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Keuskupan SaltoDioecesis Saltensis in UruguayKatolik Katedral Santo Yohanes PembaptisLokasiNegaraUruguayProvinsi gerejawiMontevideoStatistikLuas49.295 km2 (19.033 sq mi)Populasi- Total- Katolik(per 2010)379.595288,000 (75.9%)Paroki16InformasiDenominasiGereja KatolikRitusRitus RomaPendirian14 April 1897 (126 tahun lalu)KatedralCatedral de San Juan BautistaKepemimpinan kiniPausFransiskusUskupArturo Eduardo Fajardo BustamantePeta Keuskupan Salto adalah sebuah k...

العلاقات الجزائرية الجنوب سودانية الجزائر جنوب السودان   الجزائر   جنوب السودان تعديل مصدري - تعديل   العلاقات الجزائرية الجنوب سودانية هي العلاقات الثنائية التي تجمع بين الجزائر وجنوب السودان.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة...

Chimie supramoléculaireAssemblage supramoléculaire établi par Jean-Marie Lehn et coll. dans Angew. Chem., Int. Ed. Engl. n° 35, 1996, pp. 1838-1840.Partie de Chimie, macromolecular and materials chemistry (d)Objet Assemblage moléculaire (d)modifier - modifier le code - modifier Wikidata La chimie supramoléculaire est une des branches de la chimie qui repose sur les interactions non-covalentes ou faibles entre atomes au sein d'une molécule ou entre molécules, au sein d'un ensemble mol�...

Canadian junior ice hockey league founded 2007 Greater Ontario JuniorHockey LeagueSportIce hockeyFounded2007CommissionerTim Simmons (Interim)No. of teams24CountriesCanadaHeadquartersCambridge, OntarioContinentNorth AmericaMost recentchampion(s)Leamington Flyers (1st title)Most titlesCaledonia Corvairs (4)TV partner(s)FloSportsOfficial websitegojhl.ca OHA Junior B WJBHL (1950–1968) EJBHL (1950–1972) MetJHL (1950–1989) NDJBHL (1954–1979) CJBHL (1954–1993) BCJHL (1958–1964) MOJBHL (1...

Cari artikel bahasa  Cari berdasarkan kode ISO 639 (Uji coba)   Cari berdasarkan nilai Glottolog   Kolom pencarian ini hanya didukung oleh beberapa antarmuka Halaman rumpun acak Rumpun bahasaRumpun bahasa Ryukyu Utara Amami–OkinawaPersebaranKepulauan Amami, Prefektur Kagoshima, Kepulauan Okinawa, dan mungkin Pulau Taketomi, Prefektur Okinawa, JepangPenggolongan bahasaJaponikRyukyuRumpun bahasa Ryukyu Utara Kikai Amami (Utara, Setouchi) Tokunoshima Yoron Kunigami Okinawa Tenga...

البنك العربي الوطنيالبنك العربي الوطنيالشعارمعلومات عامةالبلد  السعوديةالتأسيس 1979مالنوع شركة مساهمة سعوديةالشكل القانوني شركة عمومية محدودة — شركة مساهمة المقر الرئيسي مدينة الرياضموقع الويب anb.com.sa المنظومة الاقتصاديةالنشاط المصارف والخدمات الماليةالصناعة خدمات ...

Nama ini menggunakan kebiasaan penamaan Filipina; nama tengah atau nama keluarga pihak ibunya adalah Schramm dan marga atau nama keluarga pihak ayahnya adalah Cayetano. Alan Peter S. Cayetano Anggota DPR dari dapil I Taguig–PaterosPetahanaMulai menjabat 30 Juni 2019PendahuluArnel CeraficaPenggantiPetahanaMasa jabatan30 Juni 1998 – 30 Juni 2007PendahuluDante TiñgaPenggantiLani CayetanoKetua DPR Filipina 26Masa jabatan22 Juli 2019 – 12 Oktober 2020Wakil Lih...

Presidency of Nelson Mandela10 May 1994 – 14 June 1999PresidentNelson MandelaCabinetCabinet of Nelson MandelaPartyAfrican National CongressElection1994SeatMahlamba Ndlopfu, PretoriaGenadendal Residence, Cape Town← de Klerk state presidencyMbeki presidency → Coat of arms of South Africa(1932–2000) This article is part of a series aboutNelson Mandela Early life Mandela and Tambo law firm Umkhonto we Sizwe 1955 Congress of the People Treason Trial Rivonia Tria...

English tennis player Dorothy RoundRound in 1934Full nameDorothy Edith RoundCountry (sports) United KingdomBorn(1909-07-13)13 July 1909Dudley, Worcestershire, EnglandDied12 November 1982(1982-11-12) (aged 73)Kidderminster, Hereford and Worcester, EnglandPlaysRight-handed (one-handed backhand)Int. Tennis HoF1986 (member page)SinglesHighest rankingNo. 1 (1934)Grand Slam singles resultsAustralian OpenW (1935)WimbledonW (1934, 1937)US OpenSF (1933)DoublesGrand Slam d...

Composite statistic of life expectancy, education, and income indices HDI redirects here. For other uses, see HDI (disambiguation). For the complete ranking of countries, see List of countries by Human Development Index. World map of countries and territories by HDI scores in increments of 0.050 (based on 2022 data, published in 2024)   ≥ 0.950  0.900–0.950  0.850–0.899  0.800–0.849  0.750–0.799  0.700–0.749  0....

American retired soccer player Alecko Eskandarian Eskandarian in 2009Personal informationFull name Alecko EskandarianDate of birth (1982-07-09) July 9, 1982 (age 41)Place of birth Montvale, New Jersey, U.S.Height 5 ft 9 in (1.75 m)Position(s) ForwardCollege careerYears Team Apps (Gls)2000–2002 Virginia Cavaliers 60 (50)Senior career*Years Team Apps (Gls)2003–2006 D.C. United 81 (20)2007 Toronto FC 6 (1)2007 Real Salt Lake 17 (1)2008–2009 Chivas USA 18 (6)2009–2010 ...

العلاقات الغواتيمالية الفنلندية غواتيمالا فنلندا   غواتيمالا   فنلندا تعديل مصدري - تعديل   العلاقات الغواتيمالية الفنلندية هي العلاقات الثنائية التي تجمع بين غواتيمالا وفنلندا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدول�...

2023 film by Jessica Yu Quiz LadyRelease posterDirected byJessica YuWritten byJen D'AngeloProduced by Will Ferrell Jessica Elbaum Maggie Haskins Itay Reiss Jen D'Angelo Awkwafina Sandra Oh Starring Awkwafina Sandra Oh Jason Schwartzman Holland Taylor Tony Hale Jon Dumbfoundead Park Will Ferrell CinematographyAdrian Peng CorreiaEdited by Nat Sanders Susan Vaill Music byNick UrataProductioncompanies 20th Century Studios Gloria Sanchez Productions Artists First Distributed byHuluRelease dates Se...

此條目可参照英語維基百科相應條目来扩充。 (2020年2月23日)若您熟悉来源语言和主题，请协助参考外语维基百科扩充条目。请勿直接提交机械翻译，也不要翻译不可靠、低品质内容。依版权协议，译文需在编辑摘要注明来源，或于讨论页顶部标记{{Translated page}}标签。 圣基茨和尼维斯联邦Federation of Saint Christopher and Nevis（英語） 国旗 国徽 格言：Country Above Self  (英语)...

Number representing a continuous quantity For the real numbers used in descriptive set theory, see Baire space (set theory). In mathematics, a real number is a number that can be used to measure a continuous one-dimensional quantity such as a distance, duration or temperature. Here, continuous means that pairs of values can have arbitrarily small differences.[a] Every real number can be almost uniquely represented by an infinite decimal expansion.[b][1] The real number...

Recipient of the Victoria Cross and motorcyclist Edward Felix BaxterBorn(1885-09-18)18 September 1885Oldswinford, Stourbridge, WorcestershireDied18 April 1916(1916-04-18) (aged 30)Blairville, FranceBuriedFillievres British Cemetery, Pas de Calais, FranceAllegiance United KingdomService/branch British ArmyYears of service1914–1916RankSecond LieutenantUnitRoyal EngineersKing's (Liverpool) RegimentBattles/warsFirst World War Western Front  † AwardsVictoria CrossO...

Leo Beenhakker Datos personalesApodo(s) Don LeoNacimiento Róterdam, Países Bajos2 de agosto de 1942 (82 años)Nacionalidad(es) NeerlandesaCarrera deportivaDeporte Fútbol[editar datos en Wikidata] Leo Beenhakker (Róterdam, 2 de agosto de 1942) es un exfutbolista, entrenador y directivo de fútbol neerlandés. Su larga trayectoria como estratega incluye etapas exitosas en equipos como Real Madrid y Ajax de Ámsterdam, breves pasos por distintas selecciones nacionales (partici...

An example of the barberpole illusion. The grating is actually drifting downwards and to the right at 45 degrees, but its motion is captured by the elongated axis of the aperture. The barberpole illusion is a visual illusion that reveals biases in the processing of visual motion in the human brain. This visual illusion occurs when a diagonally striped pole is rotated around its vertical axis (horizontally), it appears as though the stripes are moving in the direction of its vertical axis (dow...

マット・モロイMatt Molloy 2000年3月、所有するパブのセッションで演奏するマット・モロイ基本情報生誕 (1947-01-12) 1947年1月12日（77歳）出身地 アイルランド・ロスコモン県 バラーアデリーンジャンル アイルランド音楽、ケルト音楽職業 ミュージシャン担当楽器 フルート共同作業者 ボシー・バンドプランクシティチーフタンズトミー・ピープルズポール・ブレイディ公式�...

Species of plant Laburnum alpinum Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Rosids Order: Fabales Family: Fabaceae Subfamily: Faboideae Genus: Laburnum Species: L. alpinum Binomial name Laburnum alpinumJ.Presl Laburnum alpinum, the Scotch laburnum,[1] Scottish laburnum[2] or alpine laburnum, is a leguminous, (Leguminosae), deciduous tree. Description Laburnum alpinum is similar to Laburnum anagyroides,[3&...