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Bagian dari seri tentangBuddhisme SejarahPenyebaran Sejarah Garis waktu Sidang Buddhis Jalur Sutra Benua Asia Tenggara Asia Timur Asia Tengah Timur Tengah Dunia Barat Australia Oseania Amerika Eropa Afrika Populasi signifikan Tiongkok Thailand Jepang Myanmar Sri Lanka Vietnam Kamboja Korea Taiwan India Malaysia Laos Indonesia Amerika Serikat Singapura AliranTradisi Buddhisme prasektarian Aliran Buddhis awal Mahāsāṃghika Sthaviravāda Aliran kontemporer Theravāda Mahāyāna Vajrayāna Kon...

Cet article est une ébauche concernant le Luxembourg et le Concours Eurovision de la chanson. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Luxembourgau Concours Eurovision 1974 Données clés Pays  Luxembourg Chanson Bye Bye I Love You Interprète Ireen Sheer Compositeur Ralph Siegel Parolier Michael Kunze Langue Français, anglais Sélection nationale Radiodiffuseur Télé Luxembourg (RTL) Type de sél...

1st-century BC military conflict between the Roman Republic and the Kingdom of Pontus First Mithridatic WarPart of the Mithridatic WarsThe Near East in 89 BCDate89–85 BCLocationAsia Minor, Achaea, Greece and the Aegean SeaResult Treaty of DardanosTerritorialchanges Status quo ante bellumBelligerents Roman RepublicKingdom of Bithynia Kingdom of PontusGreek rebelsCommanders and leaders Lucius Cornelius SullaGaius Flavius Fimbria Lucius Licinius LucullusNicomedes IV of BithyniaAriobarzane...

Albacete Héraldique Drapeau La cathédrale. Administration Pays Espagne Statut Commune Communauté autonome Castille-La Manche Province Province d'Albacete Comarque Llanos de Albacete District judic. Albacete Budget 179,01 millions € (2022) Maire Mandat Manuel Serrano (PP) 2023-2027 Code postal 02.001 à 02.009, 02071, 02512, 02140, 02099, 02155, 02328 et 02511. Démographie Gentilé Albaceteño/a, albacetense (es) Albacetins (fr) Population 173 206 hab. (2023) Densité 154 ...

Creazione della Terra secondo la descrizione della Genesi. Molte tradizioni religiose fissano una data della creazione del mondo ad una data ben precisa, desunta dalla propria mitologia o dai propri libri sacri. Anche nelle tradizioni in cui l'universo è considerato eterno, ma ciclico, come l'induismo o la religione dei Maya, c'è una data d'inizio, che è quella iniziale del ciclo attuale. Indice 1 Ebraismo e cristianesimo 2 Maya 3 Induismo 4 Buddhismo e New Age 5 Tabella riassuntiva 6 Note...

The 2018 Hamilton County mayoral election was held on August 2, 2018, to elect the mayor of Hamilton County, Tennessee. Incumbent Republican Mayor Jim Coppinger won with 60.3% of the vote, defeating Democratic nominee Aloyse Brown.[1][2] 2018 Hamilton County mayoral election ← 2014 August 2, 2018 2022 → Turnout28.99% [3]   Candidate Jim Coppinger Aloyse Brown Party Republican Democratic Popular vote 33,588 22,052 Percentage 60.26% 39.56...

Carl Ernst Otto Kuntze 1843 - 1907 Carl Ernst Otto Kuntze (23 June 1843–27 January 1907) adalah botanis Jerman. Standar singkatan penulis Kuntze digunakan untuk mengindikasikan orang ini ketika mengutip sebuah nama botani.[1] Artikel biografi Barnhart, John Hendley (1913). Otto Kuntze. Bulletin of the Charleston Museum. 9. hlm. 65–68.  Urban, Ignaz (1902). Symbolae Antillanae (dalam bahasa Latin) (3): 70. . Hemsley, W. B. (1907). Dr. Otto Kuntze. Kew Bulletin of Mis...

Les ministres des Communications d'Afrique du Sud sont compétents pour tous les sujets relevant des télécommunications et de l'industrie de la radiodiffusion. Le traditionnel département ministériel des communications est issue du ministère des Postes et Télégraphes fondé en 1910. Évolution Ministère technique, ce ministère a parfois été doublé d'un ministère de la communication plus politique, notamment dans les années 80 et 90. En 2014, les compétences du ministère des co...

RicolaJenisAktiengesellschaft (AG)Didirikan1930PendiriEmil Wilhelm RichterichKantorpusatLaufen, SwitzerlandTokohkunciFelix Richterich (Presiden & CEO)ProdukPermen penyegar, permen mintPendapatan297.3 Juta CHF (Swiss Francs) (2012)Karyawan>400 (2012)Situs webRicola.com Ricola Ltd./Ricola AG adalah sebuah perusahaan permen penyegar dan permen mint di Switzerland. Perusahaan tersebut utamanya menggunakan bahan-bahan herbal. Kantor pusat Ricola terletak di Laufen, Wilayah Basel.[1]...

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Diagnostic microbiology is the study of microbial identification. Since the discovery of the germ theory of disease, scientists have been finding ways to harvest specific organisms. Using methods such as differential media or genome sequencing, physicians and scientists can observe novel functions in organisms for more effective and accurate diagnosis of organisms. Methods used in diagnostic microbiology are often used to take advantage of a particular difference in organisms and attain infor...

Study of fashion and clothing by period in time Textile history redirects here. For the academic journal, see Textile History. The study of the history of clothing and textiles traces the development, use, and availability of clothing and textiles over human history. Clothing and textiles reflect the materials and technologies available in different civilizations at different times. The variety and distribution of clothing and textiles within a society reveal social customs and culture. The w...

Group of isomers CannabitriolIdentifiers IUPAC name (9S,10S)-6,6,9-trimethyl-3-pentyl-8,10-dihydro-7H-benzo[c]chromene-1,9,10-triol CAS Number74184-29-5 Y 11003-36-4 (racemic)PubChem CID156460ChemSpider137777UNIIFV3E92D97VCompTox Dashboard (EPA)DTXSID80911448 Chemical and physical dataFormulaC21H30O4Molar mass346.467 g·mol−13D model (JSmol)Interactive image SMILES CCCCCC1=CC(=C2C(=C1)OC(C3=C2[C@@H]([C@@](CC3)(C)O)O)(C)C)O InChI InChI=1S/C21H30O4/c1-5-6-7-8-13-11-15(22)18-16(12-13...

1951 Luxembourg general election ← 1948 3 June 1951 1954 → 26 of the 52 seats in the Chamber of Deputies27 seats needed for a majority Party Leader % Seats +/– CSV Émile Reuter 40.57 21 −1 LSAP Michel Rasquin 35.48 19 +4 PDG Lucien Dury 20.55 8 −1 KPL 3.40 4 −1 This lists parties that won seats. See the complete results below. Prime Minister before Prime Minister after Pierre DupongCSV Pierre DupongCSV Politics of Luxembourg Constitution Law Monarchy Grand Duke ...

First dorsal metatarsal arteryAnterior tibial and dorsalis pedis arteries. (First dorsal metatarsal artery not labeled, but visible at bottom right.)DetailsIdentifiersLatinarteria dorsalis hallucisFMA44647Anatomical terminology[edit on Wikidata] The first dorsal metatarsal artery is a small artery on the back of the foot. It runs forward on the first interosseous dorsalis muscle, and at the cleft between the great and second toes divides into two branches, one of which passes beneath the ...

Eastern Arc redirects here. For the consortium of UK universities, see Eastern ARC. Mountain range in Kenya and Tanzania Eastern Arc MountainsUsambara MountainsGeographyLocation in Tanzania and Kenya CountriesTanzania and KenyaRange coordinates6°00′S 36°00′E / 6.00°S 36.00°E / -6.00; 36.00Borders onKipengere Range The Eastern Arc Mountains are a chain of mountains found in Kenya and Tanzania. The chain runs from northeast to southwest, with the Taita Hills bein...

拉斐尔·斯特鲁克Rafael Struick 個人信息全名 Rafael William Struick出生日期 (2003-03-27) 2003年3月27日（21歲）[1]出生地點  荷蘭莱岑丹（英语：Leidschendam）[2]身高 1.87米（6英尺2英寸）[3]位置 前锋俱乐部信息現在所屬 ADO海牙球衣號碼 27青年隊 Forum Sport0000–2020 RKAVV2020–2021 ADO海牙職業俱乐部*年份 球隊 出场 （进球）2022– ADO海牙 4 (0)国家队‡2022 印尼U–20（英语：...

Olympique d'Alès en Cévennes Généralités Noms précédents Olympique alaisien(1923-1926)Olympique alésien(1926-1963) Fondation 1923 Statut professionnel Entre 1932 et 1961Entre 1977 et 1980Entre 1982 et 1996 Couleurs Bleu et Blanc Stade Stade Pierre-Pibarot (3 680 places) Siège Centre Jean Sadoul1730 chemin de Trespeaux30100 Alès Championnat actuel National 3 Président Didier Bilange Philippe Mallaroni (Manager Général) Entraîneur Hakim Malek Joueur le plus capé Jean P...

Thermodynamic process whose direction can be reversed to return the system to its original state For other forms of reversibility, see reversibility (disambiguation). ThermodynamicsThe classical Carnot heat engine Branches Classical Statistical Chemical Quantum thermodynamics Equilibrium / Non-equilibrium Laws Zeroth First Second Third Systems Closed system Open system Isolated system State Equation of state Ideal gas Real gas State of matter Phase (matter) Equilibrium Control volume...

Mathematical object studied in the field of algebraic geometry This article is about algebraic varieties. For the term variety of algebras, see Variety (universal algebra). The twisted cubic is a projective algebraic variety. Algebraic varieties are the central objects of study in algebraic geometry, a sub-field of mathematics. Classically, an algebraic variety is defined as the set of solutions of a system of polynomial equations over the real or complex numbers. Modern definitions generaliz...