Challenger Cup féminine de volley-ball
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Drini Pemphis acidula Status konservasiRisiko rendahIUCN178838 TaksonomiDivisiTracheophytaSubdivisiSpermatophytesKladAngiospermaeKladmesangiospermsKladeudicotsKladcore eudicotsKladSuperrosidaeKladrosidsKladmalvidsOrdoMyrtalesFamiliLythraceaeSubfamiliLythroideaeGenusPemphisSpesiesPemphis acidula Forster dan G.Forst., 1775 lbs Pemphis acidula, umumnya dikenal sebagai setigi, drini bantigi atau mentigi,[2][3] adalah spesies tumbuhan berbunga dalam keluarga Lythraceae . Ini adalah...
Fångad av en stormvindBerkas:Fångad av en stormvind.jpgLagu oleh Carola Häggkvistdari album Carola HitsFormatSingel 7-inch · Singel 12-inch · Singel CD · Singel maxiGenreSchlager SwediaDurasi3:00LabelRival · RCA · BMG AriolaPenciptaStephan BergProduserStephan Berg Fångad av en stormvindPerwakilan Kontes Lagu Eurovision 1991NegaraSwediaArtisCarola HäggkvistSebagaiCarolaBahasaSwediaKomposerStephan BergPenulis lirikStephan BergKond...
Novel by Elif Safak AuthorElif ShafakCountryTurkeyLanguageEnglishGenreHistorical fictionPublisherViking PressPublication date2013Published in English2013ISBN9780525427971 The Architect's Apprentice (Turkish: Ustam ve Ben, My Master and Me) is a 2013 historical fiction novel by Elif Shafak, set in the 16th century Ottoman Empire. Shafak originally wrote the novel in English and assisted its translation into Turkish.[1] It follows the fictional life of Jahan, an elephant keeper to ...
River in the Iberian peninsula For other uses, see Guadiana (disambiguation). Guadiana RiverRio GuadianaThe Guadiana River in the area around Serpa, PortugalAbout 83 percent, 55,000 square kilometres (21,000 sq mi), of the River Guadiana watershed is in Spain; the rest is in Portugal (interactive map)EtymologyArabic derivative of Wādī + Ana, meaning River Valley AnaLocationCountrySpain and PortugalPhysical characteristicsSourceOjos del Guadiana • location...
Para otros usos de este término, véanse Támesis (desambiguación) y Thames (desambiguación). Río Támesis River Thames El Támesis en Londres a la puesta de solUbicación geográficaCuenca TámesisNacimiento Montes CotswoldDesembocadura Estuario del Támesis en el mar del NorteCoordenadas 51°30′N 0°37′E / 51.5, 0.61Ubicación administrativaPaís Reino UnidoDivisión Gloucestershire, Wiltshire, Oxfordshire, Berkshire, Buckinghamshire, Surrey, Essex, Kent y ...
Kapnofili adalah mikroorganisme yang mampu hidup dan berkembang pada lingkungan karbon dioksida dengan konsentrasi tinggi atau pada daerah yang memiliki kadar oksigen sangat rendah. Kondisi tersebut dapat ditemukan di saluran usus, saluran pernapasan dan jaringan lain di mana patogen dapat tumbuh dan berkembang. Selain itu kapnofili dapat ditemukan di lingkungan seperti lambung binatang Ruminansia, misalnya Mannheimia succiniciproducens. Contoh lainnya adalah Aggregatibacter spp gram-negatif....
National park in Cambodia Kirirom National ParkPreah Suramarit-Kossamak Kirirom National Park, Khmer: ឧទ្យានជាតិព្រះសុរាម្រិត-កុសមៈ គិរីរម្យIUCN category II (national park)[1]A natural lake in KiriromLocation within CambodiaLocationPhnom Sruoch District, Kampong Speu Province, CambodiaNearest cityChbar MonCoordinates11°18′37″N 104°03′04″E / 11.31022059°N 104.05102995°E / 11...
Torneo Rio-San Paolo 1998Torneio Rio-São Paulo 1998 Competizione Torneo Rio-San Paolo Sport Calcio Edizione 21ª Date dal 21 gennaio 1998al 3 marzo 1998 Luogo Brasile Partecipanti 8 Risultati Vincitore Botafogo(4º titolo) Secondo San Paolo Statistiche Miglior marcatore Dodô (San Paolo), 5 gol Incontri disputati 30 Gol segnati 83 (2,77 per incontro) Cronologia della competizione 1997 1999 Manuale Il Torneo Rio-San Paolo 1998 (ufficialmente in portoghese ...
Braille script used in Taiwan for Standard Mandarin Taiwanese Braille⠅⠒⠂⠳⠈⠀⠙⠞⠈⠓⠱⠐Script type Semisyllabary Print basisZhuyinLanguagesStandard MandarinRelated scriptsParent systemsNight writingBrailleTaiwanese Braille A quadriscriptal text in Chinese and Roman print and braille. In the lower right corner is the character 結 jié, written in braille as ⠅⠬⠂ gyé; compare 西 xī at the center top, rendered in braille as ⠑⠡⠄ syī. Taiwanese Braille is the brai...
Запрос «Пугачёва» перенаправляется сюда; см. также другие значения. Алла Пугачёва На фестивале «Славянский базар в Витебске», 2016 год Основная информация Полное имя Алла Борисовна Пугачёва Дата рождения 15 апреля 1949(1949-04-15) (75 лет) Место рождения Москва, СССР[1]...
American novelist (born 1930) Barbara G. Walker (born July 2, 1930, in Philadelphia, Pennsylvania) is an American author and feminist. She is a knitting expert and the author of over ten encyclopedic knitting references, despite not taking to it at all when she first learned in college.[1][2] Other topics she has written about are religion, New Age, the occult, spirituality, and mythology. Books Knitting In the 1960s and 1970s, Walker authored several volumes of knitting refer...
Questa voce sull'argomento ciclisti tedeschi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Sebastian Lang Sebastian Lang Nazionalità Germania Altezza 187 cm Peso 75 kg Ciclismo Specialità Strada Termine carriera 2011 CarrieraSquadre di club 1999-2001Team Köstritzer2002-2008 Gerolsteiner2009 Silence-Lotto2010-2011 Omega PharmaNazionale 2002-2008 Germania Statistiche aggiornate al maggio 2023 Modifica dati su Wikidata ...
Elections to the Dunfermline District Council took place in May 1992, alongside elections to the councils of Scotland's various other districts. The result of the election Aggregate results Dunfermline District Election Result 1992[1] Party Seats Gains Losses Net gain/loss Seats % Votes % Votes +/− Labour 22 41.5 12,785 SNP 5 28.7 8,827 SLD 4 13.6 4,161 Conservative 2 12.5 3,825 Other Parties 0 0.0 2.4 730 Independent 0 0.0 1.6 48...
Banpresto video game series Video game seriesCompati HeroGenre(s)Sports, platform, role-playing, strategy, racingDeveloper(s)VariousPublisher(s)JP: BanprestoPlatform(s)Family Computer, Super Famicom, Game Boy, Game Boy Color, Sega Pico, PlayStation, GameCube, Dreamcast, PlayStation Portable, Nintendo 3DS, PlayStation 3, PlayStation VitaFirst releaseSD Battle Ōzumō: Heisei Hero BashoApril 20, 1990Latest releaseLost Heroes 2February 2, 2015 Compati Hero[a][b] is a video game s...
1957 film by Allan Dwan For other uses, see River's Edge (disambiguation). 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: The River's Edge – news · newspapers · books · scholar · JSTOR (June 2015) (Learn how and when to remove this message) The River's EdgeOriginal movie posterDirected byAllan DwanWritten b...
A map showing Malaysia's transportation network The 966 km North–South Expressway, which runs through seven states in Peninsular Malaysia, is the longest expressway in Malaysia. Transportation in Malaysia started to develop during British colonial rule, and the country's transport network is now diverse and developed. Malaysia's road network is extensive, covering 290,099.38 kilometres, including 2,016.05 km of expressways (in 2021). The main highway of the country extends over 800...
Romanian mathematician, statistician and economist (1906–1994) The neutrality of this article is disputed. Relevant discussion may be found on the talk page. Please do not remove this message until conditions to do so are met. (July 2022) (Learn how and when to remove this message) Nicholas Georgescu-RoegenNicolae GeorgescuBorn(1906-02-04)February 4, 1906Constanța, RomaniaDiedOctober 30, 1994(1994-10-30) (aged 88)Nashville, Tennessee, United StatesResting placeBellu Cemetery, Buchares...
County in South Dakota, United States County in South DakotaTodd CountyCountySt. Charles Borromeo church in St. Francis, South Dakota at the Rosebud Indian ReservationLocation within the U.S. state of South DakotaSouth Dakota's location within the U.S.Coordinates: 43°11′N 100°44′W / 43.18°N 100.73°W / 43.18; -100.73Country United StatesState South DakotaFounded1909[1]Named forJohn Blair Smith ToddSeatNone (de jure)Winner (de facto)Largest city...
Algebra where division is always defined A diagram of a wheel, as the real projective line with a point at nullity (denoted by ⊥). A wheel is a type of algebra (in the sense of universal algebra) where division is always defined. In particular, division by zero is meaningful. The real numbers can be extended to a wheel, as can any commutative ring. The term wheel is inspired by the topological picture ⊙ {\displaystyle \odot } of the real projective line together with an extra point �...
United Nations resolution adopted in 1998 UN Security CouncilResolution 1157Coastline of Benguela in western AngolaDate20 March 1998Meeting no.3,863CodeS/RES/1157 (Document)SubjectThe situation in AngolaVoting summary15 voted forNone voted againstNone abstainedResultAdoptedSecurity Council compositionPermanent members China France Russia United Kingdom United StatesNon-permanent members Bahrain Brazil Costa Rica Gabon Gambia Japan&#...