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This is an alphabetical list of bus and coach stations in London. Bus station Location Local authority Image Addington Village Interchange Addington Croydon Aldgate bus station[1] Aldgate City of London Beckton bus station[2] Beckton Newham Becontree Heath bus station[3] Becontree Heath Barking and Dagenham Brent Cross bus station[4] Brent Cross Barnet Canada Water bus station[5] Canada Water Southwark Canning Town bus station[6] Canning Town N...

Uwe Bein Informasi pribadiNama lengkap Uwe BeinTanggal lahir 26 September 1960 (umur 63)Tempat lahir Heringen, JermanPosisi bermain GelandangKarier senior*Tahun Tim Tampil (Gol)1978-1984 Kickers Offenbach 1984-1987 Köln 1987-1989 Hamburg 1989-1994 Eintracht Frankfurt 1994-1997 Urawa Reds 1997-1998 Gießen Tim nasional1989-1993 Jerman 17 (3) * Penampilan dan gol di klub senior hanya dihitung dari liga domestik Uwe Bein (lahir 26 September 1960) adalah pemain sepak bola asal Jerman. Stat...

English footballer (born 1943) For the Australian rugby league footballer, see Chris Lawler (rugby league). Chris Lawler Lawler in 2007Personal informationFull name Christopher LawlerDate of birth (1943-10-20) 20 October 1943 (age 80)Place of birth Liverpool, EnglandPosition(s) Right-backSenior career*Years Team Apps (Gls)1960–1975 Liverpool 406 (41)1975–1977 Portsmouth 36 (0)1976 → Miami Toros (loan) 21 (1)1977–1978 Stockport County 36 (3)1978 Bangor City 20 (1)1980 Raufoss IL 1...

OsascoMunicipalityThe Municipality of Osasco BenderaLambangJulukan: OzCountry BrazilRegionSoutheastState São PauloPemerintahan • MayorEmidio Pereira de Souza (PT)Luas • Total65 km2 (25 sq mi)Ketinggian760 m (2,490 ft)Populasi (2008)[1] • Total718.643 • Kepadatan10.981,2/km2 (284,410/sq mi)Zona waktuUTC-3 (UTC-3) • Musim panas (DST)UTC-2 (UTC-2)Postal Code06000-000Kode area te...

Docosia sciarina Klasifikasi ilmiah Kerajaan: Animalia Filum: Arthropoda Kelas: Insecta Ordo: Diptera Famili: Mycetophilidae Genus: Docosia Spesies: Docosia sciarina Docosia sciarina adalah spesies lalat yang berasal dari genus Docosia dan famili Mycetophilidae. Lalat ini juga merupakan bagian dari ordo Diptera, kelas Insecta, filum Arthropoda, dan kingdom Animalia. Lalat ini biasanya dapat ditemui di tempat lembap. Referensi Bisby F.A., Roskov Y.R., Orrell T.M., Nicolson D., Paglinawan L.E....

Community in San Diego County, California 32°41′50.19″N 117°14′49.33″W / 32.6972750°N 117.2470361°W / 32.6972750; -117.2470361 The Wooded Area is a neighborhood within the community of Point Loma, San Diego, California. It encompasses the hilltop area south of Talbot Street on both sides of Catalina Boulevard; the area west of Catalina is also referred to as the College Area. The Wooded Area borders Naval Base Point Loma to the south, La Playa to the east, ...

Disambiguazione – San Bonaventura rimanda qui. Se stai cercando la chiesa di Campitelli, vedi San Bonaventura al Palatino. San Bonaventura da BagnoregioIl santo in una tempera ad olio di Vittore Crivelli, dipinta attorno al 1500 Cardinale vescovo di Albano e dottore della Chiesa  Nascita1217/1221 a Bagnoregio Morte15 luglio 1274 a Lione Venerato daChiesa cattolica e Chiesa anglicana Canonizzazione14 aprile 1482 da papa Sisto IV Ricorrenza15 luglio AttributiBastone pastora...

Pada nama Vietnam ini, nama keluarga-nya adalah Lê, namun seringkali disederhanakan menjadi Le dalam teks bahasa Inggris. Menurut kebiasaan Vietnam, tokoh ini dipanggil dengan nama pemberian-nya Anh. His ExcellencyLê Đức Anh Presiden Vietnam ke-4Masa jabatan22 September 1992 – 24 September 1997Perdana MenteriVõ Văn KiệtWakil PresidenNguyễn Thị Bình PendahuluVõ Chí CôngPenggantiTrần Đức LươngKetua Dewan Pertahanan dan Keamanan NasionalMasa jabatan22 Septe...

G11 Members Group of Eleven (G11) is a forum, constituted by mostly developing countries aimed at easing their debt burden (government debt), narrowing the income gap with rich countries and lifting their people out of poverty. History King Abdullah of Jordan first proposed the group in 2005. Objective The group of eleven is a forum, constituted by mostly developing countries aimed at easing their debt burden and narrowing the gap with rich countries to lift, ‘millions out of poverty’. Th...

此条目序言章节没有充分总结全文内容要点。 (2019年3月21日)请考虑扩充序言，清晰概述条目所有重點。请在条目的讨论页讨论此问题。 哈萨克斯坦總統哈薩克總統旗現任Қасым-Жомарт Кемелұлы Тоқаев卡瑟姆若马尔特·托卡耶夫自2019年3月20日在任任期7年首任努尔苏丹·纳扎尔巴耶夫设立1990年4月24日（哈薩克蘇維埃社會主義共和國總統） 哈萨克斯坦 哈萨克斯坦政府...

Навчально-науковий інститут інноваційних освітніх технологій Західноукраїнського національного університету Герб навчально-наукового інституту інноваційних освітніх технологій ЗУНУ Скорочена назва ННІІОТ ЗУНУ Основні дані Засновано 2013 Заклад Західноукраїнський �...

Traditional British pudding Eve's puddingA home-made Eve's puddingTypePuddingPlace of originUnited KingdomMain ingredientsVictoria sponge cake, apples  Media: Eve's pudding Eve's pudding, also known as Mother Eve's pudding, is a type of traditional British pudding made from apples baked under a Victoria sponge cake mixture.[1] The name is a reference to the apple variety traditionally used (an eating apple) called Eve.[2] The pudding can be served with custard, cream,...

Axel von Sneidern Född9 september 1875[1][2]Skallsjö församling[3][1][2], SverigeDöd23 maj 1950[1][2] (74 år)Holms församling[1][2], SverigeMedborgare iSverigeUtbildad vidUppsala universitet[2]Kungliga Tekniska högskolan[2] SysselsättningGodsägare[3][2], politiker[2]BefattningAndrakammarledamot, Älvsborgs läns norra valkrets (1912–1920)[2]Förstakammarledamot, Älvsborgs läns valkrets (1921–1927)[4][2]Landshövding i Älvsborgs län (1922–1941)[2]Politiskt par...

The InformerPoster rilis teatrikalSutradaraJohn FordProduserJohn FordCliff Reid (orang sejawat)SkenarioDudley NicholsBerdasarkanThe Informeroleh Liam O'FlahertyPemeranVictor McLaglenHeather AngelPreston FosterMargot GrahameWallace FordUna O'ConnorPenata musikMax SteinerSinematograferJoseph H. AugustPenyuntingGeorge HivelyPerusahaanproduksiRKO Radio PicturesDistributorRKO Radio Pictures (AS)Tanggal rilis 09 Mei 1935 (1935-05-09) (AS) Durasi91 menitNegaraAmerika SerikatBahasaIngg...

1975 studio album by the SylversShowcaseStudio album by the SylversReleasedAugust 20, 1975Recorded1974–1975StudioTotal Experience Recording Studios(Hollywood, California)GenreSoul, DiscoLabelCapitolProducerFreddie PerrenThe Sylvers chronology The Sylvers III(1974) Showcase(1975) Something Special(1976) Showcase is the fourth album by the Los Angeles, California-based R&B group the Sylvers. Reception Professional ratingsReview scoresSourceRatingAllmusic [1]Christgau's...

20° 北纬20度线 使用下方服务在地图上显示所有坐标： OpenStreetMap 下载坐标为： KML GPX（所有坐标） GPX（主坐标） GPX（辅助坐标） 圖中紅線為北緯20度線構成的利比亚與苏丹邊界部分。 北緯20度線是地球赤道平面以北20度的纬线。它穿過非洲、亚洲、印度洋、太平洋、北美洲、加勒比地區和大西洋。 該線構成了利比亚和蘇丹邊界的一段，在蘇丹內部又是北方州和北达尔富尔�...

Sadyr JaparovСадыр Жапаров Presiden KirgiztanPetahanaMulai menjabat 28 Januari 2021Perdana MenteriArtem Novikov (Plt.)Ulukbek MaripovAkylbek JaparovPendahuluTalant Mamytov (Plt.)PenggantiPetahanaMasa jabatan15 Oktober 2020 – 14 November 2020PendahuluSooronbay JeenbekovPenggantiTalant MamytovPerdana Menteri KirgizstanMasa jabatan6 Oktober 2020 – 14 November 2020PresidenSooronbay JeenbekovDirinya sendiriTalant MamytovPendahuluKubatbek BoronovPenggantiArtem ...

Illegal items For other uses, see Contraband (disambiguation). This article needs to be updated. Please help update this article to reflect recent events or newly available information. (December 2022) Contraband (from Medieval French contrebande smuggling)[1] is any item that, relating to its nature, is illegal to be possessed or sold. It comprises goods that by their nature are considered too dangerous or offensive in the eyes of the legislator—termed contraband in se—and forbid...

中華民国政治関連項目 中華民国の政治中華民国憲法中華民国憲法増修条文中華民国政府 総統頼清徳副総統蕭美琴 中華民国総統府中華民国総統選挙中華民国立法委員選挙中華民国立法委員選挙区 行政院 • 立法院司法院 • 監察院考試院 国民大会（-2005年） 最高法院 政党制度・政党一覧 与党（少数与党）民主進歩党（立51　県市長5）立法委員を有する野党中国�...

Simultaneous game found in game theory A coordination game is a type of simultaneous game found in game theory. It describes the situation where a player will earn a higher payoff when they select the same course of action as another player. The game is not one of pure conflict, which results in multiple pure strategy Nash equilibria in which players choose matching strategies. Figure 1 shows a 2-player example. Player 2 Left Right Player 1 Up 2,4 1,3 Down 1,3 2,4  Figure 1: Payoffs for ...