台上台下为2002年春节联欢晚会上冯巩、郭冬临、陆鸣等3人所表演的一段小品。是否为小品有待争议,有部分人士认为其为相声,但由于其艺术形式同小品比较接近,因此称其为小品。
台上台下所说的是三个歌唱家在一起排练,他们其中的一个有机会能到奥运会上演唱。由于他们各自想到奥运会上演唱而不方便当面说,因此闹出了极大的苦笑话。此外,台上台下被称为冯巩“泛相相声”的代表作之一。
لمعانٍ أخرى، طالع معان (توضيح). مدينة معان مدينة الاسم الرسمي معان الإحداثيات 30°11.6′0″N 35°55′58″E / 30.19333°N 35.93278°E / 30.19333; 35.93278 التأسيس 1897 أول مجلس بلدي للمدينة تقسيم إداري مملكة الأردن محافظة معان عاصمة لـ محافظة معان الحكومة رئيس ا
Untuk kegunaan lain, lihat Atos (disambiguasi). Atos SEKantor pusat Atos di Bezons (Prancis)JenisSocietas EuropaeaKode emitenEuronext: ATOKomponen CAC 40IndustriLayanan TI, Konsultansi TIDidirikan2000; 22 tahun lalu (2000)KantorpusatBezons, PrancisWilayah operasiSeluruh duniaTokohkunciElie Girard (Chairman & CEO)JasaAlih dayaKonsultansiLayanan terkelolaPendapatan €11,58 milyar (2019)[1]Laba operasi €1,19 milyar (2019)[1]Laba bersih €834 juta (20…
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Auf dieser Seite sind die Baudenkmäler in dem schwäbischen Markt Neuburg an der Kammel zusammengestellt. Diese Tabelle ist eine Teilliste der Liste der Baudenkmäler in Bayern. Grundlage ist die Bayerische Denkmalliste, die auf Basis des Bayerischen Denkmalschutzgesetzes vom 1. Oktober 1973 erstmals erstellt wurde und seither durch das Bayerische Landesamt für Denkmalpflege geführt wird. Die folgenden Angaben ersetzen nicht die rechtsverbindliche Auskunft der Denkmalschutzbehörde. […
楽ナビ AVIC-RZ03 カロッツェリア(carrozzeria)は、パイオニアのカーエレクトロニクス事業部(カーオーディオ、カーナビゲーション)が展開するブランド名であり、日本国内のみで使用されている。 概要 1986年に「ロンサム・カーボーイ(Lonesome Car-boy)」から名称を変更した。変更される前にはフラッグシップモデルがカロッツェリア、通常モデルがパイオニア(ロンサム…
населений пункт Ахалі-Хулґумогруз. ახალი ხულგუმო Основні дані 41°29′00″ пн. ш. 43°48′59″ сх. д.H G OWD:41°28'59.999"N, 43°48'59.000"EКраїна ГрузіяМхаре Самцхе-ДжавахетіМуніципалітет Ніноцмінда WD:муніципалітет Ніноцмінда Населення 169 (2014)Часовий пояс (UTC+4)Поштовий…
De Wieker Meule in de Wijk. Windmolen De Goliath in de Eemshaven tussen moderne windturbines. De Goliath heeft een vlucht van 23,5 m, bij de windturbines is dit ca. 120m. Windmolens in Spanje. Molens van dit soort werden door Don Quichot voor reuzen aangezien. Windmolens in westelijk Siberië (circa 1910). De Montefioremolen in Jeruzalem (2016) Een in verval geraakte molen met als bouwjaar 1709 in Duitsland, Michendorf-Langerwisch. Deze Amerikaanse windmolen (een windmotor) in Friesland staat ui…
Аглабіди Дата створення / заснування 800 Засновник Ібрагім I ібн аль-Аглаб Континент Африка Столиця Кайруан Замінений на Фатіміди Час/дата припинення існування 909 Аглабіди у Вікісховищі Аглабі́ди — арабська феодальна династія в Іфрикії (сучасний Туніс), що правила
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. La typographie de cet article ou de cette section ne respecte pas les conventions de Wikipédia (juillet 2023). Vous pouvez corriger, en discuter sur l’Atelier typographique ou créer la discussion. Édition originale (1616) des Noces chymiques de Christian Rosenkreutz. Les Noces chymiques de Christian Rosenkreutz est un important texte de la Rose-Croix paru en allemand à Strasbourg en 1616 sous le titre Chymisch…
You can help expand this article with text translated from the corresponding article in French. (July 2017) Click [show] for important translation instructions. View a machine-translated version of the French article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. D…
Torbay Council is the local authority for the unitary authority of Torbay in Devon, England. Until 1 April 1998 it was a non-metropolitan district. From 2005 to 2019 it had a directly elected mayor. The council is elected every four years. Council elections Non-metropolitan district elections 1973 Torbay Borough Council election 1976 Torbay Borough Council election 1979 Torbay Borough Council election 1983 Torbay Borough Council election (New ward boundaries)[1] 1984 Torbay Borough Counc…
LighthouseAnnandale Range Lights Annandale Rear RangeLocationPrince Edward Island CanadaCoordinates46°15′33.1″N 62°25′19.9″W / 46.259194°N 62.422194°W / 46.259194; -62.422194TowerConstructed1898Shapesquare pyramidal towerMarkingswhite tower with red vertical stripesLightDeactivated1925Range400 metres The Annandale Range Lights are a set of range lights on the east coast of Prince Edward Island, Canada. The range was established in 1898 but is now inactive.…
Bahraini Soldier and PoliticianThis 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. (February 2021) Salman Hamad Al-Sheikh (Arabic: سلمان حمد الشيخ, born (1968-11-13) November 13, 1968 (age 55)) is a Bahraini soldier and politician.[1] Career Al-Sheikh earned a Bachelor of Science in Aviation in Jordan in 1989 and a Higher Diploma in Management, a Higher Diploma in …
Indian physicist Prof. Rohini GodboleBorn1952NationalityIndianCitizenshipIndianAlma materIIT BombayState University of New York, Stony BrookAwards National Order of Merit[1][2] Padma Shri (2019), Government of India [3][4] IIT Bombay, 1974 Batch, Silver medallist[5]Scientific careerFieldsParticle Physics Websitehttp://rmgodbole.in/ Rohini Godbole[6] is an Indian physicist and academic specializing in elementary particle physics: field theory a…
Spanish pornographic actor, director, producer, writer, and camera operator For the Spanish footballer, see Nacho Vidal (footballer). In this Spanish name, the first or paternal surname is Jordà and the second or maternal family name is González. Nacho VidalNacho Vidal in February 2020BornIgnacio Jordà González (1973-12-30) 30 December 1973 (age 49)Mataró, Barcelona, SpainOccupation(s)Adult performer, director, producer, writer, editor, cameraYears active1997–presentHeig…
This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: The World of Malgudi – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this template m…
English cricketer For other people named George Davidson, see George Davidson (disambiguation). George DavidsonPersonal informationFull nameGeorge Arthur DavidsonBorn(1866-06-29)29 June 1866Brimington, Derbyshire, EnglandDied8 February 1899(1899-02-08) (aged 32)Tividale, EnglandBattingRight-handedBowlingRight-arm medium-fastDomestic team information YearsTeam1886–1898Derbyshire1888–1898MCC FC debut13 May 1886 Derbyshire v MCCLast FC25 August 1898 Derbyshire v La…
Mughal emperor from 1712 to 1713 Jahandar Shah جهاندار شاهPadishahAl-Sultan Al-AzamPortrait of Jahandar Shah, c. 1712, currently held at the Victoria and Albert Museum in London, England9th Mughal EmperorReign29 March 1712 – 11 February 1713[1]Coronation29 March 1712PredecessorShah Alam ISuccessorFarrukh SiyarBornMirza Mu'izz-ud-Din Beg Muhammad Khan(1661-05-10)10 May 1661[2]Deccan, Mughal EmpireDied11 February 1713(1713-02-11) (aged 51)Delhi, Mughal Empire…
American actress Mildred HollandBornApril 9, 1869Chicago, IllinoisDiedJanuary 27, 1944New York City, New YorkOccupationActressYears active1890–1927SpouseEdward C. White Mildred Holland (April 9, 1869 – January 27, 1944)[1] was an American actress who appeared on stage for more than 35 years. Holland was born in Chicago[2] and studied under Augustin Daly at the Chicago Conservatory.[3] She made her first appearance in 1890 at Hermann's Bleeker Hall in New Yor…
Bilangan kompleks secara visual dapat direpresentasikan sebagai sepasang angka (a, b) membentuk vektor pada diagram yang disebut diagram Argand, mewakili bidang kompleks. Readalah sumbu nyata,Imadalah sumbu imajiner, dan i memuaskan i2 = −1. Bilangan kompleks dalam matematika, adalah bilangan yang dinotasikan oleh a + b i {\displaystyle a+bi\,} , di mana a dan b adalah bilangan riil, dan i adalah suatu bilangan imajiner di mana i 2 = −1. Bilangan riil a disebut juga bagian riil dari bilang…
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