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Questa voce sull'argomento cestisti filippini è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Ramón Fernández Nazionalità  Filippine Altezza 193 cm Peso 79 kg Pallacanestro Ruolo Ala Termine carriera 1994 Carriera Giovanili University of San Carlos Squadre di club 1972San Miguel Braves1973-1984Toyota Super Corollas1984-1985Manila Beer1985-1987Tanduay Rhum Makers1988Purefoods Hotdogs1988-1994...

Juan de Atarés Información personalNacimiento siglo VIIAtarésFallecimiento siglo VIIPeña OroelInformación profesionalOcupación Anacoreta y fundador Información religiosaFestividad 29 de mayoVenerado en Iglesia católica               Títulos y reconocimientos Beato [editar datos en Wikidata] Juan de Atarés fue un ermitaño hispano de finales del siglo VII. Es considerado beato por la Iglesi...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يناير 2018)   لمعانٍ أخرى، طالع الحوراء (توضيح). حوراء الجنس اسم علم مؤنث  [لغات أخرى]‏  تعديل مصدري - تعديل   حَوْراء هو اسم علم مؤنث عربي الأصل.[1] الاش

2021 Russian filmThe ExecutionDirected byLado KvataniyaWritten by Olga Gorodetskaya Lado Kvataniya Produced by Pavel Burya Elizaveta Chalenko Ilya Dzhincharadze Starring Niko Tavadze Yuliya Snigir Viktoriya Tolstoganova Daniil Spivakovsky Yevgeni Tkachuk Aglaya Tarasova CinematographyDenis FirstovEdited byVladislav YakuninProductioncompanyHype FilmDistributed byVLG.FILMRelease dates September 2021 (2021-09) (Fantastic Fest) April 21, 2022 (2022-04-21) Running time...

American animated series For the franchise, see Ben 10. Ben 10 (TV series) redirects here. For the 2016 TV series of the same name, see Ben 10 (2016 TV series). Ben 10Also known asClassic Ben 10GenreActionAdventureScience fantasySuperhero[1]Created byMan of ActionStarringTara StrongMeagan SmithPaul EidingDee Bradley BakerSteven BlumRichard Steven HorvitzRichard McGonagleFred TatascioreJim WardTheme music composerAndy SturmerOpening themeBen 10, performed by MoxyEnding themeBen 10 (Ins...

العلاقات البنمية الزيمبابوية بنما زيمبابوي   بنما   زيمبابوي تعديل مصدري - تعديل   العلاقات البنمية الزيمبابوية هي العلاقات الثنائية التي تجمع بين بنما وزيمبابوي.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة ...

  关于与「王世傑 (金門)」標題相近或相同的条目，請見「王世杰」。 王世傑新竹竹蓮寺的王世傑與王春塘長生祿位出生明鄭永曆十五年正月十五日(1661-02-13)1661年2月13日明鄭思明州逝世康熙六十年八月十五日1721年10月5日(1721歲—10—05)（60歲）大清福建省臺廈道臺灣府諸羅縣 王世傑（1661年2月13日—1721年10月5日[1]），原名公祿，字元安，號世傑，臺灣清治時期知...

New York securities firm founded in 1892 Hayden, Stone & Co.TypeAcquiredIndustryFinancial servicesFounded1892FounderCharles HaydenGalen L. StoneDefunct1979FateAcquired in 1979 by Loeb, Rhoades, Hornblower & Co.SuccessorShearson Hayden Stone, Shearson/American ExpressHeadquartersNew York, New York, United StatesProductsInvestment banking, Brokerage Hayden, Stone & Co. was a major securities firm founded in 1892 by Charles Hayden and Galen L. Stone. The firm was acquired by Cogan, B...

Abu Mansur al-Hasan ibn Nuh al-Qumri (Persian: ابو منصور حسن بن نوح قمری) (also transliterated as “al-Qamari” and al-Qumri) (fl. mid-10th century, died between 980 and 990) was a Persian court physician to the Samanid Prince al-Mansur, and was based in the city of Bukhara. Qumri is theorized to be Avicenna’s teacher.[1][2][3][4]Abu Mansur al-Hasan ibn Nuh al-Qumriابو منصور حسن بن نوح قمریColophon from MS Arabe 2220,...

Grand sixteenth-century country house near Stamford, Lincolnshire, England Burghley HouseThe façade of Burghley HouseTypeProdigy houseLocationCambridgeshireCoordinates52°38′33″N 0°27′09″W / 52.642393°N 0.452585°W / 52.642393; -0.452585Built1555-1587ArchitectWilliam Cecil, 1st Baron BurghleyArchitectural style(s)ElizabethanWebsiteburghley.co.uk Listed Building – Grade IOfficial nameBurghley HouseDesignated16 January 1956Reference no.1127501 Listed Bu...

У этого термина существуют и другие значения, см. Сенегал (значения). Республика Сенегалфр. République du Sénégalволоф Réewum Senegaalфула Renndaandi Senegaaliараб. جمهورية السنغال‎ Флаг Герб Девиз: «Un Peuple, Un But, Une Foi»«Один народ, одна цель, одна вера» Гимн: «Pincez Tous vos Koras, Frappez les Balafons» Сенегал на...

Type of sandwich Chicken burger redirects here. For the Halifax landmark, see The Chickenburger. Chicken sandwichA chicken salad sandwichCourseMain courseServing temperatureHot (or cold, as in submarine sandwiches)Main ingredientsChicken, bun  Media: Chicken sandwich A chicken breast sandwich A chicken sandwich is a sandwich that typically consists of boneless, skinless chicken breast or thigh, served between slices of bread, on a bun, or on a roll. Variations on the chicken sandwich...

1956 film by Jack Pollexfen Indestructible ManPromotional film posterDirected byJack PollexfenWritten byVy RussellSue DwigginsProduced byJack PollexfenStarringLon Chaney Jr.Max ShowalterMarian CarrCinematographyJohn L. RussellEdited byFred R. Feitshans Jr.Music byAlbert Glasser (uncredited)ProductioncompanyC.G.K. ProductionsDistributed byAllied Artists PicturesRelease date March 25, 1956 (1956-03-25) (United States) Running time72 minutesCountryUnited StatesLanguageEnglish ...

Thuật toán Dinitz là một thuật toán thời gian đa thức mạnh cho việc tìm luồng cực đại trên đồ thị luồng, tìm ra năm 1970 bởi nhà nghiên cứu khoa học máy tính người Israel (trước đó ở Liên Xô) Yefim Dinitz.[1] Thuật toán chạy trong thời gian O ( V 2 E ) {\displaystyle O(V^{2}E)} và tương tự như thuật toán Edmonds–Karp, chạy trong thời gian O ( V E 2 ) {\displaystyle O(VE^{2})} , ở chỗ nó cũng dùng đ...

Komisi Keamanan Publik Nasional国家公安委員会Kokka Kōan IinkaiGedung ke-2 Kantor Pemerintah PusatInformasi lembagaDibentuk1947 (1947)Wilayah hukum JepangKantor pusat2-1-2 Kasumigaseki, Chiyoda-ku, Tokyo, JepangPejabat eksekutifRyota Takeda, KetuaTakashi Oda, KomisarisYūko Kawamoto, KomisarisShin'ichi Kitajima, KomisarisKeiji Kimura, KomisarisYūko Andō, KomisarisLembaga indukKantor KabinetSitus webwww.npsc.go.jp (dalam bahasa Jepang) Komisi Keamanan Publik Nasion...

1990 tribute album to Roky Erickson Where the Pyramid Meets the EyeCompilation album by Various ArtistsReleasedOctober 31, 1990[1]Recorded1990GenreRockLabelSireProducerBill Bentley Professional ratingsReview scoresSourceRatingAllMusic[2] Where the Pyramid Meets the Eye is a 1990 tribute album to singer-songwriter Roky Erickson, founder of the 13th Floor Elevators and solo artist, whose career was subject to significant periods of challenge from schizophrenia. The album was...

Delta Dental StadiumFormer namesNortheast Delta Dental Stadium (2012–2021)Merchantsauto.com Stadium (2006–2011)Fisher Cats Ballpark (2005)LocationOne Line DriveManchester, NH 03102Coordinates42°58′51″N 71°28′0″W / 42.98083°N 71.46667°W / 42.98083; -71.46667OwnerCity of ManchesterOperatorNH Triple Play, LLC.Capacity6,500[6]Field sizeLeft Field: 326 feetLeft Center: 380 feetCenter Field: 400 feetRight Center: 353 feetRight Fiel...

Van links naar rechtsː Economic Freedom Fighters (44), Afrikaans Nationaal Congres (230), Democratische Alliantie (84), Inkatha Freedom Party (14), Freedom Front Plus (10), African Christian Democratic Party (4), overige (14) Op 8 mei 2019 hield Zuid-Afrika algemene verkiezingen voor een nieuwe Nationale Vergadering en een nieuwe Provinciale Wetgevende Macht. De Nationale Vergadering bestaat uit 400 leden die door evenredige vertegenwoordiging verkozen worden en verkiest de nieuwe president ...

Byzantine church in Monemvasia, Greece Church in Monemvasia, GreeceHagia SophiaΑγία ΣοφίαHagia SophiaThe church36°41′22.8″N 23°03′15.8″E / 36.689667°N 23.054389°E / 36.689667; 23.054389LocationMonemvasiaCountryGreeceDenominationGreek OrthodoxArchitectureFunctional statusOpenDemolished1150SpecificationsWidth14x14 m.Number of domes1Dome diameter (outer)7 m.MaterialsBrick, stone, marbleAdministrationMetropolisMonemvasia and Sparta The Church of Hagia ...

Untuk kegunaan lain, lihat Titik (disambiguasi).Dalam geometri Euklides, titik adalah suatu gagasan primitif yang memodelkan lokasi yang tepat di dalam ruang, serta tidak memiliki panjang, lebar, atau kedalaman.[1] Gagasan primitif pada konteks ini berarti bahwa suatu titik tidak dapat didefinisikan dalam objek yang didefinisikan sebelumnya, dalam artian bahwa titik hanya didefinisikan dengan beberapa aksioma yang harus terpenuhi. Titik dalam matematika yang modern lebih mengacu pada ...