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Teatro reale daneseTeatro reale danese, CopenaghenUbicazioneStato Danimarca LocalitàCopenaghen IndirizzoKongens Nytorv Dati tecniciCapienza1.600 posti RealizzazioneCostruzione1748 Inaugurazione1874 ArchitettoVilhelm Dahlerup Sito ufficiale Modifica dati su Wikidata · ManualeCoordinate: 55°40′46.66″N 12°35′09.61″E / 55.679628°N 12.586003°E55.679628; 12.586003 Il Teatro reale danese (danese: Det Kongelige Teater) è al tempo stesso l'istituto nazionale da...

DR-Baureihe 52 Lok der Baureihe 52 im Eisenbahnmuseum NördlingenLok der Baureihe 52 im Eisenbahnmuseum Nördlingen Nummerierung: siehe Text Anzahl: insgesamt über 6000 bis mehr als 7000 Nach dem zweiten Weltkrieg: Deutschland: 2760, inklusive der 360 Nachbauloks DR: 1500, ab 1955 nur noch 800 DB: 820–921 + 88 Nachbauloks Österreich: 750, ab 1953 mehr als 313 UdSSR: 2000, ab 1955 mehr als 2700 Polen: 1116–1207 + 150 Nachbauloks ČSD: 200 Belgien: 100 Nachbauloks Norwegen: 74 Türkei: 53...

До вашої уваги щомісячний дайджест від ГО «Вікімедіа Україна». Традиційно розповідаємо про поточні події та нашу роботу за попередній місяць. Поточні події 1 травня почався міжнародний конкурс «Вікі любить Землю», який координує «Вікімедіа Україна». Важливі новини: укр�...

  لمعانٍ أخرى، طالع دون تايلور (توضيح). دون تايلور معلومات شخصية الميلاد 2 مارس 1923  أوكلاند  الوفاة 5 ديسمبر 1980 (57 سنة)   الجنسية نيوزيلندا  الحياة العملية الفرق منتخب نيوزيلندا للكريكت (1947–1956)فريق أوكلاند للكريكت  [لغات أخرى]‏نادي وارويكشاير للكريكيت
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العلاقات البرازيلية - الإسرائيلية   البرازيل   إسرائيل الحدود لا حدود برية بين البلدين تعديل مصدري - تعديل   البرازيل لديها سفارة في تل أبيب وقنصلية شرفية في حيفا. ولدى إسرائيل سفارة في برازيليا وقنصلية عامة في ساو باولو. تحافظ الدولتين على علاقات وثيقة في المجال

?Uncinocarpus Біологічна класифікація Домен: Еукаріоти (Eukaryota) Царство: Гриби (Fungi) Відділ: Аскомікотові гриби (Ascomycota) Клас: Eurotiomycetes Порядок: Onygenales Родина: Onygenaceae Рід: UncinocarpusSigler & G.F. Orr Синоніми * Brunneospora [1] Посилання Вікісховище: Uncinocarpus EOL: 22205 NCBI: 33187 MB: 5670 IF: 5670 Uncinocarpus — рід гриб

Vicente Gil: Adoração dos três Reis Magos (1498-1518) no Museu Nacional Machado de Castro. O cantar dos reis ou reisadas[1] é uma tradição secular portuguesa celebrada por volta do dia de Reis. Nesta, um grupo de populares, chamados de reiseiros, tocam e cantam às portas das casas, invocando a celebração da visita dos três Reis Magos para pedir esmolas e donativos.[2] É muito semelhante à tradição das janeiras, que usa como pretexto o ano-novo. O costume é já referido no final...

High King of Ireland from 980 to 1002 Mael SechnaillAn imaginative sculpture depicting Máel SeachnaillHigh King of IrelandReign980 – 1002 (first reign)PredecessorMuirchertach mac Mael SechnaillSuccessorOlav Sitryggsson IIKing of MideReign976 – 2 September 1022PredecessorMuirchertach mac Mael SechnaillSuccessorMael Sechnaill Got mac Mael SechnaillBorn949IrelandDied2 September 1022Lough Ennell, County WestmeathSpouseGormflaith ingen MurchadaMáel Muire ingen AmlaíbIssueConchobarFlannConga...

Colombian guerilla leader Manuel Pérez Martínez Manuel Pérez Martínez (May 9, 1943 – February 14, 1998), also known as El Cura Pérez (Pérez the Priest), was the leader of the Colombian National Liberation Army (ELN) for over three decades. The ELN was the second-largest rebel group in Colombia at that time.[1] Biography Born in Alfamén, Spain, Pérez was originally a priest, and worked in Spain, France, Haiti, and the Dominican Republic. Following his defrocking and expulsion...

Diagram Lokasi Istimewa 4 9 2 3 5 7 8 1 6 Bentuk diagram asli. Notasi modern(Kotak nomor 5 merupakan lokasi istimewa). Tiongkok kuno meliputi beragam kepercayaan budaya, struktur sosial, ekonomi dan kapasitas teknologi yang secara historis mempengaruhi desain perkotaan pada periode awal peradaban Tiongkok. Faktor-faktor yang telah membentuk perkembangan urbanisme Tiongkok termasuk: fengshui, geomansi dan astronomi, sistem lokasi istimewa, keyakinan kosmologi bahwa Surga itu bulat dan Bumi ber...

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2020. West Bay (Arab: بندر الغربي) adalah sebuah lingkungan yang baru dikembangkan di Ibu kota Qatar, Doha. Ini dianggap sebagai salah satu lingkungan distrik paling terkemuka di Doha, merupakan distrik terakhir yang dibangun. West Bay termasu...

Syncona logo Syncona (LSE: SYNC) is a large British closed-ended investment trust dedicated to life science investments. Co-founded as Syncona Partners in 2012 by current CEO Martin Murphy and the Wellcome Trust, before merging with the Battle Against Cancer Investment Trust ('BACIT') in December 2016 and listing publicly, the company is listed on the London Stock Exchange and is a constituent of the FTSE 250 Index.[1] Its Chair is Melanie Gee.[2] References ^ BACIT Chang...

American professional football season 2023 Seattle Sea Dragons seasonOwnerAlpha Acquico, LLCGeneral managerJim HaslettHead coachJim HaslettHome fieldLumen FieldResultsRecord7–3Division place2nd XFL NorthPlayoff finishLost Division Finals (at DC Defenders) 21–37 ← 2020 Seattle Sea Dragons 2024 → The 2023 Seattle Sea Dragons season was the second season for the Seattle Sea Dragons as a professional American football franchise. They played as charter members of the...

La cuenca del río Toltén es el espacio natural comprendido por la cuenca hidrográfica del río Toltén. Este espacio coincide con el espacio administrativo homónimo definido en el inventario de cuencas de Chile con el número 094 que se extiende desde la divisoria de las aguas en la cordillera de los Andes hasta su desembocadura en el océano Pacífico. Se subdivide en 4 subcuencas y 30 subsubcuencas con un total de 8193 km². A partir de la década de 1970 se ha ampliado el concepto de c...

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 includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help to improve this article by introducing more precise citations. (July 2014) (Learn how and when to remove this template message) This article relies largely or entirely on a single sourc...

Project that includes a 215m residential tower in Rotterdam, the Netherlands De ZalmhavenGeneral informationStatusCompletedTypeResidentialLocationRotterdam, NetherlandsCoordinates51°54′37″N 4°28′50″E / 51.91028°N 4.48056°E / 51.91028; 4.48056Construction started25 October 2018Completed2022HeightArchitectural215 metres (705 ft) [1]Roof187.9 metres (616 ft) [1]Technical detailsFloor count61 [2]Lifts/elevators4Design and const...

Small wild cat Flat-headed cat Conservation status Endangered (IUCN 3.1)[2] CITES Appendix I (CITES)[2] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Carnivora Suborder: Feliformia Family: Felidae Subfamily: Felinae Genus: Prionailurus Species: P. planiceps[1] Binomial name Prionailurus planiceps[1](Vigors & Horsfield, 1827) Distribution of the flat-headed cat, 2015[2] The flat-h...

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: Fuel for the Hate Game – news · newspapers · books · scholar · JSTOR (July 2021) (Learn how and when to remove this template message) 1997 studio album by Hot Water MusicFuel for the Hate GameStudio album by Hot Water MusicReleasedFebruary 28, 1997Recor...

American architect (1886–1958) This article is about the art deco furniture designer and architect. For the art historian, see Paul Frankl. Paul T. FranklBornPaul Theodore Frankl(1886-10-14)October 14, 1886Vienna, AustriaDiedMarch 21, 1958(1958-03-21) (aged 71)Los Angeles, California, United StatesNationalityAustrian/AmericanOccupationArchitectPracticeArt Deco, fine artProjectsSkyscraper Paul T. Frankl (October 14, 1886 – March 21, 1958), an Art Deco furniture designer and maker,...

Not to be confused with Kauffman bracket. In knot theory, the Kauffman polynomial is a 2-variable knot polynomial due to Louis Kauffman.[1] It is initially defined on a link diagram as F ( K ) ( a , z ) = a − w ( K ) L ( K ) {\displaystyle F(K)(a,z)=a^{-w(K)}L(K)\,} , where w ( K ) {\displaystyle w(K)} is the writhe of the link diagram and L ( K ) {\displaystyle L(K)} is a polynomial in a and z defined on link diagrams by the following properties: L ( O ) = 1 {\displaystyle L(O...