Read other articles:

Argentine writer (1914–1984) Cortázar redirects here. For other uses, see Cortázar (disambiguation). Julio CortázarCortázar in 1967Born26 August 1914 (1914-08-26)Ixelles, BelgiumDied12 February 1984(1984-02-12) (aged 69)Paris, FranceResting placeMontparnasse Cemetery, ParisOccupationWriter, translatorNationalityArgentine, FrenchGenreShort story, poetry, novelLiterary movementLatin American BoomNotable worksHopscotchBlow-up and Other StoriesNotable awardsPrix Médicis (France, ...

 

Jeffrey WigandLahirJeffrey Stephen Wigand17 Desember 1942 (umur 80)New York CityPendidikanMA dan PhDAlmamaterUniversity at BuffaloPekerjaanSaksi ahli, konsultanDikenal atasWhistleblower di industri tembakauSuami/istriHope Elizabeth MaySitus webJeffreyWigand.com Jeffrey Stephen Wigand (/ˈwaɪɡænd/; lahir 17 Desember 1942) adalah seorang biokimiawan Amerika dan mantan wakil presiden riset dan pengembangan di Brown & Williamson, Louisville, Kentucky, yang bekerja pada pengembangan pe...

 

كمون القطب الكهربائي القياسي أو جهد القطب القياسي في كيمياء كهربائية هو مقياس كمون قطب منفرد يتم قياسه في ظروف قياسية، توصف بتعطيس القطب في محلول يبلغ تركيزه «الفعلي» 1 مول/لتر ويمرر فيه غاز عند 1 ضغط جوي. يسمي «كمون اختزال» وهو خاصية من خواص المادة، ويرمز له بالرمز E° . توجد ...

Dalai Lama Tenzin Gyatso, der gegenwärtige 14. Dalai Lama (2012) Aktuelle Inkarnation des Dalai LamaTenzin Gyatsoseit dem 20. Februar 1940 Amtssitz Bis 1959: Potala-Palast, Tibet Seit 1959: Dharamsala, Indien Amtszeit auf Lebenszeit Oberhaupt von Bis 1959 de jure und de facto: Tibet 1959–2011 de jure: Tibet 1959–2011 de facto: Tibetische Exilregierung Letzte Inthronisierung einer Reinkarnation 22. Februar 1940 Webseite www.dalailama.com Dalai Lama (tibetisch ཏཱ་ལའི་བླ་

 

Le théorème de Krein-Milman est un théorème, démontré par Mark Krein et David Milman en 1940[1], qui généralise à certains espaces vectoriels topologiques un résultat géométrique portant sur les ensembles convexes énoncé par Hermann Minkowski en dimension finie (et souvent improprement dénommé lui-même « théorème de Krein-Milman »). Une forme particulièrement simplifiée du théorème s'énonce : tout polygone convexe est l'enveloppe convexe de l'ensemble ...

 

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يونيو 2020) محطة كوم أمبو للطاقة الشمسيةالبلد مصرالمنطقةكوم أمبو، أسوانبدء الانشاء2019الاستلام2021كلفة الانشاء200 مليون دولارالمالكهيئة الطاقة الجديدة والمتجددةالمطور

Russian footballer (born 1993) In this name that follows Eastern Slavic naming conventions, the patronymic is Adyamovich and the family name is Kuzyaev. Daler Kuzyaev Kuzyayev with Zenit in 2022Personal informationFull name Daler Adyamovich KuzyaevDate of birth (1993-01-15) 15 January 1993 (age 30)Place of birth Naberezhnye Chelny, Tatarstan, RussiaHeight 1.82 m (6 ft 0 in)[1]Position(s) MidfielderTeam informationCurrent team Le HavreNumber 14Youth career2001...

 

1978 novel by Manny Meyers The Last Mystery of Edgar Allan Poe: The Troy Dossier First editionAuthorManny MeyersCountryUnited StatesLanguageEnglishGenreMystery novelPublisherJ.B. Leppencotte CompanyPublication date1978Media typePrint (Hardback & Paperback) The Last Mystery of Edgar Allan Poe: The Troy Dossier, is a novel written by Manny Meyers, first published in 1978 by the J.B. Lippencotte Company. It was released as a mass market paperback under the title The Troy Dossier by BMI ...

 

Ministry of Surface Transportभूतल परिवहन मंत्रालयEmblem of IndiaMinistry overviewFormed22 October 1986Preceding MinistryMinistry of TransportDissolved7 November 2000Superseding agenciesMinistry of Road Transport and HighwaysMinistry of ShippingJurisdictionGovernment of India The Ministry of Surface Transport was a branch of the Government of India. It was the apex body for the formulation and administration of the rules, regulations and laws relating to sur...

This image was copied from wikipedia:ru. The original description was: Опис Табличка на греко-католической церкви св. Афанасия в РимеФото Джерело Собственная съемка Час створення 2005 г. Автор зображення Hithlin Ліцензія див. нижче Я, власник авторських прав на цей твір, публікую його на умовах таких ліцензі...

 

  لمعانٍ أخرى، طالع تاريخ السويد (توضيح). تاريخ السويد (800 – 1521)معلومات عامةالفترة الزمنية العصور الوسطى البداية 800 النهاية 1521 المنطقة السويد التأثيراتأحد جوانب السويد — تاريخ العصور الوسطى فرع من تاريخ السويد تاريخ السويد (1523-1611) تعديل - تعديل مصدري - تعديل ويكي بيانات ...

 

Microsoft Private FolderPrivate Folder notification area iconDeveloper(s)MicrosoftStable release1.0 / July 2006 Operating systemWindows XPTypeEncryptionLicenseProprietary Private Folder password prompt Microsoft Private Folder was a product (withdrawn and discontinued shortly after its first release) created by a Microsoft employee and available as part of their Windows Genuine Advantage program. It allowed users to protect private data in a password protected folder called 'My Private Folder...

Theatre in Singapore Capitol TheatreCapitol Theatre, Singapore.Capitol TheatreLocation in SingaporeFormer namesKyo-Ei GekijoAddress17 Stamford Road, Singapore 178907LocationSingaporeCoordinates1°17′36.5″N 103°51′04.3″E / 1.293472°N 103.851194°E / 1.293472; 103.851194OwnerMirza Mohamed Ali Namazie (former)Shaw Organisation (former)Singapore Tourism Board (former)Perennial Real Estate Holdings[1]OperatorCapitol Theatres Ltd (former)Shaw Organisation (...

 

Roller coaster This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: ISpeed – news · newspapers · books · scholar · JSTOR (November 2023) (Learn how and when to remove this template message) iSpeedMirabilandiaLocationMirabilandiaCoordinates44°20′12″N 12°15′42″E / 44.33667°N 12.26167°E / 44.33667;...

 

Para la colección española de novela corta, véase Los Contemporáneos (1909-1926). Los Contemporáneos es el nombre de un grupo de jóvenes intelectuales mexicanos, agrupados en torno a la revista Contemporáneos, que se encargaron de difundir muchas de las innovaciones del arte y la cultura en la sociedad mexicana de la primera mitad del siglo XX. El grupo tomó el nombre de la revista, cuya publicación comenzó en 1928. Realmente no existió un programa definido o un manifiesto gen...

Type of European helm German stechhelm, c. 1500 The frog-mouth helm (or Stechhelm meaning jousting helmet in German) was a type of great helm, appearing from around 1400 and lasting into the first quarter of the 16th century.[1] The helmet was primarily used by mounted knights for tournaments (jousting) rather than on the battlefield due to the restrictive field of vision.[2] The frog-mouth analogy was drawn from the way the ocularium (the slit through which the wearer of the ...

 

177th Armored Brigade177th Armored Brigade shoulder sleeve insigniaActive1917–19191942–19451986–19941997–19992006 – presentCountryUnited StatesBranchU.S. ArmyRoleTrainingSizeBrigadeGarrison/HQCamp ShelbyDecorationsArmy Superior Unit AwardBattle honoursWorld War I: St.-Mihiel, Meuse-Argonne, LorraineInsigniaDistinctive Unit InsigniaDesignated but not authorized shoulder sleeve insigniaMilitary unit The 177th Armored Brigade is an AC/RC unit based at Camp Shelby, Mississippi. The...

 

Not to be confused with Peru national rugby league team. 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: Peru national rugby union team – news · newspapers · books · scholar · JSTOR (December 2012) (Learn how and when to remove this template message) PeruNickname(s)Los TumisUnionPeruvian Rugby FederationHead...

Motor vehicle Vale SpecialOverviewManufacturerVale Engineering CompanyProduction1932-1935approx 100 madeDesignerP. I. E. Pellew (chief)S. F. Mortimer (assistant)Body and chassisBody styletwo-seat tourerfour-seat tourer (Tourette)PowertrainEngineTriumph 832 ccI4Coventry Climax 1098 cc I4Coventry Climax 1476 cc I6Transmission4-speed manualDimensionsWheelbase84 or 102 inches (2134 or 2590 mm[1]Length132 inches (3352 mm)[2]Width55 inches (1397 mm)[1]ChronologyPredeces...

 

New Zealand politician New Zealand Parliament Years Term Electorate Party 1884–1887 9th Franklin North Independent 1890–1893 11th Manukau Independent W. F. Buckland William Francis Buckland (8 August 1847 – 29 December 1915) was a 19th-century Member of Parliament in New Zealand, an independent conservative MP and cricketer. Life and career Buckland was born in Auckland in 1847, a son of William Buckland. John Buckland was an elder brother.[1] Frank Buckland received pri...

 

Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!