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This list is incomplete; you can help by adding missing items. (February 2023) A number of foreign leaders have visited Ukraine during the Russian invasion, meeting with the president of Ukraine, Volodymyr Zelenskyy, and other officials, and visiting areas around the country. This list only includes heads of state and government that visited Ukraine while serving as the head of state or government. List Volodymyr Zelenskyy meeting with Prime Minister of Poland Mateusz Morawiecki, Deputy Prime...

Museum Sejarah Alam BurpeeMuseum Sejarah Alam BurpeeDidirikan1942 (1942)Lokasi737 North Main St.Rockford, IllinoisKoordinat42°16′38″N 89°05′18″W / 42.2773°N 89.0882°W / 42.2773; -89.0882JenisSejarah alamSitus webwww.burpee.org Museum Sejarah Alam Burpee terletak di sepanjang Rock River di pusat kota Rockford, Illinois, Amerika Serikat, di 737 North Main Street. Sejarah Museum tersebut didirikan sebagai sebuah proyek Works Progress Administration. Museu...

Бериг-ВентранжBérig-Vintrange   Країна  Франція Регіон Гранд-Ест  Департамент Мозель  Округ Форбак-Буле-Мозель Кантон Гростенкен Код INSEE 57063 Поштові індекси 57660 Координати 48°58′15″ пн. ш. 6°41′57″ сх. д.H G O Висота 233 - 295 м.н.р.м. Площа 8,52 км² Населення 216 (01-2020[1]) Г

DC Universe supervillain who is primarily an enemy of Green Lantern Comics character Hector HammondHector HammondInterior artwork from Who's Who: The Definitive Directory of the DC Universe 10 (December 1985 DC Comics) Art by Gil KanePublication informationPublisherDC ComicsFirst appearanceGreen Lantern (vol. 2) #5 (March–April 1961)Created byJohn BroomeGil KaneIn-story informationAlter egoHector HammondSpeciesMetahumanTeam affiliationsThe SocietyRoyal Flush GangOrange Lantern Cor...

M-40 Buran «М-40 Буран» Tipo misil de cruceroPaís de origen Unión SoviéticaOtros nombres М-40 · RSS-40Significado del nombre tormenta de nieveHistoria de servicioPropietario(s)  Unión SoviéticaHistoria de producciónDiseñador ОКB MiasíshchevFabricante ОКB MiasíshchevCantidad 2EspecificacionesPeso 175 TnLongitud 27.35 mAnchura 1.2 mAltura 7.15 mEnvergadura 3 mVelocidad máxima Mach 3.1Sistema de guía astronavegación[editar datos en Wikidata] Burán (en ru...

女王陛下の007 On Her Majesty's Secret Service監督 ピーター・ハント脚本 ウォルフ・マンコウィッツリチャード・メイボーム原作 イアン・フレミング製作 ハリー・サルツマンアルバート・R・ブロッコリ出演者 ジョージ・レーゼンビーダイアナ・リグテリー・サバラスガブリエル・フェルゼッティイルゼ・ステパットバーナード・リーデスモンド・リュウェリンロイス・マクス...

بيير بورديو (بالفرنسية: Pierre Bourdieu)‏    معلومات شخصية اسم الولادة (بالفرنسية: Pierre Félix Bourdieu)‏  الميلاد 1 أغسطس 1930دنجوين، البرانيس الأطلسية الوفاة 23 يناير 2002باريس فرنسا سبب الوفاة سرطان[1]  مكان الدفن مقبرة بير لاشيز  الجنسية فرنسي عضو في الأكاديمية الأوروبية للع

Crystal Symphony departing from Fremantle, Australia History NameCrystal Symphony Owner 1995-2022: Crystal Cruises 2022-present: A&K Travel Group Operator 1995-2022: Crystal Cruises 2022-present: V-Ships Port of registryNassau,  Bahamas Ordered1992 BuilderKværner Masa-Yards Turku New Shipyard, Finland CostUS$250 million Yard number1323 Launched5 January 1995 Completed1995 In service3 May 1995 Identification Call sign: C6MY5 IMO number: 9066667 MMSI number: 309168000 StatusSold ...

History of New Zealand between 1873 and 1876 Julius Vogel, c. 1870s The Vogel Era describes the history of New Zealand between 1873 and 1876, when the country adopted an immigration and public works scheme inaugurated by the colonial treasurer, then premier, Julius Vogel to develop the country and to relieve the slump of the late 1860s; to be financed by borrowing overseas. His Great Public Works Policy resulted in a large increase in migrants and provision of many new railways, roads a...

Civil township in Ohio, United StatesBainbridge TownshipCivil townshipScene along Geauga Lake RoadLocation of Bainbridge Township in Geauga CountyCoordinates: 41°23′13″N 81°20′46″W / 41.38694°N 81.34611°W / 41.38694; -81.34611CountryUnited StatesStateOhioCountyGeaugaArea • Total25.9 sq mi (67.0 km2) • Land25.6 sq mi (66.3 km2) • Water0.3 sq mi (0.8 km2)Elevation[1]1,125...

Species of fungus Ascosphaera apis Scientific classification Domain: Eukaryota Kingdom: Fungi Division: Ascomycota Class: Eurotiomycetes Order: Onygenales Family: Ascosphaeraceae Genus: Ascosphaera Species: A. apis Binomial name Ascosphaera apis(Maasen ex Claussen) L.S. Olive & Spiltoir, 1955 Ascosphaera apis is a species of fungus belonging to the family Ascosphaeraceae.[1] It was one of the first entomopathogen genomes to be sequenced.[2] It has a cosmopolitan distr...

Semiaquatic species of mustelid This article is about an animal. For the trademark, see American Legend Cooperative. American minkTemporal range: Recent PreꞒ Ꞓ O S D C P T J K Pg N ↓ Near Capisic Pond, Portland, Maine Conservation status Least Concern (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Carnivora Family: Mustelidae Genus: Neogale Species: N. vison Binomial name Neogale vison(Schreber, 1...

Zoo in Chicago, Illinois, United States For the zoo in Manitowoc, Wisconsin, see Lincoln Park Zoo (Manitowoc). Lincoln Park Zoo41°55′17″N 87°38′02″W / 41.92139°N 87.63389°W / 41.92139; -87.63389Date opened1868[1]Location2204 N. Cannon Drive, Chicago, Illinois, United StatesLand area35 acres (14 ha)No. of animals1,100[2]No. of species200[2]Annual visitors3.42 million[3]MembershipsAZA[4]Major exhibitsFarm-in-the-Zo...

Kwartir Daerah Jawa Barat Lambang Kwartir Daerah Jawa Barat Pimpinan Atalia Praratya Negara Indonesia Kantor Jl. Cikutra No. 276A Bandung 40124 Website www.pramukajabar.org Gerakan Pramuka Kwartir Daerah Jawa Barat adalah nama struktur organisasi pendidikan kepanduan yang dilaksanakan di Indonesia. Kata Gerakan Pramuka Kwartir Daerah Jawa Barat atau disingkat dengan Kwarda Jawa Barat, merupakan Strukur Organisasi Gerakan Pramuka di Tingkat Provinsi di bawah naungan Kwartir Nasional. Kwartir D...

2017 greatest hits album by Mondo RockThe Complete AnthologyGreatest hits album by Mondo RockReleased20 October 2017Recorded1978–1990GenreRock, Pop rockLabelBloodLine Records / Liberation MusicMondo Rock chronology Besto Mondo(2015) The Complete Anthology(2017) Summer of '81, Live at the Pier(2020) The Complete Anthology is a compilation album by Australian rock band Mondo Rock, released in October 2017 through BloodLine Records / Liberation Music. The Complete Anthology includes al...

Australia's Museum of Flight redirects here. For other aviation museums in Australia, see List of aerospace museums § Australia. For the museum in United Kingdom, see Fleet Air Arm Museum. Museum devoted to the history of Australian naval aviation. Fleet Air Arm MuseumEstablished1990LocationHMAS Albatross, Nowra, New South WalesCoordinates34°56′10″S 150°33′18″E / 34.936°S 150.555°E / -34.936; 150.555TypeMilitary museumWebsitehttp://www.navy.gov.a...

Railway line in Beijing, China Not to be confused with the Intercity Railway Connector (Line S7) linking Capital Airport and Daxing Airport. Tongmi Line Tongmi A train on the Huairou North branch of Tongmi Line passing Beitaishang Village, Huairou DistrictOverviewOther name(s)S6TerminiTongzhou WestMiyun North / Huairou NorthStations7ServiceTypeCommuter railSystemBeijing Suburban Railway (BCR)Operator(s)China Railway Beijing GroupHistoryOpenedJune 30, 2020; 3 years ago&#...

British Hard Court Championships 1996Singolare Sport Tennis Detentoredel titolo Ludmila Richterová Vincitore Dominique Van Roost Finalista Laurence Courtois Punteggio 6–4, 6–2 Tornei Singolare Singolare   Doppio Doppio 1995 Voce principale: British Hard Court Championships 1996. Il singolare del British Hard Court Championships 1996 è stato un torneo di tennis facente parte del WTA Tour 1996. Ludmila Richterová era la detentrice del titolo, ma quest'anno non ha partecipato. Domini...

Branch of mathematics that studies abstract algebraic structures This article is about the theory of representations of algebraic structures by linear transformations and matrices. For representation theory in other disciplines, see Representation (disambiguation).Not to be confused with Group presentation. Representation theory studies how algebraic structures act on objects. A simple example is how the symmetries of regular polygons, consisting of reflections and rotations, transform the po...

Концессии на железнодорожные перевозки в Нидерландах (2007) Железнодорожный транспорт Нидерландов находится под управлением правительственного агентства ProRail, которое выдаёт концессии на использование сети железных дорог различным операторам. Протяжённость железнодо�...