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Die chinesische Stadt Shenzhen am Rande Hongkongs hatte 1979 nur 30.000 Einwohner, im Jahr 2011 etwa 12,5 Millionen. Bis 2017 war diese Zahl jedoch kaum weiter gewachsen. Unter Urbanisierung (lateinisch urbs ‚Stadt‘) versteht man die Ausbreitung städtischer Lebensformen. Diese kann sich einerseits im Wachstum von Städten ausdrücken (physische Urbanisierung oder „Verstädterung“ im engeren Sinne), andererseits durch eine mit städtischen Standards vergleichbare infrastr...
Waypoint in adventure sports An orienteer about to punch at a control Control on a permanent course A control point (CP, also control and checkpoint) is a marked waypoint used in orienteering and related sports such as rogaining and adventure racing. It is located in the competition area; marked both on an orienteering map and in the terrain, and described on a control description sheet. The control point must be identifiable on the map and on the ground. A control point has three components:...
Hoher ListView of the Hoher List from the Mäuseberg. A dome of the Hoher List Observatory may be seen amongst the trees.Highest pointElevation549.1 m above sea level (NN) (1,802 ft) [1]Coordinates50°09′42″N 6°50′55″E / 50.16167°N 6.84861°E / 50.16167; 6.84861GeographyHoher ListHoher List in Rhineland-Palatinate LocationVulkaneifel, Rhineland-Palatinate, GermanyParent rangeVolcanic EifelGeologyMountain typeStratovolcano The ...
松壽 关于同名或類似名的其它條目描述,請見「松壽」。 松壽(1849年—1911年11月9日),佟佳氏,字鶴齡,滿洲正白旗人。清朝官员。 生平 以廕生任工部筆帖式,累遷郎中。出為陝西督糧道。光緒二十一年(1895年),晉山東按察使。二十二年(1896年),調江西,晉江寧布政使。二十四年(1898年),擢江西巡撫。三年后歷江蘇巡撫、河南巡撫,加尚書銜。二十八...
Notation for a polyhedron's vertex figure Icosidodecahedron Vertex figure represented as3.5.3.5 or (3.5)2 In geometry, a vertex configuration[1][2][3][4] is a shorthand notation for representing the vertex figure of a polyhedron or tiling as the sequence of faces around a vertex. For uniform polyhedra there is only one vertex type and therefore the vertex configuration fully defines the polyhedron. (Chiral polyhedra exist in mirror-image pairs with the same ver...
UC San Diego Tritons 2023–24 UC San Diego Tritons men's basketball team UniversityUniversity of California San DiegoFirst season1965All-time record712–683 (.510)[1]Head coachEric Olen (11th season)ConferenceBig West ConferenceLocationLa Jolla, CaliforniaArenaRIMAC Arena (Capacity: 4,200)NicknameTritonsColorsBlue and gold[2] Uniforms Home Away NCAA tournament Sweet SixteenDivision III: 1991Division II: 2016, 2017NCAA tournament round of 32Division...
Este artigo ou secção contém uma lista de referências no fim do texto, mas as suas fontes não são claras porque não são citadas no corpo do artigo, o que compromete a confiabilidade das informações. Ajude a melhorar este artigo inserindo citações no corpo do artigo. (Agosto de 2021) Margarida da Provença Margarida da Provença Rainha Consorte de França Reinado 27 de maio de 1234 – 25 de agosto de 1270 Coroação 28 de maio de 1234 Antecessor(a) Branca de Castela Sucessor(a) Is...
American actor (born 1964) Not to be confused with Nicholas Gage. Nick Cage redirects here. Not to be confused with Nick Cave or Nick Gage. Nicolas CageCage at the 2013 Deauville American Film FestivalBornNicolas Kim Coppola (1964-01-07) January 7, 1964 (age 59)Long Beach, California, U.S.Occupation(s)Actor, film producerYears active1981–presentWorksFull listSpouses Patricia Arquette (m. 1995; div. 2001) Lisa Marie Presley ...
Melkite Greek Catholic archeparchy in Israel Archeparchy of Akka (Melkite Greek)Archieparchia Ptolemaidensis Melchitarumأبرشية عكا وحيفا والناصرة وسائر الجليل للروم الملكيين الكاثوليكSt. Elijah CathedralLocationCountryIsraelHeadquartersSyriaStatisticsPopulation- Catholics(as of 2012)76,700Parishes33InformationDenominationMelkite Greek Catholic ChurchRiteByzantine RiteEstablished1753CathedralSaint Elias CathedralCurrent leadershipPope...
American crime drama television series QuarryGenre Action Crime drama Neo-noir Crime thriller Created by Graham Gordy Michael D. Fuller Based onQuarry byMax Allan CollinsWritten by Graham Gordy Michael D. Fuller Jennifer Schuur Max Allan Collins Directed byGreg YaitanesStarring Logan Marshall-Green Jodi Balfour Damon Herriman Edoardo Ballerini Nikki Amuka-Bird Aoibhinn McGinnity Mustafa Shakir Peter Mullan ComposerKris DirksenCountry of originUnited StatesOriginal languageEnglishNo. of season...
RCA Thesaurus, a brand owned by RCA Victor, was a supplier of electrical transcriptions.[1] Efforts were made as early as 1936 to consolidate The RCA Victor Transcription service with NBC's independent transcription service within the NBC radio network. NBC'sThesaurus catalog system and library of recordings was not completely merged with RCA's catalog until 1939 when the consolidation was completed in an effort to compete with rival transcription services which were available at the ...
Australian passenger ferry and Royal Navy seaplane carrier For other ships with the same name, see HMS Nairana. 37°50′27″S 144°55′13″E / 37.8407°S 144.9204°E / -37.8407; 144.9204 Nairana in dazzle camouflage History Australia NameNairana NamesakeTasmanian word for wedge-tailed eagle OwnerHuddart Parker Ordered22 January 1914 BuilderWilliam Denny and Brothers, Dumbarton, Scotland Cost£129,830 Laid down1914 Launched21 June 1915 FatePurchased by Royal Navy, 2...
Bilateral relationsPalau–Spain relations Palau Spain Palau–Spain relations are the bilateral and diplomatic relations between these two countries. Palau currently has no diplomatic or consular representation in Spain. However, Spain has a consulate in Koror,[1] while the embassy representing Spain for Palau is in Manila, Philippines.[2] Historical relations It is believed that the first European explorer to see the islands was the Spanish Gonzalo Gómez de Espinosa in 1522...
Southeast Asian cinema is the film industry and films produced in, or by natives of Southeast Asia. It includes any films produced in Brunei, Cambodia, East Timor, Indonesia, Laos, Malaysia, Myanmar, the Philippines, Singapore, Thailand and Vietnam. The majority of the films made in this region came from the Philippines, Thailand, and Indonesia where its filmmaking industries in these countries are already well-established with film directors such as Lino Brocka, Apichatpong Weerasethakul, an...
כיפת הסלע כיפת בית הכנסת החורבה, צילום משנת 1939 כיפת מקדש הבאב במרכז הבהאי העולמי בחיפה כפי שנשקפת מכיכר אונסקו. כיפה היא מבנה אדריכלי בצורת קליפה של חצי כדור המשמש לקירוי של חללים. צורה זו היא למעשה מעטפת דקה של הצורה הגאומטרית הנקראת כיפה. המונח כיפה מתייחס אמנם לצורה זו, אך...
Nysa Nysa 522 T Producent ZBNS/FSD/FSO-ZSD Zaprezentowany 1957[1] Okres produkcji 1959–1994[2] Miejsce produkcji Nysa Dane techniczne Segment samochód dostawczy Typy nadwozia furgon, mikrobus, towos, sanitarka, chłodnia Silniki Benzynowe:M-20: R4 SV 2120 cm³ 50 KMS-21: R4 OHV 2120 cm³ 70 KM Skrzynia biegów 3 i 4-biegowa manualna Napęd tylny Długość N57: 4400 mm501: 4410 mm521/522: 4500–4550 mm Szerokość 1760 mm Wysokość 1955 mm501: 2050 mm521/522: 2235 mm Rozstaw osi 2700 mm...
30th Airlift Squadron 153d Airlift Wing C-130 Hercules over the RockiesActive1942–1943; 1952–1965; 1967–2003; 2006–2015Country United StatesBranch United States Air ForceRoleAirliftMotto(s)Ubivis Quando Vis Latin Anytime, AnywhereDecorationsAir Force Meritorious Unit AwardAir Force Outstanding Unit AwardRepublic of Vietnam Gallantry Cross with PalmInsignia30th Airlift Squadron emblem[note 1][1]30th Air Transport Squadron emblem[note 2]Military unit 3...
青年佔領政治成立時間2014年4月25日創始人冼義哲邱柏瑋潘翰聲巫紫汝類型非營利組織重要人物冼義哲林佳諭張峻偉邱柏瑋羅丹口號大於十八,我要投票小於二三,我要參政青年佔領,全面參選網站<青年佔領政治>臉書頁粉絲團 青年佔領政治(Youth Occupy Politics)是一個台灣青年政治(英语:Youth politics)組織,致力於推動「第八次憲改」、下修投票與參選年齡、選制改革...
The Man Who Knew InfinityTheatrical release posterSutradaraMatthew BrownProduserEdward R. PressmanJim YoungJoe ThomasMark MontgomerySkenarioMatthew BrownBerdasarkanThe Man Who Knew Infinityoleh Robert KanigelPemeranDev PatelJeremy IronsDevika BhiseToby JonesStephen FryJeremy NorthamKevin McNallyEnzo CilentiPenata musikCoby BrownSinematograferLarry SmithPenyuntingJC BondPerusahaanproduksiPressman FilmXeitgeist Entertainment GroupCayenne Pepper ProductionsDistributorWarner Bros.(Inggrisbr...
Cet article est une ébauche concernant les mathématiques. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Pour les articles homonymes, voir Algèbre (homonymie). En mathématiques, une algèbre de Hopf, du nom du mathématicien Heinz Hopf, est une bialgèbre qui possède en plus une opération (l'antipode) qui généralise la notion de passage à l'inverse dans un groupe. Ces algèbres ont été introduites à...