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Four-story structure St. La Salle HallGeneral informationTypeClassroom, office, chapel and convent spaceArchitectural styleNeoclassical[1]LocationDe La Salle University, 2401 Taft AvenueMalate, Manila, PhilippinesCoordinates14°33′51.5″N 120°59′37.5″E / 14.564306°N 120.993750°E / 14.564306; 120.993750Named forSt. Jean-Baptiste de la SalleGroundbreaking1920Completed1924[2]Renovated1948Design and constructionArchitect(s)Tomás Mapúa[3]...
MO-2 redirects here. The term may also refer to Missouri Route 2. U.S. House district for Missouri Missouri's 2nd congressional districtInteractive map of district boundaries since January 3, 2023Representative Ann WagnerR–BallwinPopulation (2022)778,625Median householdincome$96,915[1]Ethnicity84.2% White4.6% Asian4.3% Two or more races3.2% Black3.2% Hispanic0.5% otherCook PVIR+7[2] Missouri's second congressional district is in the eastern portion of the state, prima...
SMA Negeri 9 MedanInformasiJenisSekolah NegeriAkreditasiA[1]Jurusan atau peminatanIPA dan IPSRentang kelasX, XI IPA, XI IPS, XII IPA, XII IPSKurikulumKurikulum Tingkat Satuan PendidikanAlamatLokasiJl. Sei Mati, Medan, Sumatera UtaraMoto SMA Negeri (SMAN) 9 Medan, merupakan salah satu Sekolah Menengah Atas Negeri yang ada di Provinsi Sumatera Utara, Indonesia. Sama dengan SMA pada umumnya di Indonesia masa pendidikan sekolah di SMAN 9 Medan ditempuh dalam waktu tiga tahun pelajaran, mu...
Public school district in Orange County, California (USA) Westminster School DistrictAddress14121 Cedarwood Street Westminster, Orange County, California, 92683United StatesCoordinates33°45′27″N 117°59′40″W / 33.7574°N 117.9945°W / 33.7574; -117.9945 (District office)District informationTypePublicGradesPre-K through 8thEstablished1872; 152 years ago (1872)PresidentFrances Nguyen[1]Vice-presidentJeremy Khalaf[1]Super...
فران والش (بالإنجليزية: Fran Walsh) معلومات شخصية الميلاد 10 يناير 1959 (العمر 65 سنة)ويلينغتون الإقامة ويلينغتون[1] مواطنة نيوزيلندا[1] عضوة في نقابة الكتاب الأمريكية الغربية الزوج بيتر جاكسون الأولاد بيلي جاكسون [لغات أخرى]كاتي جاكسون [لغ�...
Pour les articles homonymes, voir Morée. Sandjak / Pachalik de Morée(turc) Sancağı / Eyālet-i Mōrâ 1460–1829 Localisation du pachalik de Morée dans l'Empire ottoman en 1795Informations générales Statut Eyalet de l'Empire ottoman Capitale Corinthe, Mistra, Tripoli Entités précédentes : Empire ottoman 1460-1687 Empire ottoman 1715-1829 Entités suivantes : Royaume de Morée ( République de Venise) 1687-1715 Première République hellénique 1829 modifier - m...
L'ingresso dell'obitorio Victoria ad Hong Kong. Gli alloggiamenti nelle celle frigorifere. Un obitorio (dal latino òbitus, morte) o deposito di osservazione, o morgue, è un edificio, o una stanza, usato per contenere i cadaveri dei defunti prima che sia avvenuta la loro identificazione ed eventualmente prima che venga effettuata l'autopsia. I locali possono essere refrigerati per impedire la decomposizione dei corpi. Una scena all'obitorio di New York nel 1866. Viene denominato anche camera...
Soccer clubAustin Aztex U23Full nameAustin Aztex U23 Football ClubNickname(s)AztexFounded2007Dissolved2009GroundDragon StadiumCapacity8,800Owner, Head Coach Phil RawlinsManager Wolfgang SuhnholzLeagueUSL Premier Development League20093rd, Mid SouthPlayoff Divisional Semifinals Home colors Away colors Austin Aztex U23 was an American soccer team based in Round Rock, Texas, United States. Founded in 2007, the team played in the USL Premier Development League (PDL),[1][2] the fou...
Historical term for the islands north of Japan and their people For other uses, see Ezo (disambiguation). Yesso redirects here. For the footballer, see Diego Yesso. Map of the Land of Iesso by French cartographer Alain Manesson Mallet (1683) Ezo (蝦夷) (also spelled Yezo or Yeso)[1] is the Japanese term historically used to refer to the people and the lands to the northeast of the Japanese island of Honshu.[2] This included the northern Japanese island of Hokkaido,[3]...
Town in New South Wales, AustraliaKewNew South WalesThe Big Axe and iKew Visitor Information Centre, 2013KewCoordinates31°38′S 152°43′E / 31.633°S 152.717°E / -31.633; 152.717Population1,089 (2016 census)[1] • Density59.84/km2 (155.0/sq mi)Postcode(s)2439Area18.2 km2 (7.0 sq mi)Location 351 km (218 mi) N of Sydney 48 km (30 mi) N of Taree 33 km (21 mi) S of Port Macquarie City Centre LGA(s)P...
7-Eleven, Inc.JenisDivisiIndustriToko kelontongDidirikan11 Juli 1927[butuh rujukan]KantorpusatDallas, Amerika SerikatCabang48,000+TokohkunciJoseph DePinto, President/CEOProdukSlurpee BeverageBig Gulp Beverage CupPendapatan$16.681 miliar (estimasi) USD (2009)[1]Karyawan45,000 (2010)IndukSeven & I Holdings Co. Ltd.Situs web7-eleven.com7andi.comsej.co.jp Sebuah gerai 7-Eleven di Jepang. Nasi goreng di 7-Eleven, Jakarta. 7-Eleven adalah jaringan toko kelontong (convenience sto...
Эта статья — о городе. О дворцово-парковом ансамбле см. Музей-заповедник «Царское Село». Не следует путать с городом Пушкино в Московской области. У этого термина существуют и другие значения, см. Пушкин (значения). Запрос «Царское Село» перенаправляется сюда...
Questa voce o sezione sull'argomento pugilato non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Voce principale: Giochi della XXVI Olimpiade. I tornei olimpici di pugilato ai Giochi di Atlanta si sono svolti tra il 20 luglio e il 4 agosto al Alexander Memorial Coliseum. Indice 1 Medagliere 2 Risultati 2.1 P...
Species of beetle Dermestes frischii Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Coleoptera Family: Dermestidae Genus: Dermestes Species: D. frischii Binomial name Dermestes frischiiKugelann, 1792 Synonyms Dermestes frischi Dermestes pollinctus Hope, 1834 Dermestes frischii is a species of beetle found in the Palearctic, including Europe, tropical Africa, the Near East, the Nearctic, North Africa and East Asia. In Europe, it is k...
黃泥涌峽 黃泥涌峽道近香港木球會 黃泥涌(chōng)峽(英語:Wong Nai Chung Gap),簡稱黃泥涌(英語:Wong Nai Chung),位於聶高信山和渣甸山之間,是一個香港香港島灣仔區的山坳之一,北至大坑道,南至大潭水塘道及深水灣道,當中只有少部份屬南區,海拔250米,是5條道路的匯合處,位置相當險要,在香港仔隧道未通車前是香港島南北岸之間的要道。 歷史 西旅指揮部的碉...
هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. الرداء الكهنوتي[1] أو الصداري هي الملابس الطقوسية المرتبطة بالشعائر الدينية للدين المسيحي، وخاصة بين الأرثوذكس الشرقييين، الكاثوليك (الكنيسة اللاتينية وغيرها)، الأنجلي...
Stargate SG-1PaeseStati Uniti d'America Anno1997-2007 Formatoserie TV Generefantascienza Stagioni10 Episodi214 Durata42 min (episodio) Lingua originaleinglese CreditiIdeatoreJonathan GlassnerBrad Wright Soggettodal film di Roland Emmerich e Dean Devlin Interpreti e personaggi Richard Dean Anderson: Jack O'Neill Michael Shanks: Daniel Jackson Amanda Tapping: Samantha Carter Christopher Judge: Teal'c Don S. Davis: George Hammond Peter Williams: Apophis Teryl Rothery: Janet Fraiser Corin Nemec: ...
Village in Kerala, IndiaPerumbalam PrimbalãoVillagePerumbalam island in 2023PerumbalamLocation in Kerala, IndiaShow map of KeralaPerumbalamPerumbalam (India)Show map of IndiaCoordinates: 9°51′N 76°22′E / 9.850°N 76.367°E / 9.850; 76.367Country IndiaStateKeralaDistrictAlappuzhaPopulation (2001) • Total9,678Languages • OfficialMalayalam, EnglishTime zoneUTC+5:30 (IST)Lok Sabha constituencyAlappuzhaNiyamasabha constituencyAroor ...
Guérin de Montaigu by Laurent Cars Guérin de Montaigu (died 1228), also known as Garin de Montaigu or Pierre Guérin de Montaigu, was a nobleman from Auvergne, who became the fourteenth Grand Master of the Knights Hospitaller, serving from 1207–1228.[1] He succeeded the Grand Master Geoffroy le Rat after his death in 1206, and was succeeded by Bertrand de Thessy.[2] Biography Guérin de Montaigu was elected Grand Master in the summer of 1207, between 22 May and 1 October.&...
Matrix operation which flips a matrix over its diagonal This article is about the transpose of matrices and linear operators. For other uses, see Transposition (disambiguation). The transpose AT of a matrix A can be obtained by reflecting the elements along its main diagonal. Repeating the process on the transposed matrix returns the elements to their original position. In linear algebra, the transpose of a matrix is an operator which flips a matrix over its diagonal; that is, it switches the...