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Pronunciation change in English between 1350 and 1700 History and description ofEnglish pronunciation Historical stages Old English Middle English General development In Old English In Scots Development of vowels A Close back Close front Diphthongs Great Vowel Shift Open back Pre-L Pre-R Development of consonants Single consonants Clusters Variable features Cot–caught merger Drawl Flapping H-dropping L-vocalization NG R Rhoticity T-glottalization TH WH Related topics History of English Spel...

Italian football club Football clubOstia MareFull nameAssociazione Sportiva Ostia Mare Lido Calcio S.r.l.Founded1945; 79 years ago (1945)GroundStadio Anco Marzio,[1]Lido di Ostia, Rome, ItalyCapacity1,000ChairmanLuigi LardoneManagerStefano De AngelisLeagueSerie D/G2019–202nd Home colours Away colours Associazione Sportiva Ostia Mare Lido Calcio is an Italian association football club located in Ostia, a frazione of Rome, Lazio. It currently plays in Serie D. Histor...

BagoKelurahanKantor Lurah BagoNegara IndonesiaProvinsiJawa TimurKabupatenTulungagungKecamatanTulungagungKode Kemendagri35.04.01.1006 Kode BPS3504120006 Luas-Jumlah penduduk-Kepadatan- Untuk pengertian lain, lihat Bago. Bago adalah kelurahan di kecamatan Tulungagung, Kabupaten Tulungagung, Jawa Timur, Indonesia. Pranala luar (Indonesia) Keputusan Menteri Dalam Negeri Nomor 050-145 Tahun 2022 tentang Pemberian dan Pemutakhiran Kode, Data Wilayah Administrasi Pemerintahan, dan Pulau tahun 2...

American politician Adam Lewis Bingamanportrait miniature by Benjamin TrottBorn11 February 1793 DiedSeptember 1869  (aged 75–76)Adam Lewis A.L. Bingaman (February 11, 1793[1] - September 6, 1869[2]) studied law in Massachusetts, graduating with a Bachelor of Arts, Harvard University Class of 1812.[3] While in Boston he met and married Julia Maria Murray, daughter of Judith Sargent Murray, feminist, poet, and writer of the Universalist Church in America. Pla...

Хип-хоп Направление популярная музыка Истоки фанкдискоэлектронная музыкадабритм-энд-блюзреггидэнсхоллджаз[1]чтение нараспев[англ.]исполнение поэзииустная поэзияозначиваниедюжины[англ.]гриотыскэтразговорный блюз Время и место возникновения Начало 1970-х, Бронкс, Н...

Sports teams of the University of California, Irvine This article is about the collegiate athletics teams known by this nickname. For the mascot, see University of California, Irvine § Anteater as mascot. For the collective student body known by this demonym, see Student activities and traditions at UC Irvine. For specific members of the student body, see List of University of California, Irvine people § Students and alumni. This article needs additional citations for verification...

عنتكأس العالم لسباق الدراجات على الطريق للسيدات 2013▷ 20122014 ◁سباقات فليش والون للسيدات طواف فلاندرز للسيدات أوبن دي سويد فارجاردا - سباق الزمن للفرق [الإنجليزية] أوبن دي سويد فارجاردا - سباق الطريق جي بي دي بلواي [الإنجليزية] طواف جزيرة تشونغ مينغ كأس العالم [الإنجليزية] خيار�...

أداد نيراري الثالث معلومات شخصية تاريخ الميلاد القرن 9 ق.م تاريخ الوفاة -783 مواطنة آشور  الأولاد آشور دان الثالثآشور نيراري الخامسشلمنصر الرابعتغلث فلاسر الثالث  الأب شمشي أدد الخامس  الأم شامورامات  مناصب ملك آشور   في المنصب811 ق.م  – 783 ق.م  شمشي أدد الخام�...

Tambra jawa Tor tambra Status konservasiKekurangan dataIUCN188012 TaksonomiKerajaanAnimaliaFilumChordataKelasActinopteriOrdoCypriniformesFamiliCyprinidaeGenusTorSpesiesTor tambra (Cuvier, 1842) Tata namaProtonimBarbus tambra lbs Tor tambra, tambra Jawa, adalah spesies semah asli Asia Tenggara . Ekologi Umum untuk semua spesies semah, tambra jawa adalah omnivora, terkadang memakan buah beracun saat sungai yang didiaminya membanjiri hutan; ini mungkin membuat mereka tidak dapat dimakan untuk se...

Highest court of Nigeria Supreme Court of NigeriaEstablished1 October 1963; 60 years ago (1963-10-01)LocationThree Arms Zone, Abuja, FCT, NigeriaComposition methodPresidential nomination with Senate confirmationAuthorized byConstitution of NigeriaJudge term lengthLife tenure with mandatory retirement at the age of 70Number of positions21Websitewww.supremecourt.gov.ngChief Justice of NigeriaCurrentlyOlukayode AriwoolaSince27 June 2022Politics of Nigeria Constitution Human rig...

تفجيرات التلة الفرنسية 2003 جزء من المعلومات البلد إسرائيل  الموقع القدس  الإحداثيات 31°48′17″N 35°14′09″E / 31.804602°N 35.235728°E / 31.804602; 35.235728 [1]  التاريخ 18 مايو 2003  الخسائر الوفيات 7   الإصابات 20   تعديل مصدري - تعديل   تفجيرات التلة الفرنسية 2003 هو تف�...

Government body for keeping Perso-Islamic culture and education This article is about Supreme Council of the Cultural Revolution. For Iranian Cultural Revolution between 1980 and 1983, see Iranian Cultural Revolution. Supreme Council of the Cultural RevolutionLeadershipChairmanPresident of Iran, SecretaryAbdol Hossein Khosrow Panah since 17 January 2023 Seats28[1]Meeting placeTehran, IranWebsitesccr.ir The Supreme Council of the Cultural Revolution (SCCR; Persian: شورای عالی ...

Artikel ini sebagian besar atau seluruhnya berasal dari satu sumber. Diskusi terkait dapat dibaca pada the halaman pembicaraan. Tolong bantu untuk memperbaiki artikel ini dengan menambahkan rujukan ke sumber lain yang tepercaya. Irfan WahidBiografiKelahiran25 Februari 1969 (55 tahun)Jakarta Irfan Asy'ari Sudirman Wahid[1] atau akrab disapa Gus Ipang Wahid (lahir 25 Februari 1969) [2] adalah Staf Khusus Kementerian Koordinator Perekonomian dan juga menjabat sebagai Komisaris PT...

Moldovan singer Maria BieșuORBieșu in 2005Born(1935-08-03)August 3, 1935Volintiri, Kingdom of Romania (now Moldova)DiedMay 16, 2012(2012-05-16) (aged 76)Chișinău, MoldovaCitizenshipMoldovaSoviet UnionEducationChișinău State ConservatoryOccupationoperatic sopranoYears active1962–2012 Maria Bieșu (3 August 1935 – 16 May 2012) was a Moldovan opera singer. Debuting in 1961, she eventually went on to become the lead vocalist of the Moldova National Opera Ballet. Her artistic e...

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Februari 2023. Real StudioGenrePemrogramanLisensiProprietary Sunting di Wikidata  • Sunting kotak info • L • BBantuan penggunaan templat ini Real Studio adalah lingkungan pemograman yang dibangun dan dikomersialkan oleh Real Software, untuk Mac ...

Causal relationship between conduct and result Legal cause redirects here. For other uses, see Legal cause (disambiguation). This article is about legal causation. For causation in other contexts, see Causation (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: Causation law – news · newspapers · boo...

Continuous deformation between two continuous functions This article is about topology. For chemistry, see Homotopic groups. The two dashed paths shown above are homotopic relative to their endpoints. The animation represents one possible homotopy. In topology, a branch of mathematics, two continuous functions from one topological space to another are called homotopic (from Ancient Greek: ὁμός homós same, similar and τόπος tópos place) if one can be continuously deformed into the ...

Ancient Anatolian kingdom For other uses, see Phrygia (name). Kingdom of Phrygia1200–675 BCMap of the Phrygian Kingdom at its greatest extent, c. 700 BC.CapitalGordionCommon languagesPhrygianReligion Phrygian religionGovernmentMonarchyKings[a] • 8th Century–740 BC[1][2] Gordias• 740–675 BC[3][4][5] Midas Historical eraIron Age• Bronze Age Collapse 1200 BC• Fall to the Cimmerians 675 BC Preceded b...

French soup Crème NinonTypeSoupMain ingredientsstock (purée of green peas and dry champagne), lemon, dry sherry Crème Ninon is a soup with a base of a heavy stock purée of green peas and dry champagne. It is flavoured with lemon and some dry sherry, as well as salt and pepper. Just before serving it is topped with some whipped cream and champagne. See also List of soups External links Recipe for Crème Ninon from Tasteline This soup-related article is a stub. You can help Wikipedia by exp...

Fundamental physics principle stating that physical solutions of linear systems are linear This article is about the superposition principle in linear systems. For the geologic principle, see law of superposition. For other uses, see Superposition (disambiguation). Superposition of almost plane waves (diagonal lines) from a distant source and waves from the wake of the ducks. Linearity holds only approximately in water and only for waves with small amplitudes relative to their wavelengths. Ro...