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هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) ماتياس لين معلومات شخصية الميلاد 25 أبريل 1990 (33 سنة) يوينسو مواطنة فنلندا الحياة العملية المهنة سائق سباق، وسائق سيارة سباق الرياضة سباق سي
Die zwei Mädchen am Brunnen Eduard Bendemann, 1833 Öl auf Leinwand 131 × 185 cm Museum Kunstpalast, Düsseldorf Vorlage:Infobox Gemälde/Wartung/Museum Die zwei Mädchen am Brunnen ist der Titel einer zweifigurigen Allegorie des Malers Eduard Bendemann aus dem Jahr 1833. Als Darstellung eines Freundschaftideals avancierte das romantische Gemälde zu einem der häufig reproduzierten Motive der Düsseldorfer Malerschule. Inhaltsverzeichnis 1 Beschreibung, Bedeutung 2 En...
Defunct cheerleading squad in San Diego and Los Angeles Los Angeles Charger GirlsFormation1990; 33 years ago (1990)Dissolved2021Membership 24DirectorLisa SimmonsAffiliationsLos Angeles ChargersWebsiteOfficial website The Los Angeles Charger Girls were the National Football League cheerleading squad that represented the National Football League team Los Angeles Chargers. History The Charger Girls performed a variety of dance routines during home games. The squad was founded i...
Bendera Berber adopted by the Amazigh World Congress (CMA, Agraw Amadlan Amazigh) in 1998 Berberisme (Berber: Taẓermaziɣt) atau Amazighisme[1] adalah sebuah gerakan budaya-politik, etnis, geografi atau nasionalisme kebudayaan Berber yang utamanya dimulai di Kabylia, Aljazair dan Maroko, kemudian menyebar ke belahan komunitas Berber lain di Afrika Utara. Sebuah kelompok Berber, suku Tuareg, telah memberontak melawan Mali sejak 2012, dan mendirikan negara independen de facto temporer...
... Top of Page Picture of the day Keke Rosberg (born 6 December 1948) is a Finnish former racing driver and the winner of the 1982 Formula One World Championship. He was the first Formula One driver from Finland to win the championship. Rosberg began his Formula One career in 1978 and he drove for a number of different teams before signing for Williams in 1982. After four seasons there, he spent his final season with McLaren before retiring in 1986. Rosberg's son Nico won the 2016 Formula On...
ロシア連邦軍参謀本部General'ny shtabГенеральный штабGeneral Staff of the Armed Forces of the Russian Federationロシア連邦軍参謀本部大紋章組織の概要設立年月日1763年管轄ロシア連邦政府本部所在地モスクワ、セント ズナメンカ、14/1行政官ワレリー・ゲラシモフ上級大将（参謀総長）上位組織 ロシア国防省ウェブサイトhttps://www.mil.ru/ モスクワの中央区のアルバート地区（рай...
Catalan language and culture promotion organisation Not to be confused with Fundació Ramon Llull. The Institut Ramon Llull (English: Ramon Llull Institute) is a consortium consisting of the Generalitat de Catalunya, (Catalan Government), the Govern de les Illes Balears (Government of the Balearic Islands) and the Ajuntament de Barcelona (Barcelona City Council). Its purpose is to project and disseminate abroad Catalan language and culture in all of its forms of expression.[1] To do t...
Conurbation in EnglandWest Yorkshire Built-up AreaConurbationBradfordHuddersfieldLeedsWakefieldHalifax2011 map of the West Yorkshire Built-up Area, showing subdivisionsArea487.8 km2 (188.3 sq mi)Population1,777,934 • Density3,645/km2 (9,440/sq mi)OS grid referenceSE455215Metropolitan countyWest YorkshireRegionYorkshire and the HumberCountryEnglandSovereign stateUnited KingdomPoliceWest YorkshireFireWest YorkshireAmbulanceYorkshire List of pl...
2013 American filmThe Short GameDirected byJosh GreenbaumProduced byJosh GreenbaumChristopher LeggettRafael MarmorNarrated byEdd HallDistributed byNetflixRelease date September 20, 2013 (2013-09-20) Running time99 minutesCountryUnited StatesLanguageEnglishBox office$39,819 The Short Game is a 2013 documentary film about 7- and 8-year-old golfers. Produced by Justin Timberlake and Jessica Biel[1] and directed by Josh Greenbaum, it presents eight entrants in the 2012 U.S....
Railway station in Tōkai, Aichi Prefecture, Japan Shūrakuen Station聚楽園駅Shurakuen Station building, 2007General informationLocationRinowari-235-3 Araomachi, Tokai-shi, Aichi-ken 476-0003JapanCoordinates35°02′35″N 136°54′10″E / 35.0430°N 136.9029°E / 35.0430; 136.9029Operated by MeitetsuLine(s)■ Meitetsu Tokoname LineDistance9.7 kilometers from Jingū-maePlatforms1 island + side platformOther informationStatusStaffedStation codeTA07WebsiteOfficial...
Australian chef (born 1968) Peter GilmoreBorn (1968-05-18) 18 May 1968 (age 55)[1]Sydney, Australia[1]NationalityAustralian[1]Occupation(s)Chef, restaurateurKnown forExecutive Chef of Quay[1] Peter Gilmore (born 18 May 1968) is an Australian chef. He is the current executive chef of the Quay restaurant, which has been included in The World's 50 Best Restaurants since 2009,[1] and the Bennelong, at the Sydney Opera House.[2] Gilmore is ...
My Father’s Tears and Other Stories First edition coverAuthorJohn UpdikeCountryUnited StatesLanguageEnglishGenreShort StoriesPublisherAlfred A. KnopfPublication date2009Media typePrint (hardcover)Pages304ISBN9780307271563 My Father’s Tears and Other Stories is a collection of 18 works of short fiction by John Updike. The volume was published posthumously in 2009 by Alfred A. Knopf and is the final collection to date of Updike’s stories.[1][2] Stories The stories fir...
Lego theme Lego Sonic the HedgehogSubjectSonic the HedgehogLicensed fromSegaAvailabilityAugust 1, 2023–present[a]Total sets6 sets[1][b]CharactersSonic the Hedgehog, Miles Tails Prower, Amy Rose, Doctor Eggman, and Shadow the HedgehogOfficial website Lego Sonic the Hedgehog (stylized as LEGO Sonic the Hedgehog) is a Lego theme based on the Sonic the Hedgehog video game series created by Yuji Naka, Naoto Ohshima and Hirokazu Yasuhara. It is licensed from Sega...
This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (documentation). (August 2022) (Learn how and when to remove this template message) This article is an orphan, as no other articles link to it. Please introduce links ...
Guidance relationship Mentor and Protégé redirect here. For other uses, see Mentor (disambiguation) and Protégé (disambiguation). An army trainer mentors new soldiers. Mentorship is the patronage, influence, guidance, or direction given by a mentor.[1] A mentor is someone who teaches or gives help and advice to a less experienced and often younger person.[2] In an organizational setting, a mentor influences the personal and professional growth of a mentee. Most traditional...
Este artículo o sección necesita referencias que aparezcan en una publicación acreditada.Este aviso fue puesto el 13 de marzo de 2019. Para otros usos de este término, véase Caña. Cañas de pesca Se denomina caña de pesca a un aparejo que se usa para pescar. Originariamente su cuerpo era de componentes naturales, principalmente la caña de bambú, de donde viene su denominación como caña. También existen de materiales como madera de cerezo u otros. En la actualidad y debido a nuevos...
У этого термина существуют и другие значения, см. Демьян Бедный (значения). Демьян Бедный Имя при рождении Ефим Алексеевич Придворов Псевдонимы Демьян Бедный, Д. Б-й, Мужик Вредный, Демьян Бедный — мужик Вредный, Солдат Яшка — медная пряжка, Друг Сердечный, Шило, Дед Софр...
Эта статья или раздел нуждается в переработке.Пожалуйста, улучшите статью в соответствии с правилами написания статей. Блю-лейси Происхождение Место США Время 1800-е годы Характеристики Рост 46—53 см Масса кобели16—23 кг суки14—20 кг Прочее Использование пастушья собака &#...
Questa voce sull'argomento politici italiani è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Carlo Felici Deputato della Repubblica ItalianaLegislaturaV, VI, VII, VIII GruppoparlamentareDemocrazia Cristiana CollegioRoma Sito istituzionale Dati generaliPartito politicoDC Titolo di studioLaurea in giurisprudenza Professioneavvocato Carlo Felici (Segni, 1º gennaio 1932) è un politico itali...
Equivalence of distributive lattices and set families This is about lattice theory. For other similarly named results, see Birkhoff's theorem (disambiguation). In mathematics, Birkhoff's representation theorem for distributive lattices states that the elements of any finite distributive lattice can be represented as finite sets, in such a way that the lattice operations correspond to unions and intersections of sets. The theorem can be interpreted as providing a one-to-one correspondence betw...
