Read other articles:

The Tri-Eastern Conference in Indiana. The Tri-Eastern Conference is a nine-member IHSAA-Sanctioned Athletic Conference formed by five schools in 1962. The current nine teams are located in the counties of Henry, Randolph, Union, and Wayne. History The conference was formed in 1962, with Cambridge City, Centerville, Knightstown, Liberty, and Union City. All five are current members of the conference, albeit two have different names through consolidation (Cambridge City became Lincoln in 1965,...

Медицински факултет Војномедицинске академије Универзитета одбране у БеоградуМедицински факултет Војномедицинске академије Универзитета одбране у БеоградуТипдржавни факултетОснивање20. мај 2009.АфилијацијаУниверзитет одбране у БеоградуБуџет1.000.000 динараДеканпроф. др

У Вікіпедії є статті про інші значення цього терміна: 23-тя бригада. 23-тя окрема механізована бригада Нарукавний знак бригадиЗасновано січень 2023Країна  УкраїнаВид Сухопутні військаТип  Механізовані військаЧисельність бригадаВійни/битви Російсько-українська війна...

Former St. Peter's Abbey, Ghent This is a list, as yet incomplete, of Christian religious houses, both extant and dissolved, in Belgium, for both men and women. All listed so far are Roman Catholic. Contents A B C D E F G H I J K L M N O P Q R S T U V W X Y Z A Achel Abbey (Sint-Benedictusabdij van Achel, de Achelse Kluis or Onze-Lieve-Vrouw-van-La-Trappe-van-de-Heilige-Benedictus) (extant), part in Hamont-Achel, Limburg, Belgium, and part in Valkenswaard, the Netherlands: Trappist monks[...

Almonaster la Real municipio de EspañaBanderaEscudo Almonaster la RealUbicación de Almonaster la Real en España. Almonaster la RealUbicación de Almonaster la Real en la provincia de Huelva.País  España• Com. autónoma  Andalucía• Provincia  Huelva• Partido judicial Aracena[1]​Ubicación 37°52′24″N 6°47′10″O / 37.8732724, -6.7861298• Altitud 912,958 m[2]​ mSuperficie 321,29
...

Medical conditionRussell's signCausesThe most common causes of Russell’s Sign are bulimia and anorexia nervosa.Diagnostic methodRussell's Sign can be used as a factor to diagnose bulimia nervosa or anorexia nervosaDifferential diagnosisindirect sign of bulimia nervosa or anorexia nervosaDeathsWhile Russell’s sign in of itself has not caused any deaths, it is a sign of potentially deadly disorders such as bulimia nervosa and anorexia nervosa. Russell's sign, named after British psychia...

In mathematics, it can be shown that every function can be written as the composite of a surjective function followed by an injective function. Factorization systems are a generalization of this situation in category theory. Definition A factorization system (E, M) for a category C consists of two classes of morphisms E and M of C such that: E and M both contain all isomorphisms of C and are closed under composition. Every morphism f of C can be factored as f = m ∘ e {\displaystyle f=m...

Ця стаття є сирим перекладом з іншої мови. Можливо, вона створена за допомогою машинного перекладу або перекладачем, який недостатньо володіє обома мовами. Будь ласка, допоможіть поліпшити переклад. Граф Хортон Названо на честь Джозефа ХортонаВершин 96Ребер 144Радіус 10Діам

Cuban guitarist, composer and poet (1913–1996) Celedonio Romero - An Evening of Guitar MusicCeledonio Romero (2 March 1913 – 8 May 1996) was a guitarist, composer and poet, perhaps best known as the founder of The Romeros guitar quartet. Biography Celedonio Romero was born in Cienfuegos, Cuba,[1] while his parents were on a business trip to the island. He began playing the guitar at the age of 5, and eventually studied music theory, harmony, composition, and counterpoint at th...

Overview of the events of 1966 in music 1966 in music By location United Kingdom Norway By genre country jazz By topic List of albums released Overview of the events of 1966 in music List of years in music (table) … 1956 1957 1958 1959 1960 1961 1962 1963 1964 1965 1966 1967 1968 1969 1970 1971 1972 1973 1974 1975 1976 … In radio 1963 1964 1965 1966 1967 1968 1969 In television 1963 1964 1965 1966 1967 1968 1969 In film 1963 1964 1965 1966 1967 1968 1969 Art Archaeology Architecture Liter...

British restaurant chain Angus SteakhouseIndustryRestaurantsFoundedLondon, England (1968)HeadquartersLondon, England, UKNumber of locations5Area servedUnited KingdomProductsSteakWebsiteangussteakhouse.co.uk Angus Steakhouse Angus Steakhouse is a restaurant chain of steak houses in central London. In 2001, there were about 30 outlets; five remain open as of July 2020. The name reflects Aberdeen Angus, a common breed of beef cattle. Some restaurants still retain the former trading name, Aberdee...

Indian politician This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (November 2022) Mary NaiduMember of Parliament, Rajya SabhaIn office1964–1970ConstituencyAndhra Pradesh Personal detailsBorn(1910-08-28)28 August 1910Political partyIndian National Congress M.L.Mary Naidu was an Indian politician. She was a Member of Parliament, representing Andhra Pradesh in the Rajya Sabha the uppe...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (ديسمبر 2021) معاهدة الراين الحديدي معاهدة بين بلجيكا وهولندا لتنظيم مرور سكة حديد من أنتويرب إلى جلادباخ عبر أراضي ليمبورغ التوقيع 13 يناير 1873 (1873-01-13) المكان برو�...

← 1976 •  • 1986 → Referéndum sobre el Proyecto de Constitución¿Aprueba el Proyecto de Constitución? Fecha Miércoles 6 de diciembre de 1978 Tipo Referéndum Debate (s) Constitución española de 1978 Demografía electoral Hab. registrados 26 632 180 Votantes 17 873 271 Participación    67.11 % Votos válidos 17 106 583 Votos en blanco 632 902 Votos nulos 133 786 Resultados Sí Votos 15,706,078      91.81 % N...

Theorem on graph coloring on surfaces A radially symmetric 7-colored torus – regions of the same colour wrap around along dotted lines An 8-coloured double torus (genus-two surface) – bubbles denotes unique combinations of two regions A 6-colored Klein bottle, the only exception to the Heawood conjecture In graph theory, the Heawood conjecture or Ringel–Youngs theorem gives a lower bound for the number of colors that are necessary for graph coloring on a surface of a given genus...

German film maker, writer and director (born 1963) The topic of this article may not meet Wikipedia's notability guideline for biographies. Please help to demonstrate the notability of the topic by citing reliable secondary sources that are independent of the topic and provide significant coverage of it beyond a mere trivial mention. If notability cannot be shown, the article is likely to be merged, redirected, or deleted.Find sources: Valentin Thurn – news · newspapers...

Amir MurtonoKetua Umum Partai Golkar ke-3Masa jabatan1973–1983PendahuluSuprapto SukowatiPenggantiSudharmono Informasi pribadiLahir(1924-07-07)7 Juli 1924 Kertosono, Nganjuk, Jawa TimurMeninggal2021 (umur 96-97)KebangsaanIndonesiaPartai politik  GolkarSuami/istriNaniek KusmaniKarier militerPihakIndonesiaDinas/cabang TNI Angkatan DaratPangkat Mayor Jenderal TNISatuanInfanteriSunting kotak info • L • B Mayor Jenderal TNI (Purn.) Amir Murtono yang lahir di Kertosono,...

17th episode of the 7th season of The Simpsons Homer the SmithersThe Simpsons episodeEpisode no.Season 7Episode 17Directed bySteven Dean MooreWritten byJohn SwartzwelderProduction code3F14Original air dateFebruary 25, 1996 (1996-02-25)Episode featuresCouch gagThe Simpsons are wearing fezzes and drive to the couch in minicars.[1]CommentaryBill OakleyJosh WeinsteinSteven Dean Moore Episode chronology ← PreviousLisa the Iconoclast Next →The Day the Viole...

القدس تل أبيب حيفا ريشون لصهيون أشدود بئر السبع بطاح تكفا نتانيا حولون بني برق بيت يم رمات گن عسقلان رحوڤوت تشتملُ قائمة المُدن الإسرائيليَّة على تلك المُستعمرات البشريَّة التي يطلق عليها وصف «مدينة» إلى جانب المُستوطنات اليهوديَّة القائمة على أراضي الضفَّة الغربيَّة و�...

国際民間航空条約 通称・略称 シカゴ条約ICAO条約署名 1944年12月7日署名場所 アメリカ合衆国・シカゴ発効 1947年4月4日寄託者 アメリカ合衆国連邦政府文献情報 昭和28年10月8日官報第8029号条約第21号言語 英語、フランス語、スペイン語、ロシア語主な内容 国際民間航空が安全にかつ整然と発達、また、国際航空運送業務が機会均等主義に基いて確立されて健全かつ経済的�...