Read other articles:

Не следует путать с Луи Мишелем Лепелетье, де Сен-Фаржо — политиком. Амедей Луи Мишель Лепелетье, граф де Сен-Фаржофр. Amédée Louis Michel Lepeletier Дата рождения 9 октября 1770(1770-10-09) Место рождения Париж, Франция Дата смерти 23 августа 1845(1845-08-23) (74 года) Место смерти Сен-Жермен-ан-Ле,

Washoe Tribe of Nevada and Californiatribal flagTotal population1116 (1990s)[1]Regions with significant populations United States ( California,  Nevada)LanguagesEnglish, WashoReligiontraditional tribal religion, Native American Church,[2] previously Ghost Dance[3]Related ethnic groupsIntermarried with Northern Paiute, Miwok, Maidu, and Nisenan[4] The Washoe Tribe of Nevada and California are a federally recognized tribe of Washoe Indians, living ...

Мірза Мухаммад Хаді РусваНародився 1857(1857)ЛакхнауПомер 21 жовтня 1931(1931-10-21)Хадарабад·черевний тифКраїна  Британська ІндіяДіяльність письменник, поетЗнання мов урду[1]Конфесія ісламБатько Мірза Мухаммад Такі Мірза Мухаммад Хаді Русва (1857 — 21 жовтня 1931) — індійс

Representative rugby league football team CountryTeam informationGoverning bodyCountry Rugby LeagueHead coachCraig FitzgibbonCaptainMitchell AubussonMost caps9 – Jack KingstonTop try-scorer6 – Brian CarlsonTop point-scorer29 – Eric WeisselTeam resultsFirst game City 29–8 Country (10 June 1911)First City vs Country Origin City Origin 30–22 Country Origin (1987)Biggest win Country Origin 42–10 City Origin (2001)Biggest defeat City 55–2 Country (1980) The Country New South Wales ru...

El Viaducto de la calle de Bailén es una de sus obras más conocidas en el espacio urbano de Madrid. Francisco Javier Ferrero Llusiá (Madrid, 1891-ibídem, 1936), citado habitualmente como Francisco Javier Ferrero o Javier Ferrero, fue un arquitecto español. Se dedicó a diversos proyectos de construcción y de reforma en edificios de Madrid (arquitecto de la Oficina Técnica Municipal desde 1919).[1]​ Colabora estrechamente con su padre, Luis Ferrero Tomás, hasta el punto de que su...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2019) يان فيرويذر   معلومات شخصية الميلاد 29 سبتمبر 1891[1][2][3][4]  جسر ألن  [لغات أخرى]‏  الوفاة 20 مايو 1974 (82 سنة) [1][4]  بريزبان&#...

Diagram showing organizational structure For other uses of breakdown structures, see Breakdown structure. Example of a functional hybrid organizational chart An organizational chart, also called organigram, organogram, or organizational breakdown structure (OBS), is a diagram that shows the structure of an organization and the relationships and relative ranks of its parts and positions/jobs. The term is also used for similar diagrams, for example ones showing the different elements of a field...

Musashi verlaat de haven van Brunei, 1944 De Musashi (Japans: 武蔵) was een Japans slagschip uit de Yamato-klasse dat dienstdeed tijdens de Tweede Wereldoorlog. Het was genoemd naar de voormalige Japanse provincie Musashi.[1] De bewapening en omvang van het schip waren op zijn minst spectaculair te noemen. Het was 263 meter lang en 71.659 ton zwaar. Samen met de Britse Furious waren de slagschepen uit de Yamato-klasse de enige met kanonnen van een groter kaliber dan 40,6 cm (16 inch...

Donga Ramuduదొంగ రాముడుதிருட்டு இராமன்Sutradara Kadiri Venkata Reddy Produser D. Madhusudhana Rao Ditulis oleh D. V. Narasa Raju D. Madhusudhana Rao PemeranAkkineni Nageswara RaoJamunaSavitriRelangi Venkata RamaiahKongara JaggayyaAllu RamalingaiahR. Nageswara RaoSuryakanthamPenata musikPendyala Nageshwara RaoSinematograferAdi M. IraniPerusahaanproduksiVauhini StudiosTanggal rilis1 Oktober 1955Durasi197 menitNegara India Bahasa Telugu Donga...

Tiongkok UtaraDaerah Tiongkok UtaraLuas • Total2,185,105 km2 (0,844 sq mi)Populasi • Total164.823.136 • Kepadatan75/km2 (200/sq mi) Wilayah Tiongkok Utara (daerah yang jauh lebih luas bernama Beifang). Tiongkok Utara (Hanzi sederhana: 华北; Hanzi tradisional: 華北; Pinyin: Huáběi; harfiah: Utara Tiongkok) adalah wilayah geografis Tiongkok yang terdiri dari provinsi Beijing, Tianjin, Hebei, Shanxi dan Mongolia Dalam. Wil...

Stasiun Tatebayashi館林駅Bangunan Stasiun Tatebayashi, April 2016Lokasi2-1-1 Honchō, Tatebayashi-shi, Gunma-ken 374-0024JepangKoordinat36°14′47″N 139°31′40″E / 36.2465°N 139.5278°E / 36.2465; 139.5278Koordinat: 36°14′47″N 139°31′40″E / 36.2465°N 139.5278°E / 36.2465; 139.5278Pengelola Tōbu RailwayJalur Jalur Tōbu Isesaki Jalur Tōbu Sano Jalur Tōbu Koizumi Letak dari pangkal74.6 km dari AsakusaJumlah peron1 peron p...

American editor, columnist and reporter (born 1952) Bill GertzGertz in 2020Born (1952-03-28) March 28, 1952 (age 71)Long Island, New York, U.S.Occupation(s)Editor, columnist, reporter William D. Gertz (born March 28, 1952)[1] is an American editor, columnist and reporter for The Washington Times. He is the author of eight books and writes a weekly column on the Pentagon and national security issues called Inside the Ring. During the administration of Bill Clinton, Gertz was known...

American television series AlcatrazGenreScience fictionThrillerDramaCreated byElizabeth SarnoffSteven LilienBryan WynbrandtStarringSarah JonesJorge GarciaJonny CoyneParminder NagraJason Butler HarnerSam NeillRobert ForsterTheme music composerJ. J. AbramsComposers Michael Giacchino Chris Tilton Andrea Datzman Country of originUnited StatesOriginal languageEnglishNo. of seasons1No. of episodes13ProductionExecutive producersJ. J. AbramsJack BenderBryan BurkJennifer JohnsonDaniel PyneProducers Al...

Palace in Schwetzingen, Germany Schwetzingen Palace (seen from the garden) Schwetzingen Palace (entrance side) Zirkelbau Schwetzingen Palace is a schloss in the German state of Baden-Württemberg. Schwetzingen was the summer residence of the Electors Palatine Charles III Philip and Charles IV Theodore (of the House of Wittelsbach). It is situated in Schwetzingen, roughly equidistant from the electors' seats at Heidelberg and Mannheim, and is most notable for its spacious and ornate gardens. O...

The homotopy principle generalizes such results as Smale's proof of sphere eversion. In mathematics, the homotopy principle (or h-principle) is a very general way to solve partial differential equations (PDEs), and more generally partial differential relations (PDRs). The h-principle is good for underdetermined PDEs or PDRs, such as the immersion problem, isometric immersion problem, fluid dynamics, and other areas. The theory was started by Yakov Eliashberg, Mikhail Gromov and Anthony V. Phi...

حرب زيورخ القديمة / Alter Zürichkrieg سويسرا الشرقية في منتصف القرن الخامس عشر:   أقاليم المدينة الامبراطورية زيورخ (تُظهر كيبورغ)   أقاليم زيبين أورته من الاتحاد السويسري القديم                      ارتباطات الاتحاد السويسر�...

Dam in Delaware County, OklahomaEucha DamLocation within OklahomaCountryUnited StatesLocationDelaware County, OklahomaCoordinates36°20′32″N 94°51′29″W / 36.34218°N 94.85808°W / 36.34218; -94.85808Opening date1952Dam and spillwaysImpoundsSpavinaw CreekLength2,100 ft (640 m)Elevation at crest778 ft (237 m)ReservoirCreatesLake EuchaTotal capacity80,800 acre⋅ft (99,700,000 m3) nominalSurface area2,800 acr...

Voce principale: Johan Cruijff Schaal. Supercoppa dei Paesi Bassi 2002Johan Cruijff Schaal VII Competizione Supercoppa dei Paesi Bassi Sport Calcio Edizione 13ª Organizzatore KNVB Date 11 agosto 2002 Luogo  Paesi Bassi Partecipanti 2 Formula Gara unica Risultati Vincitore Ajax(4º titolo) Secondo PSV Statistiche Incontri disputati 1 Gol segnati 4 (4 per incontro) Cronologia della competizione 2001 2003 Manuale La Supercoppa dei Paesi Bassi 2002 (ufficialmente Johan Cruijff Schaal V...

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Pruss – news · newspapers · books · scholar · JSTOR (February 2022)Some of this article's listed ...

Positive integer having at least one divisor other than 1 or itself Demonstration, with Cuisenaire rods, of the divisors of the composite number 10 Composite numbers can be arranged into rectangles but prime numbers cannot. A composite number is a positive integer that can be formed by multiplying two smaller positive integers. Equivalently, it is a positive integer that has at least one divisor other than 1 and itself.[1][2] Every positive integer is composite, prime, or the ...