Read other articles:

Fofi GennimataΦώφη Γεννηματά Presiden Gerakan untuk PerubahanMasa jabatan12 November 2017 – 25 Oktober 2021 PendahuluPosisi baruPenggantiPetahanaPresiden Gerakan Sosialis PanhellenikMasa jabatan14 Juni 2015 – 25 Oktober 2021 PendahuluEvangelos VenizelosPenggantiPetahanaAnggota Parlemen YunaniMasa jabatan25 Januari 2015 – 25 Oktober 2021Daerah pemilihanAthena B (2015 – 2019)Athena B3 (Selatan) (2019 – 2021)Masa jabatan...

 

 

Artikel ini bukan mengenai Cosette.Artikel atau bagian artikel ini diterjemahkan secara buruk. Kualitas terjemahannya masih kurang bagus. Bagian-bagian yang mungkin diterjemahkan dari bahasa lain masih perlu diperhalus dan disempurnakan. Anda dapat mempertimbangkan untuk menelusuri referensinya dan menulis ulang artikel atau bagian artikel ini. Anda juga dapat ikut bergotong royong pada ProyekWiki Perbaikan Terjemahan. (Pesan ini dapat dihapus jika terjemahan dirasa sudah cukup tepat. Lihat p...

 

 

2020 novel by Hervé Le Tellier The Anomaly 2020 Gallimard 'Collection Blanche' editionAuthorHervé Le TellierOriginal titleL'AnomalieTranslatorAdriana HunterCountryFranceLanguageFrenchPublisherÉditions GallimardPublication date20 August 2020Published in English23 November 2021Pages336AwardsPrix Goncourt (2020)ISBN978-2-0728-9509-8OCLC1187223605Dewey Decimal843/.914LC ClassPQ2672.E11455 A86 2020 The Anomaly (French: L'Anomalie) is a 2020 novel by French writer Hervé Le Tellie...

Japanese ice dancer Cathy ReedCathy and Chris Reed at the 2009 NHK TrophyBorn (1987-06-05) June 5, 1987 (age 36)Kalamazoo, Michigan, United StatesHometownWarren Township, New JerseyHeight1.68 m (5 ft 6 in)Figure skating careerCountry JapanSkating clubArctic Edge FSC Kinoshita Club TokyoBegan skating1994RetiredApril 19, 2015 Medal record Figure skating Ice dancing Representing  Japan World Team Trophy 2012 Tokyo Team 2009 Tokyo Team 2013 Tokyo Team 2015 Tokyo Team...

 

 

ليونيل سكالوني (بالإسبانية: Lionel Scaloni)‏    معلومات شخصية الميلاد 16 مايو 1978 (العمر 45 سنة) الطول 1.82 م (5 قدم 11 1⁄2 بوصة) مركز اللعب مدافع الإقامة كالفيا[1]  الجنسية الأرجنتين  معلومات النادي النادي الحالي الأرجنتين (مدرب) المسيرة الاحترافية1 سنوات فريق م....

 

 

كأس العالم هي أهم مسابقة لرياضة كرة القدم تقام تحت إشراف الاتحاد الدولي لكرة القدم. وتقام بطولة كأس العالم كل أربع سنوات منذ عام 1930، ما عدا بطولتي عام 1942 و1946 اللتين ألغيتا بسبب الحرب العالمية الثانية. يشارك في النظام الحالي للبطولة 32 منتخبا وطنيا، منذ 1998، مقسمين على ثماني م...

Vice President of Nigeria from 2015 to 2023 His ExcellencyProfYemi OsinbajoSAN GCONOsinbajo in 201714th Vice President of NigeriaIn office29 May 2015 – 29 May 2023PresidentMuhammadu BuhariPreceded byNamadi SamboSucceeded byKashim ShettimaActing President of NigeriaIn office7 May 2017 – 19 August 2017Preceded byMuhammadu BuhariSucceeded byMuhammadu BuhariIn office19 January 2017 – 13 March 2017Preceded byMuhammadu BuhariSucceeded byMuhammadu BuhariIn office6 Ju...

 

 

1991 live album by Paul McCartney and Carl DavisPaul McCartney's Liverpool OratorioLive album by Paul McCartney and Carl DavisReleased7 October 1991 (UK)22 October 1991 (US)Recorded28–29 June 1991VenueLiverpool CathedralGenreClassical, operaLength97:28LabelEMI ClassicsProducerJohn FraserPaul McCartney chronology Unplugged (The Official Bootleg)(1991) Paul McCartney's Liverpool Oratorio(1991) Off the Ground(1993) Paul McCartney classical album chronology Paul McCartney's Liverpool O...

 

 

Name used by the ancient Greeks to refer to non-Greek people This article is about the Greek exonym for certain non-Greek peoples. For other uses, see Tyrrhenian (disambiguation). Tyrrhenians (Attic Greek: Τυῤῥηνοί Turrhēnoi) or Tyrsenians (Ionic: Τυρσηνοί Tursēnoi; Doric: Τυρσανοί Tursānoi[1]) was the name used by the ancient Greeks authors to refer, in a generic sense, to non-Greek people, in particular pirates.[2] While ancient sources have been...

La piombatoia del castello di Heinfels Una caditoia del castello di Chiuro (SO) La piombatoia (o caditoia) è una buca a forma di feritoia fatta negli sporti delle rocche, nei ballatoi delle antiche fortificazioni, nelle volte delle torri e, talvolta, anche in abitazioni private. La funzione delle piombatoie consentiva la tattica militare della difesa piombante, la quale consiste nel far cadere sul nemico assediante (oramai prossimo alle mura difensive), sia liquidi infiammabili o bollenti, s...

 

 

Proyecto Gutenberg Información generalDominio https://gutenberg.orgTipo Biblioteca digitalSitio web MediaWikiEditorialSitio webComercial NoRegistro opcionalIdiomas disponibles PlurilingüeEn español NoLicencia UnlicenseGestiónDesarrollador Michael HartOperador Project Gutenberg Literary Archive FoundationLanzamiento 1 de diciembre de 1971EstadísticasRanking Alexa 7573 (2 de octubre de 2017)[editar datos en Wikidata] El Proyecto Gutenberg (PG) fue desarrollado por Michael Hart en...

 

 

Arts organisation in London, England Arts Council EnglandCompany typeNon-departmental public body and charityIndustryArtsFounded1994HeadquartersManchester, England, UKKey peopleSir Nicholas Serota CH, ChairProductsResearch, grants, music education hubsRevenue £993 million GBP (2019)Number of employees639Websitewww.artscouncil.org.uk Arts Council England is an arm's length non-departmental public body of the Department for Culture, Media and Sport. It is also a registered charity. It was form...

Heat required to increase temperature of a given unit of mass of a substance For the specific heat capacities of particular substances, see Table of specific heat capacities. ThermodynamicsThe classical Carnot heat engine Branches Classical Statistical Chemical Quantum thermodynamics Equilibrium / Non-equilibrium Laws Zeroth First Second Third Systems Closed system Open system Isolated system State Equation of state Ideal gas Real gas State of matter Phase (matter) Equilibrium Contro...

 

 

У этого термина существуют и другие значения, см. Голино. Валерия Голиноитал. Valeria Golino Дата рождения 22 октября 1965(1965-10-22) (58 лет) Место рождения Неаполь, Кампания, Италия Гражданство  Италия Профессия актриса, модель, кинопродюсер Карьера 1983 — наст. время Наград...

 

 

American legal scholar and activist (born 1961) Not to be confused with Lawrence Lessing. Lawrence LessigLessig in 2017BornLester Lawrence Lessig III (1961-06-03) June 3, 1961 (age 63)Rapid City, South Dakota, U.S.EducationUniversity of Pennsylvania (BA, BS)Trinity College, Cambridge (MA)Yale University (JD)Known forfounding Creative Commons and Equal CitizensTitleDirector of the Edmond J. Safra Center for Ethics at Harvard University (2009–2015)Political partyDemocraticMovementFr...

Assocomune Asso – Veduta LocalizzazioneStato Italia Regione Lombardia Provincia Como AmministrazioneSindacoTiziano Aceti (lista civica Rinnoviamo Asso) dal 22-9-2020 TerritorioCoordinate45°52′N 9°16′E45°52′N, 9°16′E (Asso) Altitudine427 m s.l.m. Superficie6,51 km² Abitanti3 512[2] (31-10-2023) Densità539,48 ab./km² FrazioniPagnano, Scarenna[1] Comuni confinantiCaglio, Canzo, Caslino d'Erba, Lasnigo, Rezzago, Sorma...

 

 

Commercial and business area of a city Central Business District redirects here. For specific districts, see List of central business districts. Midtown Manhattan, the largest central business district in the United States A central business district (CBD) is the commercial and business center of a city. It contains commercial space and offices, and in larger cities will often be described as a financial district. Geographically, it often coincides with the city center or downtown. However, t...

 

 

The absolute Galois group of the real numbers is a cyclic group of order 2 generated by complex conjugation, since C is the separable closure of R and [C:R] = 2. In mathematics, the absolute Galois group GK of a field K is the Galois group of Ksep over K, where Ksep is a separable closure of K. Alternatively it is the group of all automorphisms of the algebraic closure of K that fix K. The absolute Galois group is well-defined up to inner automorphism. It is a profinite group. (When...

العلاقات اليابانية الصربية اليابان صربيا   اليابان   صربيا تعديل مصدري - تعديل   العلاقات اليابانية الصربية هي العلاقات الثنائية التي تجمع بين اليابان وصربيا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة الي�...

 

 

Scholarly organization Society for Computation in PsychologyFounded1971FocusPsychology, Cognitive ScienceKey peopleAlexandra Paxton, PresidentRick Dale, Executive DirectorErin M. Buchanan, Executive DirectorWebsitewww.computationinpsych.comFormerly calledSociety for Computers in Psychology The Society for Computation in Psychology (SCiP, formerly Society for Computers in Psychology) is a scholarly society founded in 1971 with the purpose of the increasing and diffusing knowledge of the use of...