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Politics of Puerto Rico Constitution and law United States Constitution Puerto Rico Constitution Puerto Rico law Executive Governor Cabinet Chief of Staff Executive departments Fiscal agent and financing Government-owned corporations Line of succession Office of the Governor Transition process First Lady Legislative Legislature: 17th Legislative Assembly of Puerto Rico Senate: 26th Senate of Puerto Rico President of the Senate: Thomas Rivera Schatz President pro tempore: Larry Seilhamer Rodr�...
Region around an astronomical object in which its magnetic field affects charged particles A rendering of the magnetic field lines of the magnetosphere of the Earth. In astronomy and planetary science, a magnetosphere is a region of space surrounding an astronomical object in which charged particles are affected by that object's magnetic field.[1][2] It is created by a celestial body with an active interior dynamo. In the space environment close to a planetary body, the magnet...
Political party in Libya Not to be confused with the Libyan Popular National Movement This article needs to be updated. Please help update this article to reflect recent events or newly available information. (April 2015) Libyan National Movement الحركة الوطنية الليبيةSecretary-GeneralMuftah LamlumFoundedDecember 1980; 43 years ago (1980-12)Preceded byLibyan Arab Socialist Ba'ath PartyNewspaperSawt at-Talia (discontinued)IdeologyArab nationalism...
Makam Sofiur Rahman di Kuburan Azimpur, Dhaka. Sofiur Rahman (atau Safiur Rahman, Saifur Rahman) (bahasa Bengali: শফিউর রহমান) (24 Januari 1918 – 22 Februari 1952) adalah tokoh yang dianggap sebagai martir Pergerakan Bahasa di Bangladesh. Sofiur Rahman lahir di Konnagar. Pada 22 Februari 1952, ketika ia memasuki Jalan Nawabpur, yang saat itu penuh dengan demonstran, ditembak oleh polisi, dan tewas setelah dilarikan ke Dhaka Medical College. Ia dikubur pada tengah mal...
2011 video game 2011 video gameFate: The Cursed KingDeveloper(s)WildStudiosWildTangentPublisher(s)WildTangentEncore SoftwareDesigner(s)Travis BaldreeSeriesFatePlatform(s)Microsoft Windows, Mac OS XReleaseNA: March 30, 2011Genre(s)Action role-playingMode(s)Single-player Fate: The Cursed King is an action role-playing computer game that was developed and published by WildTangent[1] and has been available to play online since 2011. In 2014, it became available for purchase on Steam.[...
American businessman (born 1942) Forrest LucasLucas in 2011BornFebruary 1942 (age 82)Ramsey, Indiana, U.S.Political partyRepublicanSpouseCharlotte Lucas (1982–present)Children7 Forrest Lucas (born February 1942) is an American businessman, the founder of Lucas Oil. Early life Lucas was born in February 1942,[1] in Ramsey, Indiana, where he grew up, the eldest of four children.[2] His parents Raymond and Marie had a small farm in Elkinsville, where he and his three ...
Pandemia di COVID-19 a GuernseyepidemiaCasi confermati totali per giurisdizione[1] 100–299 casi confermati 10–99 casi confermati 1–9 casi confermati Nessun caso confermato o nessun datoPatologiaCOVID-19 OrigineWuhan (Cina) Nazione coinvolta Guernsey Periodo9 marzo 2020 -5 maggio 2023 Dati statistici[2]Numero di casi770[3] Numero...
Jab Tak Hai JaanPoster rilis teatrikalSutradaraYash ChopraProduserAditya ChopraYash ChopraSkenarioAditya ChopraDevika BhagatCeritaAditya ChopraPemeranShah Rukh KhanKatrina KaifAnushka SharmaPenata musikA.R. RahmanSinematograferAnil MehtaPenyuntingNamrata RaoPerusahaanproduksiYash Raj FilmsDistributorYash Raj FilmsTanggal rilis 12 November 2012 (2012-11-12) (penayangan perdana Mumbai) 13 November 2012 (2012-11-13) (India, Amerika Serikat, Eropa) Durasi176 menit[1 ...
For the former British Rail station, see Gateshead railway station. Tyne and Wear Metro station in Gateshead GatesheadTyne and Wear Metro stationGeneral informationLocationGateshead, Borough of GatesheadEnglandCoordinates54°57′42″N 1°36′16″W / 54.9617219°N 1.6044065°W / 54.9617219; -1.6044065Grid referenceNZ255631Transit authorityTyne and Wear PTEPlatforms2Tracks2Bus stands14ConstructionBicycle facilities 4 cycle lockers 5 cycle racks 5 cycle pods Accessibl...
Indian film director Sibi MalayilBorn (1956-05-02) 2 May 1956 (age 68)Alleppey, Travancore-Cochin, (present-day Kerala, India)OccupationFilm directorYears active1985 – presentSpouseBala[1]ChildrenJoe, Zeba[2] Sibi Malayil (born 2 May 1956)[3] is an Indian film director who works in Malayalam cinema.[4] Career Since the mid-1980s he has directed around forty films. He did his studies at the St. Berchmans College. Before becoming an independent direct...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (فبراير 2016) ميّز عن آفاق تونس. تجمع الدراسات والعمل الاشتراكي في تونس وتعرف أكثر بحركة آفاق، هي أبرز حركة يسار�...
关于与「北京时间」標題相近或相同的条目页,請見「北京时间 (消歧义)」。 北京时间(BJT),又名中国标准时间(China Standard Time,CST),是中国大陆的标准时间,比世界協調時快八小時(即UTC+8),与港、澳、台及马来西亚、新加坡等地的標準時間相同。 北京时间并不是北京市 (东经116°23')的地方平太阳时间,而是东经120°的地方平太阳时间,二者相差约14分�...
Newspaper in Plymouth, Massachusetts Old Colony Memorial, 1824 The Old Colony Memorial (est.1822) is a semiweekly newspaper published in Plymouth, Massachusetts.[1] Gannett owns the paper;[2] previous owners include the George W. Prescott Publishing Co.[3] and the Memorial Press Group. History 19th century The Old Colony Memorial began in 1822.[4] Publishers have included George F. Andrews, Winslow W. Avery, Allen Danforth, James A. Danforth, Charles Carroll Do...
1992 novel by Connie Willis For the survey carried out in England in 1086, see Domesday Book. Doomsday Book First edition hardcoverAuthorConnie WillisLanguageEnglishGenreScience fictionPublisherBantam SpectraPublication date1992Publication placeUnited StatesMedia typePrint (hardback & paperback)Pages592 pages (paperback)AwardsHugo Award for Best Novel, Nebula Award for Best Novel, Locus Award for Best Science Fiction Novel (1993)ISBN0-553-08131-4 (Hardcover)ISBN 0-553-35167-2 (P...
район / муниципальный районЕлизовский район Флаг Герб 53°10′59″ с. ш. 158°22′59″ в. д.HGЯO Страна Россия Входит в Камчатский край Включает 10 муниципальных образований Адм. центр город Елизово Глава Тюлькин Сергей Николаевич История и география Дата образования 17 ...
Last action on the Eastern Front, WW1 Operation FaustschlagPart of the Eastern Front of World War IAustro-Hungarian troops enter Kamianets-Podilskyi, Western Ukraine with the city's iconic castle in the backgroundDate18 February – 3 March 1918LocationUkraine, Belarus, BalticsResult Central Powers victoryTerritorialchanges Russian exit from the war (Treaty of Brest-Litovsk) Independence of Estonia, Lithuania, Belarus and UkraineBelligerents Central Powers German Empire Austria-Hu...
Привет!!! Проект мокшанской википедии надо развивать в инкубаторе: [1] Как только появится более-менне достаточное число страниц (хотя бы 10, а лучше 50), то можно будет инициировать голосование о создании самостоятельной мокшанской википедии. Скорее всего, с помошью активис�...
Flying squadron of the Royal Air Force No. 72 (Fighter) Squadron RAFSquadron badgeActive28 June 1917 – 1 April 1918 (RFC) 1 April 1918 – 22 September 1919 (RAF) 22 February 1937 – 30 December 1946 1 February 1947 – 30 June 1961 15 November 1961 – 1 April 2002 12 July 2002 – 31 October 2019 28 November 2019 – presentCountry United KingdomBranch Royal Air ForceTypeFlying training squadronRoleAdvanced flying trainingPart ofNo. 4 Flying Training School RAFHome stationRAF Valley...
لمعانٍ أخرى، طالع كارلايسل (توضيح). كارلايسل الإحداثيات 41°30′04″N 93°29′25″W / 41.501111111111°N 93.490277777778°W / 41.501111111111; -93.490277777778 [1] تاريخ التأسيس 1851 تقسيم إداري البلد الولايات المتحدة[2][3] التقسيم الأعلى آيوا خصائص جغرافية المساحة...
Il gruppo unitario U(n) è l'insieme delle matrici unitarie n×n con l'operazione di moltiplicazione tra matrici. È un sottogruppo di G L ( n , C ) {\displaystyle \mathrm {GL} (n,\mathbb {C} )} , cioè il gruppo lineare generale delle matrici complesse invertibili. Il sottoinsieme di esso che comprende solamente le matrici con determinante 1 è il gruppo unitario speciale, denotato con SU(n). U(n) è un gruppo di Lie di dimensione n2. Se n=1, allora U(n) è semplicemente l'insieme dei nu...