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Al-AhlyNama lengkapAl-Ahly Sporting ClubBerdiri1907StadionStadion Kairo(Kapasitas: 74.100)Ketua Mahmoud El KhatibManajer Marcel KollerLigaLiga Utama Mesir2022–23Liga Utama Mesir, posisi ke-1 Kostum kandang Kostum tandang Kostum ketiga Logo lama Al-Ahly S.C.. Al-Ahly Sporting Club merupakan sebuah tim sepak bola Mesir yang bermarkas di Kairo, Mesir. Klub ini biasanya dikatakan sebagai klub terpopuler di Mesir dengan 40 juta suporter. Gelar Liga Premier Mesir (43): 1948–1949, 1949–1950, 1...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يناير 2018) هذا الملحق لتجمعات محافظة القنيطرة السكانية في القسم المُحرر من الجولان فقط والخاضع لسيطرة السلطات السورية، لقائمة قرى وبلدات المحافظة كاملة، انظر هنا: قرى...

Soekarno, salah satu pemimipin yang berpengaruh di Indonesia. Kepemimpinan (Inggris: leadership) merupakan sebuah bidang riset dan juga suatu keterampilan praktis yang mencakup kemampuan seseorang atau sebuah organisasi untuk memimpin atau membimbing orang lain, tim, atau seluruh organisasi. Literatur para spesialis saling beradu pandangan, membandingkan antara pendekatan Timur dan Barat dalam kepemimpinan, dan juga (di Barat sendiri) antara pendekatan Amerika Serikat dengan Eropa. Civita...

Rugby playerAlexandru ȚărușȚăruș during a press conference before departing for the 2015 Rugby World CupBirth nameAlexandru Mihai ȚărușDate of birth (1989-05-09) 9 May 1989 (age 34)Place of birthBraşov, RomaniaHeight6 ft 0.4 in (1.84 m)Weight275 lb (19 st 9 lb; 125 kg)Rugby union careerPosition(s) PropAmateur team(s)Years Team Apps (Points) RC Braşov ()Senior careerYears Team Apps (Points)2010–2011 2011−20122012–20152013–2014 2015–...

Voce principale: Juventus Football Club. Juventus FCStagione 2006-2007Rimini-Juventus (1-1) del 9 settembre 2006, esordio della Juventus in Serie B; a sinistra Matteo Paro, autore della prima rete bianconera tra i cadetti. Sport calcio Squadra Juventus Allenatore Didier Deschamps (1ª-40ª) Giancarlo Corradini (41ª-42ª) All. in seconda Giancarlo Corradini Presidente Giovanni Cobolli Gigli Serie B1º (in Serie A) Coppa ItaliaTerzo turno Maggiori presenzeCampionato: Balzaretti, Birindel...

Villaspeciosa BiddaspitziòsaKomuneComune di VillaspeciosaLokasi Villaspeciosa di Provinsi Sardinia SelatanNegaraItaliaWilayah SardiniaProvinsiSardinia Selatan (SU)Pemerintahan • Wali kotaGianluca MelisLuas[1] • Total27,19 km2 (10,50 sq mi)Ketinggian[2]7 m (23 ft)Populasi (2016)[3] • Total2,570 • Kepadatan95/km2 (240/sq mi)Zona waktuUTC+1 (CET) • Musim panas (DST)UTC+2 (CEST)...

51st quadrennial U.S. presidential election 1988 United States presidential election ← 1984 November 8, 1988 1992 → 538 members of the Electoral College270 electoral votes needed to winTurnout52.8%[1] 2.4 pp   Nominee George H. W. Bush Michael Dukakis Party Republican Democratic Home state Texas Massachusetts Running mate Dan Quayle Lloyd Bentsen Electoral vote 426 111[a] States carried 40 10 + DC Popular vote 48,886,597 41,8...

Overview of and topical guide to the Collectivity of Saint Martin See also: Index of Saint Martin (France)-related articles The location of Saint Martin An enlargeable map of the French Overseas Collectivity of Saint Martin A map of the island of Saint Martin The following outline is provided as an overview of and topical guide to the Collectivity of Saint Martin: The Collectivity of Saint Martin (French: Collectivité de Saint-Martin) is an overseas collectivity of France located in the Leew...

Italian sculptor Francesco RobbaBorn(1698-05-01)1 May 1698Venice, Republic of VeniceDied24 January 1757(1757-01-24) (aged 58)Zagreb, Kingdom of HungaryNationalityItalianOccupationSculptorYears active1720–1757SpouseTheresa Mislej The Robba Fountain at Town Square in Ljubljana. In the background, Ljubljana Cathedral can be seen. Francesco Robba (1 May 1698 – 24 January 1757) was an Italian sculptor[1][2][3] of the Baroque period from Venice. Life Francesco ...

Державний комітет телебачення і радіомовлення України (Держкомтелерадіо) Приміщення комітетуЗагальна інформаціяКраїна  УкраїнаДата створення 2003Керівне відомство Кабінет Міністрів УкраїниРічний бюджет 1 964 898 500 ₴[1]Голова Олег НаливайкоПідвідомчі ор...

尤睦佳·泽登巴尔Юмжаагийн Цэдэнбал1970年代时的尤睦佳·泽登巴尔蒙古人民革命党中央委员会总书记任期1958年11月22日—1984年8月24日前任达希·丹巴（第一书记）继任姜巴·巴特蒙赫任期1940年4月8日—1954年4月4日前任达希·丹巴（第一书记）继任达希·丹巴（第一书记）蒙古人民共和國部長會議主席任期1952年1月26日—1974年6月11日前任霍尔洛·乔巴山继任姜巴·巴特蒙赫�...

Airin Rachmi Dianyᮃᮄᮛᮤᮔ᮪ ᮛᮂᮙᮤ ᮓᮤᮃᮔᮤ Wali Kota Tangerang Selatan ke-1Masa jabatan20 April 2011 – 20 April 2021PresidenSusilo Bambang YudoyonoJoko WidodoGubernurRatu Atut ChosiyahRano Karno Wahidin HalimWakilBenyamin DavniePendahuluHidayat Djohari(Sebagai Pejabat Wali Kota)PenggantiBambang Noertjahjo (Plh.)Benyamin Davnie Informasi pribadiLahir28 Agustus 1976 (umur 47)Banjar, Jawa Barat, IndonesiaKebangsaanIndonesiaPartai politikGolkarSuami/istr...

Tibetan Buddhist teacher, monk and philosopher (1079–1153) Gampopa Sönam Rinchenསྒམ་པོ་པ་བསོད་ནམས་རིན་ཆེན།Bornc. 1079 CEBudnyi Chedrak Serlung, Nyel valley, Gyaza dzong and Lung dzong, TibetDiedc. 1153 CEOccupation(s)Buddhist teacher, monk and philosopherKnown forFounder of the Dagpo Kagyu school and Daklha Gampo monastery, teacher of sutra Mahamudra. Gampopa in the American Museum of Natural History, New York City Part of a series o...

British politician The subject of this article is standing for re-election to the House of Commons of the United Kingdom on 4 July, and has not been an incumbent MP since Parliament was dissolved on 30 May. Some parts of this article may be out of date during this period. Please feel free to improve this article (but note that updates without valid and reliable references will be removed) or discuss changes on the talk page. Helen GrantOBEOfficial portrait, 2019Minister of State for...

1969 film by Claude Chabrol Killer! redirects here. For other topics, see killer (disambiguation). This Man Must DieAmerican film posterDirected byClaude ChabrolWritten byClaude ChabrolPaul GégauffBased onThe Beast Must Dieby Cecil Day-LewisProduced byAndré GénovèsStarringMichel DuchaussoyCaroline CellierJean YanneCinematographyJean RabierEdited byJacques GaillardMusic byPierre JansenDistributed byAllied Artists Pictures Corporation (United States)Release dates 5 September 1969&...

مقاطعة في إسبانيامعلومات عامةصنف فرعي من  القائمة ... التقسيم الإداري في إسبانياإقليمالمستوى الثاني من التقسيم الإداريكيان سياسي إقليميNUTS 3 statistical territorial entity (en) [1] جزء من region of Spain (en) (1833 – 1980)مناطق إسبانيا ذات الحكم الذاتي (1980 – ) البداية 1835 الاسم الأصل provincia de España (بال�...

Championnats du monde d'athlétisme 2007 Logo des championnats du monde d'athlétisme 2007Généralités Sport Athlétisme Organisateur(s) IAAF Édition 11e Lieu(x) Osaka, Japon Date 24 août au 2 septembre 2007 Nations 197 Participants 1 800 Épreuves 47 Site(s) Stade Nagai Navigation 1983 • 1987 • 1991 • 1993 • 1995 • 1997 • 1999 • 2001 • 2003 • 2005 • 2007 • 2009 • 2011 • 2013 • 2015 • 2017 • 2019 • 2022 • 2023 • 2025 • 2027 modifier Les 11...

Bài viết này nằm trong loạt bàiThuật ngữ giải phẫu Thuật ngữ giải phẫu của xương Thuật ngữ giải phẫu vị trí Thuật ngữ mô học Thuật ngữ giải phẫu cử động Thuật ngữ giải phẫu của cơ Thuật ngữ giải phẫu thần kinh xts Terminologia Anatomica (viết tắt là TA; tạm dịch: Thuật ngữ giải phẫu) là tiêu chuẩn quốc tế về thuật ngữ giải phẫu người, được phát triển bởi Ủy ban Li...

Vyšėjšaja Liha 2000 Competizione Vyšėjšaja Liha Sport Calcio Edizione 10ª Organizzatore BFF Date dal 15 aprile 2000al 4 novembre 2000 Luogo  Bielorussia Partecipanti 16 Formula Girone all'italiana Risultati Vincitore Slavija Mazyr(2º titolo) Secondo BATĖ Borisov Retrocessioni LidaTarpeda-Kadzina MahilëŭKamunal'nik Slonim Statistiche Miglior marcatore Raman Vasiljuk (31) Incontri disputati 240 Gol segnati 673 (2,8 per incontro) Cronologia della competizione 1...

Sequence of equally spaced numbers Proof without words of the arithmetic progression formulas using a rotated copy of the blocks An arithmetic progression or arithmetic sequence is a sequence of numbers such that the difference from any succeeding term to its preceding term remains constant throughout the sequence. The constant difference is called common difference of that arithmetic progression. For instance, the sequence 5, 7, 9, 11, 13, 15, . . . is an arithmetic progression with a common...