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Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2022. Evgeni Kabaev Informasi pribadiNama lengkap Evgeni Gennadyevich KabaevTanggal lahir 28 Februari 1988 (umur 36)Tempat lahir Leningrad, Russian SFSRTinggi 1,83 m (6 ft 0 in)Posisi bermain StrikerInformasi klubKlub saat ini FC SKA-Khab...

Cette page concerne l'année 1470 du calendrier julien. Pour l'année 1470 av. J.-C., voir 1470 av. J.-C. Chronologies La Tentation de saint Antoine de Martin Schongauer. la peinture en 1470 sur CommonsDonnées clés 1467 1468 1469  1470  1471 1472 1473Décennies :1440 1450 1460  1470  1480 1490 1500Siècles :XIIIe XIVe  XVe  XVIe XVIIeMillénaires :-Ier Ier  IIe  IIIe Chronologies thématiques Art Arts plastiques (Dessin, Gravure, Peint...

إكس إيماكسلقطة من محرر إكس إيماكسمعلومات عامةنوع محرر نصوصنظام التشغيل متعدد المنصاتالنموذج المصدري حقوق التأليف والنشر محفوظة المطورون مجتمع إكس إيماكسموقع الويب xemacs.org (الإنجليزية، ‏اليابانية، ‏الألمانية) معلومات تقنيةأدوات الواجهة أو إطار العمل جتك لغة البرمجة سي&#...

Giudicato o cosa giudicata (dal latino res iudicata) è l'effetto che, in un procedimento giudiziario, discende dalla preesistenza di una sentenza recante un accertamento definitivo sullo stesso oggetto: questo effetto di impedimento si traduce in rispetto e subordinazione a quanto già deciso in un precedente processo. Nel diritto processuale italiano, indica un provvedimento giurisdizionale divenuto ormai irrevocabile, ossia non più assoggettabile ai mezzi di impugnazione ordinari, o perch...

Sporting event delegationUnited Arab Emirates at the2017 World Aquatics ChampionshipsFlag of the United Arab EmiratesFINA codeUAENational federationUAE Swimming FederationWebsitewww.uaeswimming.comin Budapest, HungaryCompetitors1 in 1 sportMedals Gold 0 Silver 0 Bronze 0 Total 0 World Aquatics Championships appearances199419982001200320052007200920112013201520172019202220232024 United Arab Emirates competed at the 2017 World Aquatics Championships in Budapest, Hungary from 14 July to 30 July...

Carl BoschCarl BoschLahir(1874-08-27)27 Agustus 1874Köln, Kekaisaran JermanMeninggal26 April 1940(1940-04-26) (umur 65)Heidelberg, JermanAlmamaterSekolah Tinggi Teknik CharlottenburgPenghargaan Penghargaan Nobel Kimia (1931)Karier ilmiahInstitusiBASF Carl Bosch (27 Agustus 1874 – 26 April 1940) ialah seorang kimiawan dan insinyur Jerman. Biografi Bosch lahir di Koln. Ia belajar di Technische Hochschule Charlottenburg (sekarang Technische Universität Berlin) dan Univers...

English novelist and social critic (1812–1870) Dickens and Dickensian redirect here. For the television series, see Dickensian (TV series). For other uses, see Dickens (disambiguation). Charles DickensPortrait by Jeremiah Gurney, c. 1867–1868BornCharles John Huffam Dickens(1812-02-07)7 February 1812Portsmouth, Hampshire, EnglandDied9 June 1870(1870-06-09) (aged 58)Higham, Kent, EnglandResting placePoets' Corner, Westminster Abbey, England51°29′57″N 0°7′39″W࿯...

1890–91 series of paintings by Claude Monet This article is about a series of paintings by Claude Monet. For the English hill, see Haystacks (Lake District). Wheatstacks (End of Summer)ArtistClaude MonetYear1890–91MediumOil on canvasDimensions60 cm × 100 cm (23+5⁄8 in × 39+3⁄8 in)LocationArt Institute of Chicago, Chicago Haystacks is the common English title for a series of impressionist paintings by Claude Monet. The principal subje...

Acido gentisico Nome IUPACacido 2,5 diidrossibenzoico Caratteristiche generaliFormula bruta o molecolareC7H6O4 Massa molecolare (u)154,12 Numero CAS490-79-9 Numero EINECS207-718-5 PubChem3469 SMILESC1=CC(=C(C=C1O)C(=O)O)O Indicazioni di sicurezzaSimboli di rischio chimico pericolo Frasi H302-315-319-335 Consigli P261-305 + 351 + 338 Modifica dati su Wikidata · Manuale L'acido gentisico o acido 2,5 diidrossibenzoico è un acido fenolico. La struttura è costituita da un an...

Объект всемирного наследия ЮНЕСКО[* 1]Shahr-i Sokhta[* 2] Страна  Иран Тип Культурный Критерии ii, iii, iv Ссылка 1456 Регион[* 3] Объекты ЮНЕСКО в Азии Включение 2014 год (38-я сессия) ↑ Название в официальном рус. списке ↑ Название в официальном англ. списке ↑ Регион по класси...

Government of Bulgaria, Feb 2023–Jun 2023 Donev Government101st Cabinet of Bulgaria2023Portrait of the Prime Minister Galab DonevDate formed2 February 2023 (2023-02-02)Date dissolved6 June 2023 (2023-06-06)People and organisationsPresidentRumen RadevPrime MinisterGalab DonevDeputy Prime MinistersLazar Lazarov, Ind.Hristo Alexiev, Ind.Ivan Demerdzhiev, Ind.Atanas Pekanov, Ind.No. of ministers20 (17 men and 3 women)Status in legislatureCaretaker GovernmentHistory...

School in New York City Main building at 225 East 43rd Street Lyceum Kennedy International School is an international school occupying two buildings in Midtown Manhattan, New York City.[1] It serves preschool through grade 12.[2] The school was named after President of the United States John F. Kennedy.[3] Founded in 1964, Lyceum Kennedy French American school serves the needs of French and francophone families living in New York. It has a French language K-12 day scho...

American television network This article is about the American television network. For television reception via antenna, see terrestrial television. For the Greek television network, see ANT1. 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) The topic of this article may not meet Wikipedia's notability guidelines for companies and organizations. Please help to demonstrate the notability of...

Bank Ekspor-Impor Republik TiongkokNama asli中國輸出入銀行JenisBank milik negaraIndustriPerbankanDidirikan1979KantorpusatTaipei, TaiwanTokohkunciLin Shui-yung (Komisaris)Liu Pei-jean (Presiden)ProdukBankingJasaJasa keuanganTotal asetNT$111.54 miliar (2016)IndukKementerian Keuangan (Taiwan)DivisiDepartemen Pinjaman dan Penjaminan, Departemen Asuransi Ekspor, Departemen Keuangan, Departemen Manajemen Risiko, Departemen Manajemen Administratif, Departemen AkuntansiSitus webwww.eximba...

Second-level administrative divisions of Bangladesh This article is part of a series on thePolitics of the People's Republic of Bangladesh Constitution Amendments Law of Bangladesh Bangladesh Code Penal Code Human rights Article 70 Judicial review Government President: Mohammed Shahabuddin Prime Minister: Sheikh Hasina Cabinet: Hasina V Taxation Agencies Civil Service Local governments Parliament Speaker: Shirin Sharmin Chaudhury Leader of the House: Sheikh Hasina Leader of the Opposition: GM...

For the New Zealand crown entity, see Public Trust (New Zealand). Public office is a public trust The concept of public trust relates back to the origins of democratic government and its seminal idea that within the public lies the true power and future of a society; therefore, whatever trust citizens place in its officials must be respected. One of the reasons that bribery is regarded as a notorious evil is that it contributes to a culture of political corruption in which public trust is ero...

Terence Tao nel 2021 Medaglia Fields nel 2006 Terence Chi-Shen Tao (cinese: 陶哲軒, cinese semplificato: 陶哲轩; Adelaide, 17 luglio 1975) è un matematico australiano, vincitore nel 2006 della medaglia Fields[1]. La sua attività di ricerca si rivolge soprattutto ai campi dell'analisi armonica, delle equazioni differenziali alle derivate parziali, della combinatoria, della teoria analitica dei numeri e della teoria delle rappresentazioni. Il suo risultato più famoso è il teor...

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This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (June 2022) Application of economic analysis to demography Part of a series onEconomics History Outline Index Branches and classifications Applied Econometrics Heterodox International Micro / Macro Mainstream Mathematical Methodology Political JEL classification codes Concepts, theory and techniques Economic systems Economic growth Market National accounting...

La tetrarchia, derivato dal greco τετράρχης (tetràrches), composto da tétra, connesso con tettares (quattro) e árchein (governare), è una forma di governo risalente all'Antica Grecia che consiste nella divisione del territorio in quattro parti, ognuna retta da un amministratore distinto. Indice 1 L'antica tetrarchia 2 La tetrarchia di Diocleziano 3 Note 4 Bibliografia 5 Altri progetti L'antica tetrarchia Suddivisione del regno di Erode il Grande alla sua morte: tetrarchia di Erod...