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Stockholms län Bản đồ với vị trí hạt Stockholm ở Thụy Điển Hạt SE-AB, SE010 Thủ phủ Stockholm Tỉnh UpplandSödermanland Thành lập 1714 Diện tích  -  - 6,488 km², 1,6% của Thụy Điển; xếp hạng 16th Dân sốReference: xếp hạng 1.932,763 người, 298,0 người/km² GRP Xem xếp hạng Hạt Stockholm (Stockholms län) là một hạt hay län bên bờ biển Baltic của Thụy Điển. Hạt này giáp các hạt: Uppsala và Söde...

Гельмут Блокнім. Helmut BlockНародився 3 квітня 1915(1915-04-03)[1][2]Бремен, Німецька імперія[2]Помер 11 листопада 1944(1944-11-11)[1] (29 років)Норвезьке море, Норвегія[3]Країна  Німецька імперіяДіяльність солдат, підводник, офіцер ВМФ НімеччиниAlma mater Військово-морська

WK voetbal kwalificatie 2026 Kwalificatie CAF Landen van de CAF Toernooi-informatie Datum 15 november 2023 – 18 november 2025 Teams 53 (van 1 confederatie) Toernooistatistieken Wedstrijden 52 Doelpunten 122  (2,35 per wedstrijd) Toeschouwers 220.374  (4.238 per wedstrijd) Topscorer(s) Mohamed Salah(4 doelpunten) Informatie laatst gewijzigd op: 24 november 2023 Navigatie Vorige     Volgende Portaal    Voetbal Namens de Afrikaanse voetbalbond CAF doen 54 lan...

У Вікіпедії є статті про інших людей із прізвищем Саєнко. Саєнко Володимир Народився 17 червня 1967(1967-06-17) (56 років)Корсунь-Шевченківський район, Черкаська область, Українська РСР, СРСРГромадянство УкраїнаНаціональність українецьПосада заступник голови ФПУТермін з 2013 року

南極地図（上が本初子午線）。Enderby Landは図の右上方に記されている。 エンダービーランド（英語: Enderby Land）は、南極にある地域の名称。南極大陸東部（東南極）、インド洋西部の方向にあたる地域である。 1831年、イギリスの捕鯨船長ジョン・ビスコーが発見し、船主であるエンダービー社の名が付けられた[1]。インド洋側で最初に望見された南極大陸の陸...

Serbian politician Đorđe CenićBorn(1825-02-06)6 February 1825Belgrade, Principality of SerbiaDied7 October 1903(1903-10-07) (aged 78)Vienna, Austro-HungaryNationalitySerbianOccupation(s)politician, professor, lawyer Đorđe Cenić (Serbian Cyrillic: Ђорђе Ценић; 6 February 1825, in Belgrade – 7 October 1903, in Vienna) was a Serbian politician, lawyer, professor and academic.[1] Biography Born to a family of Dimitrije Cenić, a prominent trader based in Belgrade, C...

A major contributor to this article appears to have a close connection with its subject. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. Please discuss further on the talk page. (February 2021) (Learn how and when to remove this template message) SeaChoice is an environmental advocacy group based in Canada. Launched in 2006, SeaChoice was created to increase consumer awareness around seafood sustainability in Canada. For 10 years, its pr...

1929 border conflict between the Soviet Union and the Republic of China For the 1969 border conflict, see Sino-Soviet border conflict. For conflict in 1956–1966, see Sino-Soviet split. Sino-Soviet conflict (1929)Part of the Chinese Civil War, interwar periodSoviet soldiers with captured Kuomintang banners.DateJuly – December 1929LocationManchuriaResult Soviet victory Provisions of 1924 agreement upheld; Khabarovsk Protocol signed The Soviet/Russian military occupation over entire Bolshoy ...

This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (January 2022) Rajat Suri is a Canadian-American entrepreneur. He is the co-founder and CEO of Presto. Rajat SuriEducationThornlea Secondary School University of Waterloo Massachusetts Institute of Technology (attended)TitleFounder and CEO, Presto Education In 2007, Suri received a bachelor's in chemical engineering and economics from t...

Financial theory The random walk hypothesis is a financial theory stating that stock market prices evolve according to a random walk (so price changes are random) and thus cannot be predicted. History The concept can be traced to French broker Jules Regnault who published a book in 1863, and then to French mathematician Louis Bachelier whose Ph.D. dissertation titled The Theory of Speculation (1900) included some remarkable insights and commentary. The same ideas were later developed by MIT S...

British Academy Television AwardCountryUnited KingdomPresented byBritish Academy of Film and Television ArtsFirst awarded2009 (presented in 2010)Currently held bySiobhán McSweeney for Derry Girls (2023)Websitewww.bafta.org The British Academy Television Award for Best Female Comedy Performance was instituted in 2009. It is awarded by the British Academy of Film and Television Arts (BAFTA), a British organisation that hosts annual awards shows for film, television, children's film and televis...

Optimization problem in computer science In computer science, lattice problems are a class of optimization problems related to mathematical objects called lattices. The conjectured intractability of such problems is central to the construction of secure lattice-based cryptosystems: Lattice problems are an example of NP-hard problems which have been shown to be average-case hard, providing a test case for the security of cryptographic algorithms. In addition, some lattice problems which are wo...

1982 studio album by Casiopea4×4 - FOUR BY FOURStudio album by CasiopeaReleasedDecember 16, 1982Recordedfrom October 12 to 29, 1982StudioStudio A, Shibaura, Tokyo GenreJazz fusionLength30:08LabelAlfa RecordsALR-28045ProducerShunsuke MiyazumiCasiopea chronology Mint Jams(1982) 4×4 - FOUR BY FOUR(1982) Photographs(1983) 4×4 - FOUR BY FOUR is the eighth album and sixth studio album by Casiopea recorded and released in 1982. Lee Ritenour, Harvey Mason, Nathan East, and Don Grusin parti...

В Википедии есть статьи о других людях с такой фамилией, см. Милютин. Андрей Андреевич Милютин Дата рождения 15 октября 1916(1916-10-15) Место рождения Писарино, Яранский уезд, Вятская губерния, Российская империя Дата смерти 24 июля 2005(2005-07-24) (88 лет) Место смерти Санкт-Петербу...

Narashino 習志野市Kota pusat kota di malam hari Morisia Tsudanuma Institut Teknologi Chiba Taman Yatsu Rose Pusat Renang Internasional Chiba Lapangan Sepakbola Frontier Yatsu-higata BenderaLambangKoordinat: 35°40′49.4″N 140°01′35.4″E / 35.680389°N 140.026500°E / 35.680389; 140.026500Koordinat: 35°40′49.4″N 140°01′35.4″E / 35.680389°N 140.026500°E / 35.680389; 140.026500NegaraJepangWilayahKantōPrefekturChibaPemerintah...

Distrik Balangan Peta Zuid en Ooster Afdeeling van Borneo, Distrik Balangan no. XI Distrik Balangan adalah bekas salah satu distrik (kedemangan) di wilayah Afdeeling Amonthaij pada tahun 1861 dibawah seorang regent (Bupati) yang bernama Adipatie Danoe Radja atau Radhen Adipati Danoe Redjo di bawah pemerintahan militer kolonial Hindia Belanda setelah dihapuskannya Kesultanan Banjar oleh Belanda pada tanggal 11 Juni 1860 (karena meletusnya Perang Banjar).[1] Tahun 1862 Tahun 1862 daerah...

Nature preserve in Kentucky, United States Bat Cave and Cascade Caverns State Nature PreservesIUCN category IV (habitat/species management area)Canadian Yew is a northern, evergreen shrub that grows where cool air blows from entrances to Cascade CavernsLocationCarter County, Kentucky, United StatesCoordinates38°21′21″N 83°06′41″W / 38.35583°N 83.11139°W / 38.35583; -83.11139Area146 acres (59 ha)EstablishedDecember 16, 1981 Bat Cave and Cascade Caverns ...

RussiaTelevisionePervyj kanal (1995-2022)Rossija 1 (1994-2022) Stato organizzatore Russia2009 Partecipazioni23 Prima partecipazione1994 Miglior piazzamento1º, 2008 Peggior piazzamento15º SF, 2018 La Russia ha debuttato all'Eurovision Song Contest nel 1994, anche se l'Unione Sovietica stava progettando un possibile debutto nel 1987 per avvicinarsi all'Occidente. Nell'edizione del 1996 ci fu una preselezione per poter partecipare al concorso, ma la Russia fu uno dei sette ...

2006 Filipino book about the Hello Garci scandal Fraud: Gloria Macapagal-Arroyo and the May 2004 Elections EditorBobby M. TuazonCountryPhilippinesLanguageEnglishSubjectGloria Macapagal ArroyoHello Garci scandalGenreNon-fictionPublisherCenter for People Empowerment in Governance BooksPublication date2006Media typePrintPages447[1]ISBN978-971-93651-0-5 Fraud: Gloria Macapagal-Arroyo and the May 2004 Elections is a 2006 book about the electoral scandal surrounding Gloria Macapagal Ar...

Aksara PhagspaJenis aksara Abugida BahasaMongolSanskertaTibetTionghoaUyghurPenciptaDrogön Chögyal PhagpaPeriodesejak 1269 hingga sekitar 1360Arah penulisanAtas ke bawahAksara terkaitSilsilahMenurut hipotesis hubungan antara abjad Aramea dengan Brahmi, maka silsilahnya sebagai berikut: Abjad Proto-Sinai Abjad Fenisia Abjad Aramea Aksara Brahmi Dari aksara Brahmi diturunkanlah:Aksara GuptaAksara SiddhaṃAksara TibetAksara PhagspaAksara turunankemungkinan HangulAksara kerabatAksara LepchaISO ...