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Hari KemenanganPrajurit Angkatan Bersenjata Turki selama parade Hari Kemenangan, 30 Agustus 2007.Nama resmiZafer Bayramıcode: tr is deprecated   (Turkish)Nama lainHari Angkatan Bersenjata TurkiTiga Puluh AgustusDirayakan oleh Turkey Siprus UtaraJenisNasionalMaknaHari pada tahun 1922 Pertempuran Dumlupınar dimenangkan oleh tentara TurkiPerayaanParade militer, aerobatik demonstrasi, konser, acara di sekolah militerTanggal30 AgustusFrekuensitahunan Hari Kemenangan (Turki: Z...

Historic district in Rhode Island, United States United States historic placeTillinghast Road Historic DistrictU.S. National Register of Historic PlacesU.S. Historic district LocationEast Greenwich, Rhode IslandArea160 acres (65 ha)Built1972Architectural styleGreek Revival, Colonial, FederalNRHP reference No.88000167 [1]Added to NRHPMarch 9, 1988 Tillinghast Road Historic District is a historic district encompassing a rural landscape in East Greenwich, Rhode Island...

Class of naval ship Osprey 55-class gunboat P-19 HS Navmachos at Faliron Bay, Greece. Class overview Builders Hellenic Shipyards, Scarmanga (Greek ships) Danyard A/S, Frederikshaven, Denmark Operators  Hellenic Navy  Royal Moroccan Navy  Senegal Navy Built1986–1990 Completed7 Active7 General characteristics Armatolos class (after re-arming)[1] TypeGunboat Displacement555 long tons (564 t) full load Length54.8 m (179 ft 9 in) Beam10.5 m (34...

18th race of the 2017 NASCAR Xfinity Series 2017 Lilly Diabetes 250 Race details Race 18 of 33 in the 2017 NASCAR Xfinity SeriesDate July 22, 2017Official name Sixth Annual Lilly Diabetes 250Location Speedway, Indiana, Indianapolis Motor SpeedwayCourse Permanent racing facility2.500 mi (4.023 km)Distance 100 laps, 250 mi (402.336 km)Scheduled Distance 100 laps, 250 mi (402.336 km)Average speed 126.227 miles per hour (203.143 km/h)Pole positionDriver Elliott Sadler JR MotorsportsTime 54.4...

Renée Zellweger al Festival di Berlino 2010 Oscar alla miglior attrice non protagonista 2004 Oscar alla miglior attrice 2020 Renée Kathleen Zellweger (Katy, 25 aprile 1969) è un'attrice statunitense. Giunge alla notorietà per i suoi ruoli in film come Jerry Maguire (1996), La voce dell'amore (1998) e Betty Love (2000), che le è valso il Golden Globe per la migliore attrice in un film commedia o musicale. Raggiunge la fama internazionale con il ruolo di Bridget Jones nella commedia Il dia...

Міністерство оборони України (Міноборони) Емблема Міністерства оборони та Прапор Міністерства оборони Будівля Міністерства оборони у КиєвіЗагальна інформаціяКраїна  УкраїнаДата створення 24 серпня 1991Попередні відомства Міністерство оборони СРСР Народний комісарі...

Atmospheric optical phenomenon, which appears as a light ribbon in the sky For other uses, see Steve (disambiguation). A photograph of a STEVE phenomenon on 17 August 2015 at Little Bow Resort, AB, Canada An image of STEVE taken at 12:30am in Alberta, Canada in 2018. STEVE (Strong Thermal Emission Velocity Enhancement) is an atmospheric optical phenomenon that appears as a purple and green light ribbon in the sky, named in late 2016 by aurora watchers from Alberta, Canada. According to analys...

The Sandman: Dream CountryCover of The Sandman: Dream Country  (1991), trade paperback collected edition, art by Dave McKeanPublisherDC ComicsPublication dateJuly–October 1990Title(s)The Sandman #17–20Main character(s)DreamISBNISBN 1-85286-441-9Creative teamWriter(s)Neil Gaiman with material from William ShakespeareArtist(s)Kelley JonesCharles Vess Colleen DoranDave McKeanMalcolm Jones IIIRobbie BuschSteve OliffPenciller(s)Kelley JonesCharles Vess Colleen DoranInker(s)Malcolm Jo...

 烏克蘭總理Прем'єр-міністр України烏克蘭國徽現任杰尼斯·什米加尔自2020年3月4日任命者烏克蘭總統任期總統任命首任維托爾德·福金设立1991年11月后继职位無网站www.kmu.gov.ua/control/en/（英文） 乌克兰 乌克兰政府与政治系列条目 宪法 政府 总统 弗拉基米尔·泽连斯基 總統辦公室 国家安全与国防事务委员会 总统代表（英语：Representatives of the President of Ukraine） 总...

In mathematics, the Melnikov method is a tool to identify the existence of chaos in a class of dynamical systems under periodic perturbation. Introduction The Melnikov method is used in many cases to predict the occurrence of chaotic orbits in non-autonomous smooth nonlinear systems under periodic perturbation. According to the method, it is possible to construct a function called the Melnikov function which can be used to predict either regular or chaotic behavior of a dynamical system. Thus...

Der Titel dieses Artikels ist mehrdeutig. Weitere Bedeutungen sind unter Sebastian Franck (Begriffsklärung) aufgeführt. Sebastian Franck auf einem Kupferstich von Andreas Luppius (1654–1731); die Authentizität des Bildnisses gilt als ungewiss.[1] Sebastian Franck (auch Sebastian Franck von Wörd, lateinisch Sebastianus Francus Woerdensis, Pseudonyme Friedrich Wernstreyt, Felix Frei; * 1499 in Donauwörth; † 1542 in Basel) war ein deutscher Theologe, Schriftsteller, Publizist, ...

Southwestern area of England For the region in Norway translated as West Country, see Vestlandet. Place in EnglandWest CountryOne interpretation of the West Country, shown on this map as identical to the South West region of England, incorporating the counties of Bristol, Cornwall, Devon, Dorset, Gloucestershire, Somerset, and WiltshireCountryUnited Kingdom The West Country (Cornish: An Tir West) is a loosely defined area within southwest England,[1] usually taken to include the count...

Constituency of Bangladesh's Jatiya Sangsad Barisal-5Constituencyfor the Jatiya SangsadDistrictBarisal DistrictDivisionBarisal DivisionElectorate397,514 (2018)[1]Current constituencyCreated1973PartyAwami LeagueMember(s)Zahid Faruk Barisal-5 is a constituency represented in the Jatiya Sangsad (National Parliament) of Bangladesh since 2019 by Zahid Faruk of the Awami League. Boundaries The constituency encompasses Barisal City Corporation and Barisal Sadar Upazila.[2][3]...

Political party in Turkey Liberal Democratic Party Liberal Demokrat PartiAbbreviationLDPLeaderGültekin TırpancıGeneral SecretaryKaan Alper[1]FounderBesim TibukFounded26 July 1994; 29 years ago (1994-07-26)HeadquartersYüzüncü Yıl Mahallesi No:35/1 Çankaya/AnkaraYouth wingYoung Dolphins (unofficial)[2]Membership (2024) 3,601[3]IdeologyClassical liberalismLiberal democracyProgressivismPro-EuropeanismPolitical positionCenter[4]Col...

Abū Jaʿfar al-Ṭūsī, Shaykh al-Ṭāʾifa (in farsi شیخ توسی; Ṭūs, 996 – Najaf, 2 dicembre 1067), è stato un giurista e teologo persiano sciita duodecimano, fondatore della Ḥawza di Najaf[1]. Noto come sceicco Ṭūsī, Abū Jaʿfar Muḥammad ibn Ḥasan Ṭūsī (in Farsi ابوجعفر محمد بن حسن توسی), era soprannominato Shaykh al-Ṭāʾifa (in arabo شيخ الطائفة), che significa sceicco della branca e fu un importante studioso musu...

Archbishop of Canterbury from 1533 to 1555 The Right Reverend and Right HonourableThomas CranmerArchbishop of CanterburyPortrait, 1545[1]ChurchChurch of EnglandDioceseCanterburyInstalled3 December 1533[2]Term ended4 December 1555PredecessorWilliam WarhamSuccessorReginald PoleOrdersConsecration30 March 1533by John LonglandPersonal detailsBorn2 July 1489Aslockton, Nottinghamshire, EnglandDied21 March 1556 (aged 66)Oxford, EnglandDenominationProtestantism (Anglicanism)A...

Dayr HafirNom officiel (ar) دير حافرNom local (ar) دير حافرGéographiePays  SyrieGouvernorat AlepDistrict District de Dayr Hafir (chef-lieu)Sous-district Dayr Hafir Subdistrict (d)Superficie 5,7 km2Altitude 342 mCoordonnées 36° 09′ 33″ N, 37° 42′ 15″ EDémographiePopulation 35 409 hab. (2013)Densité 6 212,1 hab./km2 (2013)FonctionnementStatut Populated place in Syria (d) Géolocalisation sur la carte ...

大井町駅 駅ビル「アトレ大井町」（2021年7月） おおいまち Ōimachi 所在地 東京都品川区大井一丁目所属事業者 東日本旅客鉄道（JR東日本・駅詳細） 東急電鉄（駅詳細） 東京臨海高速鉄道（駅詳細） テンプレートを表示 全ての座標を示した地図 - OSM 全座標を出力 - KML 表示 跨線橋から見た駅ビルとJRホーム（2016年6月） 大井町駅（おおいまちえき）は、東京都品川区...

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (نوفمبر 2019) كأس رابطة الدول المستقلة 2008 تفاصيل الموسم كأس رابطة الدول المستقلة  النسخة 16  البلد لاتفيا  التار...

German mathematician and philosopher (1915–1994) Paul LorenzenBornMarch 24, 1915Kiel, German EmpireDiedOctober 1, 1994 (1994-11) (aged 79)Göttingen, GermanyScientific careerFieldsPhilosophy, mathematicsDoctoral advisorHelmut Hasse Paul Lorenzen (March 24, 1915 – October 1, 1994) was a German philosopher and mathematician, founder of the Erlangen School (with Wilhelm Kamlah) and inventor of game semantics (with Kuno Lorenz). Biography Lorenzen studied at the University of Götti...