzim College of Education, Technology and the Artsסמינר הקיבוציםKibbutzim College libraryTypePrivateEstablished1939AffiliationKibbutz MovementStudents6,000LocationTel Aviv, IsraelWebsitehttp://en.smkb.ac.il/ Kibbutzim College of Education, Technology and the Arts (Hebrew: סמינר הקיבוצים, Seminar HaKibbutzim) is a college based in Tel Aviv, Israel. The college specialises in teacher training, offering B.Ed and M.Ed degrees, and is the ...
此條目介紹的是现今中国的一个市辖区。关于历史上的襄州,请见「襄州」。 襄州区市辖区襄州区的地理位置坐标:32°05′14″N 112°12′43″E / 32.0872°N 112.2119°E / 32.0872; 112.2119国家 中华人民共和国隶属行政区湖北省襄阳市面积 • 总计2,466.54 平方公里(952.34 平方英里)人口(2020年)[1] • 常住923,235人 • 密�...
Criterion for a celestial body to be considered a planet Clearing the neighbourhood (or dynamical dominance) around a celestial body's orbit describes the body becoming gravitationally dominant such that there are no other bodies of comparable size other than its natural satellites or those otherwise under its gravitational influence. Clearing the neighbourhood is one of three necessary criteria for a celestial body to be considered a planet in the Solar System, according to the definition ad...
Serikat Pabean Uni Eropa Negara anggota UE (termasuk wilayah negara anggota peserta yang bukan bagian dari UE) Negara non-UE yang berpartisipasi dalam serikat pabean, atau dalam serikat pabean bilateral dengan UEKebijakan dari Uni EropaTipeSerikat pabeanKeanggotaan 29 negara AustriaBelgiaBulgariaKroasiaSiprusRepublik CekoDenmarkEstoniaFinlandiaPrancisJermanYunaniHungariaIlandiaItalyLatviaLithuaniaLuxembourgMaltaMonakoBelandaPolandiaPortugalRomaniaSlovakiaSloveniaSpa...