Плазменный ракетный двигатель
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Series of Indian express trains Yuva ExpressBandra Terminus–Hazrat Nizamuddin Yuva ExpressOverviewService typeSuperfastStatusOperatingFirst service2009Current operator(s)Indian RailwaysWebsitehttp://indianrail.gov.inRouteTrain number(s)12247/12248On-board servicesClass(es)CC, 3AC, 2ACSeating arrangementsYesSleeping arrangementsYesCatering facilitiesOn-board catering E-cateringTechnicalRolling stockICF coachTrack gauge5 ft 6 in (1,676 mm) broad gaugeOperating speed80 km…
Swedish politician Andreas CarlsonMinister for InfrastructureIncumbentAssumed office 18 October 2022Prime MinisterUlf KristerssonPreceded byTomas EnerothMinister for HousingIncumbentAssumed office 18 October 2022Prime MinisterUlf KristerssonPreceded byJohan DanielssonMember of the RiksdagIn office6 October 2010 – 26 September 2022ConstituencyJönköping County Personal detailsBorn (1987-02-13) 13 February 1987 (age 37)Political partyChristian Democrats Andreas Thomas Carl…
List of events ← 1930 1929 1928 1931 in the United States → 1932 1933 1934 Decades: 1910s 1920s 1930s 1940s 1950s See also: History of the United States (1918–1945) Timeline of United States history (1930–1949) List of years in the United States 1931 in the United States1931 in U.S. states and territories States Alabama Arizona Arkansas California Colorado Connecticut Delaware Florida Georgia Idaho Illinois Indiana Iowa Kansas Kentucky Louisiana Maine Maryland Massachusetts Michi…
Gasteracantha remifera Klasifikasi ilmiah Kerajaan: Animalia Filum: Arthropoda Kelas: Arachnida Ordo: Araneae Famili: Araneidae Spesies: Gasteracantha remifera Nama binomial Gasteracantha remiferaButler, 1873 Gasteracantha remifera adalah spesies laba-laba yang tergolong famili Araneidae. Spesies ini juga merupakan bagian dari ordo Araneae. Nama ilmiah dari spesies ini pertama kali diterbitkan pada tahun 1873 oleh Butler. Laba-laba ini biasanya banyak ditemui di India dan Sri Lanka. Referensi Pl…
Artist who applies makeup and prosthetics 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: Make-up artist – news · newspapers · books · scholar · JSTOR (May 2018) (Learn how and when to remove this message) Makeup artist backstage at the Lee Matthews show, Spring/Summer 2007 Australia Fashion Week A make-up arti…
1979 United States Supreme Court caseGoldwater v. CarterSupreme Court of the United StatesDecided December 13, 1979Full case nameBarry Goldwater, et al. v. James Earl Carter, President of the United States, et al.Citations444 U.S. 996 (more)100 S. Ct. 533; 62 L. Ed. 2d 428; 1979 U.S. LEXIS 4144Case historyPriorJudgment for defendants, 481 F. Supp. 949 (D.D.C. 1979); reversed, 617 F.2d 697 (D.C. Cir. 1979)HoldingWhether President Carter could unilaterally break a defense treaty with Taiwan withou…
British stamp dealer and philatelic publisher 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. (December 2017) (Learn how and when to remove this message) Stanley Gibbons Group plcCompany typePublic (AIM)Traded asAIM: SGIISINGB0009628438 IndustrySpecialist retailingFounded1856HeadquartersRingwood & London…
Point clip from Bungendore Railway Station To clip and scotch a set of railway points (Amer. a switch) uses two pieces of equipment to temporarily lock a set of points into a particular position.[1] The point clip clamps the end of a moving rail (the switch rail) of a set of points to its associated stock rail, and the scotch is a timber wedge used to ensure that the other moving rail is kept away from its associated stock rail. In this way the points are fixed in either the 'normal' or …
صحيح مسلم المسند الصحيح معلومات الكتاب المؤلف مسلم بن الحجاج(206 هـ - 261 هـ) البلد نيسابور اللغة العربية السلسلة كتب الحديث الستة الموضوع الحديث النبوي المواقع ويكي مصدر صحيح مسلم - ويكي مصدر تعديل مصدري - تعديل صحيح مسلم هو أحد أهم كتب الحديث النبوي عند المسلمين من …
سميراميس سميراميس بريشة سيزر سكاجي معلومات شخصية الزوج نينوس الأولاد نينياس [لغات أخرى] الأم ديركيتو[1][2] الحياة العملية الجنس أنثى [لغات أخرى] المهنة عاهلة تعديل مصدري - تعديل سميراميس هي ملكة آشورية 800 ق.م. واسمها سيمورامات ومع…
Road in trans-European E-road network E962Route informationLength51 km (32 mi)Major junctionsFromEleusisToThebes LocationCountriesGreece Highway system International E-road network A Class B Class European route E 962 is a European B class road in Greece, connecting the city Eleusis – Thebes. Route Greece Eleusis Thebes External links UN Economic Commission for Europe: Overall Map of E-road Network (2007) International E-road network vteInternational E-road network E1 E3 E…
In mathematics, an adjunction space (or attaching space) is a common construction in topology where one topological space is attached or glued onto another. Specifically, let X and Y be topological spaces, and let A be a subspace of Y. Let f : A → X be a continuous map (called the attaching map). One forms the adjunction space X ∪f Y (sometimes also written as X +f Y) by taking the disjoint union of X and Y and identifying a with f(a) for all a in A. Formally, X ∪ f Y = ( X "…
Pour les articles homonymes, voir Révolution (homonymie). Cet article est une ébauche concernant l’astronomie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Consultez la liste des tâches à accomplir en page de discussion. La révolution ou mouvement de révolution est, en mécanique céleste, un mouvement de translation périodique, circulaire ou elliptique[1]. La période de révolution, aussi appelée pér…
Сербский язык Самоназвание српски језик / srpski jezik Страны Сербия, Черногория, Босния и Герцеговина, Хорватия, Республика Косово Официальный статус Сербия Босния и Герцеговина Республика Косово(частично признано) ЦЕАСТ Регулирующая организация Комитет по стандарт…
Catholic ecclesiastical territory Diocese of BagéDioecesis BagensisCathedral of Saint SebastianLocationCountry BrazilEcclesiastical provincePelotasStatisticsArea35,554 km2 (13,727 sq mi)Population- Total- Catholics(as of 2004)390,092312,073 (80.0%)InformationRiteLatin RiteEstablished25 June 1960 (64 years ago)CathedralCathedral of Saint SebastianCurrent leadershipPopeFrancisBishopCleonir Paulo Dalbosco, OFMCapMetropolitan ArchbishopJacinto BergmannBishops emer…
جزء من سلسلة مقالات عنالإلحاد المفاهيم إلحاد ضمني وصريح المذهب الطبيعي إلحاد سالب وموجب التاريخ تاريخ الإلحاد الإلحاد في عصر التنوير إلحاد جديد المجتمع نسوية إلحادية نقد الأديان ديموغرافيا الإلحاد التمييز ضد الملحدين الأخلاق العلمانية علمانية الفصل بين الكنيسة والدولة إ…
Comparison of several notable VR headsets and VR headset types, including technical specifications Comparison chart of per-eye headset resolutions There are two primary categories of virtual reality (VR) headsets: Standalone – devices that have all necessary components to provide virtual reality experiences integrated into the headset. Mainstream standalone VR platforms include: Oculus Mobile SDK, developed by Oculus VR for its own standalone headsets and the Samsung Gear VR. (Th…
Questa voce sull'argomento storia dell'arte è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. La Pietà di Michelangelo in San Pietro in Vaticano La pietà è un tema artistico biblico, che raffigura Maria che sorregge il corpo senza vita del figlio Gesù Cristo, dopo la sua passione e deposizione. L'iconografia ha origini tedesche che si riconoscono nel Vesperbild[1]. La pietà è anche uno dei sette dolori di Maria Addolorata (Mater dolorosa in la…
Emblema dei Cavalieri di Colombo (Knights of Columbus) I Cavalieri di Colombo (Knights of Columbus, in lingua inglese) sono un'organizzazione cattolica di servizio fraterno. Fondata negli Stati Uniti nel 1882, è così chiamata in onore di Cristoforo Colombo.[1] Ci sono più di 1,8 milioni di soci in 15.000 consigli, con quasi 200 consigli nei campus universitari. L'adesione è limitata a uomini di età superiore ai 18 anni.[2] I consigli sono stati creati negli Stati Uniti (tra …
Rosie O'DonnellLahirRoseann O'Donnell[1]21 Maret 1962 (umur 62)Bayside, Queens, New York, Amerika SerikatPekerjaanPembawa acara, komedian, aktris, penulisTahun aktif1979–sekarangSuami/istriKelli Carpenter O'Donnell (m. 2004–2007)[2]PasanganMichelle Rounds (e. 2011–sekarang)[3]Situs webwww.rosie.com Penghargaan(2014) Isabelle Stevenson Award (en) (2002) Lucy Award (en) (2002) Daytime Emmy Award for Outstanding Talk Show Host (en) (2001) Daytime Emmy Awa…
