Возрождение (муниципальное образование город-курорт Геленджик)
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School in Pechersk Raion, Kyiv, UkraineNatural Science Lyceum 145Address46 Shota Rustaveli StreetPechersk Raion, Kyiv, 01033UkraineCoordinates50°26′4″N 30°31′3″E / 50.43444°N 30.51750°E / 50.43444; 30.51750InformationTypeComprehensive school, Lyceum, Public, Specialized schoolEstablishedSeptember 1, 1962 (1962-09-01)PrincipalLevtyk Mykola MykolayovychGrades8–11Websitewww.lic145.kiev.ua The 145th Natural Science Lyceum, officially known as K...
This is an overview of the regular, recurring, and other characters of the TV series The Last Ship. Overview Character Portrayed by Occupation Seasons 1 2 3 4 5 Tom Chandler Eric Dane Commanding Officer, USS Nathan James Chief of Naval Operations US Naval Academy Instructor Main Rachel Scott Rhona Mitra Paleomicrobiologist Main — Mike Slattery Adam Baldwin Executive Officer, USS Nathan James Commanding Officer, USS Nathan James Main Russ Jeter Charles Parnell Command Master Chief Petty Offi...
Para otros usos de este término, véase Liberia (desambiguación). LiberiaCantón de Liberia Cantón Guanacaste Aeropuerto ubicado en el cantón. BanderaEscudo Himno: Luna liberianaAutor: Jesús BonillaHimno de la Ciudad de Liberia desde 2011 Ubicación del cantón de Liberia en la provincia de Guanacaste Coordenadas 10°38′00″N 85°26′00″O / 10.63333333, -85.43333333Capital LiberiaEntidad Cantón • País Costa Rica • Provincia GuanacasteAlc...
Tentara Republik IndonesiaDidirikan26 Januari 1946(sebelumnya bernama Tentara Keselamatan Rakyat)Dibubarkan3 Juni 1947(diubah namanya menjadi Tentara Nasional Indonesia)Markas besarYogyakartaKepemimpinanMenteri PertahananAmir Sjarifudin[1]Panglima Besar TentaraLetnan Jenderal Soedirman Tentara Republik Indonesia (atau disingkat dengan TRI) adalah sebuah nama angkatan perang yang dibentuk oleh Pemerintah Indonesia, setelah mengubah nama Tentara Keselamatan Rakyat yang sebelumnya bernam...
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 April 2017. Yuji GotoInformasi pribadiNama lengkap Yuji GotoTanggal lahir 20 Agustus 1985 (umur 38)Tempat lahir Prefektur Gifu, JepangPosisi bermain GelandangKarier senior*Tahun Tim Tampil (Gol)2004-2006 Yokohama F. Marinos 2007 FC Gifu * Penampilan dan gol di ...
Not to be confused with Secretary-General of the United Nations. Chair and presiding officer of the General Assembly President of the United Nations General AssemblyEmblem of the United NationsFlag of the United NationsIncumbentDennis Francissince 5 September 2023United Nations General AssemblyStyleHis ExcellencyStatusPresiding officerMember ofGeneral AssemblyResidenceNew York City ( International Territory)SeatUnited Nations HeadquartersAppointerMember states of General AssemblyTerm le...
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. La mise en forme de cet article est à améliorer (mai 2021). La mise en forme du texte ne suit pas les recommandations de Wikipédia : il faut le « wikifier ». David Shongo Informations générales Nom de naissance David Shongo Naissance 22 octobre 1994 (29 ans)Kangu Activité principale Artiste Genre musical Musique contemporaine/ Musique expérimentale Instruments Piano / Claviers / Synth...
City in Razavi Khorasan province, Iran For other places with the same name, see Hemmatabad. City in Razavi Khorasan, IranHemmatabad Persian: همت ابادCityHemmatabadCoordinates: 36°17′54″N 58°27′49″E / 36.29833°N 58.46361°E / 36.29833; 58.46361[1]CountryIranProvinceRazavi KhorasanCountyFiruzehDistrictTaghenkuhPopulation (2016)[2] • Total1,274Time zoneUTC+3:30 (IRST) Hemmatabad (Persian: همت اباد, also Romanized a...
جمهورية غانا Republic of Ghana (إنجليزية) غاناعلم غانا غاناشعار غانا الشعار الوطنيالاتحاد والعدالة النشيد: الله يبارك وطننا غانا الأرض والسكان إحداثيات 8°02′N 1°05′W / 8.03°N 1.08°W / 8.03; -1.08 [1] أعلى قمة جبل أفادجا أخفض نقطة خليج غينيا (0 متر) المساحة 238,53...
Highest speed obtained from an air vehicle The Lockheed SR-71 Blackbird is the current record-holder for a crewed airbreathing jet aircraft. An air speed record is the highest airspeed attained by an aircraft of a particular class. The rules for all official aviation records are defined by Fédération Aéronautique Internationale (FAI),[1] which also ratifies any claims. Speed records are divided into multiple classes with sub-divisions. There are three classes of aircraft: landplane...
如无特别说明,此條目中的“中國”指中华人民共和国派出的體育代表隊。 周天成基本資料羅馬拼音Chou Tien-Chen外號影帝、小天代表國家/地區 中華臺北出生 (1990-01-08) 1990年1月8日(34歲)[1] 中華民國臺北市[2]國籍 中華民國現居地 中華民國桃園市身高1.80米(5英尺11英寸)[1]握拍右手主項:男子單打職業戰績466勝–254負(男單)9勝–8負�...
Protein-coding gene in the species Homo sapiens SOX14IdentifiersAliasesSOX14, SOX28, SRY-box 14, SRY-box transcription factor 14External IDsOMIM: 604747; MGI: 98362; HomoloGene: 31224; GeneCards: SOX14; OMA:SOX14 - orthologsGene location (Human)Chr.Chromosome 3 (human)[1]Band3q22.3Start137,764,315 bp[1]End137,766,334 bp[1]Gene location (Mouse)Chr.Chromosome 9 (mouse)[2]Band9 E3.3|9 52.11 cMStart99,756,159 bp[2]End99,758,223 bp[2]RNA express...
2020 single by Loona Some of this article's listed sources may not be reliable. Please help improve this article by looking for better, more reliable sources. Unreliable citations may be challenged and removed. (July 2020) (Learn how and when to remove this message) So WhatSingle by Loonafrom the EP [#] LanguageKoreanReleasedFebruary 5, 2020Recorded2020Genre Dance-pop bass house Length3:18LabelBlockberry CreativeSongwriter(s)Jo Yoon-kyeongProducer(s) David Anthony Anna Timgren Loona singles c...
Triángulo ABC cortado por la recta EDF. El teorema de Menelao, atribuido a Menelao de Alejandría, es un teorema acerca de triángulos en geometría plana. Considerando los puntos A, B, C, vértices del triángulo ABC, y los puntos D, E, F que se encuentran en las rectas BC, AC, AB, entonces los puntos D, E, F estarán en la misma recta cuando y solo cuando: E A ¯ E C ¯ ⋅ D C ¯ D B ¯ ⋅ F B ¯ F A ¯ = 1 {\displaystyle {\frac {\overline {E...
Batik buketan koleksi Museum Honolulu. Buketan (aksara Jawa: ꦧꦸꦏꦼꦠ꧀ꦠꦤ꧀; dari bahasa Belanda boeket atau karangan bunga) adalah salah satu motif batik populer di Indonesia. Sesuai dengan namanya, batik ini terilhami dari bentuk buket atau karangan bunga, dan merupakan salah satu contoh akulturasi budaya antara pengaruh Belanda-Eropa dan Jawa-Indonesia.[1] Batik buketan identik dengan batik Pekalongan, tempat di mana batik ini banyak diproduksi.[2] Rancangan Co...
Pour les articles homonymes, voir La Folie. Quartier de la Folie-Méricourt Le Cirque d'Hiver. Administration Pays France Région Île-de-France Ville Paris Arrondissement municipal 11e Démographie Population 31 376 hab. (2016 [1]) Densité 43 218 hab./km2 Géographie Coordonnées 48° 52′ 03″ nord, 2° 22′ 19″ est Superficie 72,6 ha = 0,726 km2 Transport Métro Localisat...
Польский культурный центр в г. Даугавпилс Поляки Латвии (пол. Polacy na Łotwie, латыш. Latvijas poļi) — четвёртое по численности национальное меньшинство в Латвии. По состоянию на 1 января 2024 года численность поляков в Латвии составляла 39 050 человек (1,91 % жителей Латвии), из них 30 800 че�...
Chinese guided-missile stealth cruiser/destroyer class Type 055 redirects here. For other uses, see Type 55 (disambiguation). Nanchang in April 2021 Class overview Builders Changxingdao-Jiangnan Shipyard Dalian Shipbuilding Industry Company Operators People's Liberation Army Navy CostCN¥6 billion (US$888 million) per unit including R&D (FY 2017)[1] Built2014–present[3] In service2020–present[2] Planned16[5] Building2[6] Active8[4&...
Jean-Pierre Hocké (1996) Jean-Pierre Hocké (* 31. März 1938 in Lausanne; † 26. Juli 2021 ebenda[1]) war ein Schweizer Diplomat und Hoher Flüchtlingskommissar der Vereinten Nationen. Inhaltsverzeichnis 1 Leben 1.1 Vorleben 1.2 Hochkommissar für Flüchtlinge 1.2.1 Wahl 1.2.2 Amtsdauer 1.2.3 Tätigkeit 1.2.4 Sturz 1.3 Nachleben 2 Ehrungen 3 Quellen 3.1 Weblinks und Literatur 3.2 Einzelnachweise Leben Vorleben Der Waadtländer Jean-Pierre Hocké verbrachte seine gesamte Schul- und ...
Structural analysis technique for statically indeterminate structures Not to be confused with Moment redistribution. The moment distribution method is a structural analysis method for statically indeterminate beams and frames developed by Hardy Cross. It was published in 1930 in an ASCE journal.[1] The method only accounts for flexural effects and ignores axial and shear effects. From the 1930s until computers began to be widely used in the design and analysis of structures, the momen...