Read other articles:
1989 video gameThe Uncanny X-MenNorth American cover artDeveloper(s)Possibly Bothtec or PixelPublisher(s)LJNSeriesX-MenPlatform(s)NES[1]ReleaseNA: December 1989[1]Genre(s)2D action platformerMode(s)Single-player or cooperative[1] The Uncanny X-Men, sometimes referred to as Marvel's X-Men, is an action video game released by LJN for the NES in 1989.[1] It is a licensed game based on the series of X-Men comics of the same name by Marvel Comics. The lineup of char...
Mahārājdhirāja Nepal Bekas Kerajaan Lambang Royal (sebelum 2006) Gyanendra Bir Bikram Shah Penguasa pertama Mahārājdhirāja Prithvi Narayan Shah Penguasa terakhir Mahārājdhirāja Gyanendra Bir Bikram Shah Gelar His Royal Majesty Kediaman resmi Istana Kerajaan Narayanhity, Kathmandu, Nepal Penunjuk Turun-temurun Pendirian 25 September 1768 Pembubaran 28 Mei 2008 Penuntut takhta Mahārājdhirāja Gyanendra Bir Bikram Shah Raja Nepal secara tradisional digelari Mahārājdhirāja (श्�...
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. (September 2020) (Learn how and when to remove this template message) Elizabeth PollyPeter Felten, Jr.'s portrayal of the walking spirit of Elizabeth Polly.Elizabeth Polly Park, Hays, Kansas.BornElizabeth Decker[1]c. 1843[1]Died1867Fort HaysOther namesBlue Light LadyOccupationHospital ...
Vladimir ZotovBornVladimir Rafailovich ZotovВладимир Рафаилович Зотов(1821-07-04)July 4, 1821Saint Petersburg, Russian EmpireDiedFebruary 18, 1896(1896-02-18) (aged 74)Saint Petersburg, Russian EmpireOccupation(s)writer, playwright, journalist, editor Vladimir Rafailovich Zotov (Russian: Владимир Рафаилович Зотов, July 4, 1821, Saint Petersburg, Russian Empire, — February 18, 1896, Saint Petersburg) was a Russian writer, playwright, journal...
この項目では、整数の51について説明しています。トランプゲームの51については「51 (トランプゲーム)」をご覧ください。 50 ← 51 → 52素因数分解 3 × 17二進法 110011三進法 1220四進法 303五進法 201六進法 123七進法 102八進法 63十二進法 43十六進法 33二十進法 2B二十四進法 23三十六進法 1Fローマ数字 LI漢数字 五十一大字 五拾壱算木 51(五十一、ごじゅういち、いそひ�...
Voce principale: Associazione Calcio Fanfulla 1874. Associazione Sportiva FanfullaStagione 1923-1924Sport calcio Squadra Fanfulla Allenatore Maresciallo Filippo Cattaneo Presidente Costante Rovida Seconda Divisione2º posto nel girone D. Miglior marcatoreCampionato: Orlandi (5) 1922-1923 1924-1925 Si invita a seguire il modello di voce Questa pagina raccoglie le informazioni riguardanti l'Associazione Sportiva Fanfulla nelle competizioni ufficiali della stagione 1923-1924. Indice 1 Stag...
U.S. presidential administration from 1850 to 1853 Presidency of Millard FillmoreJuly 9, 1850 – March 4, 1853CabinetSee listPartyWhigSeatWhite House← Zachary TaylorFranklin Pierce → Seal of the president(1850–1894) The presidency of Millard Fillmore began on July 9, 1850, when Millard Fillmore became President of the United States upon the death of Zachary Taylor, and ended on March 4, 1853. Fillmore had been Vice President of the United States for 1 ye...
Велта Вилцинялатыш. Velta Vilciņa Дата рождения 13 декабря 1928(1928-12-13) Место рождения Упесгрива, Тальсенский уезд, Латвия Дата смерти 8 января 1995(1995-01-08) (66 лет) Место смерти Рига, Латвия Гражданство СССР → Латвия Профессия балерина, балетный педагог Награды Ве́лта Э́йновна В�...
Xem thêm: Đại học Quốc gia Hà NộiĐại học Quốc gia Hà NộiTrường Đại học Kinh tếVNU University of Economics and BusinessĐịa chỉNhà E4, 144 Xuân Thủy, Quận Cầu Giấy, Hà Nội, Hà Nội, Việt NamThông tinLoạiĐại học công lậpKhẩu hiệuThe Road to Success!Thành lập6 tháng 3 năm 2007; 17 năm trước (2007-03-06)Hiệu trưởngPGS.TS. Lê Trung ThànhNhân viên120Giảng viên180Websiteueb.edu.vnThông tin khá...
It has been suggested that Krias Shema She'Al Hamita be merged into this article. (Discuss) Proposed since January 2024. This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Shema – news · newspapers · books · scholar · JSTOR (August 2023) (Learn how and when to remove this message) Jewish prayer For other uses, ...
RISC instruction set architecture For other uses, see SPARC (disambiguation). SPARCDesignerSun Microsystems (acquired by Oracle Corporation)[1][2]Bits64-bit (32 → 64)Introduced1986; 38 years ago (1986) (production)1987; 37 years ago (1987) (shipments)VersionV9 (1993) / OSA2017DesignRISCTypeLoad–storeEncodingFixedBranchingCondition codeEndiannessBi (Big → Bi)Page size8 KB (4 KB → 8 KB)ExtensionsVIS 1.0, 2.0, 3.0, 4.0OpenYes, and royal...
Beulas Glory on a Volvo chassis, for the operator Student Agency Beulas Aura with a Volvo B12B engine at the FIAA 2011 trade fair in Madrid. Beulas SAU is a coachbuilder based in Arbúcies, Catalonia, Spain. The company builds a range of coach bodies on a variety of chassis. Their products are sold throughout Europe. History The company was established in 1934 by Ramón Beulas and Narcís Pujol in Arbúcies, a village in the Selva county of the province of Girona, Catalonia, Spain. It was (af...
Delta Air Lines To See Beyond, Go Up Airbus A350-941 de Delta Air Lines (2017). IATADL OACIDAL IndicativoDELTA Fundación 2 de marzo de 1925 (99 años) (como Huff Daland Dusters en Macon, Georgia, Estados Unidos)[1]Inicio 17 de junio de 1929 (95 años)AOC # DALA026A[2]Aeropuerto principal Atlanta Boston Detroit Los Ángeles Mineápolis/St. Paul Nueva York-JFK Nueva York-LaGuardia Salt Lake City Seattle/Tacoma Aeropuerto secundario Raleigh/DurhamSede central Atlant...
Frankish marcher county (802–1035) Northeastern Spain in 1083. Information extracted from the Atlas of Navarre Geography and History edited by the Department of Education of the Government of Navarre and EGN Comunicación The County of Aragon (Aragonese: Condato d'Aragón) or County of Jaca (Aragonese: Condato de Chaca) was a small Frankish marcher county in the central Pyrenean valley of the Aragon river, comprising Ansó, Echo, and Canfranc and centered on the small town of Jaca (Iacca in...
Traditional region of Tibet For the county in Tibet Autonomous Region, see Amdo County. Amdo province in Tibet Amdo (Tibetan: ཨ་མདོ་, Wylie: a mdo [ʔam˥˥.to˥˥]; Chinese: 安多; pinyin: Ānduō) is one of the three traditional Tibetan regions, the others being Ü-Tsang (Central Tibet) in the west and Dotoe also known as Kham in the east. Ngari (including former Guge kingdom) in the north-west was incorporated into Ü-Tsang. The formal name of this Tibetan region/provi...
本條目存在以下問題,請協助改善本條目或在討論頁針對議題發表看法。 此條目可参照德語維基百科相應條目来扩充。 (2020年3月8日)若您熟悉来源语言和主题,请协助参考外语维基百科扩充条目。请勿直接提交机械翻译,也不要翻译不可靠、低品质内容。依版权协议,译文需在编辑摘要注明来源,或于讨论页顶部标记{{Translated page}}标签。 此條目没有列出任何参考或来源。 (...
Japanese manga series Gugure! Kokkuri-sanCover of Gugure! Kokkuri-san volume 1 by Square Enix繰繰れ!コックリさんGenreComedy[1]Supernatural[1] MangaWritten byMidori EndōPublished bySquare EnixMagazineGangan JokerDemographicShōnenOriginal run2011 – 2016Volumes12 + 1 Anime television seriesDirected byYoshimasa HiraikeWritten byYoshimasa HiraikeMusic byHajime HyakkokuStudioTMS EntertainmentLicensed byNA: Sentai FilmworksOriginal network...
Danish politician Karin GaardstedMember of the FolketingIncumbentAssumed office 1 March 2024Preceded byAnnette LindConstituencyWest JutlandIn office15 September 2011 – 5 June 2019ConstituencyWest JutlandDeputy Mayor of Viborg MunicipalityIn office1 January 2010 – 12 October 2011MayorSøren Pape PoulsenPreceded byIb BjerregaardSucceeded byPer Møller Jensen Personal detailsBornKarin Rasmussen (1955-10-19) 19 October 1955 (age 68)Ørre, Jutland, DenmarkPolitical partySocia...
American computer scientist This article is about the computer scientist. For the writer, actor and director, see John Cameron Mitchell. For the Scottish landscape artist, see John Campbell Mitchell. John Clifford MitchellScientific careerInstitutionsStanford UniversityBell LabsMassachusetts Institute of Technology[1]Academic advisorsAlbert R. Meyer[2]Doctoral studentsVanessa Teague Websitetheory.stanford.edu/people/jcmJohn Clifford Mitchell is professor of computer science an...
A mixture of two or more liquids whose proportions do not change when the mixture is distilled Not to be confused with Allotrope. Vapour-liquid equilibrium of 2-propanol/water showing positive azeotropic behaviour An azeotrope (/əˈziːəˌtroʊp/)[1] or a constant heating point mixture is a mixture of two or more liquids whose proportions cannot be changed by simple distillation.[2] This happens because when an azeotrope is boiled, the vapour has the same proportions of cons...