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Trade association representing more than 90 percent of the Spanish recorded music industry Promusicae logo as of 2011 Productores de Música de España (English: Spanish Music Producers, shortened as Promusicae) is the national organisation responsible for the music charts of Spain. It is a trade association that represents more than 90% of the Spanish recorded music industry.[1] It is the International Federation of the Phonographic Industry (IFPI) group for Spain. Promusicae is base...

Caso Antonini Wilson El Presidente de Argentina, Néstor Kirchner, con sus esposa, Cristina Fernández de Kirchner, y el Presidente de Venezuela, Hugo ChávezFecha diciembre de 2007Sentencia Condena de Claudio Uberti[1]​Jueces Joan LenardPalabras clave contrabando, extradición, espionaje[editar datos en Wikidata] El Caso Antonini Wilson es un proceso judicial y una polémica generada cuando Guido Antonini Wilson,[2]​ un empresario venezolano, llegó a Argentina, el 4 de...

Hape Kerkeling (2021) Hape Kerkelings Handabdrücke in der Mall of Fame der Lloyd-Passage Bremen Hans-Peter Wilhelm „Hape“ Kerkeling (* 9. Dezember 1964 in Recklinghausen) ist ein deutscher Komiker, Autor, Fernsehmoderator, Schauspieler, Regisseur, Sänger, Hörbuch- und Synchronsprecher. Er wurde ab Mitte der 1980er Jahre zum populären Fernseh- und Bühnenkomiker. 1985 erhielt er im Alter von 20 Jahren seine erste regelmäßige Fernsehsendung Känguru. Es folgten weitere Comedyformate w...

Classes d'espace aérien aux États-Unis Les classes d'espace aérien associent à des zones tridimensionnelles dans l'espace aérien un code, en l'occurrence une lettre, qui détermine le niveau de rendu du service du contrôle aérien dans la zone en question[1],[2]. Par « niveau de rendu du service du contrôle aérien », on entend un ensemble de services rendus par les contrôleurs aériens aux pilotes et par conséquent des procédures auxquelles doit se conformer le pilote, ...

الأكاديمية الملكية للعلوم والرسائل والفنون الجميلة في بلجيكاالشعارالتاريخالتأسيس 17 مايو 1816 المؤسس فيلم الأول الأمين العام Didier Viviers (en) (2018 – ) — Hervé Hasquin (en) (2007 – 2017) عوضت Imperial and Royal Academy of Brussels (en) الإطاراللقب Thérésienne (بالفرنسية)} النوع أكاديمية وطنية[1] البلد  بلجيكا ال�...

1993 compilation album by SladeThe Slade Collection Vol. 2, 79-87Compilation album by SladeReleasedDecember 1993[1]GenreRockLength62:53LabelRCA/BMGPolydorSlade chronology Wall of Hits(1991) The Slade Collection Vol. 2, 79-87(1993) The Genesis of Slade(1996) Professional ratingsReview scoresSourceRatingThe Encyclopedia of Popular Music[2] The Slade Collection Vol. 2, 79-87 is a compilation album by the British rock band Slade, released in 1993 by RCA/BMG (Europe) and Po...

В Википедии есть статьи о других людях с такой фамилией, см. Туми. Билл Тумиангл. William Anthony Toomey Общая информация Дата и место рождения 10 января 1939(1939-01-10)[1] (84 года)Филадельфия, Пенсильвания, США Гражданство  США[2] Рост 187 см Вес 87 кг IAAF 14346828 Личные рекорды 100 �...

Activist group in Massachusetts, US Part of a series onLiving spaces MainHouse (detached) • Apartment • Housing projects • Human outpost • Tenement • Condominium • Mixed-use development (live-work) • Hotel • Hostel (travellers' hotel) • Castles • Public housing • Squat • Flophouse • Green home • Shack • Slum • Shanty town IssuesAffordability • Executive housing • Environmental planning • Eviction • Fair housing • Healthiness • Homelessness • Housi...

For other uses, see Pink elephant (disambiguation). 1997 studio album by Mick HarveyPink ElephantsStudio album by Mick HarveyReleased27 October 1997GenreRockLength46:45LabelMute[1]ProducerMick Harvey with Victor Van Vugt and Tony CohenMick Harvey chronology Intoxicated Man(1995) Pink Elephants(1997) One Man's Treasure(2005) Professional ratingsReview scoresSourceRatingAllMusic[2]Entertainment WeeklyB[3] Pink Elephants is Mick Harvey's second album of Serge Gain...

This article may lack focus or may be about more than one topic. Please help improve this article, possibly by splitting the article and/or by introducing a disambiguation page, or discuss this issue on the talk page. (April 2017) A Turkish folk dress Turkish folk dress is a traditional style of varying folk clothing worn primarily in the rural parts of Turkey throughout the seven geographical regions of the country. Within the folk style of clothing are many variations and references that ma...

English artist Tracey EminCBE RAEmin at Lighthouse Gala auction in aid of Terrence Higgins Trust, 2007BornTracey Karima Emin (1963-07-03) 3 July 1963 (age 60)Croydon, EnglandEducation Medway College of Design (1980–82) Maidstone College of Art (1983–86) (BA Printmaking) Royal College of Art (1987–89) (MA Painting) Birkbeck University of London Notable workEveryone I Have Ever Slept With 1963–1995 (1995)My Bed (1998)StyleReadymadeInstallation artMovementYoung British ArtistsWe...

Teori Bentuk atau Alam Idea (bahasa Yunani: εἶδος, translit. eîdos)[1][2][3] adalah pandangan Plato yang menyatakan bahwa bentuk-bentuk di alam materi tidak senyata atau seasli bentuk-bentuk di Alam Idea yang abadi, absolut, dan tidak berubah—itu sebabnya teori ini disebut Teori Bentuk atau Alam Idea dan sebagai konsepsi umum ditulis dengan hurup awal kapital.[4] Menurut teori ini, bentuk-bentuk atau ide-ide di Alam Idea merupakan esensi nonfi...

Species of flowering plant in the family Amaryllidaceae Allium ursinum Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Monocots Order: Asparagales Family: Amaryllidaceae Subfamily: Allioideae Genus: Allium Subgenus: A. subg. Amerallium Species: A. ursinum Binomial name Allium ursinumL. Synonyms[1] Species synonymy Aglitheis ursina (L.) Raf. Allium latifolium Gilib. Allium longipetiolatum St.-Lag. Allium nemorale Salisb. Allium petiolatum ...

Turkish artistic gymnast (born 1995) İbrahim ÇolakÇolak at the 2019 Summer UniversiadePersonal informationBorn (1995-01-07) 7 January 1995 (age 28)Konak, İzmir, TurkeyHeight165 cm (5 ft 5 in)DisciplineMen's artistic gymnasticsLevelSenior International EliteYears on national team2012–present (TUR)ClubSavkar Cimnastik Spor KulubuHead coach(es)Yilmaz Goktekin Medal record Representing  Turkey Men's artistic Gymnastics World Championships 2019 Stuttga...

Nevado Chacaltaya Vista del glaciar.Localización geográficaContinente América del SurCordillera AndesCoordenadas 16°21′12″S 68°07′53″O / -16.353333333333, -68.131388888889Localización administrativaPaís Bolivia BoliviaDivisión Departamento de La PazCaracterísticas generalesTipo NevadoAltitud 5421Montañismo1.ª ascensión n/dRuta roca/nieve/hieloMapa de localización Nevado Chacaltaya Ubicación en Departamento de La Paz (Bolivia). Nevado Chacaltaya Ubica...

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) You can help expand this article with text translated from the corresponding article in Slovene. (December 2023) Click [show] for important translation instructions. View a machine-translated version of the Slovene article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators ...

黄土地基本资料导演陈凯歌编剧张子良柯蓝主演薛白王学圻谭托刘强配乐赵季平摄影张艺谋剪辑裴小南制片商广西电影制片厂片长89分钟产地 中国大陆语言普通話上映及发行上映日期1984 《黄土地》（英文： Yellow Earth）是一部1984年出品的中国电影。它是陈凯歌导演的第一部电影。张艺谋是本片的摄影师。影片主要展现了在黄土高原上生活的农民的贫苦生活，落后的婚嫁习俗�...

NGC 3377 NGC 3377DescubrimientuDescubridor William HerschelData 8 d'abril de 1784Datos d'observación(dómina J2000)Tipu elíptica (Y5)Ascensión reuta 10h 47m 42,3sDeclinación +13° 59' 09Magnitú aparente (V) 10,2Tamañu aparente (V) 5,0' × 3,0'Desplazamientu al bermeyu 0,002322Constelación LleoOtres designaciones3377, UGC 5899, MCG 2-28-9, ZWG 66.16, PGC 32249Socesión de galaxes NGC 3376 NGC 3377 NGC 3378 [editar datos en Wikidata] NGC 3377 ye una galaxa elíptica (Y5) alcontrada na d...

En Matemáticas, Ciencias de la computación y teoría de grafos, una matriz de distancias es una Matriz cuadrada cuyos elementos representan las Distancias entre los puntos, tomados por pares, de un conjunto. Dependiendo de su aplicación, la distancia usada para definir esta matriz puede o no ser una métrica. Se trata, por lo tanto, de una matriz simétrica de tamaño N × N {\displaystyle N\times N} (dado un conjunto de N {\displaystyle N} puntos en el Espacio euclídeo) conteniendo...

2382 NonieDenumiri alternative1977 GA, 1979 YTTip obiectAsteroid[1]  CategorieCentura de asteroiziDate generaleDescoperire13 aprilie 1977Caracteristicile orbiteiSemiaxa mare2,7612 uaDistanța la periheliu1,8495 uaDistanța la afeliu3,6728 uaExcentricitatea0,3301Perioada sinodică4 ani, 215 zile, 21 oreViteza medie pe orbită17,92 km/sDate fizicePerioada rotației siderale15,085 hÎnclinarea ecuatorului pe orbită30,97°Magnitudine absolută11,4Locul descopeririiPerth Observatory[...