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Japanese architect 永山祐子Born1975 (age 48–49)Tokyo, JapanOccupationArchitectOrganizationYuko Nagayama & AssociatesWebsitehttps://www.yukonagayama.co.jp/en/ Yuko Nagayama (永山祐子, born 1975 ) is a Japanese architect and a visiting professor at the Musashino Art University. As a Tokyo native, she worked at Jun Aoki & Associates from 1998 to 2002 and subsequently started her own architecture studio, Yuko Nagayama & Associates.[1] She designed the Tokyu ...

Grive de Tristan (Nesocichla eremita) perchée sur des déchets plastiques, sur le littoral de l'Île inaccessible (île inhabitée de l’archipel Tristan da Cunha, en plein Atlantique Sud) La contamination du milieu marin par les plastiques est une pollution marine par des macrodéchets et microdéchets en plastique. Le plastique occupe une part dominante et croissante des déchets solides trouvés en mer. Le plastique étant peu dégradable, 80 % des débris marins seraient maintenant...

International rowing regatta 2011 World Rowing ChampionshipsVenueLake BledLocationBled, SloveniaDates28 August to 4 September← 2010 Cambridge2012 Plovdiv → The 2011 World Rowing Championships were World Rowing Championships that were held from 28 August to 4 September 2011 at Lake Bled, adjoining the Slovenian city of Bled.[1] The annual week-long rowing regatta is organized by World Rowing Federation (FISA), and held at the end of the northern hemisphere summer....

U.S. atomic bomb type used at Nagasaki, 1945 This article is about the World War II nuclear weapon. For other uses, see Fat Man (disambiguation). Fat Man Replica of the original Fat Man bombTypeNuclear fission gravity bombPlace of originUnited StatesProduction historyDesignerLos Alamos LaboratoryProduced1945–1949No. built120SpecificationsMass10,300 pounds (4,670 kg)Length128 inches (3.3 m)Diameter60 inches (1.5 m)FillingPlutoniumFilling weight6.4 kgBlast&#...

Subphylum of arthropods HexapodsTemporal range: 411–0 Ma[1] PreꞒ Ꞓ O S D C P T J K Pg N A flesh-fly, Sarcophaga sp. Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Clade: Pancrustacea Subphylum: HexapodaLatreille, 1825[2] Classes Clade Elliplura Class Collembola (springtails) Order Protura (coneheads) Clade Cercophora Order Diplura (two-pronged bristletails) Class Insecta (insects) The subphylum Hexapoda (from Greek for 'six legs') o...

American professional wrestler Terry GordyBirth nameTerry Ray GordyBorn(1961-04-23)April 23, 1961Rossville, Georgia,[1] U.S.DiedJuly 16, 2001(2001-07-16) (aged 40)Soddy-Daisy, Tennessee, U.S.Cause of deathHeart attackSpouse(s) Connie Gordy ​(m. 1979)​Children3; including Ray GordyFamilyRichard Slinger (nephew)Professional wrestling careerRing name(s)The Executioner/Forest DruidTerry Bam Bam GordyTerry MeccaKaneBilled height6 ft 4 in (193...

Федеральное агентство по делам Содружества Независимых Государств, соотечественников, проживающих за рубежом, и по международному гуманитарному сотрудничествусокращённо: Россотрудничество Общая информация Страна  Россия Юрисдикция Россия Дата создания 6 сентября...

Wellheimcomune-mercato Wellheim – Veduta LocalizzazioneStato Germania Land Baviera Distretto Alta Baviera CircondarioEichstätt TerritorioCoordinate48°48′N 11°06′E / 48.8°N 11.1°E48.8; 11.1Coordinate: 48°48′N 11°06′E / 48.8°N 11.1°E48.8; 11.1 Altitudine400 m s.l.m. Superficie33,81 km² Abitanti2 766[1] (31-12-2022) Densità81,81 ab./km² Altre informazioniCod. postale91809 Prefisso08427 Fuso orarioUTC+1 ...

Former civil parish in England Human settlement in EnglandPrior's HeysGolf course entrance, Prior's HeysPrior's HeysLocation within CheshirePopulation10 (2001)OS grid referenceSJ5166Civil parishTarvinUnitary authorityCheshire West and ChesterCeremonial countyCheshireRegionNorth WestCountryEnglandSovereign stateUnited KingdomPost townCHESTERPostcode districtCH3Dialling code01829PoliceCheshireFireCheshireAmbulanceNorth West UK ParliamentEddisbury Li...

Russian triple jumper Leonid VoloshinPersonal informationFull nameLeonid Anatolyevich VoloshinBorn30 March 1966 (1966-03-30) (age 58)Ordzhonikidze, North Ossetian ASSR, Russian SFSR, Soviet Union Leonid Anatolyevich Voloshin (Russian: Леонид Анатолъевич Волошин; born 30 March 1966 in Ordzhonikidze) is a retired triple jumper from Russia. He competed at the 1988 Summer Olympics and the 1992 Summer Olympics.[1] Career Voloshin won the European Cham...

La politique étrangère de la Norvège est fondée sur la coopération entre les nations, le règlement pacifique des conflits et le principe de sécurité collective. Sécurité collective et multilatéralisme Un soutien indéfectible aux organisations internationales Les deux piliers de la diplomatie norvégienne sont une participation active à l’OTAN et un soutien systématique aux Nations unies, où elle a obtenu un siège de membre non-permanent au Conseil de sécurité de 2001 à 20...

بروتاغوراس معلومات شخصية الميلاد 487 ق.مأبديرة، تراقيا الوفاة 420 ق.مالبحر الأيوني سبب الوفاة غرق  الحياة العملية المهنة فيلسوف  اللغات الإغريقية  مجال العمل فلسفة  التيار سفسطة،  وفلسفة ما قبل سقراط  تعديل مصدري - تعديل   بروتاغوراس (باليونانية: Πρωταγόρας)...

Indonesian badminton player Badminton playerRichi Puspita DiliPersonal informationCountryIndonesiaBorn (1989-07-10) 10 July 1989 (age 34)Sleman, Yogyakarta, Indonesia[1]Height1.65 m (5 ft 5 in)Weight57 kg (126 lb)HandednessRightWomen's & mixed doublesHighest ranking8 (XD with Riky Widianto 18 June 2015) Medal record Women's badminton Representing  Indonesia SEA Games 2015 Singapore Mixed doubles 2015 Singapore Women's team Summer Universiade...

Disturbance of the Earth's magnetosphere This article is about disturbances within Earth's magnetosphere. For other uses of magnetic storm, see Magnetic storm (disambiguation). Artist's depiction of solar wind particles interacting with Earth's magnetosphere. Sizes are not to scale. A geomagnetic storm, also known as a magnetic storm, is a temporary disturbance of the Earth's magnetosphere caused by a solar wind shock wave. The disturbance that drives the magnetic storm may be a solar coronal...

United Nations resolution adopted in 2011 UN Security CouncilResolution 2007Serge BrammertzDate14 September 2011Meeting no.6,613CodeS/RES/2007 (Document)SubjectInternational Criminal Tribunal for the former YugoslaviaVoting summary15 voted forNone voted againstNone abstainedResultAdoptedSecurity Council compositionPermanent members China France Russia United Kingdom United StatesNon-permanent members Bosnia–Herzegovina Brazil Colombia German...

Foncha in 1964 John Ngu Foncha (21 June 1916 – 10 April 1999) was a Cameroonian politician, who served as 5th Prime Minister of Cameroon. Career Foncha was born in Bamenda. He founded the Kamerun National Democratic Party (KNDP) in 1955 and became Premier of the British Cameroons on 1 February 1959. He held that position until 1 October 1961, when the region merged into a federation with Francophone Cameroon. From 1 October 1961 to 13 May 1965, Foncha concurrently served as 5th Prime Minist...

  هذه المقالة عن محو الأمية. لمعانٍ أخرى، طالع تحصيل (توضيح). قراءة وكتابةمعلومات عامةصنف فرعي من مهارةمواد دراسية اساسية الأسباب تعليم يدرسه لسانيات اجتماعية النقيض أمية تعلم القراءة تعديل - تعديل مصدري - تعديل ويكي بيانات جزء من سلسلة مقالات حولالبحث التربوي تخصصات �...

Deeplearning4j作者 Adam Gibson開発元 複数 最新版 0.9.1 / 2017年8月12日 (6年前) (2017-08-12)最新評価版 1.0.0-beta7 / 2020年5月14日 (4年前) (2020-05-14)リポジトリ github.com/deeplearning4j/deeplearning4j プログラミング言語 Java, Scala, CUDA, C言語対応OS Linux, macOS, Windows, Android, CyanogenModプラットフォーム クロスプラットフォームサポート状況 進行中種別 自然言語処理, ディープラーニング,...

Jean-Pierre RogerFonctionsSous-préfet de Saint-Gaudens1800-1810Député françaisBiographieNaissance 6 juillet 1757L'Isle-en-DodonDécès 2 décembre 1825 (à 68 ans)L'Isle-en-DodonNationalité françaiseActivité Homme politiqueSignaturemodifier - modifier le code - modifier Wikidata Jean-Pierre Roger est un homme politique français né le 6 juillet 1757 à L'Isle-en-Dodon (Haute-Garonne) et décédé le 2 décembre 1825 au même lieu. Avocat, juge à la châtellenie de Simorre, membr...

Commutative group (mathematics) For the group described by the archaic use of the related term Abelian linear group, see Symplectic group. In mathematics, an abelian group, also called a commutative group, is a group in which the result of applying the group operation to two group elements does not depend on the order in which they are written. That is, the group operation is commutative. With addition as an operation, the integers and the real numbers form abelian groups, and the concept of ...